tag:blogger.com,1999:blog-7871091602782501762024-02-21T02:50:57.574+07:00zwaini infoshare and learn together to be a betterAhmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.comBlogger44125tag:blogger.com,1999:blog-787109160278250176.post-8544440467840757562013-09-30T10:03:00.000+07:002013-09-30T10:03:07.511+07:00CCNA 1 Chapter 2<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berikut soal dan jawaban untuk latihan networking Cisco . . </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Which statements correctly identify the role of intermediary devices in the
network? (Choose three.)</b><br />
<span style="color: blue;">determine pathways for data</span><br />
initiate data communications<br />
<span style="color: blue;">retime and retransmit data signals</span><br />
originate the flow of data<br />
<span style="color: blue;">manage data flows</span><br />
final termination point for data flow</span></div>
<a name='more'></a><br />
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Select the statements that are correct concerning network protocols. (Choose
three.)</b><br />
<span style="color: red;"><span style="color: blue;">define the structure of layer specific PDU’s</span> </span><br />
dictate how to accomplish layer functions<br />
<span style="color: red;"><span style="color: blue;">outline the functions necessary for communications
between layers</span> </span><br />
limit the need for hardware compatibility<br />
<span style="color: red;"><span style="color: blue;">require layer dependent encapsulations</span> </span><br />
eliminate standardization among vendors</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What are two functions of encapsulation? (Choose two.)</b><br />
tracks delay between end devices<br />
enables consistent network paths for communication<br />
allows modification of the original data before transmission<br />
<span style="color: blue;">identifies pieces of data as part of the same
communication <br />
</span><span style="color: red;"><span style="color: blue;">ensures that data pieces can be directed to the correct
receiving end device</span> </span></span></div>
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<a href="https://www.blogger.com/null" name="more"></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b>4</b>. <b>What is a primary function of the trailer information added by the
data link layer encapsulation?</b><br />
<span style="color: blue;">supports error detection </span><br />
ensures ordered arrival of data<br />
provides delivery to correct destination<br />
identifies the devices on the local network<br />
assists intermediary devices with processing and path selection</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Which two layers of the OSI model have the same functions as the TCP/IP
model Network Access Layer? (Choose two.)</b><br />
Network<br />
Transport<br />
<span style="color: blue;">Physical <br />
Data Link</span><br />
Session</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What is a PDU?</b><br />
corruption of a frame during transmission<br />
data reassembled at the destination<br />
retransmitted packets due to lost communication<br />
<span style="color: red;"><span style="color: blue;">a layer specific encapsulation</span></span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="color: red;"><span style="color: blue;"> </span> </span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">7</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Which characteristic correctly refers to end devices in a network?</b><br />
manage data flows<br />
<span style="color: blue;">originate data flow </span><br />
retime and retransmit data signals<br />
determine pathways for data</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">8</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">. </span></div>
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" /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. “Cell A” at IP
address 10.0.0.34 has established an IP session with “IP Phone 1″ at IP address
172.16.1.103. Based upon the graphic, which device type best describes the
function of wireless device “Cell A?”</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
the destination device<br />
<span style="color: blue;">an end device</span><br />
an intermediate device<br />
a media device</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">9</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.</span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><img alt="" 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" />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. Which three
labels correctly identify the network types for the network segments that are
shown? (Choose three.)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Network A — WAN<br />
<span style="color: blue;">Network B — WAN<br />
Network C — LAN</span><br />
Network B — MAN<br />
Network C — WAN<br />
<span style="color: blue;">Network A – LAN</span></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">10</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Which three statements best describe a Local Area Network (LAN)? (Choose
three.)</b><br />
<span style="color: blue;">A LAN is usually in a single geographical area.<br />
The network is administered by a single organization.</span><br />
The connection between segments in the LAN is usually through a leased
connection.<br />
The security and access control of the network are controlled by a service
provider.<br />
<span style="color: blue;">A LAN provides network services and access to
applications for users within a common organization.</span><br />
Each end of the network is generally connected to a Telecommunication Service
Provider (TSP).</span></div>
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" /> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. Which
networking term describes the data interleaving process represented in the
graphic?</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
piping<br />
PDU<br />
streaming<br />
<span style="color: blue;">multiplexing</span><br />
encapsulation</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">12</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What is the primary purpose of Layer 4 port assignment?</b><br />
to identify devices on the local media<br />
to identify the hops between source and destination<br />
to identify to the intermediary devices the best path through the network<br />
to identify the source and destination end devices that are communicating<br />
<span style="color: blue;">to identify the processes or services that are
communicating within the end devices</span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">13</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What device is considered an intermediary device?</b><br />
file server<br />
IP phone<br />
laptop<br />
printer<br />
<span style="color: blue;">switch</span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">14</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.</span></div>
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<img alt="" 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xzZake22pFT2rMKW6LCED2tlZo9aZVJOOfLtjjyra6FVru/0Wg90al+qfn13+5/a/2R+ZGrkAQSR0wAoYgAAMtTCWASZTxmAl1kVcquu1Cvh8hKZFrCnzRkMl0ukc4YkRMPi8W8IBRhBV0QwnhBEgmVADKFYiyd7VbrV+/YW9nWbZ2JOv3JPtfVXs8V/VQgwEA/FxwJcIPTfq0/ODA9a46mjNGkuygOzAf7ZoJdE9N909PaSFATmO2bnjRwwRksDV+d2Hj4wBM7N7cOXMwBnyG5eDaGlwpL82JxZT1iwvDSck96K5neFGT+fSC3iSnad2DvwFD/R0ambMnhSBkQCjKZys5pWSNQKlAKFEAAmuTNF9Qvrt2383urhk90YFModM7hO907rxzJNLnmXh/MKiy43iOpHGKNE1rGi0pHUeUsqpx8tUuodvEqJ690F5WOotJWVNrCrw1kKg3pypF8tTmrNHLlmqmT/aCPJNvd3tO9Fw5WHf7p1vajtdJ0TuKKIAFQoMAwxqIoUgaYAKHXHabylctT/hKFlvDngFtr3S9O/ymWV2PLo5tQwAQIAI9ZHtMAF997+Miv1200Tsz4IgvmuZh+KuCKZYyBqPra/CXvhC2RGZoLqoORoUBQG45ow9GhUKTfHxwMhofDiZFYUhMOaaOhnplrw1zIkoz2TY4b/HNRoJ0W/W+2rzt84pXAQoQHMVVIcckoARAJFuU0VbZsNVN5kdIymd4Yzn53kMP3IhKef+Hwpe7O5d6Q3/2QyPR6VREKhMKyZ1q+f8ZAkjDCVBKpmOanbROXzjQpdr2i2vKyZJifrdNPnO4lPVPQNzt/Yujai5ehfTpfbimcsfCVlkKFOV9uklQuVO2WBatk8UoqF6n2iAqbpLQLVVZJ5aD1LlLnxA3OVJXB90J7ss6Cuq/GWh3mNy6cfvLIq48f8F22FoMLTGBAAQjk0zmhiESBsOUHAGFyqEoCkCgrkWkJfw6gsKJMyQpHKgNaEIVF2wKAS6VECsFEmgfoUmsfW7v+9YqquWx+yDthnA1bwilzJKGZCQxMzesCnCWWHpwNaELcSCI1kkoOx2NaLtYzOz8U5tSRqDaS6Jmd13KR7tlr2lhYn+DUIf9waF49dbXb6/QkQpMLXMX55l9vXO2eHueBRNPJTCEvElqURJlqJElYLOKx6NZcmt3/YWQqG6d79u0e0gwu11GV3/2wLNMlaw4DyEtLJUrkCT4AFIuCJCCpgIBnc/YrzS8rXnrsGfWrzZJmmr88zrqvFltcwROD0dM6aLsK7bPhl4egfgxVOlitj1R7WK2P1LhYtYupPFTppko3U3mYykOqPajSQZVuqPFRlbN42pg7MZx7SyuUGwsVZlzvKVbbMypzTGUodIxK/bP2U927/vVpb7elGFyAIgWJiTmezwpyXzG2aEFLlEl0kVJLZFrCnxPoymAUAixRguS8JWBZTFKCmMW0CPCmqvbRDZsvG8wxTL2RmH5qTjMT0AfjAzP+/ul5jT9sjqeN0WTP9NzAfFDLxYbCnDoW10bjpoXsUJjr8wd7ZueHQhFtLKpLJ9Rx7nJgRpfgDIno0NyUmQuYI/ODk6M9bnuX2fhmTTWXzxcIQwDZoogB8gWeAlv0it5SAe4Pn+aLSDhy9PnOrosfgWUqZ3HKTCoyJjIiARUJRgRjjIUiL0lYyPFCPO8dtLy++blXn9gbuuAUeq/6Fdp0nTGnMvE1VtbkzVWa06eNotJNqn2o0kWVXlzlpDVeSeFkKg+rdoHKw5RupnSDyiPzKap0oEoHrnTgSgfUeKTTZqaw8Sf1UO0Wys35M8ZcpRmf9UnnRoOKkauVmshFT/3uE1HrFMQEHC8IyRwUKZOoHJKibJFJJcowYeT9fNyUUMIfP67vXiGXquAJyhOcLBYySEpJUiCdTkho70uvbjl8VOubiGLosTu6Xe7RbN4SS4/yxJhIa8NRYyKtDkb65wLDkZgmxKnDnC6eHApzvfOBPn9QHYlqo/HhaFwbjatj0YFopC8SGoxFekP+Xv+MNhLsnboyEpkfCc4645GRqanKc+eP19TmCMuIKMtLeQEVeSSICADkaT4liMk7wi0WJaEriPXd3v+iZbp3/55B9QCm6MOO5i+SKYDImADAAxEoFqkkYTGTXgDKKAUmMK/a+uLq3Z0vqrJDk8l293yFJlY5jBqcvMIgKszQ5MU1LqR0SQo3VfqgepSpfGK5gyq9ROGCai9TeZjSTRUuqnDJfArVXqgdpzWjROGCGp94xgzVnuKbOnTKhM5YoNotKe2o2inUOnM19nSdPdHomFHpx6s1x5/YP9NnQ/OphdkI8EzMCwBAYdEaFQnFcrWVkl1awp8HVhp0S2QqSQwtFPMCALeQDabSBYAswK/Wrz/d0urmYhPpjGF6dnjymm5mVjcf0IWiukhSG47quLg2ELEkFoYjMR0Xt6Tyei6lDkTNyZwukjQk090zc7pEvD8YGAgFe4MhdSLWHQ70cMGBBNcbmlNzwZFkRBcNWpNRUyhk9gec86G9L71+5I0TAoBAIBJPUQaFoiCKImNMFIoYiZQgmVKXDVVYNFrfHRZNciIdPvJc1+VLH51lumiWMoFikWAJI4QQlVA6ngAM0clA/eETmuNn412eWKs9UDUcV5pIk0eoMkGtQ6w00lonrnZC7ShT+aBmDFW6mMoHteNE4YHqUZlMZSaVZZFMq0eR0iNWOYQzVlLlRGcsrNyBTplouVU8ZRLPmJHKgardmQpL7IwhWmVYaHFfPT3QufOkcsNhT4cGBRagAJG5CGOAGJWZFGFKCFsstlJCCX8WuHlfNbkopQC0wOh8PJEHmIhEXlYoXq+r73a43Im0PZYYmQtop6YNgUD36Lg+HBuYC2vD0UF/SMfFB/2hobmgLhTVh2P91/zDwdjATHAkklQHouaF7GAwOByPqSPRQS7aGw73x2I9XKg7HOiLBPvCAV0ipuGC2kjQGIpop2ZtcyHXXOT1iuoX3zqdLCIRIL6QEzBBBIuiiJEoryBfJtPrk336rgewTKaYooPPHujt7/lgfaa3rtWFxVVlDDEQCRUwoQwQIoCB8KiQzgCis84rDS+c7H+5JnLOnGy1pRuts2/1xU/pBIWNVTuY0s6UdqpyUpWTKFwgk2aVh1Z5mMLLFD6m8KIKO1O6oXoMVKOg9NEqj8ynuMqNlB5J4UZKD65yU4ULKtys3EHP2Fm5QzphZlUuodJJ68aKClde5cjX2maO99Leq9dqBl/6zbae8hbIAsmgXJYXMMGEyYXFKKWZTI4QhvF1I1/OW4abFvKXUMLHCbfZmHKxKhDIlTBBLk6KpIzEJ0U+IUkTkcgb9Q0HT5drp6adyfRIINQ/Na31B8yxuCEYHg6EdKG4JhgbCkW0HDcYDJpTaW0gZEumRwJhUzg+7I8MB2P6+ag+GNeHYzpucZo/EOEGuehAhBuKxgai0aF4fCga00bjA6GgJhIZmp03BiL2QNQ5z/WM2F8+U328tiELkKesgFCOL+ZyGXmaD4BFIc8X88DIclKOXETpXfbOh5hnejsylVfjCpjwCGdzBUYAF6VCbAFEkpoOKJ59tW7PK7k+b6rZMn+iP3R8kK918iq7WGFBFVaqcDClE2rcROkgCpc8qScKF1P5aJUHlKNM4ZPOOEiVE5Q+mUlxhYtUOanCRRQeXOXGKq9Y5ZI9raDwQqUHKtzopIWVu4STVqbyCZVOSenNVzrS5YakckTs8AYahqfbRk5seO7CieZCICNkxEJOSCcXFlJpeb0ppUsFT5fc2CtvvESmJXw88bvJlBAiiiIAZApF3/RUDliS4F0vv/RqQ8Mll9sWS+gjkcHZ+cuT1wbn5jSBgD7MqedD+nBiOJwYjiUGQkEtx/XOzOpCkd6rU+ZITDMT0M4GNdMh/RynnQ6NBDjNXEgTjA0FowPBcE8gOBiK9PmDAxGuLxQeCnODoahloTA4HzFx6ZH5iObKrGFybjpV1PmuvaSoe6lKmUSYB4gtpBZrw1ORAcKIx0hcNEiX4/nvunc+xDzT25EpYiDnvSMGwXAIGIi5AhTEyRHLm9v21u57Oa8djzbri0225Glt+rSONY3iGg+qdKAKO6lyMpWH1fponQ/XeGidT1J5oG5cUrihZowpfKAak61UUI3KlilTeJnCKx9A9aikcEPduFjlgupRVukFhZdVeViVh1S4ZPKFmjGs8kk1o6h+jLZNXHuj+2pFH9jCpjMdNbtev3SyKTcbhwLNRzPcbFBOkirkitd7eMWyqHfohxJK+KPH25PpUoYmMAARSYjgQlGQKEsJYg7geEPD1qPHrMGQd2FBM+83cDH1fEDjD/bNzmlC4aFAUBOJDgY4XTyt4WJDYU4XSwyFIpoQp+Pi6tmgMRQbmY+a/HHjDGcLJA1zUUs4ZQzEDeG4JhIZjsfU4bAuER+KhHWJuCbK6WKJnqmgmctpZzhHLKufCZnnOXsgPlMg/c6xHcdeU7Sdz1HIYYSB5sVCMh2jTCJ0OXtfnlC+FzfdR5ZnurJWiAQgCwYgFOIRDgoodW2+9rlXq7Y9G+oyLXQ5OaU6Wa6Bs2O504bcKRNfYaPLcaRqL6v10cYxXO8TatzQeEVSeaDhClJ6QDUGylFQ+kA1KhPoMpnKf8pcKfMprnKDagyqfLTSLZ62g2pUOGVjCq9wxo5VvrzCJTaOB05pFlqdyfOOUUXPVKs+ph7b+5O1ppbehSthyIOYKIBEhaIo8pL8fL5pJRQsLZktoYSPIW7LpJIkyGQqSKJECS9ICCBHoaaj8+Bbp/q9o454vHN0bNAfGAgEjImkMZEcicX7/X5DMjkQCqoj0eFYYijMGdKpoVCkf27eEE8NzPv1wagxFBuZ5UamwnJWv9Wf0E0HTf74yHxEF4oMBoM6LjroD+hiscFgcDjCDQc5XSChnYnqZ2OaqaAznukdu2ac5xzhpH4q0GF0bj/6amvfYLRQyGAhK+QLUp4wSd7CTzZH3zO5fTR5pitLyBBGRUZ4IAgYkb8giSWuBM69pmg9dDzabVvocs4rBlIqfUFlFlVWSWlPvabNnzCTSjeoRqF6lNaM4hofqh1FtaO4YVxSeaBhQlK4We0YrfKA0rdEqdeFKXyyOxVUo7jKDbWLluzi+Urfshkrky+pHeXrR5N1tvlqffScbfasPjHg5q0z4+e0k52G+v1vaFUd2Ykw5BgrELn3MCW38qZ8439I15VQwkeHm2l0OVxDKV6shM9AZCxTKPIMevWm506cuWi0zSLac+3aWY9nIBQ0ZLL6RMqazWsiUQ0XG4qENfFYXyg4HI8NhUKacMgYjZsTiZFI1JZMaeYDxhBn9IctwfjIbNgajhnmItZwzDjPWUJRQzhujCb1wag5mhoOcqZYSh+MmiMJcyjp4DLqSb/JH+2fmHbEFizhRP/E9NiCODQ22zZi2fHSq50jI+F8Pi0VRYYQSHKxakLQH7L2+6PJM5U5RfawYEp4grJIEDAq5Io4K00aPHXPn2g7dHq6UZs570o0WIRWb0FlKVQaRaUd6kbFcod42i6dceAqN1SPkmofUnqKlQ5SO4prfLRuTGZGVOliCi+t8uAKt3jaIZyyyyIf8ydt8rtQPYoqXYuegepRpvCiciet8sjJqtJpO65w5Ssd6Tpn9Jzzfyn70j/c8eW/KXvwP5R95q/veODbdzw40W2cPKvpOHSq562mpDcAeZZL5CgFTIkkSSs76vq2Yrf0RmnWX8LHATcwqbx8SHaYiiLPAAqiIAEkczkJwDV59aXTim6zyzgd6B6dGI5GL83OqBOJ7kCgN8QNRGJD0Vj3vH8oGhuIhNWxqJoLG2OcLhgwhILWWFQzOzM4dc0YDPaOj+tm5rVTsyNzAc21GcN8UHNtxjgbGJme188Hhmf8I/MhzdTcyHxIMz2rnwsOT88bZ4Mj1+aN04GRaf/oQl4/FzaH4trpwODkvDOe86YL9Rr9Gw3NdV1dOYCMxBekooiKCIkYS8tkSsh7jOZ/2Hmmy2SKMUYER8p0FjMAACAASURBVNNJHkmUAiDore8890qNrbp/oecKujApNPrSFWaxxi1WOcRyG1SPEoUHasap0oerPLjKQ5U++ViqcFGlj6lGcZWHKr24wkUVLqnchitcUDsB1VdAOQ6qiWVhCh+r8oDCiytcTOUTq1xY5cVVbqLw4Ao31E7wFU5omCwcN1Old6HSkmp2/ee7vvZ39/7FN8vu+1rZXV8tu+e7n/nSZ8vu+vonH0z3eaZVAx5F71urD3G2aZoSI34OIZLLFeRNvgCAUoyQuLgT6i29USLTEj4OuJlMCUGEIEpxsZiXa+bPR0IFioqMltc39pld9hlueCpgS2SGY4nBWGwomeyOhC8G/JfD4cthrp/jLgeDmnhMHeeGwn71zLX+CV+316m+NnHRbTOF562RwGgqbgsFHZGwNRiQX53hsDMQdAVDjlDIGQ7bAgFnOGz1+x3hgNXvtwUChqvXPOGIbS5gmwsMjU26uKQvkVNfm+/yXdHMRS55Jh2xhYHRKztffuXc4CAPkMgkC3x2qezpYhnW97Do5qPJM11JphJGPMKMASnSa5aJF57cd+5g1UyjOdnkXlDa4m+NSDWjxQqnVOEC1RhV+qB6TCZNqJmE2gmmHCcKL1WMyUKqRplijFR6SKUblztxhQuVO4nCK55xF086Cifs/EmHeNohnHIWT1hJhYtWumnVYnaUpHAThYdUumVLFuonc6esROFJHTfka13hJvPf3/UXXy676+tl93zjjru/dc9nPl925xfv++znyu7yKbvEy2PBxhHlmqOtR6py1+JQBKmAFhayoojkW8YYiyIvb8d4a2+UyLSEjwNumODLZIqxxIDmiwXCKAYWW0gJACaX55XTlWPhlHE6pJ8LG6PJgWC4n+P6otHOYKAnHu2JcurUwlAs2ReJqGNRXYIbnJuycH5fKnIlE3dx/jmUd8eDLs7v4fyj8dBoPDSWCPui4bE4N8qFx6OR8WhkPBoajQbHo6HRSGA0GvRG/D4u4Av7ryajvrB/PBoZ5zjb7JxpatYbSw1Pz3szeWM0edE7aY2mnPF0w6D6qV275xKJUDyaE/LLVEiWdnt7973zB+eZvt0Gc2/PDrINTFbs6kwpFAq8hBgVYdwwpnruTNexhvlmB+qZ41vGIm9oULUXOkJizXj2hI0ovFKFC+onhQqPUOGRyn2owitVjUlVPlI1TqrGiyddQoWveNJFqkaFU05QjZFyN1P4cJUHVbpxlYdUj1KlD2rGxHInqEZxuZ0p3VTpFirtQqWTqXy0wkPPuMRTNlbp5U/axHInqx/HDaNTr/eKg9f+9hNf+GrZPX9Zdu9kt+bhsju+UPbJ+8vKvnX/Q1fODnmOt+cv+Qq9k0d/vqP91VpIAxRYMS/ygiSX40MEL+8VThhdLrRz43Lg2/18SyjhjwErfo1Lw54BxNMpBCySjIuMIICpYHjXgecvay2Tybw5ENPMBNw5XsPFNMnk5XC4PxG/GAj2xuJyZmhfJNIXCjryGX1gxhiaHhx3vFpbvu+No3veeH7PG8/vfvX5g8df2n5s/44XD+w6un/3sWd3H3t290vP7X7p+T0vH9n1wsFnjh145si+PUcP7Dq6f/eLB3e/eHDvy8/uOLL38PEXD75y5OBrRw+8/uKR8tMHTx7fffytvskrzoXM0NSsLZa0x1PmYKSm8/KWfQfylIgMZfkcASoigTAsrw5fuYHm7TbTvLF3CKZIIOKBw+81z/Rdkalcf1uiRJDEosAzBjEuSXK0EMxXHy4/teaFeOdYusVdPDsWOanLK+ykcSyjdMVOW2nDVVIzJim9ktKLaidQ7QSpWZTlY1x9BddelWrGeaWPr3BKCo9Y7iycsRXKHbkzVl7pLipcUq0nX27JnTHzFTamdFKFA2p8YpVDqnDiChdU+aQTNlLhKp6wgGps4Q0DbZjgzujEi+P/WPbw39/15a+W3fVf7v3y2NnL373j09+6674v3HnPF8vu+T8f+Kb9ZHuqxZpr94yphp7/+XbfRQuOFHEBZ3MFOZEWLVUX5EVBXrlcItMSPm54ezLN8DwPLF3ICZTyDJ598ZXDL73lmgo6Q3FjIGoMxbSBiC6e7ItEejmuJ8r1RGNdwfBQPN4XCmuSyV7/vDEa8mbi7lS4zdB/pkV1tu+84nxNTWdDQ1dzU1fz2Z6W5u6mtu7Wls7mtu7W5ktnW7rbmrtamy81t3Q2t/eca+tuPd/b3tLVcvZSS3NnQ8ulxvN9ba1dZ5svNV/SXq7vOrf5yKH/+5EfNejVtjhn4WLmSKxr/IopFBkNx37828eHLKYMFkSGBCJKmJcNPkLfC5kShiWG9hx8//JM345MF/lC3oZ+2SXBCIAALMKrqy6qNr482zCSP+cNl2u545pirQ03e4r1jmy9W2q7mqt2i/WjxTqf1DSRr/Hka7x8ja9Q6yvU+op1o0LtaLFutFDr5etHM9Uu3HpVqPNB6zVUP0ZbJsTGcbF5rNDg4ps8QqOLnvVC6xg0+4oVZqj28hU2scqBKl1QPcbKXVDpoVUeaLpWOGnlq5xZha3Y5g21mP5j2UN/e+cXv1V27z/e+cXgefU/fPLB/3TfFx6+69MP3/OZb5V9Ot7vni3vnTl+OXXebT116YVf7Bi/bAOeMQbyHmEYQCRU3uX03ZBpCSX88eDmX6mc2pjjBQQgAKQF3uByr9v5jN456p4Nq8euuRLZkQA3NBe8NDUznE53h0Jd4VBPJNofS6gTib5QuD8c0caiutC8jQs0anvebKps6zs3ERgz+HSmcb15TG/yDttG9c4xg92pdXtHbA6Nw6M3OTRm97BzzOAcM5icaotbq7f2W9xas0tj8+osDrV33GB3D5scGq1tQNGq3HRo5z/+4J/7J7y+XMoS5XzZfOfomDu1oJu4qvWO/ujx384vJPMMISBkcUUsfW+W6a15pvAB+EwpAJXLtCwm94qIEeCzAhRhetB1YtUh4ytt/MUxodUj1NsTpzSFGgt0T1490R1vsaXanLl2r3BhvNAxmj3nWWh1LbS6sq3ebKs7e86TP+8rtPsK7b5Cx2iqxZ5uc2favVLnlXSzI3/WLbSP5s95xYsThXZvoc2Za7HwrXbc6hbqHbTRJygcrNaHKh2k0i2etrMqT+EtU/GEZeGNEaT0QMuVyOlh1nftasPgd8se/IcHvv7tsvsC5zSRc9pYv/Wvyz798Cfvf7Dsrm/e9aCroadw3pmuHok3WqShmfPPnKnc/HJqiiMCxpgWigKPsFx8QGSkRKYlfByxnIm59CdjclV9AC6zkCfYn0i+Wln1UnlVBkA3dk09MWUOxQ3h+MCMv2fOPxDhejmuJxLp5WL9kZg2kVTH4oNctGtqaryYU/R17Tv18tHK1892N18evtDWU9/WU99yUdV6sbqrt7mzu66/9+ylzpq+3qaLnTVdPU0Xu+o7u+s6Oqu7ehraLyi7ehrOX1TJmoudNa1nz3RfbujorD57QfXklt9sPrTt+0/93BWb18xcGbh2ZSQc8hWKLSaLL5kyXJ3e/eorR86cyjGUFnJFxFMgizPod0+mt+aZvk9kest/Xq5lDQBYIny2CAKIoUzzkcrqjS+HGk0LTTa+0cbXWTIKfbbRFGsZsb55tmbdc6p1zzZtOda289W6Dc937Hnz3K7X2na+2rbztZZtLzVtOda4+Wj9xiP1G480bjnStP1ozeYjTTtfadx8rHXba2c3vdy+9bX61c+f2/Jy9zNvXtr+Wvv6o+dXv2DYXTn7WndB6ZBqfLlTFqnCyZRuqPZKp62sygUVblD6cqcsuNGba3SEG/X/qezz3yn7zNfLPvWdsvvDFw3xi6Zr59R/fccDXym77+ufeuhLn7j/O2UPZNutweOXg+WD2XMe0EaO/3p/wj0LPAEMoojSuaIEIDLGE1Qi0xI+jripMB1jjBCGMMUAM2EuR+iQ2fr0zt19drc3EjPM+A3+sGYmoAtwI7GkOsxd9gf6OU6bSvWFo4PRhCae0kaTw7GELhbrmxzff+bNH6399dP7Nuw9tmvd9t9u3btqz3Mb9hxcd+DZjTt3PbV3z6o92588tHf1nh2PH9y3ZvczT+7Z9/TOZ57YvXfVjl2P792/euczT+w/uHb33lUH9q/Zv+fp/XtX7d395DO7Hv/lY//z0ad/tP3ZzT984idddk2vz+rOxJzZlC4cdGWyhkDIMO/v83l/uWWTYdQTz2cKUpEwvFyP+F2RqRyU+2DyTJe9KkvAWIrHo0WhgDEmiNKCRBbEixXNh3++hbvoDlXrMw3mZJUmU62nF33Fi07H6bYLz72lqWjoP6PqOVk5WKEcqlQNViiHKmvUVbXDivphVcNITYOhrslY22Kub9VUVeuq6w2Nrd0nq9SVDeryRpOiffDNWs2bdabylovPvTFWd3FMdbHuqQM7/+P3x451sHNXC0qXXOUEqr1SuY1WOovHjfiUVTxlIbXe2MnhTKMtedH295/8/MNld3/77ge+U3Yfd34kfsF4pbn/b+586Lv3f/kLZZ96+FOf+2rZ/ULfaLxKnawZyTTak3W2mVp964sV+UAcRCryEiZQRBQxEDBCjJbItISPHVZmTcLSxpcIU5GxJC8kePF//uyXPVanL57UXJvSzfmNIW5w2m+KpTQhThdL9PmD+vTCIBcd4OIDkZg2mtQnFnTxZM/0jCsZ/9GGVe2G3j7nkN6tvjR4tmuw+fJAc/9Q65D63OBQ29Bgy4jmnHagxTh8Xqs+q9e164bPGQ0X9Lp2va59aLB5RH9er2u32y477T1Oe4/VcNFq6DCOtL/w0raDRzdv3b/+h4//aHjMYglNGiMz+khAFw7qwuHhOb92dt67sNBhMT66ZVMGC1wqQYElM1mR0PdApox9wHmmsmOFAlvcDhAAYwwEQKDXTN5Dv9k8WqfJXRzj2zyFektKoRXP2afOdNneau59tcJ9odvV0zNjMwS95oDHEB41BzyGgMfgd4/4nfpZx/C0RX3VPDhp6J809F8zDc7Z9XMu05RtZM5pjXg9Se9E3OmbVuvT7rGw2Ro3Owfeqjr95K69/9cvrx7vLzSNFau92dMWXOUGlQdUHvGMmVTY8Gkzf8qYqTSlasz8Rd90s/o/3PXgw5/81FfK7v6rsk9FmoelLne4w/jdsgceLrv3q3c/8Lk77v9S2b1jysvZFku20ZKsNhabR1PnvLXPvILCaShQQBCLJURC8wUeEXz7aH6JUkv448WtZIoxFSW8UCzyANWt5/e9/IZ1Nmjxh92phZFwRBsI6bj4cJDThLh+f3AkkRqOxgdDkYFITBNPqSNRLRfr9wc1obAzEfv+2icqu5tquuvO9TUPW3v6dO39uvb+oXOXe5r7B9oGh9oGB85qh1qH+ps16taBoeZBdYtG3arVtGnUrXrd+WF1m0HXode2G3Qd3Z3Vw+q2zgsVVuuFw0c2PP/i1k3PPPXLNT8zTFg88ZneKe9wdH44FDDGYgMzc5ZkUusPdLqde1571TN9DQNki4VMoYjezmdKbg22r9B8GHmmi9tnA2NAMUUUCAAAoVIyX3Ho1Zpdr4ZarXzHmNDiCrzVV2g0oy6v9fXmnmNnLp+o1LY0eUcGhi43DfbUj2jO9nQq1H316r56TV+ttr9B21+3/Do80GgabhvsqVcPtKgHWk3DlwYuNo90nrdc7tR2tJh7Osw9HY1vvqI4+OyBf3/s2X95IlBrEM5dzarcxUoHUXhA5SFVTrHcJpw2gcKZPzkC5yYjVbprlb3/+Y4vfa3s3m986rPfuuvTL/xqbaplZPZ4Z+GSa7Jx4C/LHvzmvQ994ZP3f/Ouh/6Pu746VdUnnfemVIbwKW36rLP/tbrLlU2wgPhkgWK2sJAVJcwACMMlMi3hY4ebyJRSijEVRCRQOh9P/OSJVYOOUfNccHh23hqN90/P6mKxvvnAUCDcOzNvyeR65/wDgZAmEtWl0v3hiDoS7Z3zayJRTSBgCfsf37ftslP7VtOJp7Y+tnn3ql888YN1Wx/bun3Vlm1Pbdu1etuuVTt2rtq2/fHtO57Yuv03W7b/ZvO2R3ftfnL7zt9u2fbo5k2/3rzp11u3/GbXzid3P7Pq0MENR1/cvnHDz1Sqo0eObtq176kdB9b9fNVPDBMmR+Sq2n/FlIpevnq199q0JbHQOzNr4GJ9k1eaB/pr29t4ghbyOQIQT6duR6Yr+fRWMv0deaYMoCgskSkDYItkejsDeLn+CqWLJecJo/LcVqRCERUEoSjkCzOOsWOrdnGXXb4T3YlaM20fTyj0M8d7sx3Ok4/ueOFXa19Yv2H/plX7d65as/rHazY8smPPE5t3/mrb7t9s2PbTTdsf2bTtZ5t3/HTz9p9v3fXzrTt/uXXnLzds++marT9dv/1Xm3Y9tmfvmvVrfrF51a8Obl1zYMeqXZsfPfbsxvWP/eDgusefe/ypZ/7HL2brhrNtY4V6H67x0SoPUXiYysdXOGiNF1QuVGHOV5lyjfZYm/m7ZZ/91ic+/dU773u47M7nHnkqpOinrc6Ycjh/yfPdsgf+6u6H/uKO+79cdu/flj2U6RtdaLJAx0SiwlBo9002Dj7/m82jvUYQABdwdqHAGFBgRcTTpcIKZKlcH5bQBzoSSijhvYMBAPBikTDMlrZkl/N1crwgALx44sz+V96cTOWMswFbLNE/NT0UCGoiETUX0UQimig3FOY0XEwdiQ9y0f5wZCDCabjYcDSu4+LDgaCDm39i78YWTceJphNHTzyXRbE8ioskhVgGQY6HNA9piaYRS2GWwixFIE0gjWgcswRmCUJTlKUpSzPIMlgIRkZD3Ngrr+8bMXUdPrLp4HMbduxf/cvVj2jGjXbuqmZu0rmQHg6GdaHo0Fz44ujVrqvXRgIh49XJ4ypFhi8gIhURn+OLy1agTGK/U36veqbvjUzldeiyXs4HwkAyxWy+mEOSAARa3lRefqU61G5NtdivvXG52Oicf7Mv2+LgL4+eeGxn+7Hj1u5OdVeL3XTJaL6gMXWozR1qc8ewrVNvv6i1nNNazvcON/TqmjsHay8N1nb0qXpGWs4P1VxQN/TqWi3OXpOxyz7S4zb2a/uaey/X1qiOPfrzf3r5wMaXN63f8f89MqbsDVQbaccMqx8XTtmYylcstyOVj9aNiRUWvtKUrzKxi1eSnc7vlj347bsfeLCs7BufvG/PDx6NNuviKq3Q5posv/xf7vnqX9752Yc/ef/ffPbL377jQW9db/acM1E1Ej2tyzTacz2+hmdeOb7lWcgxkpVymaIoIgpMRAIDvJJMAUqV+Uv4IwYDWJEnLkgiAPCigDDlEXWMXv2Xnz3qnAt2OzxjmfzQ7Fzf7JwmEhmKhAZCATUX6Q8G1JHoQDA8FI4NhiIDoWB/MDAcjauDER0XV8/NOrj53+5a2zbU8Vbd8X0vPpOV4iLL8CgpQV6CvAA5ATIiywl0AUMWsQxhWQo5DBkMGUwXMM0gsiDhNEIZEaUQW8jx3L5DW9vaqw8e2rj3wJqtu5/+2VP/rpu0WLmp4bmrlnhMF4oOhxOGyMLgdLB/et4ciV5JxI+deGv06hV5N8BULr2STJf59B249X2rZ3pDuytSKOR/vzyxzRcLjDEgAGnx9M6jU83D8VZrtHpEbPEEXusv1jtmTvZlOl0nnnjmSvfgnN2g7m5wWi45nZf15s5ebZvWfElrvtSvaRscae/XteuslzSmTpOr3+DoNbkHNPZOreOSabRfbb7QM9h08YJquL/VrLlwuV1h1V/ovVz92C//26uHNp8+sHvdP33vasNguMGca/BIKg8ofcIZu6Rw81VOaJgQFDbW5M1XWyJK7X+9+xvfKfvMF8vu/Mb9n/na3Z8au6yeOjsYO28ONGjil+yTl3TfvPP+r9173xfK7vzOPZ//u7IvxM/ZaOdkodqZUVnTrZarDQOvPb17oPY8FDAqSpKAEEIYSyv26QbEqFyRtoQS/hhwuzCLJEny0iC0tLc5L2DMYNu+wxUt7Z4gp5+a0/tDI5G4IZkcioQ1UW44HlOHOX08qQmF9dGYPhwbicSHg+GRSHQkFDNHU7pQ1BQJuzj/qn2bO4a7Fa3Kbfu3IuAxy1MQJCYgEEUQRBAkJmKQCIgMJFkIFAgUKOMZCAAiA0HWU5AoSDt2bj5/ofHIC88ceWHnph1PP/L4v49cdbjis/3XRs2J2MC83xjPmKJZE5c2hePWcNQ6NdV86WJVbbVIpZyQFalEGF1errm8qdtN8/2bpvnvTz3TG2h7sTYXuyH0RCmlNBFLAgYosIl+e9uh0/MN+lybO1qlz9VYYye0qSrDQpOt0Od747fbhutaOhSnNjz54wP7nt61+4kt25/YsmPV1p2rV69/dPP2pzZte3LbrtXrtj6+5ZnV67c9sXnn6g3bntqy5+kNO5/YvHvVqg2/XLX255u3/PbFwzteem7HCwc3nWs80ddT92///J8PbH38uXVPbf7nHwbaR1LtrkiFXlK55K33JIUbq7y4xiPWOLNKU6HZGWrQ/W93P/y1snsfKrvj83fd9cVP3PnVO+77ctkn/6rsM39b9rm/KXvwK2V3fu2u+7/+qfsfKrvjy3fe97Wy+6/UqiPVBtI4llNY8i32QINm8NW6Y6t35QPJXDJDRYKQvLUDXdpq/IavqoQSPnLcjkwXl4AzwIRJiGSLvETBPTb5m/Vbp9KFTqvTxiU6xyb75kL9/uBQmBsIhvv9QXWY65v160KRodl5vT80PBfQzwe0M3PGUEw7GzSE40PTU87I/OM71zb3nKtsqty2d7NA8wR4EecIiBITEUgSYAyEMMwAUSYBUADMAMlCqCihoiDmeSFXLOZzhayExR07t7R3NLzy6sF9+zds3vX0D371vZErdntkZmj6ijbo10QiWi5mSWSNkZTBzxlnA9apmSGb7eCxoxqDXmQoJ+RlMr2BTxmjwOSlN29Lpr9vPdOf/PSR5ULHK7czWv4C8NK/WfrfZGkxPiaEUEyKmQLKiLCA5wzjJ9a/MNNsDKr0iaqRjMqaKjfwNY6Myhyr0cfOm5//+VpDS3tPS/2J1w4tpKeLIpfJR3NCJi/mMsV0nk/xUiZbSIg4lysmRZwrilleymEm5IRMAeczxTQvZQQxIxbTwbmJY8/tVPe2dHYoHvvl/zi2b/3Luzbv+cmv5tq1obph/qwnc2pELHdIFU5WO0ZrRkWls6i0iWfdkVr9qz/d9N1PfP5Ld9z76bKyr3/uc5//xL0Plt3z2bJ7vv2Zr3yl7NNf+8QDD5d96kt33P25srLPlpV94d77/uKO+w8/soFrNOeVVlFhy9Vakk3GuRZ9y3Ony599HXjgMwVKATGQgIqMSJRQIKW4Uwl/hLg10pLjBSzbZYQV8iIBuBYIr31mb+PlIXsgagkmdYGYJhzvmQsOhRMaLqUJJ/VcShuImrik3h+yRKJGf8gS4szBiDUcNQai1mhKF+BMkbA3Gli3f0vjpYbW7sZd+7cQKIhogUKRAI+ARyBhQIRJFBADtEyjiwPn+oUubjkiSgUG0rbt6wfVFw4/v/XwC1ueObjhF08/Muw1u6OB3gmvMcb1++d18eSQnxv2x4dnwsbpkGMubJ+aOl5Tc/TNN0KpZF6SZAOcUFjahIhQIAzoMsutcGwunfB75pneSqbXW1l2jDKKlohcplFMESGIIMwkCjzLB9MQkV5f81zXczXhJttCnT2rsGSqzOkKY1FpExpd+XZXpN3w2pNbB2oaOxurXzm2n7IMhZxEihgQYlR2OGIqAmBMrh8DYNkBjIEUpKLERAoImERR/sCeTb3dTZ0Xlb/42T9VvHnozf07N/3L922nW2ItI9k6k1TrEirtSOnlKxxQN4qqnaTJE1PpIm2G75Y98LWyT3/7wS/dV1b2QNmdf//g175Z9uBXyz77xbJ7v1X24LfLHvhO2We+VXbfV8ru/Nwdn/jcPfc+UHb339zxhUSHEzW5c6cNqMEVLtdI/VPeusHTO19sr2gEARgBxKBASYEikREKRK5j9h726S6hhA8Ot5IpYpAXRMYgnc4QCslsoby+8cAbbxmm/LrZkHqWG5jjNFxKHU33zUd7prkhf3xoltMFYpqZgDEQGZ6eM/sDhtk501xQP+s3BWOamYAuFFXPTHs4/9O71te2Vzd31Bx4dieiBQnlRCmLWVGCIgJJYiJhEqYiZdIiny7NfYHKK0AJQkhEkiDxlImYFLbtWN3V03T4yKb9z67ddWD993/xrzqP1R2ZH5qa0AbntDFuMBwa8nNDMxHjXNI4E3OG4qarM7bp2RdOnSqvb+QZSBQwYYt8SjEDRAExwAjwMsstds4Smf6+eaa3kuliiInJ+8YxDEyC62Qqr/PBVMRYIggzkUCeknDR02Ha+6/rA822dJNHqPPwKqdQ4y5UO/NVtlSVIVZvWLjsfPPpHdr65u6m+tePHQCWZZCnIFFAi5Y2xbC0jdfK1CL5SjCwglQkgAmTgEmUFrdvXdXT3XL+QtVPfvxfXzy0SfHCgaf/n/82Vt1RuGBPKDRSrQMaJwpn7Kjai6udqM4pNNkjdcOhi6avl33qobJ7vvn5Lz90xz3/60PfGK3ui7SYuEZjvNE0XzuYOGfiWvThc7q/K/v0V8vu+tJ9n37wk/d9o+yBYKctXmuU6p28yo5axoOKETBEel5p2v/Y9qB3DuUxBsgTnMFCcdFsR0tb0Fz//b5zenAJJXz4IBQkRBiDbK4gEjC6PVuefXbQM+rg0iOhxKUrc8OxBX2qoE8VLk0G9aGMzp82BFIjc3FzIGaYD1mDIdP8nCXgNwdDplBEH4zqwzF1MKILBrzRwPp9W1q7zrZdbN5/aLdsGzFAEikiEEUqiGxx3eBSrjqCxc3vru8DxBYn2oiBQKGwfefqIW374SObjr60Y/vedT/4xff1Ltt4jOufHB3hgkORkC4RH5yPDPvjw9NxR6Q4MsWZ5zl3OnIYTQAAIABJREFUJDk8fu3xbXumommRAiaAiZzDiAlb9MauJNOVeBd5preb5ss3I5MpYlSiBAPDQBBgiSFEBIwlLCHgGU2JECru/8nmi/uUC+3j6TpnXmHPVVoLSkdB6SgqHamK/5+9945y67rvfceWi+Re47jI9ktuynvJernrtevrdVcS3xvbiUsky+qiOkWx9zLsHM6wiWInp6BjBtMrZjDovXdgesdg0HsHTt1nvz8OBhxSpCyXOErsvX4LAo9AEKd9zm//ynfrs53m1IjtwsvbFJx2YTv7YsMREs8AWCIhSpdlkOT9hZm15RMAqOZzyhhKQBInEUChEJb3798iV/QLxzj/+tPvndr/xo1j+7f8wz95GX2FIUuly1ZiWlCGk+RMAv40bJ/OM0xpnjE5YPm7j33tm3Wf/vqjn/vao5/9at3H//YjX0HHZ8sdDqpzgurwEB0upN2GCRyFXsv3Pv4nf/nJz36u7qOff+ST3/zY5/6i7nPZPluRbyuzXXBgJXRHn+rzRsYm+cdvXzt8icyRkIJFDMui5RLAMUBiBIoRKAHw6hWxfmX8EaZ/HB+qASBVQjFAwWQ2h0DYdO3GyWs33JGEI5YRza3IAjFFJCUPp0SrMelyTO1L6lfTutWEYTVh8IWN/qBh1W9cW9X7fcZQUBcM6UIRxVpAFQ6r/asTscDW+t1D0uGOHv7R44dpDXUAiDJSwCGGQhSlcIzCMQonAE5SBKAwAIiaM3dvXBEjKISkivsPbhHLuk42bD97fs/+o9uefuWX5innbCKmWpzVhgLaWEyXSGnDSVM0r/OltMsJ7XLU4It6YunpZP7AuWv8EUkFVJNZNZiSFEbRWHs4TH8rPdPaqIVjqxil3VKIEwCHJIRlALO4sXO8/idbksNTMb4tzjSVOC6qa7bEcpbY9nyrOcswZviG/Jjz8qs7le2dIx3si01HIVWgYBlAHCXpiveHtnlRENSYTkCKpAgKYhCWd+1+TaHsa+dfeenZ/9V88fiN+gMv/z/fH6o/b7/Eh6OTBYYRZdrLLQ7AnYKd81TPTKLdstpr+OtPfO07j37pi3Wf+JO6T/513eeLsskk31ji2nCWGzC8WIsda7MhLGteYF7tU//5xz7zhbqPfO3RT3+17hP/9VNfD3dqczxTnmmFAytIz8xqq7YgW5jrN77+g2dTizEkXaYomC2WMAhLOI5BUMJR4o/wrI0P6ZPkDyW0fa/qW3WvKQgrOIZSZBHDEAgXguFn39w2qDZ5Yymtzy9dWlGF4ppEbswXlvpjlnjRGi+o/XFTJCuf91vDcd3qqj0W0awuO7NJ+dqyOrqmTcR0ybgxk9KF15zhtT1njnUJ+7sGuw4ePUQnEkgSx0mMgDgKURSiNFIAxCEkal7Uxvwt/bfoBlcSVg4e3iZX9TWc2914cd/eI289/eovVC7Dcj4lm522xJPGZE4VTutjeX00p1yOG9ZSen/MHIy74mlXKDFm8rx18HiijFUoiABAQEiAu/9WrePmPq9uY52pRDJOz/F/qw4oCkIUYBiFkxRWQYsFJE9RZDFTIDIIHkyfeG6b+fpIpMuR4tuzHFuR567wPGWOo8S0FdosqRZdXmDOjdjffWO3sr1zpIN5sal+HabkB4MpSUCIAWodpjiE5QMHN0tl3QP9La+88KPz9btu1B/Y9o8/6j3Q0L/9rPM0N88wwu5ZkuPNXDfm71jzHGemx7koUP/VR7/y3U98+ct1n/hW3WP/te4rqyxFhmepsB2ANQFavbBtAm92kixnscOaGHX85Ue/8PWPffpLH/nkdx/74nfrPlVRzoRalTmGDeFOwEFfqE0f7DDFRd4bO87KuSPZ1TjEqUKhVERQBMICgZcJgm5f++OA8I8w/XceD4MpSuFlisgglSKgukSSV/YenEvkRqxO1bJPsbpqSmflwejAnE/qjznSFcVKROWPqNeitkRWsbhiTSRVqz59KChdXVRF/JpEUJ2MjflX1LGQ0r9s8S+/tHNL52h/e3/X8TMnMAKFEGAYAqoTXBSF6Lo80F2YVj1BCIl1mNJhTZLCUKK0e++bo+Pth49vPnVhZ/2ZHU++9FOt1zSTCGsXlwyBqClR1EUL6lBWHymo/Sm1L24JZyWzS9ZQTOadXUojz7y50zg5U4KwDGClOh2m6LjCw3oXN9aZKhSy3wFMIYS0K05SGIIXK2iRoshSMgezmEEwduaZbZnx2RDPFryjyXPseaYd9syXWXaE48y1mPIsc4qrK4hcF1/boezo+l3B9NDhLWptv0Tc/uwv/v74rjfePbD7wE+enOYM6M40D73e4LsgpNonUJarwnCUGC6sYzLbaf/vdV//u49+7Tt1n/2bx77+v9d96R8f/XNEOFXi2jC2G2/zQM4c3uIGrAmC6Sh3ONKj7r/9+J8+/sgX/vZr3/3Tus9+u+5z/+8j3yoNTRWZjnKLA+dNFfmeKNcU6LZ4ucqLbx1fsUzDEkAKKIKSGITIunR09VL+cJLkD3j8oZ2Re2G6vhFCnAIopFLlUqxU2nXi9M3O3oVM0bAaMIUihnhCG0vok9nxlbBiLaEKJAzhjDYYN8ezhlDSnswpV9fM6ZQ6HJIHV9XxgC4TlUWCktCaLLhqioenMtHdDcfbh3sEgz3Hz5ygy91pPNGz+1rMlM6n1xLOAJLrgKMZh5MQxUEFQORw/Q61bqjx4r76hi1769985rUnVU7TXDyumVuyhtO6tYwpUpb7UuZoRbOaMYaKal9StRS2hpPm1chSFm28zTp99UYWJys0RDCcLi9FyYc2gv/O6kzvOQ0QAIhjBB1zwFGkjKWKMIFc3nxYcal9plUeYprjrYb4TQ3C9xYYdoztRJj2MsueatEVOi2ZEdvlN3fL+YLfDKa0fBZOgRpMd+1+ZVzSPjbKefqJ/9F0eMf5XVvf/vt/io/pkn1aU32r8q1rGM8NBNPJm/p8iz15x5jhWX5Q9/j36r7+3z7xrb+p++Lf1X0p0W/PdtorPBfGdgPuNNo2QfFmUIab4k1W+I6EwOrvNf+Xus99p+7Tf1H3xb+p++p/q3s8ybOV25xYsyt9zVjhuPGB2cmrY6jGv+sHL9r7VWSshOewUhFFCKpCkigJiPXVEP/Qbt0P//jjGYHr5ToZpFKBcCWZ+tkrrznXAvrlFfWyz55KC+fmlcGYPplXhBIDU4sKf0wbjOvDSfHCqiYQU/hC6lB0fGVFn0ioYxF1LCQN+1XRsDISMmeT8tV5d3TttQO7+EPdgsGeEw0nASRxHIUQEAAv4xWUwjE6h14FKP4gmJIkhZEQXbfK/oNvj44Ljp/ZdqJp59GGnT977l/kNuN8ImFe8tvWkrZwXrEU0weypkhZuZQ2BEqyhZjaFzeHUo5YRjO/KnfP/PzVN1eSqSKAFQoiBEkAkoBUBcfeB6YftM70V8dMNwRiq0tRQwxCAiAIzCJLSseJJzbnxZOkdMV3QwW6p6nOqTLHQXZOYmwnznHlW815jjXJ0xXH3Rdf26Fo7xzpYL7TVE/9Rp4pBgFG0cVo5Yaz+4WjvLFRzsvP//DqmUNXDu7Z/cOfRkbUpREbNuDUbL2p29qM8rywbxnhToDOGbTDVel1ZbptkU5DatBeHJ2MtVtyHa4S34Pxp8pMD8GfQxgTgDdDMr0E24Py3ZUOV5JtzHbYokx9QeDGOqZRphe95YCMSazVjbI85XZvrtMZE9jioxMv/98/hVGsEi9iJZyAEIfVuMwf3h27ceL84Z9Ev/cXfvh/828x7n2GUBBmCkUEwgyOH2xqOnH9hq9SkU7P2ONJYyxmiCeUwZg+nlOFkupwSuGPWFIFUyIn84V0kZQ6nNDEErJAyJjO6lNJXTKqiYfHV5Z18ZgmEtQHVjyxwFuHd3eO9nN7Os5eaMQItFqxA8kyXsEgoMuEajCl60w3wpSeChMUQlBIvpQkYenQke1j4s6LV44cPPHWtr2vbdryktZj9+VyhtlFbzRtDabskbxuLWWJlhwpQuPPO1KE2p+yJUs6f9gZzVhXw8ev3zp57UYJwnQZxSlYwYkKimxoSnpAJvx3pme6XmoFMAqn+xYICiHwSjmZglns9q7TYyfvhAXGINNQEUyWWXaEaUe5LoTjxLkOlOWosB3JVn2+y5La4Jn+pjAlUYrEKJSG6fETu/sHGMNDjGee+IdzR3bS0/y1flmiS5MXGHNMY9cTJ0Y3Xc4znaRgNtdqxXhOlO9Au9xRhjrcpip0ObPtzgzLjvAny2wvyplEGBOAN4cxvRR7imzzQO4M1mKnOG6S5SzesRRuWynuHMmYAne84I4XcmeLd2wVjjvPc2QFrvSg9/orx8eud8ECjAcSgIIVkiySRAnH/wjTf8/f8qvHHx5M6f+uZ8xxCkZz2TRB/viFF3Szc+qlBXssJlta1ASDstWAJpKUr8Vk/qjMHzbEU8pAWBGIKoMxXSytCMVk4Yg0FFaEImPLPtHykiYasaQzpnhcHwqOT3u8Yd8LW1/vk4xwutvPnGsgAI5hCA1TFGA0TGl9DwBxsN5OCmieUtUVKgmAEhSCgxIOSjiV239wS1dv64mGHWffOXDmUv3W/W9rPVbXyqJ2clo9NWvzR6zBhGzWJ18K2ZLIgHtRGyrIVuIyX0S+suaMp3Urfva47LUDR4L5UjRfRAGs4MS9HZ7kxmqi2pvfgZ5p9YgDQFIAh2QBK2AUWsEK5VKuEIkFjN6Gp7as8hRRnj7GNBE9s4mrKoRhKbPsVOcUwXGRXHe5zVpgW1LthpzIVfNM3zPNpyfv9wCUguA+mOIUoGEKKAzC8s5dr44IuRKx4Pmn/ufVM4du1B84/PNfBgbkyW5tjKkgu72e+s7B585L37qVvGOGPfMI046z7RjHRnV5sXYn2unJsuwZhgPlTOCsCbTFBRgTZJsXsqbINi/R6sFu2mGrFzS78GY7yZmEgoUKewa2L2F3Jqi2KaLVg7O8OH8iw7Rk+Y58v9d1W3TylzuIQLmUKJMEpBX4EfDwBWb/OM/87cfGi+aP49cZtTZKHMIMigyqVC/u3R2iiLFJlyUacqRTmkjYkEyrQnHatNGUKhjRJ1LKcFyfyaviKU0yIw3HNMmMLBCRroYkKz5zImGKxp3JtNbn0y3N+/LJvScPD8nGON2C42dOAEiWSgUIAU4SBKRwSE/s78IUUCigUAriFFWFKQFwAqA4qOCgRMIKBrJnzh4UivgnGrYfOL75rd0vP/XKU7YFz1Iq4vAtToRD3nBsPl/Wraw5EllrPDfkXVAFkrpoTrQUMCbShkDYEU9q5pe3nTg7rrdWIMxXMJyCAFJ3FyO5B6a/Zp3pB4cpBokiKOcr2WwuUUgnYAllHGzs2nsxN2QPtSrh8Hy21YS12SiOk+qcyreaCY6L4LgQpj3HNGU7zZlRx6VXdyjuiZkiAOL0Ynzv8UzvgSkBKXqaj1IkRuGAwiiqcujIttEx/tAw+8mffP/S8b2X9+868JMn59tHcgOGQLMo0aqGfdOJ27rRTZdHX3zXd24cdswUm00Yy1ZuNZJ8V7rZkG4xF5kunDOBtLnQO06i2U22eQFjgmybxFu8RLMXtnrRGzay1U0wvJU2b5k1jbDmkFseyFnEmj0Ee5LkTZXZrhzbkeRYM0MT9T960zNkgHkKAlhEUJQENTHaB4z/vAj4/e3WH2H6Gw3qXpiWIPXS7p1s8dhMIaNamdcEfKL5WU0krIvHdZGUfDWsXIuqQnFNKKEIhlWRmDIWF62FpOGYLBKXh5Myf9SUyDkyOUMgJJtbMK8G7YGAfn5mPhp4aeurQrWkrZ198uwpAqAYWiJIBACCgCQOSRySdOk63YxdgymtblGFKYkQZIUgSxUsE0v5Gi/Uy9R9Z87tabx48PDJXb985UnztCVYjM1EfHOJ0HQ07AkHHcHgdC5visZkyz5HrqIOp8QrAdlqQLMWNAXD8yX0Ik9w6vrtPEmVAd0nQMuMEO8D01+lZ0pRKIo+9dRTtT/SbwhAVuU4169SusyzhFfKEMmW0hRAsXS6OL924uev+9qVqU5DiqWheieLrUaizU4wHRjPCXumC80mkuvGWI4K157uMCaGLJde3WXsGxzktZ5rPAxAngTl6lMIAOohkiA0ZwlI4RREAMiWiwWkiBEVCiIHjmxV6YfaO6+/8Oz/unB05+3jhw/85MlFwWiYL46zZWmmhujywKF5vMMrfOY8538eyN4yUu0TsGe62GoIvSvOtxpR3iTVNY8wnTjHgzLcgDtNMqawFi9kz0P2PMWcpA2ypijWDODMAs484Myjt72gdRqyZiB3BnCnAX8adMySvXNxvkVygnFjSwNMUngOox8IxL2tvvfsG6Dgeq/ZeobvP5LM1Huzw+sRIbqnBZDU+lypupvkutrbPfbAwM6GR+l92yG9xuSDeqgfPDbEv+hP3p3hgvf0YgMAaomI++z3e3R/8/GwcNn6flUBQUFACxOXAL6UiP7guacns0nJ3OREOd/tdmijIVUkoIvGVP6IMZJVrca04aQiEFWGo+pEXBIMqBJpcTCmSeQUwWSve84czRkCUensvG5hZa2ETkci5tmpHtHIL155plvU1z4k2HNwl0It6e/rVCjFMrlIqZNL1GKpRiJVieUamUIlVallWqVMrZIpVFKpfFyplimUEplcpNVK5fJRtVqkUI2IpL37j24zOeVHT+xobrt46uzB7//j/3W88SB/iC0Y7WjrZbEG2rulI1c7uUM2oyns14YCumhME43rEilDMq1YXrPHU7ZYYnxi8pntO6aCQQRCDMJUJk2L3NcuEjpSun4FkST5K/VMHwLT+0hKwxSHBErhKERRvEzhCCwiw1eYV57b7WNJ4xxVmqlJ3FRW2szFG3rAdkHBVKHNUmq1lFstFYYtcUddGnTEhowXX9ku47aPdrIvnj8KYRknioCqNlzieK0n937EAEhhgMQpgACigmOpfLqE5EhQPt14aFTc2TfI2Pz6k+eO7Ly4Z8fef35yhj9UEFpCTDE24Iw0KxCBG/bO5los5l3sgaeb3EcE+VYj6PSU2ZZ0sw72LMGepVyLpdBsqTBcOHuSZM8grV7IXSTapgFrErAmAGuSYk9R7CmKNQPZs5A9C1qnQeskZM0AxgTkTAPWJOBO4+2TSbYp0WtreGJn3LIK8xSJUChGlDGUWj+8997h/wlgWlUR27CleqMSkCQ2SPLUtv/GMCWr8miAWlfeqflW8NeAKbgPpg8UtvhPD9MNbUUAp0AZUpfamhsYLdZoYHx+2piMCefnDMmENh5WrAUsiZxiKWKJF2S+iDaakgfD8kh4fM0vjyY0iZwhVVD4Y8KpZa0vYvSHdAsrnrXwbCRinvT2ikZaBOx/efbnI6qxPnHf5euX2hi3T506fO7cyQsXz5xqqD/RdPR4Y/3pppOnGo41nTtztuHkhcazTY0NZxtPNTSeajp3uvHsyfPnTzU2Hr90/vS5c8evXWtsZV3Zfeit/mHOO++e2rX7te99/2+/+Z0vHDm1s6Xj2sl36s/dOsvqYZ250vjjl57ad/msJeJz5RJjc3PqSESXSI37/IZIQu0PyJaW58rllw4cEojFRUBhEGYKxVrRPqQn6PfcmyQAv0rP9GEwfS9JCUDiJEZ74+VSgSoiMFo4+fQWy5WuEFuVbTeXuLbYNRXVPhU9L4PcyVKrjWqfwthu2DGJcOw5niHSrkiIjBde2aLv6R7it108fwxB0hREiqUM/bPuCgKs78B73WwC4ghWIiGKYnmMyB08vKN/kNfXz9707D+fO7K7+cTxfT/75fKAPD5kTPeYMgIL0ust8O3h2xo4uASHV0RvXBe+8o6rvh3vdMO+abJzMtdsy7fYC2022DWHsjw4y4uzJijuHMmYIRkzgDVZsypP2VMUewoypiFjmmj2QtYUyZyAvBmU4S4xHbE7Gkq63Pp6w8jFdpggQBmWiujd1RApWKNlFZjrJ4y8t4nt93rn/RbjvTBd336P+G5tl2v38AeA6QORCmoXJLV+ud6bfn3YePDiMTVRZOruZzZuvx+pv8tj92853h+mtT4fuvUIpcgUjj/x5hsSz4QjHh+emFQGA7JVvy4aU4VD+lhcuRq2xPLy5bAhlpP5w6pIQhaOyMIRVTxFK0iZ41lDKK5d9psXVr0rQffC0qhS0Ts6yOtrt045rrRdu8a80cZr5QvYw0O9/X2d/X2dPD6TL2DyBcz2ThaHz+js4nG4bR0CDo/L5PNYHC6jq5PPZrV0d/Hb+SxBB6e3i98tYLMYV8fFPc1tF5WagWPHd/zwR//fX/0fXz94fJveIZ32O9UOyWJ0Rm6SnL3a9ONnnzh1692ZXHy2kh+dnjGn0opQRBNLqENRTSAkmp3zZDM3+gf2NDZlMAKBsIRixXIJQcoEgUGq+sytTZc/UJ3pw2B63zkgKUAAEiNwBCmjSLmYzpaCSWOn6Mprh0Kd+ky7Ge90Z5v1UDBDciaLNy1Is7Pc5iTaJ6mu2TzLjPd5Qhz5RHOPsZl37s3Nhv5u8UDH2dOHV1ZmojF/NBH0B1YSiVgoFIpGo9FoeP31rsUS0Wg8FE9GVgNL0VggGFoOBJfmFz1N548PjXQKhZ2vvfDEtbPHGnZu2//UM8JLN21tvTOcce+NgZVWSYChCbVpwwyD74aCGlmcf2dUv6dt/M3LC01DRZYN5UyUWh04f4LgenEOrS81C7jTkLeQede0AaYTtFHsSciahMwpotlLtXjQ23bInSYYLozpyt02ZNoMuS7HIltz7vlDQesSkSVIolq3D+A9U1waEjX/qCaw+B8Lpg9DWG2/7iHprw1T8DBPtoY5WvKHVseoPXofNDYycYO7ce+33VdX+J8VpvRybTgkEBLFIVECuHc1sPnoCWc4rl8LKXz+kdkFbSQu9a1polFVMGSMptWrMWMkq/DHdJGUMhjTxBISf0C46B9fDqr8EX0wpl0NyKamZ2MJncPJaudduflu30jXkKhHY5K99Obzf/V3/+Vjj33081/41KOP1v3Jlz/32U898pUvf+7Rxz7yhS8+9rnPf/KLX/rUY5/66Oe/8Oijj33k05/5xKOPPfLYo4889ugjn/3Uxx977CNf+PynHnv0kS998TOf/ezHH/143Ze/8okvfuWRz3yh7vFvf+4f/uffXbp6zD2rU5pGBsV8vVvKFNw41XR45/6tL7z50plr78xkYubgqn4tqPD5laGIIhQR+/xyf1AXisgXlnQr/hf37FU7XWUIyxiJYkSxWMTQSs3ZqfH0A9WZ/lowxXEcUhDiJJ4uVXzJC68fdjSPxrss1NBUqU1fuKUBbBfkTyO3HUTbJMqczLTaUhwrNjpdGHGITl4fbrrSdeHc/heeHuY0iwcF9Yd2XrhwuuHssUP1+46dOHLkyKETx48eO1Z/7Pjh6mvNjtUfP360/ujBQ4f3Np07ee7cyYuXGhrOHms8f3L/oZ0DQx08XvPBvW+dPrTzqR98/7uPfmLXL54cuHKz8+yljiNNQ0cvH/rvT3W+eTrbYy/3e6NMfUHgLPEd/iuS3l+eEb/6bvKGEfYsxa+oAX+ywnDAjmnYMYu0uXPXTGSbdyNGAWsCsDyA5QEML2yboJonsOs20OYhGB7YPl1useVuG1C+syBwlkbmBo+0tNVfgWVI4rBC0o1x60V0FKT/WGvwoLuDaee0ttjJf5Dx3hKo2lT6Xud0g2LFA7F4V9Tm/v+Lv9eoDUarYYL1lMUHsI0Qv/s9G76/qtVLr8ez8Rf+ex7pX2c8FKaAoCgSI1B670p4BaXwPCB4Y5IujdEWSUjnli2JjGhhVeELaSNxdSSii8bUa1FTJKtajekiGToNZUim9YmUaGHNmUEcqaLQO6XzB7yJuCfgO3Wp8fVtr9Sf2P3O5ePHj229ce3MyVN7j57Yd+7i6StXzl29fPby+TPnG49daDp5/vyJhoYjTU3HGhqOXLhw8uzZw5cunWw8d+zCpVONjUebmo41Nh69cOHk2bPH3rnc2Nh04uKlhvOXzpy7fPrsO8cvXDtz4fKJs5eONL579HjTnp0HXz149M1Nr/902+4Xd+56+fr1ps1vv1bfeHI6HrKG12zRuDWR0sYSmlhCEQzroglNIKQNBI2B0EVe+96zTSUIE9kCSVKFXB6tIBsv6lrcHwACw5CmpmqdKai28EP4m03zCYKABAlKGCwCTcfomad3hfodxX4v2uHEWNbCDTXJcKDNNsidKTa7iiwPObyECGeW2GJpw+32I2fiNnvQaW45f6KXfUMjHRLwGRLJcG+fQCgaHBUNS6RjYrFoTDT8ABsTisUioXB4XDQ8MtwnEQsHh3oGhnu6etsHR7rtLuOtW5cO7t/yV9/5ytc/8wjzSlNiYSLgsi7p1eWZ2b6GSyd/8kLPrsbCiDPfbY+2aePNWrJ3iuqdWj43OvB0k/KNO/7zMiiYQZjOQrMFY7thz1Kl1Ym3ubFm512Asjwk000bYHipFg9x0wFuO/FbVsidxNlOjOXI3TYAgTferEWG5+aYqmNPbc8tJSAOKzigSXrfK916vJGh5L1aiv8RRu262yCQ/lAsvp+PWbVawfZDMPpemNIt27T9mjDF19fJqEJ5g1Vhul5M/p8EprS6LoojdP4jh5UqEE+T2CVOh2RyYRGjRiZmndni0NSCM1vWh+PaSFQZCJrjWeVKxBzLy3wRXSSlCETthdLI7EKfa0oyv2qPZ1yJjDkUmcvnlrPx05cbrje/MzzKV8m7Dep+qZArHuFptSKNZsxkkKjlwwrJgEIy4HFotUqh3aywGCRWs0ynGdUbxuSqAYV6UKYYlCuHxsa7VZrRcUmfXDksVQ5JFSMSlXB4vFeiGR1Tj4zK+2XakYEx/piye1zdqzOPaI2DXf23n37+B4cObz7beOilTU8fbzrtDvqUCzPuRFq7GjAm0uMrq+pITBkIq/wBxcqqO5URuT2/eGvLWipTQPB8rlwqlAnS3jELAAAgAElEQVQEra3NVJs1rmvXEceOVetMa9FV+JsloAAAlXwZlikyUry97wJr9zvQFC10uVC+E/A8JMOB3LEizTaS480z7el2ByKe99wa1F/ham6wfHJl1G1LLU0c2fHy//mXX//WVz/7ra9/5a//6s/+7M+//Y1vfe27f/b449/5xp/9+bcff/ybjz/+zW8//s1vP/7Nx+/a449/81t/9t3/7bvf+ua3v/G1P/3al7/9nW/86Te++sU/+cLnv/LZ7/zFNx//7ld/9KPv/8Wff2X/zk1hnzu26nUrR6Je63jbnfpnnzn99MuC3adW2NJspzXLNhECT+qOPtdmhkO+TLNZ+Nw7sldvRt5RwI5phOlEmE7AncBZbrTFDrmTgO2qGclykkw3xnQRDA/V4obNbuK2AzI9JNNNct2lVku2WQ8Ek5HrqlyHJy+cvfbmKRlHSJUATkC6G4pmaFUCdx2mNZ7i1YqFDZ4pfeg/1OM+mFbZ9DDwPQyyGz6D3QtHfF3uFl9XTcOrCxpQGI1vEqIAYjjEcIjVloR4j9092ni1fxEjKQxWeYrT30NClJYrrils1sKLGz2RD/94H5iCausRUYF4BiuWIZnC8SPXbrgSGW+2JJpZ9BQq8pU19WrIHE2pQ2FDPKFcCVnjBfly2BjPy1fD6khscGraGI2bIklrOCmfW5HNLMzkS3PZrNrt2H10X9cAT6sbU8l77aZRtaTbqB6SS3rk0l6JqFMtH5KIOkXCdtGIQDoqGB3giIZ4wiH2uKh9VMQVywTj0g6xonNc3jUu7xqTdIkUvSOS7jF537CkRyjrGxzvGpH19Is7+8Z4ck2/SNYxpugQKQUSZee4vOMG4/QvN/3g+Jntx0/v3vTG8xfvvDubjmpXFhzRhCkU1Yfj+mhaHYrqw3FjNK72B6zRuC0YenrrNqnBhJCwXMKwEgpQsnZR0wm62gP4V9SZPgym7y2NoigKAogWKrAIos6V3T96Zb7LUBLNFTtdsRtqpM1BMFyVW7bybRvGdicZJqjyK5vYN1/dKzx/zdM/ODEuHOW3KEY7dr/93De+9uhnP/WRj9TVPfKxurpH6uoeqauj33y0ru6Ruo989KH20Y/UPfLRuo9/rO6jj9TVfbzuY59+pO6TdXWfqnv0c3Vff/wzb219RqnqV8i7eMyLDu2QSzV46/TB5qOHGl58mbH1YH7MCeWLwRsSvMNFdnhyLSaE44Q98yWGy7yT2/Ozk7F3VVAwU2yxFu9YUIYT8qZwhh2wHYDtoDugANtFMt0Y00MwPGSrm2pxwzY3xXBTHDfGcpRaLZk7BqpzKtVsKAjchZFZxTs9B5/eQWUIEgEkgChF4hSoAqM25YcUvs7TDQKD4J574sM71if1VSNIaoOXB1H6tbrHFA6pKk8f4Jauk5ReNK36d+8zujWbhuwGo7fgVZ5WCXivAbxmdz+A1X7tRs+UAOh/epiWsDIN0zRaoGF6qrXNHk+pfEFLImNJZJSrQX0wJplf0UYjqmDIEElp/HFDOKNajWlCKVUgposmZMs+/VrE4I+Yg3FvKiefXbzZN3CB0frjp39+h3lDphgcGWQN97UM97SKhllyiWB4oE081i6XdMnEneOjXOlou2iIo5J0KyUClbRTIRPIZQKJjC9RtIvlfKmqS6HtFSs6xepuiaZvRCYQawaGFd2j6r4RZdeoumdE3j4yzpGrO8Vy/uBYm1jZrjH13+E0PPfaD4+d3bHz0Btb9r15q6NtPp80+Jf1/oDOH9YG45pQQhdNKANBXTSmDgRcqYx2cekKl3/h5m0UwHyhgiE4xKnqRV0NMd+dzfy6dabVk7EO06q+C4SQIiHEYTaWhSWo5gobn9uLaFcLQ1MZnjV1R19us1O86cINS6XVlWu2gaGl3PAEf1fjoZ893Xr40JV9u07venPf1hcuntt/tH7L21uf37br1UPH9zSeP/nuzYvHzuw/ff7wmabDjReOnm48dKbp8OmzR842HWlorG88d6yx8Wjjufqz5+sbzh05c/bQmbNHTp4+ePzUgSMnDxw8ve/Amd1HLx7YdfTN3Ufe2H341XevHas/9taxo5svX963ffPPtr/4kxv1+448+UvunuOhfjVQzIbaJHm2psQylluN5VYLnXQqtzlVm2+LXrqMMJ2wc5aGKdpipzhutNUM2A7AdFIsF+RMUGwvyfRC3gze5gRMN8VwQ5YXciYAd4JgezC2u8J2VPiOJMOQ6fP4+u1bf/jyinkW4hCAavcxASmUrIrykRBiEOAb1tf6vcFzY33lRruvJfkhtv4dEGBEBScRjKoCqBZhpF0/HBLrC1/T0moECVDaaA3gagaJImtkXF9VrepKAgojSVqojFh36AHdLFcrT6HpTP+Ld8Mn9xjdPleb2t8Ti3ivAUjSe0QvzHNvIOLB5Rb0zXI35bBerfU7eBz+Rt/wkFoIWKqUAaTKGIoAokhiKKSKJKZ1uy93dulDEeHknDNbVPlDpkhavRoxRpP6eEwTjagCMXMsr/TFDOGMLpiyJUvOPDI8OT82veRKFu3RtGRqbufFdzefbLjd17Np5zbBUKfWKDYahDbLqE7Zo5ELJBKueJwnHGFKxnmScZ5O06dX9Rk1/XpVr07Zo5F3qWUdMglPKuaKRezxcfagsLl/9NaomDkobB0RsRXa3lGlYFjRMSDnDal4AzL2mKpdY+o324dHRG1Doy0Do80yTUcbt/HFN/+5/uz2HYffus66rnIb3XG/JbKm8fmt8Yw+mjYmc+pITJ9IKIJBTSSs9fk1cwsyh+uVbTtWowmcgjhOUvTypKB2lu/XM/3gdabVM7GeBql+EUVRgKAgCqkCWQlkLr91YvQMM9bvzHQ5iu2ubLORYE/kr5tI5gTFmykz3RmePSjQ9R+/PH7j1opONaESTZgkelUf7clrTUKLW600jkvVo0q9SK4b1hhHlNphsbxfoRmRaoZVulG5elijG1OohrW6MbVuRKEZkqgHDOZxlUYoUw2pTeNmt2ZcO6Kwj4mMfaPa7okVk94pGhAyjFahWt8rkjAG+q/t2fzU1SN7Gl99feDExUCvMtShKPdZU0xlkakDPCfkufPXDdkbJoTphl2zkleuTh7uRphOijcJO2Zy1/R4m5PiOAHbAfkTVbe01UEwPGiLE2lzYK0OiuEmWhyA5cHbnDjLizCdRYYVaXfG27S5PndWsnh1S0PvVS4sURSgl0YgSYpASYJeApp4EEx/P+NXwZSoKUu+P0wJUF1gEqVwlMIxWK1JwACJAAyHBAowCoKavjr1IJZBCDZ6iPTkvRqB3QC4jb+h6jOCu1bzNwGFUeCu30q/p/1Ncp3XFMThhp7rB/J0YyT3V8J0/fN3YVr92IcMpnSTIULgKEUWMQSBIIdVWjo7eUqVanVtfHbJHE9r/FFjOGWKZFX+iCYckQcCyrWoci2uC6a1gaRyJWKO5kSzq5Z4wZvHtWuxd3pGntx14NgdFlMin86kzzbfZnRzBse6+wcYMkm7WMSWSTijo4yxMaZa3SUWsbXqbukYWybiDPfdlok4YhFbIebJRByVjKeQcFTSdrmUK5IwxsQtag1PJGoVyzgylUCi7BQpBUIFT27qlhu6hqVMoYQ5MHJHY+gTSdliZfuogsfuuvzEC/+4s35zw7VTpjmHc21e75/X+lcM4ajKH1KHE/JgWBONqsIheSigCgXVy8vGZd9SOvvqrr3DMgVSzdFBgiBIsno2ASBwHAUb9Ezfp84Uoii+cZr/3luLnihRGIQVCLN4bia0+Xu/iAw5Et32fKcj02oieR6s1VW5ZYOcadg+m202pzimcLdWcPBM19mmRY1UM8jXybrMxsG+oTsydbfJJRZKu/qFHd19XLF8YGCEOyYVCMcFYnmvcFwwJukaHmsfl/UIRR0See/ouEAk6RoY5gwJeUJRx7i0u3eIIdH0SY0jA7LOPilfbh2Wmgd4g7dG5HydfXhwrE1r7FVpO27dqD+47Tn2+VMnnt/UvvdEtFdNjE+k2Cqi20Hy7RjLWr5jgPwJnOXO3zGjXE/kiqr/iTPT9b2QPwM5U6Vme6XVDngeKJjCWA6M6aq02kmOl2B4IH8WZ3kp9iTZ6obMCazVQYdZCa4X4ThB14T/qhhKltPCGStTuu+pzTCLIcUSfSsSgERJohbL+z3BdMMNeTcC/sE802pF00MMQJKEgF6QtQJJlKJQqtpeQUJYXeeGVjKvlpjU/l1Qm0HT03wIcUhhkMJqUZD1tdVqk+u7KH/vdrp+5T7I1t4ToLowxrogb3U73ECqjdS6i8KNR3FD7fN9B/ihMP2NztFvPx42zacNI3AMkAW0gkEQSid2HT/eozeYYwlDKC5d8GnXIoZQ0hrJWWJZfSyujkTUwbg2nJYvh23JkimSHvLMyhbXrPHc7XHlc/WnXz51jiFT69ciyxhYrCC7Gs/c7mDp7RqJvNdoGJKMc5TyDpOhz2oe1Ko7DZoupZRr0fWaNN0mbZ9O2WXU9OsUnRZdv14psOp7jGqBWScwGbsc9n6Pc9Bu7pXL2Gq1QCLjqzTdSo1Aoe4QyzgGy4DW2K/Udo+KuQptr1jdrbWJGF3Xf/jU37++/9Xrnbd9lbgPK0jnJvVrQVsia45n9bGkNpZQxyKy4JoyElKHQ6qV5dlcfjISPX31RuPV63mCJGohTQjh+pVfnfp8gDrTB8O0VsZMQYBDAicJEgGwCGCBaqu/xNp+LjPsjvCMSbYx22oqt1krd6yQM00xJ/A2J8H1hu8ooXb+2stbla0MXRfXKu7RSNrVasHwWGvfWOuIlC9RD3T3s3oGOMNjArGie1jEGZV0DIt4Q2PcASF7ZJzfN8wcHW8fGGYJRfwhIWdM3CkUdYgl3cJRnkTeOSTmjigFg4r2EaVAYuhXmAYGRCylrk+q7FDre7WGHqWcz25pOLpz04k3XznyxHMDRy4lenW5DkOBZ8wz9TjXjrFskO/BGXZaPQBju0utNt/ZMcGP6hUv3yjctsLupehlJc7x4BxXuc0euSinp/8Y05W7aUbaXJU7dtDsqlwzY62Owm0zxnQhDBvV4UneVKdatCmOKTs4Nc1R7/7nlxPT/kI8Q08ccByvSjxQAP/3g+nD7NeFKVXt9K162RgE67k1Ov4LURIASOFkVZWHBJBWCMMIlIIAJ2kFSdoPxQCF1lJYcF0t+IG/kwAkAXACkPcZHd66z7t8n/qBhx0uEgeAoGhhIABArZ3kYXW16zfe7+Yc/fbjfU5xsVzCCJw+Qcl8NouW/3XTJlswpF0NGAJRXSBqiiS1axF9MKUNxq2ZvDVXUPgjmlDKmiiq16K99glbImsIJd9ofOcnO/Zf6BnWBxOiuRXxwqo7VzCsBs403z517VJbR+ugsL2r59aZ09sP7HvxwL4X9+x4aufWJ3Zte3Lfrqf37Xp6785f7tn+9IHdL+7e+dzBPS/s2vbk/t3P7Nzysz3bf75r608O7P3Fjrd/smvrT7du/vH+fc/s2/Psnj3Pvf32E7t2PLV96xNvv/3Enn0vvfHWk/uPvN707hFW503BIKuZf+M658rz217oVQ97oouu2KrOv6Rb8+vXQtZ4RrkS0seSimDQmEnpklFVNKyOhN25rHZ5RTszq5+e/cd/faIIYaaCljGcACQAtMDKPSnT36rOlHY9NsKUipUbX9+veaerMj6T73Vn+dYSx4FzXBTbS7Y6IXuKaHOWW2wVgbM4bL25abuBwZtXSCbUI6LeO0o5X6LgyQ09OtuoxjgiEvcMCwVy5dDIGG9kjDMs4okV3aPjPJGkfWSMI5YJhsZYIln7sIgzJubLlL0q9YBM2qVU94ok7VJV14icP6LqGFUKxlVdI+NcmapLKhfIZYKR/haLdtCi7BtgXTn48nONb24ebrga6FaFmcoMS4/w7ESHC+PYYbuHYNog14UwLBjLVrptRJptkDcVaBKPPn1e+Mz52WP9sHu+wnAUmi0kbwL2LCSvqUutFtgxSfEmcZaXYk/ht+yw1YM022j9AcDzwK7JQpsJ4doqAmdK4IwPem69fWpB7SqEM/S8mSAATgACQpSisH+/af77w/Q+gG6sZr8fpuvF7yRJkhRBL9VFUgAnAKBgGUNJCCs4RkAKIXACkDhJkBTAMAxCgKKV9TW9cQoSVFXqggAbqqM2JOI3GkW3lm7cSN7rcW8ogaI2EPZuAT+9lySBkQRG4gSJE/R7CiconKBhWkXqhvHgQ/nhGw+FKUURBEE/zjFAIhDIjNo39u+byeas0YQtljZHU7pAVBeKKVYiY/M+4cKSMhSRLAes6bLSFzXFMtZ4rtPs+Odtezefe5evt7kyZXu6qA0nvWVidGZBOrPAlUi2HD3UcLXp7DvH/+Vfv3/r9lmLeXR2WmW3Cs3GwUmvbG5GPeGRWkxDRuOA0TBkMQtNhgGHbcRs7Pc4RlzWfo990GUb8DqFTuvgtHfcaRd6vWKPSzw1IbfoB3SaHr1uYHrO2Mq98k8//x87j7x9/mbToTP1+04d2Xe2/jL/jnbR40oG1Svz5khYtbqmXg3J5lZNkbTKH9LH4pK1VXk0pE3EVOGQMRbR+ld1S4vWFd+Tb7zh9flyOEFXhVMQ0rqr1TVTN+iZjo6O3NfE8evBFKVhWiBjruUD//Kyr0MX4mhLPe4My1hi2xGmHdIw5Uwjt+0k0526o60M2hmv7lPeYBgE7dPqMYu816zvFUlY/SNtImXn6Hh7V2/rsLBjeJQvkXcOjTJFsg6hmCeS8oXjHJGUPzzGGpNxh0SMUQlvZJwzJuYLxzhKRbdojDMsZI6KuTJ9d+9oy5i0XSITqFW9o8MslVhgkPdqxzpssgHjSGfr6fq9T/7i6ubdgX5tbsieZBszbYYK21ZhWkiuE2dYIc9Nsm2Q5wRsB2C7SrfMJNONs9zzJwZHn72gev3m2kUp1T6VuWMqMR1Fhr3YYi62mKn2iVKrrdLqqtxxgGY3esOKtzlLLWaUaUcYNoLjQFhWku+scO0pjjU3NKl8V6DmDmPxIoVQkICAoHACYBBiEFZ+b57pr7rZagC6Jzv/8BTN3WAiiZMERuEYwFCCROgKTborn6SXX1w3vCoRRKAAIyCOAgRAnKAQuuCJqGaQCBwSdJSAXg2XXvrlPqtACgEEAogyBWqGAICSxHrz/t0CA/rNetXqxvLVuzFTWijo3vcPmKQ/eMu96gq17b/2NP93Ot4HpvTPokNMFUi+c+dG462bnnjCuBY2+CPudMEYTihXg+KloD6atuZyYp+v3zsrXQlb4gX5cnjQPfPqmXOXB8akS2vTZVK6tCZZDmhCCWu2IpxetEYTjnDEurw4E16a8rkZ/GtiWc/CotW3YnU5JQ77uMMlmV80eieVE1Mqz5RyYlrjnlBOTqudbvHkpNRpF064Rj2OEbddaLMMWc3DJtOgxSZUqruMxgGdtt/rkVstY94prX1Cd+n2+U3bX7bOuwLF5HIytpxKzsSj+qUZZzykD6zIFublyyuOVF67FpPP+9XLIfVqSBWMqKIRXTqlCAe1sagy6Ff7V23RsD0QOHTpIrO/r0BRRZKo4ARBUrQPQQAcwSr0tUHrmSqVcpJ8kJ7pQ2Fa7WAhcUggAFuHKdBwhs89s6M4OhlsUeA93jLHirIcgOehWB6K4YXsGaLZjdy2F9osGb6h862T2uus2VHxnHLcoxp2mIYlEu7oOG94lKtU9Wu0I3aHyu5QaPSDUmWnSj+gMQ5pDAM6Q79a36s19it03Wpjn9zQozL06kxDeuOQxSy0WkeUSoHZOmJxjSl03TrDkF4z4LXJDJJ+k6jPIRnSdrdPSUTLaqWawdr/41+YrvLjvcZCjyvNsJbZrmKLmWA6SJYTsB0kyw47PJDnBBw7wXTAjpnCbTPJ8aIsV+KqxrydOfBkw/LZcdi7BHuXUreN0atKot2L8ZyFZgvK8JCMKbLFA5kTBMNFct0Yy4az7YDnwtl2KPBU2LZsmxkTzvn7Tb0XWmGOpEokRCFF0mu6QgzCMgX+rWF6TxzwPe8fBtONmRk6tvhQngIMkCjAKiRWwvASDio4RFGI4BDHIU5AAoU4AlEUYgjEUIiVYKUES0VYLkOkRJUrsFyGpQpEEEggENbIWAIkAkCZAiUKFCEsUbAIYRGCPARFCIoQVCAsQ6oEqSIEJQqUIVWBFAIBDjEcouuvaO09ATFifSMGKygsoxBBIUJAjID4BsPWP4nh6ysBPzws8N4G1rvSbR+8lOp3Or9/8PmtGY7jdOQaIfAihpQp4pnXNgl1Wnckplr06XwhSyQpW1w1RpOOHCpdCWpjMWsuK15etabL43P+k9ye77+0+bpQak/nnYWyZNEn9a0NTy8q/BHpStiSyMkXfIZl/2IurZu0MrpaBf1Mz4TBbJFodcN604hc1Weyjqv0Aza3VGsd09vH1WahzibSW4QWp9hsH3N5ZG6X1OOWOezjngmF3S2ZnNPaPVKTfczplU3OaF1e1dSc2Tap0zhUL25/lS3ssa8teSNB3czsRCRuWvV5MylXOjY6MzE+N2+Kxs3RlDmaMQYStmjWEEqaYhl1NK5OJJWRsDoSVoXW1AG/MbQ2kUywx4Rbjh7JQ1iiAAboBw9Jx5pwEqPP/q+uM0WwB3VA0bcQBHSnBE4SFELBPLiy9Vj3gXcS3eY0z1jkWMosa7HFjLPckDuJt7iotgn8jots8eRvmVIsXf+2Jv0Vto7BtQ30jLffvnXx8Lkz2xvO7DxydPPR41v27H1l777Xt2x7dvvu597e8dTuA5ve2vGLPQde3Hvg+T0Hnt+9/7k9B57fuf/Znfuf37n/+b0HX9pz4MU9+5/bu/fZfXue3bXrlzt2PbN957N7dr6wd9sLZw9v373pqVvHDmn43IVxiaur38rtHGu6ynj9YESgjTJ1yVZjtsWWv2MF3AnAdkG2G7LdFMeJMcxomwltMxEcF8pwQv508Y6FYHugYDZ7w2Tfzef+sH65SQy7FxGOu9BmK7PsZMcE7J4rt7qQNjfZ5qUYXsDy4Aw7xnIgDAvkukq39STblr6pDr4rQ/onc+NTbfvPwQKkCiSFUHSqAvuQwpSk7oVpLZNzb0b7brcSXTxPkiUMyyN4tgxyJZgvwnwWZDJkOgsyKZBOgXScSCbIVAxPpGAyBZMZmE5TmQzM5qh8jsrnQKkEyRKkihAWKVgAsABgEcA8ADkIMxBmIZWFVBqSaUhmIZmhiBwkc5Ckt2chmYN4DuI5WC7AfAFmCjBbgNkCzNQsBzM5mMnDTB5msjCdhekMTOeodB5k8yBbIPN3DWQLIFuC+TIslGEJhQhGocR6LRe8R9FrI0zJjfGQWohtQ4z1PTLB956If4vz/l5DEISuui3haAWSK5Hg06++ZJ6d8UTj9mjSFknp1yKimUXp0qo5lpcurSkDQZl/1ZhIXx9X/HxP/fPHGtlqizGaFi0uyVb9xkRSsRYSL63JfBHxUtBdJORL/vGpmclk7GYX+/ilExaPdnLW4vLonF7N7KJtadXrmNTbJzSOSa1n3mLxarwLZvec0TVrsE+qHF6lzSmzOqRWm8Q9obR7ZFrrmMWrcM3qDE6JxaswuuTOGb1t2sAf5G45vOPwpUZPOGD0LWkWFk2+gDOWnMwVNGt+dcAvXpzXhcPmeFITiBjDKWeioFuN6oMJhT+iiaXkkaghl5asrciDq+qAzxD0W0J+1dTEv2x6MVap5HAMAxSgaJjeI8b4K+pMAaQqOPbkU7+ontr1K4MAKEZUKAhwkiAhIDAclil0JVX/xOuTLNEaRwWGZ9EOV4XtQFkuyJ+qtNoptpdsm8TveECrF2e5c0zj+O53W988dOa5V9/dtWP/pl+wrp3u4V9ViNulkna5skuu7laoe1W6Po1hQGca0Fn69bY+jbFLY+zSGrq0pm6tqVtn7tGZ+mgzWAZ0xm6zuc9uG3TYhyyGPrNu0KDuN6uG/G5j49tvbvre984899Ltt/Zc3bT1+qatF36+yXu5Oy+wFlg22LNUbHakrxkJhotkOADTDZhOwHRSLAfFcgC2A2M5MJaDZLgA000yvQR7gmBPEuxJ7eaW0RcuOffyEY4b9i9RnTMY241yPUWGHWO7IWcCciYA000yXFX/tM2Sv66CLHvhliZ0aRzt8WSGvB2Hr8BYBc8ieJGgAEQIku6DQikKpUistjQjfStumGa+txXyvhuv+jHw4CzN+tO1lnm/Kzuyca1wGpokidMl6/QroDASoJCq5pPoqvhaWXstxAkgRkGUhCUM5sowXYSpPExmYDIFk0mYjMNEDMZDMBaCsTUYXYPhNWrVhy2GQTgOE1mYTVGZIkTzEEni5WAhOx0I2udWVPZJodrcK1b3yNU8sYgpHmaMDXcpZTyJsE+n4IlGNdMe1bTbHV71FfIpCOOAiIBiApaCMDZbnvHBpRVyMQwDYeiPwaAfLgXgygpcCMDVKIzEYMwP1wIwGIPhJIylYDIF4ymQyMFMHqZzMJUDqRLM5mAiBxNpGM/BVIkqEhtaTnFI1BRY1pNOgII4CVCCwGh5ULrslLgbVSCpu6tv0otjEBhVq5+9e07vK8l6AII3BBDeJyF2X7tBLY+XK+fpuSYCiTJFDIrHdh0+5EulVHPz5mDUGc/qV8PyBZ89nrHHCtZIZqKA9Lk8m043PHXo6C2x0pPHZxCoCcQUgTVnOe8oFsZXVqSrIU0krY1kpasRcyrrzebFXs87XMaoXhorRSYW7J5Z8/Sic2bJM73onl72TC1VX6eWnO45M22eeYt3zjIxb56Yt07Mmz1z+okF48Sixbtkn13zupfs9jmzZ9lh8KpNU/rmrrZXD2xVTDoXClnN0rItGtcGgkq/X7W2JvGtKIMBVShoTCZMyZTUt6pcDap8Ye1aQhuM6yIpTSyhTsQlodXxwJIuEVL6l42hNdXirMm3+NLuncMqVQVSGFi/AQFBEBjtSZAUwEmMrn/L7akAACAASURBVDN9sGdKQKqEIk8+/Uu664aurqJhSp9+Om0KSQAR6BpSNz67Iz5kz/bY02wjwnNQ7RM4x4MwnSTXDdtnIHeWaJ0gWzxoi73Etc7fEOYlrqjSPCsa73z3gqSb4TKOrS1a5md1JsuwwTZsso2a7WMWh8jqHLO5R2zuEatr2OoatjmFNqfQ7hp1uMdoszhGjNZBz+S41yvyuEe9zrHFSdWCSzVtlk3r5MYewemXXrrw4uvW2/zMuLUkdqSHDCstwjRbm2nR4xwP5Eznr5vzV01Em3Mdpm6K5aJYro0wrW5n0pomkwR7EmV5DG+3Dj3V6D3YWW6zA8E0ynLlbptg13SRYSWZbrTZRrY6KZaHYntxhh1pMeWvqyDHWbihTl5XFPm2dLejr/5W0uPD0xU0j2EooKt+MAqWCaK2lBh1b57nA8L07t31vgmlWua9ZrXcN05iBMBRtALuyoXgAOI4qFAQI8gKCVGMQipUsUQVEVipwBICy2VYLMFiAWZLMJOD/z9p7xUcx5mlC87bPm7swz5txMaN2Ls3YvfGvXF3/HRP+27Zlm3KqyVRogUBlPfwAAmCAB1AuDIwBOgkUqKFKw9vq2BpYcpkpSvv0/5nHxKASEk907PLOJFRSFFAshL15Tnf+c536CQQFARJ2AqgxwF48gwePYSNdVhdg41lWPPD2jxaXoTVBfAvCosLhblN2FlOPFyJPxp/Om9fmRpbmhkYut16pb/uUoespvGIoeaQtuaYseGg1lTafOpIU11JU8Px0/XatnO61rMVHW0Vna11fV3nb1675vXcnp+zP153b615gr6x4Lg3MzFe9E6yE6Op4XHWM5odcRRGHcVhj+DyCJ4ZNDPJT3p475QwsQr+h7D6DDY24dE2PN1ET0KwFYIdDEJB2ArAsy3xcQC2AuI2DVQKEgXIMJAvQL4AeQbYAhQ54FjE7JLLu0IuhBCSBl5YUSgKDC9KWyREXuSeX8wjoN2hBv5Fx6wfOhV8z97uguaLrMJfC6Z7jTiBEdlUMcUCn+GZPOJrzzR19vWu7ATcjzfHg9hsJOraCk2GSfvTnfEdYjJEf15z8ldfHK67csMdwpdSBfs2Nvwk5MXI4e2te5uPx2nKHg6PBiJDW5iHTN17GpyKJhzbgS9ran75wZ++1MlLjHJNvVZeIVdUquQVSlW1Zv+orFIrKlXyCrnMVKasUpYby1XVClllubJGpahWGk8bVA1qZZ2mvEZ5SFsiq9fpmmvkDfqP5F+8ffSDI1UKQ2vLWpx2bW56doIzVNSJhUcCO84Idn/zmTOCDe9suwncGcFGdwLDWwHXDm7fwj1hyh4iXARlJ3BXjHoQ2pqIkY7A9gyB3V9ZehSPqk41nL50iZXsh/Zkc1J1L4GpgPiKKtPI2PBPZ6YCEhmOfeudtxGAuKvTRwAg3fvdGy9wICDIQ7u66brqfPH+RnJgLtszm7PMoP7lXOc0a11APT7evIQsq1ynD2xrXPdi0jxJ2DzR72aXbLfGWs0TV64sO4c2lye3NmaXlxxzCw9mF+/NLTzYi3vzi/clAJ1furu4eH9x8f7S0oP9WPQNbWw4l5Ye+BYfLM3eXZkfXp0eCixP+IfvjVmttR8d7JWZFtuuxm5OPuu4l7wyHev1MlcX0+YpxrzId/m49qXc+RmwrUtwuQ+mYNuF1F0Hkz0wRbZV0brC21YY61LBvEA02WdLbWOfnfcpB1KXpmBgnen1i/2rotXPdS3kWqfAtsx0znPmed4yx3bPQJ9fsM6nO8aLlxdj/bPuU1fHum9CnBULYi7LMCLkRSgIgrBbXz+nDN/rnPwlk46/ppR7EUx/+Pdh98Ms8oAYkeVByLH5/UF4VsgLwLBCXgSWEQssFPKQy0EmAXQSaBoIGvAwBMMQeMI/fipuPBKWH8GSj530CxPjhaFxdmgs+91w4fb1xNXr6euD8atXM1/3RAcuJ6/Z6MG+6FVLqOcq/vV32FjX1PXGb7ur+9vKz55s6DXfnPHcnPKevXJFe661pP604sx5ZfOFCrO15OI5hbVd3tla2W9Td7ZV91qNXR3VNkulrcvUY64fuFw/cFnTdcnQ32W80trktrU/7OvBB7sw66VIV3PgbCvd1oK3XIieOxe9cCF+6Rx54WK07RzV0pVovxy3fJMZHIzabqWvfpu6MZS7M5y9NwHeSTQxBVPzML8Efh/4V2FtDa1twXYAdnAIExChgaJFKgXJFEoWIM9AUUAsxxZ35QECEkRAAAIAh8Qiz7GiIOkZpP7Y7n99Dux2HQPQC78MPwDTPX3FDx+iP4ZR6c+/4dSVZXJFkS+AsEORB8vKxn0+98ra+HZwLhp3b4f9iaxrK9R2f1R2tv3U4M22+6OOnbA7hM/Hs64g4cVo53bEHcIdofBUPO4miJFAyIHhXjLuIWKT0dQklXTshFu+/a5hsP/itzdav7ly2tbRcWPgbH/X+QFzc0/XhQFbc2/HhUFLS1/nucvdZ/vM5waszX3dF670NPd1n7/ac2bQ0nLVdrKv+8yVnqbB3sbB3pYbgycHe6p7umovd9cPdl+4c/XarPcRl3MEtl2h0HQsPk7THpL0kKSbINwE4YxEnJGIA8McGOYMY+4I6Q4QE5GEO0R6ybgTJx00PURg90OB0XDIi+GeneBcGFvD6W8d7i+OlzPirp1bgSkKz90phASGK9bUVd8fuvfTmakIKF8sHHj/PUEQAIDnedg12ZQcZPdMcxkxt5Oo+lCxZh6LDc5nLy8U+xb4vsVUm4e1Lgi9PtG2xHUvIsuK0O2XdOxwYx3dffi484HjpHV18E7GvxGemw0szYXWfI+WJp6tTz5bH3+2PrkX41Jsbkxsbkxsre/G5sbE1vrU1vpE8PHcY7/nybJ3fcGxvToZXJ6OPlqOrvputlyUv/T2UP2lnSv23F3fTvtQuN0R654o9C4We3zF7oX8pTmwrhZb5/kuP9uxiKz+H4Ro8f3wS8uKFKJ1RexdiV8cz1yahv41ssXpPdzh/urSI9NNGNxgbb5ix1zm4iTYlkWLD3pX85dmGMt8vn1CYk6LlvlE52S8d2a19X7zIQPQRSigYoHPMry0snT32fXi1M3eZ+ynwXT/z/6ZXYuwfw9MRUD8rvu9wIPAAl9ERRbYNJ8pQiEjJouQK0A2L6bSQiwP6SSKpiBOiDgBeAB2tuDxOu9fEXwTWe9E3jOcuD+SGX6QvvNt/NqN6MDNxGAv3tGX6Gonz3XGzl+gmi+kzrfEW86nLp6mzjQnz5+iWk5Hz53CW5pC504/vlg/1fl5h+7Ltpo/n676oqFG193VevfWd765icD2VBDzxRLXpmfr+wfUHe2nbn/bMjp05v5dpblb0d6m6exo/ubrOYpcjEUfc2wA4JZ/WW+1fn667kj7yS8txtK7Fbq52rqHpyuf1FUEqioiVdXRqopYhZGu0FHGyni1ntRXJStNhK6Bqm7Aq8+nW87Qp87FWs6SzW3RS82B5vNY20Ws41KkuxOz9seu9ZNXbyZufxu9bc85vfnJeXZhsbi4IT5+yD7GAIsAFoNEEpJZyGaEbFbMFYFlgMly2XQxm5VG4AWGAyHPsxwgRuD3btn3g/+SIYMk+fqhWOJFV/wXWO//r2DKcMVMIV8EuDU6+qVcsZ1IPIolnc+25qLxeSpRYbv88rEyZVvXRpa3b4Zn6IQzgHkx2rETmY9nh58GPEHSsRN2hnF7ODwZSwzvBL1UdDQY9hCx4e3wBB5z7ITHI8To1pY7GHBsPpkMbvkpfIkMz0cCfjoyh+346fActuWjQgt4cA4PzWCBRSoyHd5ZoCNTkcAchU2R2DxNTUSwGYqciVJz8agrEvAQIQ8RckUCTmxnLLg9QROjwcBoMDCTTA5tbzswbDQY9FLU8M6Ol6IebG3Zw+H7m5v2YMixE/aGKPtmxBOmRnYwO4Y/CIcfRCK3AwFHhHKEIlMhfAEj/QFydYf48POjG493eIB8sVDg2CLP8Xu1As+zIgjSBNR+S+rFzFTgOI556623AGCXetujY3h+j81BAhT4zYmHZz430V8vxXrnMtY5YWAl1zVTNM+JfX7U4xN7V4SeVcGyLFpX+C5f/tIMfL2R7J/99mhTyxslvcdrrlc0d2srbVUNlpqTF/Wm9kpDR/VudNYYu2oqpOisMXbWGLuqTVLsvTZ211R011RcqjBaG+raTCZzZXWrUnfhhKrzhHFQfgq/OcUObWRv+LJXlpLW+VTXfKpjrtjtY8x+6Fkrdi+hvnXetiL2roFtGWzL+3C5H2BdBevqT0Bt70rm0nTm0jRcXkeX14Inh8YPddx7rzF+cZy1+Qpd86hvNXV+PN82Df0PUd8q9C1Dr5+3zHG2eda6wPQu5fqXEteX9K8dKjyl2Fhe5BGVTDIABY6XHlT7vXJJO7H3GftrrOTQrvj/31qRvZvvcMCzwBaAyUMhB4WUkMqgTJynExCjUYSEcIjfDgs7mBgIo50t4ekjcX2hMDfLzNpTjuH08LfJW9+kv+mn+3sTvW2Rtna6vQVvORs924w3NVNNjZGGM7HGarK6LlVTETdVJivrmfoG/mR1rvYk11iVralnTlVla+uzjWcyF02PzvypV/56s/yj83UnrF1HL7TKOjsPNzUq2y82DA7c9q8sxBOPWM6fTCznMtXXrpZcajP09zffuds/MTm08ci7E3yYyXu3tu/6/Jb7ow19g5/V1B05e6a08+wHLcrXWj775Mqxco/WsFahe6bXhlQaXCnDZApaq07olJRCl1SronJDWqNIyJUplTZj1KYr1LS+OttgitVVJxoryPq6RHMFebI+dvYkfe58sqOZutiRtHSnegcK169mv7lVuHMrc8/Ou8fyzmlhdpqbX+T968KjDebxFr8TgjANVBxF0yieh0weMgwUcyjLAZsX8jwI0uL4fQcWAYkc8Czidu/ji0gq/T5wwO8B7u7gOPohmP6w2Ecv4KmwZ7UlZrPpCIGn84UiwMkLrTXnW5cC2PjT7YlQpMvufk9rOtFy8d76k0ccurf+ZD6acuyEJ4noBE5P4PTw0+35eHp0MzAeobwE7cDwsRDmpaJeKurA8JFAyIWTXoz0hAlnGJ+MxeyhoIfA3eGwJxQcx7FJEvNggWkal47eSHCCiIzj2CRJejBsiqKcWHA8SjgjmJcgJwlqPp70hCNuPDK8vTURI90k5qXxiSg9TlNSKurC8dFg0EvQXoJ2Rgg3QY2T0Qkq5iFpLxV1RghnJOIlyCmS9oaoGTLtDpFeKmrHcDtFjdGxYYKyY/R0NO3ZCnuf7sw9xVZ3yOMy042bDzgEBY7NFgv7jm7SHWG44n43/yelUUKxmD9w4IAgCAiAE/jd2yDuDvrzoiBwPBTFuW+9V/XtyVtrlGWKHVhOd03DwGq+awb6lqFnRehZZcy+YseCVCznOqf5Qf/Tprvnf1ei+dv3an/7ueoXB0p//uahn71y8B9fPvarN4784g9Hf/GbY7/4/fFf/uH4L/9Q8qtXSn716olfv3b8ly/vx7FfvLQfx3/+h5JfvXL0Fy9/8ne//OJnL//573979J9fU/7ywA3FmcRdX/TKTO66j+qaKPT5xSuPs93++Lnp7MV56FlnLX64+hSuPCxaFnMds8i2DLblXejcRdL9lXmrYF0F27IEo2DxI6sfelfh8jpn9RW65uHyOlxeJ06NTh8zTx7pynbOwpWHvM3PdM7n2qah/yHbtQA9K8XOGcYyn2obF3p9yY7JYr8veW2p7u0Ty995hFgBeCCiMQZQked+IEWSWhb/Npj+2FzurwBTgQO+AEwG8knIxCFJQywKcQIoEogA7OzAsw1YWUVL88zMZMbrTjvs+bFvk7e+yX7dQ/faYrYOuv0cee4M1Xwuea4x3nQm21Kfqq/J1FYmK6tSVZXJyqpsjT5jquCqNUWDTqjQCgatYFBzOoNQoWH0JqFKWzSY2CpTruZk4dyxBcPrNtlr5wxfdLcd7bIeaev6/HRL3Y3rWnOXqr2joqe3fXS00z56fWHGvvOsZ2qy+tq1/pn5aSr6jBMW6Zjr6fbFW7ebBgaPVtd+pjEdqz1V3nz+0KmTJa1n3qkp/W3Vh6+d/+jofbliTqN/qit7UlK6U/Llk4Nf7Rz+YvPLQ8Gvvtz5vJwqKY0eKy+WlhRPlDIKOavRihXyvFbPVemZ6mrhlLFYVyk0VrKNdVxLZbqhLttYGa+tS59uSJw5l207n2xvz1ouxbttmX5LrHcwdXUgduVO4YGDdY3zk3P87Kro34ZHOGzjYoCGSBTwFMQSQjQP2YyQZREj8dQStSqB6b5J1Y/BdE+rK35vMPYT3f+fANPnSdh9Kpzn2WQ6xQPkRfjoaIl9aSVY4DcS2abrt95U6KzO8eV0YYqM2bdDM2R86NHmeIQaj1Dz8bQ7hLtD+IPHmzN0whGKeAn63rMtezjyYGvHgeFD24FxOubA8AkqNroTcmHE0HbAS1EOPDISCHgpyoGFR8NBJxEeCW1LRweOjYaDTgK3RzA3SY9hYTdFjmEhJ4E7MNwVjAw/3Z4kKEco7MGJ4Z1tL0U+2Np0E8T9zU0Jvu3h8FgoNE5GnWF8LIQN7wS9BD26ExqnY6PBsAsnx0KYC4u4guHxMO3cJrwYPRII2TF8KIyPUvFRPOqlU95wbDxAep4EJjZ2NoLxxrMWg6mRB8gU8tIDDAHk83mEBMnyxlRpHLWP/HRmCiLiGPbtt98GAGkWWTLgkOb/JGAVOB4YcPQ+GL94J/H1Cm2dLvT5M91zMLjBWpaYznnoXee6fVy3T7D4ePMSb14qdM/CNw8LA0vx3rnUlcXC7VXqxmTi7kJqyBe9M59+4EvdnUnfncjcmcrcmUrfnUrdmU7dnk3dnk3fnUnfnUnfmUvfmUvdnk3enpIifXs6dWc6/cCXta/jt+epO77obV/05gI+MAnDT1O9s4W+pcSlGb5nje/ZgL7H0aZx0boKlx9B/xrfswSXV/ieJbj2RHJ+2sVN6xqyrCLL+gtguoenYFkSLYvQvw4DG9C7Klr90LcGvavFjrnMpekHHzQ9rrhV7F6A/rVixxzTOV/smBPMS9C3tut5avMLfStMr7/Yv5y64hsoP9OlOwMpQSyImWyeQUKBY58373i+zP9LYMqD1P0XWRD3U5XnG1N/AUlZBpgM5GMoQQAVQpFtCD1DgYfomY9fnRMXPZzbLozcLty6WbhhI8wWuruNar2QuNAYPd2UaTqZbjiVa6jN1tUVG2qZhga+voavrhGrKwWTUdAbBb0JGbW8SStWKES9HGlLRXUZUpULSpmokgsaJTKoBKNWrNAJlVX8yYb82SOzpo+uVR+52vXntvYT5sFjbdbSNnNpW6vO0q23WmuvXKkZHNRZulVdF09+PVByrqW8tbV24MrA+JTV7qzp6Ttce/JY7ckjVTXy02eMrR1VnZbDtQ3vadTv6uTv1yn+WH/ozQtffjx4VLdQVbpUXva4/KuNQ18++eqT1Y8/fvjxx48/PhQ6dIIsUWfl5WzJCbHkOH+sFJWVizKZIFdwMq2g0Qo6Da9XC3qtWKHK6/SsSV8wVPJVRqaykq2tLNTVFBqqMvUNudP1iYbT6dONsVNnYk1N5Jm2eJs1ZR5I9dzOfePhR+cFr4+beSguP0Ebm8KjCAQjYiQBiQzKFFGRQQIrCtJ4wnOLjjm068UoSLM3HPAcCAwSCoCKeyvm+e+XaIp/PZhK7oUsW0yls3lOxFOZz04oNvD4/Vl/tbn/+Jm24SchL0ZPEtEpPOoOhu3bgRk6MboZGo9EHTsRT5hy7ITn4+kJnB7ZDo4FgtOJxDgdGwth04nUTDLtitCOMGkPEV4ybg9iXio6EY26SGIMCzspciQSGsXDQ1hwlMCGseAYgQ1jwVE8PEpgYyQ+gkWcBD4aDjkjmCMccocwdwifpuKjm4EJKjZORifp6PDOznQiMZtITtJRD045I4SXirpJeiyIT8czrgjtitBuPOrGox4iJr1w4aQHJyZwejxMT+FJT5jyEDEnTjvI6IMQ4aKS9hDlDcecz8JLZNK58vQJkbn+nfvgYQWLgEFCjikiAJ7n89mc9PFkuGJ1bdWD4fs/zZmCiNgi8+6776Jdi5Td1cTff0SlUqIAQx231vq89NUlyjIlXN2ItU3A4EPe5ufNfq7bBz1ronUF2Za57kXU48t3zWQ7p+MdE5nehXTfAm72YGYn3uulB6ai/dN0z3jy8niq35PqdSd7XPEeJ2V10GYnbXbGe1zxHlfc5olZ3TGbM2p1RK2OmMVRvDqTvjyOW92BLifeN0UPzqWv+gtfr5Dm8eC5kZxtHgY3su1zubY5sedh9uI827ksWleRbZXtWpBU+oJ1kemcl8RML4Lp98ucfwymubZpsXcFeleRbZk3L2Vbp6QzRJP9ysuGmeMW3uaHnhXB4uO6pC0Dq1z3IrIt8zY/DKznrYsF2xJpnZg+f1Px+hcQ53J0RvI0LHDsXpfw+zL/OTD9CdpUAlMp9g06n+NMd5tXAogC8DzwPPAMFAuQS0MmBnEMyC0IPobNNXg8Kyy6ipP3ssPXk9/0Jfu6k10XEhfOxltOx5pOxRvqErUViQpTxqjLaY1FnZHV10J1JZgqkFEvaPSCRssp9KDWIZUGydWgVIJGJqpKQXVckB8Vyo7wpSWirESUlYpKmahTIpNarNCJNUa24RTb+rlbc/BWU9mN/s/Od8jN17XWG1UDN09/c6uyv99g7VF3dJVfuKjp7Dh/99vecdcsTZ26fqPS2lvbd7nj/lCVtUfeckHb2i5rOnO4uuZQZe1BY9Xh2oaPdLpXjx96Q3vsrdojv6l67+32zz67fexL79H33R9+PP/p+0sfHFh858DKnz7Z/OQwfliZLlcXymXc8ePsV+Xo2HHhSJl4TAFlaihXiaVaJNeBWg1KBS9XFOXygkzHq7WCRsOrVaxaK+j0vMHIVxgZUyVjqi6a6vIVtbnK2lxlddzYEKtsTjRcjDZfIs72EB1XqD63ODYueOfQrB/8T+FZEEIU0DFIJCGfBiYHTAH44u6EGCvhqbS6XWpaSAyABKYFkLysJZfh/ziYIlZALMMUkqlMgUeTS6t//OSLc/3XZKda3jyhePBwZyKSmCTiDx5vO7ZCs3RsmoqObQXHI1FvOOYJU46diBcjXcGIfTs0thWciibs4bALJ0cCIXs4MrwTdITJ+88CbjLmxGl7ODIaDNvDEQcecVLkveDOCI4NEeFh8vvjCB4eIrD7ePh+JDQciQyFwmNYeCQQGAsE7dsB+3ZodDPgChKjO6HRnZCEzmOh0Mj2jguLeHBqdCc0Ggw7IsRYmLi3GXDjUSdGeYjYWBB349GxIO6K0PZwxBkhXBjhxWhPmPJitBOjnDg9hlMOKuaOJrxk0rlDeneI8S1sPkgt7uAT/mfvfnw4xXAFgcsU8gzHcgwrcLx0O/Z1pj/tGgUAHMe9/vrrklxx/07wgFhxt32MEEAB+irb48OPgrbJzKAvZ5vnepaYrlnB4st3LkD/hmDxiVJ1bFtGVj/fvch2LRS6Z4s9i/nexaxtPt0zn7TOpi2zqa7ZdNd0vN0db3cmLzlT7a5EhyvR4Up3eNMd3lS7J3nJnWr3pNo90pl0hzfTOZ7u8CY7vdFLbrrdTba66UteunU82jaRsy6KVzay3YtC3xpnXc61zUHfQ9G6ynX7eLOfNy+BbRl6VuC56v7fD+kv25bBtsx2LfDm3V4/0znPdM4XuuZZy5LYuzJ/3Hrrj9Xrqqts1wL0rRXa56Fvo9gxh2zL0LMGPWuCxcfb/GKfn72xHL/rO/7b90Lzj7lkkWN4lhOKDCfuuUHvu9FK7/wuiQa8tPjseX1ogWMlQyZB8ogXES8gERAHvAA8JxR5YIuQy0M2DakkJAgRx1A4DKFN2PSh9UlhwcGMP8iP9uKXLYS1g+q+GG07mzjblGk+nT9zimk0pit1WYM+rzMwGh2r0AtKg6gyiCotX64TZDpBpkVyKfSiXAcKlViqQjINqJWgUYCmHNTloC4V5ce5slJRLkdqBRi0UGWAuio4VYda6rPn37195PMr9YZvr39xvl1j/ebU1Qd1fd9U9lyp7O03Wntqei93Do2MPXm2mko9ZooDU5Ml51o+rapuvHrd/uRZGCAC4Hi6OTgxpe/s/khneE+leV+l+7Km7lBdzQF96R80n/x9+Uu/aXjnzzdLPh356k+OD94df/ed2bdfn33l4yfvHyG/lKWPK3IlWr5ci8o1UKaCEyo4oUYntFCmgzITyExIXgEKEyhMoDCC0ghKLZJr9kItyjSCQiModbzSyClNrLKCUVcwagOrqOBUtYy+rmCqTVbUxapO0ydb6DPNkeZ2urM/c+U2e98heCaEuVnGN1fw+7hH6/z2JhsmIRkTMik+XwCGBbaIiixi9vX/kqJGAJB+H4TnmFCEkCAIDMc+J5jbt9RCIqACX8yxeRZxUsuRA57lmXg8LiJgRGhsvfRf/vlnx2rqzENjjwr8FB73BMmxZyFviJoh40uJ7AwZHw/T7gAxHqad25EJLOrawSYjtDtAjEcoF0Y4MNyDU84w7iYoZ4TwkLSboJw47YhQbjzqwHAXQY3hxChFDZGR+3j4XiQkHaUvh8nIAwK/R0QeUMS9CD5C0kOhsIugnGHcjdGOIGEP4K5w1BkivXjMFaG9ZHyXCQ3jnkjUGSIlAHWTCRcRdWLUT16PI0I4IpQrTEl46sEpO0HaKWo4Eh6N4KMhfIJMuTaxJTI5H6YnHm0/S+Q+OlL6OBDikJjMZhiRBQBBEFie4UWuwORr6qr/LTDN5XJvv/32cz4OogiIEUReUhcLAkIARegztsXvb+C9M6ne+ZxtnrHMS+bznHVZ7F3bB1OJbRS7l7iuBaZznu9ZYqwLTK8/Z1lgrP5c1wLb5St2LECvH3qXoMcPvUvQ54M+H/QuQ98K1zXDd89Kz0Vf4gAAIABJREFUIZjnBPOcaJkXLfOibYEzz7LWhVzndNE8l+uc5roXmc5F1uJHlzcYs0/sXREsvmLHHPSsIdsq173Im5ckcIeeFbCt/bVI+iKYQu9qrm1aWmECPSup8+OZS9OobzV9YUKw+LYqvrv2kmH2qDl9YQL6NnizX7T6oX8d2dakXhzbPQcDq5m+2eLIRvnvPlgdmoKsiAeJTDYvkSo/CaYsiBzw/N4suTT7LYoiLwpFlmE4ds/dDqTbxANigWWgWIRcRkymIU6jCAGRMISewdMNWFtGfm9x4j5jv5L5diB13ZLoa6UvnYuda4o3NyQbazL1VfnaCqbGyFUrCloFq1JySpUgV4syDZLrQKEHuRaValGpFpXrQKYDhQ4UBlGlA4UalWmgXAsqDahVoFaCSoGUclGhArUcFDJBKWPUGqFCUTAY2LpavqWx2PbylU8OdKp1Xw8oewdrrt9vvDakPGeutl2xON3jQWyTR0GA1WT265mF+v6B480teqv5aHPz+3qDvquz7d7dO/6V9Wz+IcNOEWS/Z/xQ/cnfHzz8uy8OvVFy7HeHPvnZkbf+z0/+6dfVb3/2dcnHQwdfu/fmH11v/N79uzcWX/3g2bvHY1+eSH2lLJYo2OM6kGmgXI3K1KhMi8qlf5oBySpAUQlKE5IbRVkFqPRiuQEUGijXgkwD5VLsP04MgtzEKw2CXFk8puFOGDmFiVUbWb2paKot1J5iGhtyp+vjp+uJxlOh5ouRzv7YtTvFESeadMO0V5zzw6MtiNCQoiGRhEwaMnE+kRbTLCo+tyhQ4AR2v14R9qwG9rv8RYEpsgVe5PbzU1EUpaGAosCwiMux+SyTkzhZAHj0+OngzW//9te/OVZROb65NU/S9x8+niZizu2Iczti3wwvxNKzVGKWSklIOvYsNE0k7JvhaSJm3wzOkElXkJBoSilD9JD0aDDsJigHhjsi1GgI9xCxkR3MTdIPwuFRirqPR+7j4ft4+EEk8oDAh3B8iIwME8QQSdzDie9C4WGKvh0Iuej40E7YFaEdQcIRpkcDhCcSH93GPURsNBBx41FHmJS6Xp5IdHQbk867iLgd2zv/o+sZCxOjIdwVpuwB3IuRjlDETpCjRGSMxIfDodEQPk4kJ7DodJiaDZJzAXwrz35YUjrjX0EA2WIhmUtJ1bm0gpDhiqZKo8Nl5wR274H3HJhKAPrKK6/AXkUvjXAUOF4CU6ZQFDixSGd7tBfid9ao/pmUbSbRPiH0+fNdMzC4JvSsCj2r4otNcMG8xHcv8t2LotUPPSuMeVHsXSl0LQqWFbZjke/yCdIkUvcSMvuQ2YfMi2D2g8UPVh/YFqVxz93oWdqNXp9gXoAeP9c1BzafYF6SlExg8+3uaDIv8N3zknqU757fe72fk669QIz+dWDKdS9KhCmyLUtZp0QKZ1unoHcVelejZ5xjn15wH2xPnR/Ptk7B5XWxd4Vq9iQuTBa6FlnbYsE8x17z5+6tXdWeO19ezdM5PsezLC/9arOwS3Lvl2Z7a6C+t0OWeDSBZzmOYXlGmmDhQczzLAMoj/gi8Fkxl4V0XKBiQASFrS14usb5FoV5e9F+v3j/RuxGX+xyS6StibpQjzXWE40N8dN1yYaqVK0pXa3LVagLRhVjUHD6ck5VLihlglwmyFVIoQalBim1oJIAVIdUOqTSIbUeNFLokEoPSj0otaBQg3w/dKBU8jJ5QWaCChOqMvE1eqb2JDrbxLQeuHvkn0zvf3KxQXn5ct2t+4q2XnWrzeaacGwH1rOFWYK+Nj3XePUb5fn2ww1NR5ubj5xt+bC66tOamo+rqt7Vav8ol3/V2Khq77C5PSvpVBjgu8XlI/WNv/ns01dLDv7dZ6/97wf+/h/Uf/j0+rFXr73z0u3XX3O/9srUywcevv0l9Vlp+pCKPyErHtWCQgtqPWg1SKkGpVpUaEGlQUqJuzAitQEpTKDScvIK0GoEhRHUOlDoQfnC+yA9VJDCgBRaJNeBwoTUBlHiBLR63lDBVdaK9fXcqYZCY0P69OlE8/nEpfaEuTvVa8v092eufpP6bgrNrML6U3Fzk98MCUFcDFMCnhKjWZQooDSDMpyYY4W89EyVJBksYjhgd2VVQpGXmkuIzeaSgigtieEkew5OYFOZZITASJpIZeIIRJfHXXvylKG2/mevvDq0sLhE0dMRwhPCXDvYBBZ1bGHTRMKxhc2QSU+QnMLjzu2IhKSTkZhzOzJDJu2b4Qk85sEpN0G5CUpKAD0kLYWLiLrJmERcugjKSdEOmh6lqCEcHyHJYYwYo+nhSGSMpkcJKWmlRujogwjhpOMjGOGh4k6M8kSiXjI5TqW8ZNJDJHYJUIkVJSg3Qe0Tox4iJsXu+R9djxOn3WTMFaamyIQzjI/TMSdOumjKQRJjeOTBdmg6mh0P05Nh0rsZXoulx5/tmG/dufVgOJaIs6LAIq7A5EWQ/B65ApNvOFW/rzOVhP3w/Gx+Op0+cODA82U+z/MMy4sIRF4o5gscw4eWN/vU51O311KDC/Gu8XTXNGOZ52yL0L8Gg49Zi198EUmlCUvBvLTLP/auct0+6FnnOpeQZUXo8gldi3znAur0QZdfglToXoZuH1iWkHXhBTC17cKraFkEq4/rmAXLEtcxCxa/2L2AzIuieQ5si1IaC7ZFvntW+lK07ALrHkpuvECM/nVgKu0lhZ4Vrntx/8ibl6Bnhe1a4LoXRas/eXHK/ueLw+83Idty8uJEsXsBBp8kL04LfWswsJ7qnMj2z+W+XR5r6Kn7VCESOeAgny2ICDKF/F8CU7S7LUaaLuWQyPJcgecKIrAcMCzwGTFfADbBZ9JQSEIqBlECYRiEnsGjh7A2zU/Yi6O3Ujf6U72dsc7ueOcZoqUx2VIRravPNtZm6yoyNYbcLowqi3o5q5Px2nJBXYZUZUghQwo5KBVIoQSlGqk0SKUFlQ6p9KDRiio90ulErQH0etAYkcaI1EZQ6kGuhTItlEklsx7kaqHUAJoKMFRBtaagN7FVNeypM2zbb3rf+W/q116qLv/TybpPm86VXOg+2tRafflqzeCgzmw93nLhy5NNX51qOdhw5uPK+nd0+g+qqz6oqnxVLnuvwvSWTvu6UvG7kuMvnzjxplxRcvq08kLrsZNNv/38q395/8DPPjnwd5++9p/e/YefG9942/rpH78+8Ifbr3zge/9Pq299svPhQfLPsuLRE9mDCr6kvHhcBzot0mtAq0YqLdJqkEoHOi2odaDTg0aH1BpBaQSdmldUgEErKg2g1YP0FFHrQa0FlRZUWpBQWK4DtR7UBtDoQaMFtQaptIJGx2krUWUVX1nJVFTlq2syNfWp+lPJ06cTp89mzzbHz3QnOwYTvQ5ueLzoXoblR7AehE0MtinA4kBmIJGDdBFyjFgQQGSBZ4DJoXxBzBdRQcpbeWAZsYCA44UiApZhswhYQWRYtpjNZ1iekRJbEbiNR6vl8hMdXZ2eyakAHVU3NAz5fMMba+5w2B3BJzDKvhkeD9MjTwJSTjpNJFw7+AQWlZDUEySlen+aSEiZ6Ugg5CHpoe2Al4oO7wSl7rkdI0eCEQ8Re7AZdJP00E7QTpDDYcxBUmM44aRiYzjlpGJjOOGkaDtBD4XxoTA+ghHDYXwsTIwFcanAd2LR0QDhIRJDW5iHiA1thZwYNRqIOMLkyM7uGS8ZH94OuyL0WBCXtFk/vp6xMDEaiLgxenQbc0dIiWYdwcJOmhjDwo4I5QjTM3TKsRWaCBFrqdwsRtwan7py67t4MsEhkUUcJ7BSSO+kwaR3e10MV/xJnakAAC+//PJ+1S9Z9kvnmUJRYFi+wHlujnxj6Mh9u5a9vJA1Tydbvah/udA1D9efiP3rrMUPPSvPa+D3p4zAugo966J5GWxrQpcPbMtSRonMy2BZAfMqWFbA4geLHywre0rPpb3/fXE/pG/OdcxDt4+7NA3dC0LHLHQvgHWB75qGngXBMiv56bHmabFn/sdgiizronnlPwqmUloq6aKk/FTSP0HPCtM5n74wIfWmkue8Ix+cuftOA9u1kO+cS7XOiH0bua6FgnlB6F9CN1ajvRPBK96qd4+zWzHI8Wy+IHlj/ABMBfh+QSlCCEnOGiKLREYU87yQQ5DnIZ8VMwUoxsR4HJI4wjEIP+EfrwnLM8WpCXH8TvG7m+wNS7K7NX7hNN3YlDjdSNU1ZRsrMzU1/KlKtrZKqNaxJjVvVPNGlWCUCzqZqCkVlaWivAwp9sFUDkoFqJSgUoJKC2odaLRIqwOdFmn1oNeCWg8aE2iNSG0EuRZO6KBEC8e1cFwHpRo4roETZcUjaqFcWZAZRZOOMVQW6ipjJ9/69s9/W/X2my2635s0b1TWflhzurTNrLb1lnZc+uRkwx/1hjeNlR/WN31Q1/SmofqPWs0bOs0vjxz+Q1npH9WqN3SaXx098lJ52c8+++xvD7z3T+998MqRYz//8NOff/jpLz76+Jeff/hfD/z+//70N/+if+O9/oNvfPPeB+Mffrr+0efbHx2hD8qZEhV/QotKZewxLSh0oDOASQ9GCVV1oNOIOumoRVrp36gRNQYwqAW1AXQaUaMHrQ50OgkuQa0BtRqUaqRSg1IlKtWiQsriTaCpBG0laKtBWw26KlFfyWuNRY0xr63MG2oKFfWFyvpCZUOhsiFmak03XaJaBhLWm6lrTnZ0AU350fxjtLENOyTQCchkoZgDtgB8DopZyGdQJitmipAToCDuWWFJC1o4Po+AFYUiLxQBxEwmk8lkAMRUKmGxdhqMGqdrdGtnO8ew8+sbXyiVQ8v+hQQ9nYh/9+jR2FZQ4kNnqdTw4x1viHJsYVN43B2ISAzAeJj2BMnJSMy+GR6PRN0E5SZpN0F5qejz+eBeThp1kzEnTrqfO+8iom487orQLiLqxGkp2XSTsf1MdrcXH4l6IlFXJOYi4q5ITMpMpQkrLxnfz3y9ZPyFn7t3/PH1jFMJV5iapJK7mSmBuynSgWPjsagdI51Y1BEkxiOUN0T4Upk5MrqI4c3tHbsDbAIjbQOTOsNFtnDq9MnvXaN+kJkCQDabPXDgwH6ZjxBiWVYaYCtmcyCI+VTB3HDR0Xgld2O5eHkxb54uds5w5nmxdwUG1iXKUtJv7sMo2mtGSXJOsK6L3X6wLgvmJWRbFiw+vuv7kHJYodsvdPuhZwVsvn0sQ9al3W/VsyJafGBZFtrnoXtR6JgF86JonkOWea57GtnmBduc2DMP/Uu8dVawzouW+d0teHtlPrKsiuaVfx9JXwRTweKDnhXUt5rvnJPAFHpXmc755DlvsWOu0D4bb3FL9T7bteD45Ny9d0/iJ0fgytNU60ymY46xLjG2uWLvXOHqUuKbxXOfapZuOiEvgIhEkWcR95fAVPL6RiKPRBYQK6ICj7IspDmUzArRNCQogSSB2kRbT+HRCizPclPD2eGvU193k53tyfbm+JnG9MnaZJUppjfENHVpQ2VKZ+QrlEWdhtcrGZUaaZSgUYFeBXoF6GSgKQdlOSjloJCDQgEqJagVoJIgVYYUGtBKSKoRNVrQqZFKBxodUkuZqQGVaeG4Bg5p4JAGHdHAcTUcK2cOyYqHZbmjFUhfBRU1qMaYq6xLnH7nu4O/OffFWxeMv6/U/lal++xM27E2s/ryZf3VQf3Vq8rLg+rB69qrX58w933WfOFE+6WDTac/rKl+RS57RS77bWnJywrZqwr5SyUlv/zi4B9PlL1xouyNEvkbJeV/ksl//ul7//2jV/7LJ7/6V9Pbb3R/9MGDzz+e+qQkcOQEdag0cURWPG5AMlnxqII9Xl48oUVanag3gFGPDAYw6kS9DgwaUadF+t2nBdLuIalBJaq1oNOAVgNaCUaVoFKj3SeNAqmlDFcJKi2oKkBbA5oa0FSDukJQSWHiVQZWoc3L1ZkyVbpUmynXJkurc8qahOp0suJUpLI9drY3ab6eGryb/c7NeZZh9SnshICmIE1DNgq5BOTSkMmgVA7SRchwUBCgwAGT53JSmb+/7jaTjhMEUSgUEELT05N6g7qzq5UkQnQUFwGxAO39/ccqTHM4NkliTiLiIokJnHZuhyew6Niz0AyZlHJS53ZEQs8ZMrn/eppIOHYizggxEgx7SHp4JygdpUzQESZHAxE3GRvaCbtJengn6MVIZwDz4jFniJwgU44gNUEmHEHCiydc4ajEZu5mjhg9soO5wtRYEB8LU0M7ETceH9rCvGR8ZAfb5Uwj0ZEgIU1bPf9znRFi9Keux4lR9hDhxmh7AHfh5GgwbI9go+GQA8c8NDURS91/FnJFaGcYn4rGJglqmqRX6ERbT1+RF4oCw4PAAVsUCtJ4PS9ypkqjy+OUdKbwY84UIfTaa6/tT1PwPM9xnDRgXMhkQYQEkTAeUix3jyQH5ot9C0LvYqFjWtpvDFceFi0+oWd1Vwxv8SPzLpjudn4sK2BeReZlsK5KSMpaF1jbImf1ST0rKZBtWYpd6ZJtDVn9YF0G67JoXt6fUIKuJTD7xc45MM/z3bPSHmbOPCuZk6KeRdTvY61znHlWSma/h0XrqmheFs1/XUP/R2AqNfTZrgUpUWU656WZKOhbK1yaESw+6F1lLUtc9+LcUfP1lwyPNTfZLl+uY57vXSabR3Ldk5m+Wf7+w75j9YOVFyDDsfnC3lTSXyrzdz2BkMgCFHmULaBkBuIpgUyIOMaFAyi0LjxaREuOguN+/t432a97kn3nyAuN0aaaeE1todaY1+vzKhOvqhLUVbyqBnRqUakEjVxUKJBSuZt1apSgUe6mn0oFUmhApQGVarc7r5KDsgzkMiRXI5UaadRIJYUGVLtcKlJrRaUGlajFw2r0pQq+VMMRDRzXQpkWlRtFVS2YalFFtVClS+sNiYrG9Pm3bh38r8Y3ft0g+0fFiZeNlR83Xfy48ezhtjbdlYGG+/ebRu3NdvdZ13jTmLvh/kin231pZKSyv7/sUtuhluavms98UF31YXXVu1rtWwrl2zLFe2rtGyXyN0/IXj1y6Jeff/iPB9/8zx/9/B81r3x89cinI18d9h1VRsr1OaUmX2YEpQkp9aJcVjyu5uU6pDKBthKMlWA0Ip0J9AbQSzmpRtQYQG8EnVZU6UGrEtUq0O69b3sACiolaORILUdqhajVgVEFegVoVKA2gaYCNEZRZWDlVUhTLWqqkLYKaStBVwX6StBVg85QlBsLcmOx7KSoO8lomooVZzLVrfnmllhzW7yjNzN4K3/Pzk3MCD6/+PihuL0DJA6xOEpkxUwBZVnIC5AToFAUCql8WipCs9l0LpfhOQYJIogolUjbLFa1SjE95UUik8smRMSQNJUqFKrOnGm7dnUtnbz3dOP21tPZXNaFEZORmDtASHtJJ7Coawf3hih3gJB40r0eVGLsWciLSfQo5SYoF066CMqJky6cdOHkLrkp5Z4E5cJJSfbvClNTdGb0GbYQLww9Ds5Fc2ObkXEsPh6JTpEJV5CYoVP2AD5BJuwhwo1HXUTcjsdcRNyJx17MZBMuIr6X4VJOnHQSuJPA3X/hejyR6DgRl8QADgz3kNKsFOEmcA9JeojYaIAYDUTcBDURjdqDIXcIW02kT15oFQDyxZwIXIHPS6y0NAHVcOrkns70e150jzMFKLKMJNrfh1eWZUVRBBExuTzwEA2Qpe98GbgyFeuZLvbMC72LbPccb1kQen2ob7XYvcTbVnblRz8AU9saWFakih6ZfcjqlwTtrG2Rte5qPwXr4j6kfo+tEl1g9ondu0krsqyI5mWxe4nvXBA757jOab57XoJR3jIn6QpQj0/s84u2JbZ77gVAl1Jm87LQ7f+Pgql0PZIuijcvIduyaPUX2melDaZSvrwrLDUvwcBD0eKbOdzV+fcla8prnHU5cWEcBtYSF13s4BLdNzF+crDqT0chJzKZHC9yeb4oTbY8D6bP66UkOyIBCkVIJYCmIIJDIAibT+GZH1YmYOoOc/dy+nJb9FJrqrUpfqYhebI2W1sn1lZBhRFplFypDsq0qNSAyrSoXI7K5aBQgFKG5OVimQyVK5BSBWo1KFVIIRflCkGmA7XUmpdAVoYUclEuE2QKpFAhhQp932Xa7WuDQoPkKvG4Ujwk579Qil+q0FGNeELFn9CwsmrBWCfWVGRN8oiygjY25852sD3v3y75z4qX/9lw+NW6ig+bz31xvvO92jMlHd3aywMVN25WffNt/e0HZ53eSxNzl7zTA3PzHWMjdYNXZG1th5rPfFxX+15lxbsG/YcVFW/KFa8eK3npq6O/P3j0lx9/9q8fffCLz977p0Nv/W9/+h8/N75eOqxVzGtLV8tNlN6U1hryskpeVQ06XVGmzpWq8mV6QWlE6krQV4CuEnQVSGtEOoOo1gsavaCqAJ0BNAbQShW9Au29RSCTg0yxyykr5UitQGoFUqtErVxUyQS5Ain1oKkEvQm0JlFThTTVoN37/rtUrJZTVIOhQlAZ+bJKQVYjqqoYZVVGU5ky1GbralONDbHmFrq1O957PfvtEOecQLOr8PAZbJJApCCRh3QRMkXIMJAtokI0HU/nc7lCPpVKFYtFQJDPFrBQ5NKljr6+vng8CsBzfF5ETCod4wExAIdVqoHR4ZV0YjJODWHBB8HABBWTCnkJTyew6J4iandZ6X6uOh6mXUHCTVB2DPeQ9FgI85D0aAhz4aQ9HHFF6LEw4SKiY0HcQ9KOUGQCozxBfByLuwLUDJm2b0amyfTYVngci7uCxHgk6glTE3jMFSQ8kagjSDixqD1Eeaiki4h6qKT03UaCESnndRFRO0Z7iMRoCHeTsdEQ5sTJsXDE9dz1uJ+7HneEdGO0K0I7McoZIRwYLh29FGUPhyXWVRIJTMZiD7a27EFsMhhpaG3nAFL5NA9CvpjjRWkYl+MEtqau2u4c+2nXKBZxLOJeff2VfYsayTuWEXgBiSLLAYOezq7L/vhFcfhJtNubt86y1jnWusDZdjv1yLaKduvx58OPrP7dec19yZQEala/aFv6MR+6OyNvWwabD6zPhc0nOYmIFp9oXt4FWcuiRKrudaj2aAHbX61/+g/JpH4EslKuKvEP+3gtWHzJ827espC64Jn8quPOmw1r8qupc17GMk9etKevzD2z2rWvfgGRDDAiAHCAcsDnEc8Ie/syAUlgyiKORQwjFllgCpDPQCoEwUewsQBzbvAMsUPXc19b0ubWzIWW7JnGYmNl1mQqGE2MsYLXm0SdEam1SK5GZSrxuEI8pkQlKjihgDIlyJWgVIJSLoECyDSgUoJSBSotqLWglhBTAlklqDSg1oFaDyqlWKqAE3JUooVyDZRpoUwDJ1TicaVwXMYflYkn5KhEjUq0qNQoKgyC0sCrSqPH6rjqulydkao5x1zqEXvPRs4ddZX97PRr/132xu8qyl4yaQ40nHq/9szh5g5ld49p4MrJm3fODo2dHXJcHPV2uGatUwuWifEL92+bbD0ms/WLhrojZ898drLh81Mn/2TUvVZe+la54p1S1atfHn+nRPav77/3Lx+/9U9H3/pf3/q/fl31RqP/7CWq42SkoY6qOV2ory2o9akTppyqhjXWMsbTUKNjFXpQq0WFipNpWJlRVFWKmkpRbeSUJl6pF+UaUabiZBqk1CClUixXiaVakKlQmQLKVEimBLmUwmtBowWNjCtTCGUaUGhApQe9mtMYwGgEgxFppP6+TtRqBY2KV6kFtRZpVZxMLZTrBJkBKUyipgLpK/nKCq7SJFRVcNWGTJUpXlVN1jbRzW3xdnPSbEuav8vf9IuLGIRxiOAQoYHIQAIvElnIp/M5yT+FoqixB/Zvrt68fvXG4pI/lkrmuEKWybC762G4HMeQucwbf/50/OnThSg9Eth5EA57YnFH8Cf0pBNY9DmdKfWczjTqjBB2DJfkRy/qTElHhHARlAPDJSJyAqO8IcITpL2hqCdIS3v6PDjlxmgPTtmDmDtCju6EvAQ9soN5iIQ9SLuwuIR9TkwSihKOCOHEKElyLyWq0tFO0HaClsStrggt/WiJFZV8pFxYxIURLoyQRmAljao7QkqoOk5GXRixO3iKk26CuvdkcymWrL7YlkOQ45j93bqcwLJ8IV/M1NRVjjmGOaEo8dQvgCmzC6YvIeAkW2lBBA5Bnmd5QEy2CBnhvK6xo6Q+emUu2zNbsM0xtu/BFNmWJQSUjEFfwNMXkPQ5eJVemBeRZR6ZF5F58fsG1I/BdK+h/zyYPh8/pcZf+6u6TP//wPSFn/4cXwwDa5xtUezzCxZf9uLk1MHO638wIdsyuroctbgy3y3XvnUMm30kZjiG4VJsIQ8oj0QBQGJhBMSzosCBwACXg1wOsnEUi0F8k9/0CT4H67yauWZJWS4lOhrJxtpotY7WaBMqRVKhZTUaXq0XVAZRLal2tEiugXIlOi6H4wo4oYAyBZQpQCaBqQyVl4tlSpDLBJkKVHJRrtpFVbWEpAqk1oFeg1RSF1sN5XJUUi4cO1Y8KOOPyoWjalSiFI4ZQKaRwEWUl2aPHaE+1+ZkdahCGS+vKpiaiqcsYOuBAd2jqn84809/8+rf/M0f/ub/KPsfv674+NWq0lcq5C/pVAcqa4+cvaTt6au+dqP53oOzD4ZbR10Xhh0dzvEuz/jg0lzzd980Xf262tpX2nz2k+rKPzfU/8lkfFun/v2xI2+WyV8/euK1IyWvHj7yuy8//X8+fOlvD738P7/6n/6nl/6XP7S8op5WN4ZO2kRLK9tyEU7VpjUnCzWNTMNZ/rSWkuuLaiWj0INGIyiNSGMU1JWiWp07YSjKKgSVEZQaUaZFcpVQrgWFkpfktDI1OqFEJWooVwgnlKD8f4l7y/C40vTMv2ZmJ8k/GQjtbGB3JslsencykOmhDGawu93tttvM2DIISgWnDhaDmFkqkmSGdttttiWVmFlmEBSzqPjgux+OrFYlWqfqAAAgAElEQVTTZCb/ZNfXe73X8bEslb/8/Lzvcz/3LWbEEJBJWCnESkRkpowRiZJZOJBLUxhE4qKYVJqE5CyhAEqERmUJCCUxlMTgJIJRKErJ5ByC0bASKDBWruS0BKfhnQ0UjEqZUubRebmJnPxonmFeVxItqI9UNTmMbct3++J9D7hHD1IP5rg5N+d54H2UBGRwYf70hTNKtarD1r28GOMYQNJUiqFjdIwEZIpN0GwqTsUSgLp051amSvEgHH7v3tRdh+OGw90RWuhwf4yedI3ONNw67VirM+V1nR2+j+pMfXf5WnXO+eIeNtBh93U5Ax32QLcr3O7wrUrr271+m8fX4nR3+Hx3HY6uQKjF4e30Ltpc4XZPkD+n216sdk+Qf+CJ2er2d/jDbZ4AT1WbO9Dq8qxUqX5fm9vd7vW2uz09gWCL3dEXWmhzelbY7Q62OLytLk+L093tD7XYXR2+wK1ZO1+9tjrctum5yjNnbUNDcY6dX15iOZBKpWiWYjgykYryMCXpxMoN9QdhyqzClOMYDrA8TCkAGBaAFAALjCFNflVtjZ6dpE5MpSwjpGWEsoxTlnHWOsbw/fpPhunqsf3DyzTKmUZXRKYvpP68t8hH1hhnGQPmMWAe++ifroUdZ73HWf+TYDoJLJNrf9aaq4wP4DVW3Z9oGKYs4+DUw3h1fzCvZUp0+jF6gT05Nltyjbz+sGIvcqP2DEgCimZjLLVEphIMkyRTLMsmyVSKJROAjAFyCcSCYN4NPM/Z6QfUw55475Wl9xrDzbWL9RWxyrxIbm7KQMRwJaVEUihCoyiDoAAmAPpCAQpjnAwFUojLlIKsFzBdIakUQEJOnA0kmUy2GMgyaZEUyESsRMpBEEBggEkYBAFyGYviQIFyOA5whIMwIBOx2SI2O4M8BgMJzGXJmHRx6ggGxMJoBsHgCgrDolLFMppPGVQLyipQpXQoRKPCH1X/RLBJIFgn+GnxT/XjOaKbxLdFr/1QsvM1ddauEs2B0vzdeQaxsR470aQ4cyr/yuX89y5Vtd42dtpODvXWd9w2trag5XXZhjJRcTlcV79Tpd5M4Ht06i0ovDFb8mZW9q+OpL28461v7V733bTX/27Hd75+7Adf3v8//+rAX/3B1s/8ycE/3HB2HfpQXBHNr+cq9SG9xq/TBXW58Vw8Qqg4DUERaAqGYhIVIJQcquRQPCVWAkQBEBVAcFZCACnMCAkAYwDGAAQxWTCXJaYypCA7ixJmc9JMWiJiYBkLwwwsTmUjLCJL4TirRigFSitVnFbFaZWUSs1odKwuh8vNBQV5oFCd0mlILREn1IwGJxUqoCNYgwIYlECv4NTSiAxP4IqEPB/k5FD63JRBE1FVMRV5z7Umd22Tx3p14dowN/4YzDwHs07Oc63nen5lQUV9xeTjSQ4AjgORSGxFNg6oFBVnAcmAVIpNRplkw+mTEoPOw7J3nj3t8PnuePydoeWWuY/Rk/LPv6fONLDawe/0Bnq8wR5vuMcd6nT4e53BDruvxxtuc3o6/f5Wj7vd77N5/a1ub0fA3+J2dQYDrW5vh3/B5g3bvEHbGpK2+lYe2ryeNr+v1ePuDIRanb5OX7jdFepwBzv9wa5guN3r7wnN2zyenkCwy+3v8QZbZ+093hXPwG5/yObx8UqAdq9/9TN3ePwdHj//mbsCoW6313r12uWWlkUyRQGOpBiGWXUvjOsM6rutt1LUigXwR2DKMq+vX/d+ZcqxFAeSDFiOp1JLdNSxbDiED1fdXGyeiBtHSfMYZR3lYbpy3Wke/22VKd9Z+q0wfVGZTgDzB/DEXyCs1KofhenqtcAL8P2/gWnTvdWylA8vSdQOpkyjiYZh0HRvubw7WTt4bYt+Cj0Rae6PXhqv2oc2qiqoYAywK1NMNMNxHJdIxJJkKhQJ+amwk/ZOs84H5OMJZqp1qa0l3no6eNo0by4KFOeF81QLSmVSIYvJUFohSaIyGoMoeEXNw2EEwHkFKA4QDMAyTsxjdJWkfPOEpycE0GxaKgOYiIFkAJVysAygUhZFgBKiMRyoYJbAgBIFBAoICCASgB4js7I4sZDORjgJlEyXxo/gqWzZkkSVUhporT6uLkrl50Vy64Bp882t36387n85+GnBVsH/Vv+j6r6yPlzfFGkuma79Temur4tffSXvyIZC8b5a/b6qHOkZI3zWrHvvrO7KmZLb7xbeuFhtu17TfsPc11p396bBckpWWHPMkL9Pq92bq9tbYNhlkL8mSd9CwOsk6b+RpP04Y/vP4J1fS/vZS0e+v73uQNn9KqQd+WnxD/8q+88FOwWCPYKv6v5u240tJaHSk+BUdbJW7dOrFrVIGFcltWpKq+f0aAwlaAylZDiDyJIijIMxDsYBJCWzViZoASxjJDJWKKaPS0F2FpWZDSSZtETE4WIazYqKJQkpymAKTqnk9Co2RwPyDKBAS+cREQ02ryAWVcolnXJep57PyV0uzo+W6peLcuKFimWdOpmDRtV4MgeO67CkVrqAShdhUVCkSCqUSbmB02kolSKKF5D5DVR1RaC41FHc4DVdS965Pt/yruNqRqUQLkOa3mueDc8tUEsJQJH8yZSiXhimkBSbYDgyxSYTgMFz9AUm00w83uv12Ty+9tCSzb/Q6fkYPSl/0v89daZevst/c2auyxe8M+vocgdtdi8/mdrrCbfNuboCgRa3q93va/F6Wn3eNr/P5vN2BPjdzx/h2/yBNn+g3Rdo9wXef/b7Wn3eu15XR8B/1+Xs4nnqCbW7Au1ef6vLxU9AdXi8rbP2TofXNusaCi62TjuG55db7C5eZ2rz+u84XB/QpfqCt2fs/OfvCoRaZ+bO29qLjcYYx/IwTZH0Sk4BldQZ1HxlyrtwfQim3CpMOcAnK7AkAHEWLMVTTAI8H3oKb0hfuv1suWmCab5PWsdJ6zhlGSfNY3xnhrNMrIYpfRSma0/Ba/WnLwaf1sL042vPDwP0QzD90NH+dx/A/3cf83lw81fAaxtc5nHGNMZZ75ENY3y3ihfVspaJWd17Ta9Ju6F69vbToep38e0ZYJGiI0mOYVMJkiapZCLG0MlYLBJhlp2MaxrMDSbH2pPdF0LvnFk+W+OrrY3W5s/nG6IGdUypJuUoieBAKWMUMNDCjBoFahQoMEAQQEkAJQ7kGCAwQKAAk3KQBEh5+f2LTjQqAygGCAIoEBZTABXMoARQIABHAQFzGAaUMgbHgYrfYZZAgFoGVBKgPEpKDyWFexfTMmmJmBRhtFTFSFUJmSauwv14OV1WB+oqk5Wbb275as7/Euz9lGCv4Fsl38gcTq+nG8zAWpmsVtpV5Yu1mf2KTRcy/iV/249ydv+iIG1DlezIqQLZlVr1nZMVfVdLO9+t7LpaeOd80a0LFx4OVty8nHvitNrUeECv3pEjT6sv2piPbsgRv6Y+/roy4y1D9k+g7T/Btr6U/uNvwf8qs2mrXY1Ny2dOJE6V+8s0zxSSoayf1v9QsFsg2CwQ7BB80/CNNNvR0nBFPW0uWC4xxArUsRw0LFemtEgCxxilMCbJjIqlJIJyuJQSyyhxdiwDBwhMySBaImKEQi4rg04XAbGQlUAAh1kFwWmUrFoL1FgCUVNqkU8mX1LDQVy1rDfEivKTlQWJ6rxIecFyVXnCVJNqro43ly02VkSaCpfqy5ImfaQiJ1mlXCpVREqI5Xzlch4SUigianQeUSYVRAxRJnFlDDckNHlLOXqfriRcVLNQU26v3Hv64DfF3ynvq5mI3fOBoI8LLoGYLxZyBD381GkqlXgRCUelWJIE9DJFHszKOnnj1pOl2I1HT9o8vlsuf6s33ObwfVRP2uMOtTs8ff7fSWe6tiZd2T3+Lt9Kfdrp8nV7Au0OT7c/dNfh6Aj4WtxOm8/T7vfafJ5Ov6/d5+oI+Gw+z8rF6yfAtMXraQt4eb++uy5nhz/IX3d2+fy9wVCX28uH6PX7wp0Ob6/L3zrt6PPOt8y4bE5/tz/E9/o7A6EOf7DDH+Txvfqv6PAFeucXbXbnxe5uvCA/CtgkWEkcYQHHcHScSmhzNa22O3yoDwc+XJlyaypTmgUUr9eJ0FRoMQJI0HWxDX79aOLOXKR5km66R1onU5axlcrUPM5aV+n5CTB9YTLyb8F05SD/AcH8R9dHAfc+Sf8fwPQD3SfTGG0cBU0PGPPkipbWOBqt7qGso+DMVOuRsrM7FEOGMw+b7mp3i+IzQZDkyGico2iaSjF0MklFSZAKMIHH7JNeavDq0u1TCxdqg/XFwZK8cF5u1KBN6uQpuZLGCRpDObmMkSNAJ2U0GDAgrAYFKgyocaAmgAZ/wVMEoFIOfiGBkkFAJgMoBFAZwOVATQClEuhwTqEAGpTDCaBAAYFwcpglCKCS0QjPUxioIKCSAq2QVWZx8rSEND0Fp8fEMIWpKNxAyQ1xRSlZYgVNBeGirTe2/rXqbz+X/YU/SPujH1T/UDolKY+VabwK0bMs1bzKEM9RhpXapZz8eJ3KXXnIhr3WlPa6NWNDk2hrk/TAGQV0q1JlM5cNXSjrO189eLmq593GsdaSWxfVJ6zCipJjdQVbCuGddYqfaQ/+Kvftn+n2/RDf/rL0zX+Rb/wm+stvyH+a0YZWzTcWB2pzPcVFCyXFS0XlsZLaRLneqdba1en9x17O/9and31KsEkg2POZ7Vd2Kp+qG8GpWmCqBcY8qlRL5okXcUkEl8RxjNGgtJIASiglw1hcRsIEkCMsImLFWWxmFsjKYoVSIJMxOMFpFLRWRWpUMaU6qlYvqfPiJQWxsuJoRfFSRS3ZVBSul08Xyu7pkHt6+aNi/F4JNl6kul+jul+jf16vna3KDzbkBOsKl6wFy5bSpLU0ZSpnTQXJsiKmWBvX6ki1OiHXp1SGhEa9oC5KFlUw5W/dfOvzwi983fDNkmflN6nWjnjvA/DsCTs9x7rcpHcZxNwLrgi5zAGWpFMUQyaZFO/54A4vHBZKbg2O9s86O53uOw5XWyB8xxXo8q7ch67Vk9pmPT3eYMvMh99/rM7U5vXfdbrb3N5VvSdfmXZ4/K0ON39P2uULtrpcnf4Vkra5Xe0+V2fAY3M7uoLuVre90++zudztXv9K08njs602oDy+No+v1eNucbs6fL4Wp7PT7291OTu8nk63u9Ppbrc7u93etll7l9PXNuPsdHjb59yDgaXWWfdQONJq93Z4/C1OZ7vXe8fpaPP4btudNp/35txsVyDEO1vfdbjafYE7z2eujgwfwZAIxyQBSwJA80EVLBOnEtpcXavtDs0lfytMV5J76RfiR5CIUyAOrtZdqD2eE7v2JHn6HnviHtU4RTVO0dYppnGSNo0xFr4jP/wCpmuQugrTNcThScqYxjjTJDBOvoDp2L8Hpu9z84Mw/ZiW1H88TFeePwLTpdIecOIx2TDGWSdTdUOgeTJlHo5bB9hz4/aK6+bt2JnsAmT9Yd/IUzYcYyJRJpVMkdHFeCACFhbAkgN4u+jBdxLXLeFTNfNGQyBXt6xTLCnUlBplCJhBFZxcCVQIrca4XJjWw4wW5fQE0KNAzfMUA2r+YA5zmIyFV5SkHAYBRAZQGUBlAJcBOQE0BNBgnFoBdAgnx4CSr0xXnlkMBzjMYSggII6QckoRqxKxGjGjRIAOodVoQkFE5XmkvoTMqaFKc725B9uP/C3+PwS7BIKdgpervy2eyK4na0qThSVkXmFKX8LlahNKA63FI0QuV6SnykqBuTTeWDRvRR6WIlNlaW3KDJs+q8WAdJTIOypy+80lQ83Voxcq+89XdL2DnqlFztfua1D+RLPnh4Zd6+qO/Khw2w/zN/3A8NZPC7e+YTmQ2SXHH+dWJ62ER69ezNXGcotBaR6pxwMyw5KiKG7Ij+aUp8qro5XSCekvml99Kecbgu2f+jvkH15tXCcbQ6ojdbV0Q0GktJCqyKPKdWSxlsxTkznypE7JGNCUEmNUCEsgAJWwEjEQZrGZ2UCYzYhkLCqLE0RMg82r9JG8omRZFVVfETXmusqhEcXRNpG0R/H2dcm2M2nbTx3dcTpz52nhrjPSvefQAxeVhy6pDlzCj9xUHL2rkA7kwWOl8ocV2unqXHd1YaiuirRW0nUVbEVuIkcTUeRThlwqtwAU75ra/1nlH3y54su6BYMFNOrncmT9aMXj2gved3vIwWdg9hnz3J6aXQTzcRAnAUkDLklTKYaOk1SMZaaez6Qjiu77z0Zcvpbp2b75xY7w4h1XoM3xMXpS/mz+e+lMO72BDs/Kzv9ppye08mV+X6vH3eHztbqc7T5Xq9ve7nG2e+xdAYfN+bw34GyzT3f63Da7k/fqf385/Tanf/W3HR5vu8PV7fZ22Z29blePw9HncPY53H1Ob4/d3e8JdjrdvV5/l9PX7QnY7N5Oz3ybw2dz+rt8wXa3p9Pr6/D5OvxBm9fPp0XxVeqKJiEQanO6up4/OwhJwnQqAVgSAIoDvE9biiL1OboXlWmSA8kPwzTFMa+vf4PjmLWVKQ1AZCnOLlF5Gap35UZ380CkaWS5tp9qnOBhSlsnGPP47wrTNf3ulZl94/swXW0xvd/0/62Npo8j5gdJ+n8RptyL7tNKZWq5xxgn+EGDVN0Qax0Dp+4t1fcwZ8fClo45Y+vJzNx//fOv3b/RA5YpamkZcGSCWQrTfg/rmQOeYfbBucjVIk9t+XxtXrhQHzNgEVTNKmFKhgBUSkMYi6K0AqEMEGmAaQNM63HOgLFahFOhgF8KlMNRDkdYRMbC/KQTv16QFJcBOQpUGKfCOBXCKWVADnEYxGFSFuWvRzGAYSyKAQwBuAzIpZwCARpRApfEcSypJmIaJIipF9RlVGluUH+s/8irp9YJdggEuwQ/Mf8IfiorXMqt4coJr7SQMeRzWlUMlviOExEpEZchMZmCUaMptYopLOTqyjhLcdys9laqHeWq5+XyByXYeKF8tEg9WpY3WVs8aaq7f6504MSxJs3uOhhqLdvYmLGu8fAbZw5tvXp8f6tUMpyD3S8qmbdUkc3lrEkTz9dQuQpGnRXOPuI5giRlWlahSmBwUIwvwPIQVhwvrKFqTMCaFyh56/w2wfZPC9YJ/ujQH79c+J3t13ZCU4jWnVOyXFmWqtEt5eNhDR7WEIs6LKKWLGGSCCwjUQTAUk4qAeJsRiihxOIYLFuSIyFVTrSkIFJRETcaHKXoqGHHuaO/Kd/2PdUrP9G+vqFi715r9h6LaFtt1vZayT4LkXbScPR0/sFm7R4LvsMk3dEo2XtKduSy6vgNbWaLJrNNLu5T4/dz8j2lJUsVJZGS/OVc/ZJWuaB8reuNr554aevUtixfli6lx4NEcaq0jmoocpfmPipq9Jy6HLgyRA49Zh9Nk89DIBwHyRdaZkADEKXZqy1dUm3+wDP7sMt368mzO3ZnR2jhrsff7Ql9VE+6qo767TrTtbpOfuf75p3+IP/M2/HZfN52v8/mcXd4XTb3XKfb3uma6/bMdjmf9vtm2+ee9Hsd7bPPe12edruzw+F6f9k9HXYP/9zp8nQ43T1OT4/DNeCwD8zNDdrtA3NzfXOzvbNzvXZXj93d4/R0Ot1dbn+X289rV7t98yvdfJer0+trc7s7fIEWl8fm8fAqgjaPr8MXaHV5OvzBFruje/r5a3t23XfOxQGT4rgkzTAAMIClGNqQq2+13SGZOMulWC7xAZgmABehU69veJMDLMuRHGApjk1xHAkAywBmkcw9Kh+quTbX0LlkGmJP3Fs94DPmtV34Tz7mrwCILz8ngHmlOAWmCa5+FFgmmYZRXrb5/ly/ZYIfjlq7r6oCPopLzjIBrPdZ8zhv0sy9oDZnGuflViuf8z/2+N849QF2834ujVNUwwhtHF2Z2rJOspYJ2jpBNg4vG7vYdydjlydnznTib6blZeJJ7wJgSAbEEmDJzbmegblecqIFDJb6jcWROl0oTx/RKyJyJALBCQnGyXAAEwCVJiUYpyK4QhlZkBXTQkwuzuSoQC5EEjCrQFklBhQ4R2DsSjMK5hAxKRImsqS0BAYYDAgZwBEghzgMATgKFDhQwACDAAJzCAoQGYAlrBQHuBwoMEDIGBwGCpglJFGpgiJUKWUOmVPBVhRFi8piFVXRqjff2fD5zC9+5sCn3np3g8GtqmcripP5uQmtOomqSJk8JVVSMiUFaTlUDzADIDBSKiNhiMShlAJN6hTJfFW80JAoz4tVFkSri5Zrixdryxbqy8INlUFTtc/SHLpoGCz/u7Rv/2vOxqJpS13kgmK6mHAUqefL8xP1lVRjWdKsXSjFwgZZRAOTSgklEzMSCSWGGKmUlsAshDAQRsO5QKujFMpFXL2oyo3klqcq6xKWuphl2409/6D7R8E2gWCL4NO7PvWLup8faTta6C+ppRsqqNqiSHlpsjo/VqyP5SqjKgWplJGohJLy82DSJKwH+fl0WRUwF8dqVY5C5J7+WCu2yXhY319/1tdhenI964xqfe7+3VXi9Cbt2w3qrKbCwzU6YVPZUVOR+HRVVnMJdqWOuFoHXymXXCqCrxVnvKtOu4DsPys+9I7k2G0IHVZVBqobEg3EjHzPwJ5vn3v54MxBIoURKUy2DGs5A55Q4MsqTViXFywqd5db/NZr8WsDYGCMmXQC9yJYjINYClAkYJM0RwFQ13yBKKoatfum5pdbpme7g8HBpUi719/u8HS7/O1z7j5viN87Hf4ed6jD7ul2+W12d68vxO8dTn+nN2DzeGw+71pdJ3+LetflbPW421z+dk+w3e3p8vu6AqGe0HxXINTu9XZ6fX2BQI/X2eue6/fYh7yOHsfjQfeTvrkHY77Zntmn/a65XsfcsN/f73YP+Ly9TveQL9Djcg74vH0uz4DH1zFrH/D6B1zeYber89H9UfvsyNzMiGO2d+bpoHNuwGEf9wfan88N+UPdLn+PN3hreo7PNenw+HtC892h+d7wQncwzEv3edCv1cnennN0e3xjQf8vt299YJ9NAIZ54bHNcGSSTOgM2pa22yQT/5hjfpxjl6nk+rc2MhwNAM0BlgYcD1Oa5Ch/TLVHMlj5XujUSMQykrJMfAJMJz6pm/+xMOVM78OUNr6AKT/j9JFpKH7xxne8H9XK7L9pkjOtGFGDximyfpgfkOd4L5U1ra3/DJiuLZnX5pvSxlHGNLaqmeX/MyCto+yZseWmHre1Y/ZUx/UCy86fvF5fXO72zM1Tfgc9O0U+uB5quUF21oZO5y5UaZcL9clcA6VXJuWSRSGakkjjWbJ4NkpJcY7AGBWSystc0IkiOdKYHkvpZVG5ktNjjErOqghKoQEaBUuogVLBEijDm3cgMlomY1EZi0oYREiKpS9GdzISQn5uB+FkWfFMYSJLxkIyEkIZjGDkBFBK4og4AmkohXwJUQRQI6htBFbiGbHx3bf++PjnBLs/Jdj/6WP9R4sW88sThbgHQgOwKCBE4tnSWDqczJZEM5CUEEkJcVqM02KMEcMsBDGIhMGkjApldAoqV0PlaVL5umShPlGYEy3Kj5bmL5cULJUWL1TWhEy5j4o+s/FP3rRsN8XP6LxFhfEq1VIBGslRJPP1VJmeKlMlC9CkTkarxCyWSYsymaxsRiiks0SsWMyIxYwYosUKgOJJCIsg+BJiSGhy47n5yyWG+eJyuq4sVaOYVr1y8rV/zv+24C3BH+77w7+C/uaV0+tUs7pmcKY2YSxZKtOGDEVUEb5IYHE8a0kiTcKSqFTLGfAFpXo+vyhaXx5vyh7XvXny8K/Kd2+tyVTfNV6wD3Um5kY5zzvPe7BzlZn1Bqm5VGKqkJpqZJY67KRZbK2GmmvF1grVJYtx+Hbb/OMx4B0AM8aHV6D3CvdapPtPid9s2JPZIhN2Qr9qfO0fi/+31CVFlhFoWZIZyiQY5fH5zKyoWLgsJeIKzbK2eLm0fL78RLz5KnW1Jdk2wUx5gSdIBxIgtZCMRBLJBA2qrWdVZXVj7uCQN9hud7Y5XV2BQLc/0OX2drv8Pe5At8vf6wn2uAO9nnCvJ9jt8ne7/N2eAK806vYEerzhLl+w3buS3dTm8XUGAzaflw8RsQX8LV4P79bc7Q90eD1dPr/N4+sKBNrdnsv37nU6Hf1ex5DX0Tv37J2+ttsT3aPuR5PeZ50PRm4MdXc8mux69qD1wWTro6nb98Y6njy4NTHS8ezhranR9sf3796fbHt0/9bkWOuDqa6H923j/b0PhvueTrZMDHY8Grc9mux48vDW5MT9xUjL0+lOh3cguNDu9vQGQzaXl8+qum132rzB3+J/2u71d7m9/W7nQQS62dVBApZk+fQm6iMw/RidKRenydfWv8H77XGAJVmGN0QkI2RiNoy+eeR+3e3UOw8jpuGUafz91tP7MJ36HWA6CcwvBqJMvw2mH61JV2yn107u80TjW/mNUx+zmu6t/pSVXDzrmgH//6Dj/4d0pitrjcxrtcomLSMp62DE2us1tYcuDV3NMx74zYY+W2tOuW7UPToLHO+4rxodJ0yRsyVRky5RhkV10gVUzWgMQJ8DNEoKwRNi6VIWkUKkERlB6rFkkSJVgS3lq5JF8qheHtXCi3J5Qi1PKDWkFl1GiBiOLiPyOKGi1SpOo+I0clbFJzXBLCFhEF4IlZHMFnNSES2WAXjVxwTnMFkCksWlalZJJHChXyT1Q9pFIm9ZU0eWa+3K71a+/Nm0zwq2Cb6Y8cVfW36R5zbkL+WXcWU5Sb0+qUeXCDWjU1CEgiXQFCTnEBklxoCUt5pGOQnCQTCHSAEm5ZQQ0OCcgWANckqnJHUqUqdMaTWkXkPqdamc3Hh+yVKZ4olGsEmw6dL2SrKuIFWiiRs0TA6UUMpIJUppcUaPcwaU00o5pYTDs2mpmJMISaGElQipTBknFlNZECshAEqwKJaQaWmlJqkwUHr5khoOq3XJwkpgqgAN5WQtNq0UjkleOf3GFzL/QrBdINgs+Ef1P6SqAKAAACAASURBVKV3Z1VF62qoOqVPpYvqtUmDjjXoWJ2G1hARdQFTXs01GgK1h/vl688de9WYduRd/WGrLtNaAp2oz7ly/r0nE1PJ8L34Qqf9+fnBnuJ3zsuNZoW1EW5okJ9oFNdVEidN/UvexyA+xS50LEyfuNeW1Zy3v1a5swbZXi/dbMx6o/7geuve15u2SadwuU8tX1aIgiJpDD62mH0sknVs6Xj6Unr6QhYcwSAfrAoo8/y6hoXqM/OnO8nuR8zDAAgsgmgckFGGTAGQV1lfZD416gr0Ob1ts/a7c/abMzN9oXC/Lzzkn+/zhgYDC33+8GBoccA/zz/3BxZ7ffMDwSX+fX9gvi+00O718yTtCob5nX/TEQq2BwOtbn93YKHT6+sNhlodzjuzc7dmpnv93puPH7U+f9L65P6z6Hzz7SuSfNWW9H27hIf2CA9lq6AMQiTRIseJ7Ew1lK6UZKqho0R2lkbG78fkogwVdJSQiPRElhKV6rBj0JGj0OHdmXsOIceOyEXpGmRLRtqGY2+f6mzv93o6ne6BYPjunL03HOY7/nz5aXMH2lz+T/I/HVhcttmdowEfXJBnPH8mypAUB2iW+XBl+rGifRKASCrx5qa3aJbv5jMs4GiGoyiGWSaXH7qh3xxwneylLj1aqh+grVP/f2C6cuj+rTD9pMqUMo5SxlHecJpuGGeME+zKGkvVDQHrZKJmADTdS9YOcpYJqmHk/wJMV3m6dn9flGqe4AdMadMYaRkhLYPkiaHIyQFHo63PePHt9ZtDIdfV3vfSCo+UDdS8E72uflSgD5XDAR2yrJFGCQWrk8VQA6fTU2plFEHD0lxaq01qNHGDNlVWwFnzSFMpY82PVxVRNQVkZUGyLDdeWESVFaSKqkF1KVVanCrWR/T5TJE6ppcvqZVxnZbNVXJ6jFMjnBJmiWwSErOyjFRWNiU5snBUFBMjKVQN1OIlMRKBVClFpvN4tivLEDfUgKoqskR8L/2fy/7pv0r+TLBT8KdZX3jr8ibiKV4Syq+lKgypXBWp0XM5ypRax+UhcaWK1hJJQskqkRSMcxhEi2WcFGIlCJDJWD4zChEDhYhTyDgNymhQWonTCpxW4DTBLzktV6c0hfEC9Aki2Cd47fxrVaBGFVHJkwScRGQMDnEEzBIIJ4c4BQSUElYu4XCIw8QMhAJEQolRAK/+RBkjlSTERApBo1I1rUCiiDSKZYYhYRiRzOPqVKEimp9PVRWmqgqWyvHn2n0tb38t99tfzPqSYLtAsEvw1vWtxctlDcBcCaqxsBzyQcpltTKs1oTy8hdqxZOGTZcyvpmz4ceF+3YY5cesRen1pTKr+XhpWd75c5eGh2/ff/AskXTQzLNE8vaDJ4aTZwizpeLGtSv3p+4no23uaWtfm/KsKbu+UHGmPttcdqSm4EBNzn6zfocR/VXxgZ+VbH/Dsg+/n0M4tOnPsg4+OrR/9tCRUOaBYNqxhWNpobSM5ayjwUxJWJLlyCA8iMGtqnCXnA2f7qcHHiQf+UHITy1EQGqZZUUKXf359x7NR1seP+/3B29Nz9yanukJBLucgfZpd5831PLc3ucPv3Dk83S6Aq2z7l7f/N1pJ/++xxtsc3o6X5C01e1d4Wkg1OELdIfm23hmeXyDC8s9Xn+ny3Pr2TObY24g6B1fCPW7Zjuf3sdLcyzvnbsz3P4kOPvE+/SR88Hww4GJx4Mjj/pGnw703+8aetQ79Kh3+HHf6j70qHfoUd/Qo76Rx0NDD4cG7/fMeO8/nB26NzfyPPxsdHby9khH2SnT99a/cran/VEsMhwI3Xj89Maz521ud5vbe3vO0RUI3XW4bO7ArRnnJ/mf9oTmO12eEb+3pLlRXpgX52i+MuUA+2/DNAG4BEO9tv4NFjAUnWABQ7MMw4JkPAWSwNv3CP/1waWL4/T5BxHjEN10jxeZ/v53ppPANLGCtt+zMmXXjsCvtLOmgGUSmKZWvFAtkytV6pr9Q8f8/3CYrn63tVra9/v7lslVYxfGPE5ZR0njAGUdilp7ly4MDBovSPbtDyw6XMCpuWl4vfItYS9aFK2X+rWSRSVGanBKqWA1RFKuiikLmVx1mChJFVRxlVVsbXnKWBg1qrxVumCDxlNVGDbmBGvyF2pLwrXVy8bKxfq6uLk4VFm+WFs6X10Zqy9crspfqiyMVBclqvWJYiyiRuJKhFJBJEEADQoIBKAwg8qBQg20BmDQ0foc2pBPGYggXEzmVYOKMqpU+FD4jep/+sxRgWCv4J9yX9p2bbPOoWkEVhNoKIjkKBflUBSRJFEl0KiBTsvmGkCBjs3Vg1w1o1EDNcrw2gCE12ZJOBgCuIjDZUABASUM1ChQwwy+MsfFILxgHuNgJS0vThbIpzHBTsFbVzfWgVr5Eo4lEGlSIqUlEEAQgCIAl7K4mEZljJzvv2FAjrAYBuQwx7sF8nalBAHkOIlrgVpBKlRADbOElMUzo1IJiWcswsIlQjQvz3QjaFBTBcwNoMkIThwdzvzNhfXfqvye4OCnv6z66itnX896IC4jyyuZqmqupmChqCZpyXdXH2nHt10Q7b+kOnhO//bJgsO1BdmmWqnRCJvMcF0DUW+U1xnPtHeXnD1XcPoMWlcrra7Snm4+NzEwsOg7OdwlaSjFmqvSStTHK/QHc5R79SpRffXeopwtxcp1BaINFdk/L9jzs5Ktb9+FkGfqrCfZB6cOpc0cO+R4+3gw/bD70PHgsYxFIc6qkAQujykwP6QJyAuCuY0x67XkjVEw8YR+HgILYTYapJJb0jLf7Rh6MB9pezrT7fb2+gI3Hj/t9vh6PeF+d7jXE+TP+O8vb7jHG+7xBnu8wU5voNMb6PYEOr2Bdk+w0xduc/m7/PN8IqnNuVLu8Sl7XYFQly84GFq0ORx3p590OWbHwr4Hy+HWB+PWaxfesV1tGbDNBqefuh+N3O/t7r899aDn8bOB6bnhB097Hkz3PbEPPbEPPZ0dfDY39Hhu8Il96Nnc0LO5oRnn6NPZwXuPe57NjTx82v3wWc/wo86x6YF3Wy4U1OUfxbJ+vXvD7XsjDkB3OewdLldPKDSaiPO1J+8axfuefJIfa6c/2OnyDHndp27f3JeVngAMy/EmRCzD0UkytQpTlkt9+M40yVemmzfQLMUBigUMBwDNcNFoHKTAyIWW/E3ZkYsTydOTqaaJpHn83wNTyyQwv4Cp6d+A6cc6SHEv7kz5ypRpGGUaRrn6cbZujDWOkbVDwDyVrB4ClnupmmHONEnXr96ZrjSg/jNgujo18IHK9IMwXTUYJOsHUw3981W2pTO9Ty/chg8dHHnS2x3uvbJ8Q9qHfbf+Z6/c2axg8jBWmx6UZAalaFShSeUUs2W5kcKCpVKdJ1c1rYcnFcikIbNXfaxNsf86fOCGbPul9O2XhTvezTj4XvaeC8f3XTq+951jGS2IpFuuGMtVTuaqHhYWuOqqF05ULTcVRarzE6UGpljN5StYA0aqMEYpSch452ZFUoUvKjSLmrxYTlEiv5otN4HaI0OH/77gK4JjAsFRweegz4kms9R2hZGrqWLKcpf1qgUlvoASSXlWVJyVhCAKRSi5CuigGKpkdASlVAMdTit41SrMYRIGEbOIiEEhIBezmJRTSFi5jFNBnALmsFWLPwTIYCCBAUTQWDFZAD+Vffbof/n1ud/Ugmp1QqHhCJiWZKeyJKwUBRgKCCmLSxgMBSoCqHGgwoASByqEk6NAIQM4ApQoL6GlUZzG4AQkp+UwhcgALOakUoBk0zIRjUsZhTguJ9hcyRKR7hKL/ZgyklPMVJXQVTkLRRuvb/9c+p8J3hIIDn3mq4Uvbb+78/jg8dJwxQn2vCVy4fht+SZL1pGLudnvVu1vyJOdseAnm4kTJyR1Rl3zKaXRWnbuHVFeUemZC02tbSe7uwovncfM9URjveH8CWld2WZMmJavOJSDHylQH8/T7Sbw9KKS7SrVLyHhL+UZ6/Oz1pcdfaV07/4r2VnDkgMDhw6NHdo1tmfPw117nu46NHfgsPOwMCKWJlA5o8YThDqh0MVU6qCiMFRwKnH6WvT6OD05y9jDIOpMRl7dfdD2YPpxNHnr/uOh0HyvL9A6M9fhcPW5A90Ob583ZJt19XpWZuo7Hd5uT6DD6e31hdrmXF2+YIvd1e0JdDj9He5gm8vf4Z1vcfC7t90VaHP4eF/RNrf3rt3T41/ocvu7XM626cc9zpn3xgY7n96Xl+e9Dafn1eRjeliMHCdUQpVaVFKI5+rFRfmwSnlco8tQqI7KlUdw+RG1Kh0j0lSaDIxIU6rTFfKjCtVRjDisVGfIkIMq7VEY36/My1YVSjPRQ1Jl1nH82Kt7Np7puNHrmumYm7Y55mwed898uNMf5PnO50e1On2f5Mfa4Qu0ztr7nPaW8dH1e3YuU0k+9IIDYA1M7348TEnAxmly3YbXacDQbGq1Mo0nUoACjaqy5oy8xXOjscYR8sRUwjRGWSYZ8+TvAtOVJoxlDUzNH61Mx2nj8O9Sma7cma6EME8A4/gHlmkCGMdXv/macYA13fzfVzL1u3/9mh7USnIf/0l4M+nGKdB0jzaOsubRxXJbwNL2+PR1efqRyjMl7zmuNXpPm5Mnj90T/r3ppXVjG47NC2VLCsVSrjZaUgkaSxIm6WPDnjuZm84dWmfc+WbDnm3mtJ3GjD1GUdoJ/MAJZM9JeM8J5O1zirdP4UdPY4dOQm+fhg+cEB09j6S/i2VfV0nu6mXteXhPsWayrMBVXRGvL2Wq9XQREdNKlrCMULY0BkNRBI3g+LxCu5RTEi8zAZOZbcjz6l/K+5+fPiIQZHz6H8pf2tm/vxoYa0BNFaiEPCIkJNUlVTnAgKUIjJVLKRTiMF5WlZ2UIADniYYBJQHUGJDjQIECAgUKKSuXsnIZUEo5BQRUYqCUsAoxQ8gADgFEysG8Z6iUk0o5CKPQnLhB4VAIDghevfRqGSjVUColh0K0WMqIpRwEcxjMKmBWyRMZ4ggYKFCgkAE5DJRSQEBAKQYKCZAjACcAhnEyOcBQBsEBCgGJFIgyySwhLZKwUjEDZURECEtAJK4AOjXI04EiPKUhElokIK/iGsqW69J6Ml8q/NZn0/9EsEvwmf2f/UHxD7BhZflzk6q/Mv2CDrlaK7/ejFxsVr1zXnn+nPz0KbyxSVJeVXjmQt2710/cah2adbkYcD8SOzc0iDTUEJYG7ammQb/ryvig+e7V7GLDPgzaj8oOK5QbMySbIWy7Svk6kf2q4vBvVHu+C71y4Ozx9M6M7S1b9g/t2ze2d/PAm28/33PMdTjddyQjnA5TGEpiBKUgkoSKVCkiasNSftl85Znls7ZI2yyYdYPwk0jg13v3T80vjwUX2p7P9rgDg4GFtuezPXZ3r8vb5w11OX387BDfze92+bvc/l5fqNPl6/OHeap2OP1drnCbI9DuCrXa/e2u0N1Zr80ZbJnztdq9bU6PzeW9M+duc/lb5nwdTm/77EzH7JNBj33AOTPqeo4UqtOkR05faWo8V9dgLrIY85qNeSdN+c0NuSdM+ScsBSeaipqsBU2NhadOlllN+WdPVZhNeadPlTeaC042lZiMuY3Wwuam4hPNxRcvVpw8U1BukuvLpdv3vyLC3kZypBvTtrw33DEScAwH3Henn9ycme4KBVvd3s5AqDsY7gnN8/amn6iT9QfbHa6Wxw/HnfZfbd64kIwxL7wxPw6mH9SZUhwbJ1NvvLWe4egXaYgczWchLqWIHZl3tNalM6ML9b3JxvGkeZyyTFKWydU709VJUM4ywls1f8h/b+0d4hqYTgLzFNMwDiz36IZx7gVMGfMnVqY8vhnzym0p0zDOL840yTSMA/MUWTfKmaeo+pX4qbWG/7xbylqnvt8JlL/D16y9yuBeJAusXCKbXthKNd0Dzfdp4yhtHI7XdQfNrb4bPRrRcWmB8KLrsmXpDDKj1sULsoPQuqE3Xr78A+mcMj9YD03mHG7D1jWn/bruwNHruoKJUwUjJ2VXio9bVUeq0LRyNKNWKWw0pDfpjzXmpjfmCRtzRY050MkC2Zki7Hwxcq5IdjZffMaAXC6WXSmG3yuR3SjMuIMda5cIJxB4TmOIluoTxapELr6gxEJK1byuMFJcEimXP5dvv7X9m6Xf+GPh//f18m9sbtkq98k1y1p1TK+IaYXebGVSrqYJaFmkBWoFo0A5XMaiMoBnJIRSDoYAkpUSZiQyRbRUREslDAIxCMQgEkomTsGipAyiCSkrhziFlFNAQCni5NksIWRQCOC80bKEe9/hH6HxQroQeg4LdgtevbKuDJRhMRRKZMsYCQpgGGBSFpeycoRTwUAtZfFsWibhUDErE7OIiIGFLCxk4SwWzWJhMSeFWAnESviIEYiViJjMbDpDCsQiRpiRPC6hRThAs+KZCIClNISwmDAmkZIySUKmINX6ZG5epKSWtVRR9QULxfLn8sMdh/+17hf/iH39v6V99ZvSX7yec2RvhVJyugE61aS4cAEyW4tv3rj86GGHw9kxMzfm898cmzjVapPX1GYVFqfl5kkrKzKL8jOLCquvXr01OXFnarzt4b3bk2PVl85LivJ3I/j6jKw3hVm/Tj/0K+Gur275zt/v+Kft9bv3Xd69+b0397TtTBs++PbEvrSH+2B/tiwkJhK4ntPrWZ2aVGFRDF0ilHG9PKTTenKL7aUnXKfa5tt7ApPX7w++euTIsyQ94g/bns32e/z9Ll/ntL3P4emadXbZPe0zzm6Ht+25vXPObXvuap92d865O+ye9hlnJ/9+1mt77mqb8bbbA612f7s90Dbrs835W2e8bbO+1ll3m9PT5vS0OXyts+7WGW/Lc7ttZrpj9umI39U1/fDZcgDJUzZetJx/78TNuxffvdx499apK+frrl1ouHrRdOfayfMna945b7xyyXrpovnieeOVd5ounmu4fKnp4nnj5YuNl85bbl4/e+Gi5b2rJy6cr3vnYu2Va/W2nnNX7pi37/l1umQ3rMt+fe/6q0Nt42HngNd+d/pJm8vZHQ61ujy35xxtTk+L3WVz+lscXl4nyytk+Z13nOoKhlsdztanT4fmZjYdOjgX8KfY3wLTD1amFM0mUsnNWze9mIBauVIFNEh6lo/8dFvg0tjSyeGF2h7KMs403qMaJ6jGlZF8zjQOGsbYuhHONAqaR5Pm3pR5EDRNsJYpcOIxaH7KWu6RDSO0eYSzTICmFTkRY5wATQ+TdaOpuolU3RTVMEUZeVBOctZ7lGWcso6S5jHKMk6bJhjzJK+BT9YMp+pHKeM4Z70PGh+Apkeg8TGwPmLND1jzA3DiecJ4L2W+lzCO09Yp0jwRruhJGkdo8whlGgTN41zjKG0eAiemVg2oVqVaa6z/PsZq7xNJ+gk604+dOGCtY5x1OF7XGanvDDd1zF1sO19bma48VDNRK5/O1STKxAsqeSJHvqQtTdb+smHzzwu3ba7J2lWLHmnM21mmEJ6oNI12tobmHoPUI2b51uPxknONkjI9YS1HrFVoU73ipFVz2qo7aZabawynrVBlcenlc+eGe/pC9idgeQYk33k8qLlu2VKdLrqr3XNJ+Gvrzu3XjxPThSVLDaXL9Q2JxiJf2b5b+/5a9teCLQLBTsFLJV/LjRSqFrXyZZUyqlAkCCyBYCSCkQjBogQLYxyMMgjCIvxQAH9CRwCMvkiaQ1ZSklYyozBA4ECJAgXEYVKASQEGrfjSY/wuBogYIBIOlgKEz54SAQhhCV3CIH4GCQ4I1t/YUARK5bQSY3F0ZToWgThCCgi+JoU4jP+7EgDx30cEIDGQiQAsAlA2JxVzEhEr5lNYpEAGAQgBMgRIESCFgQQBYhiIYCCCgRAGQogVQqwQ4jJhLhunpSoK1yY1uoRBG1UrF+WqBWXuck5FrKaJPm9duLT/pOxrh3/zc/HhrXrl2xUVYlNz3pXr5p6e81NjlW03lWeswspCSWWRtKJYWFRwPDc/s7D4ba32gFK5XYZslyJbMkUb3j66B4KJuqqTPXf6AjO4sWqLOOvHW7a8enDv60d3fn/nT18+8N1fyH9+8Pzuwzf2ZHQckQxlKZ9j+WF90XJOSaqggimtZCsqmPJyuqyMKi1nKgupirx4eVGsykyfPJm40DB3pot8VNf1Hmaqu/voWdeMfcjjfzC/POYNTgYWBh3+QYd/2Bnun/WPeRb5fdAeHHHND9qDg65w/6x/xPv++yH3fJ93vscbHvAv9rvDI/6lIe/CsG9xyLfIK6g6Hf5B70KfMzjsm+/3+IYC3n6vo8/1/MGCS1tTcPHOhVvtV3bvf+vCRUt5hb6hruhEY+35M411dWXGhupGa8Opk1aTscZkrDGb6qyW+qZGU1OjsbnJfKLZXN9QZbbUmcy1zc0N586Zj2XsOnex1tb5zp796+SaLLlBsnHf+mv9LVMhe/vMw27PnM3t6PT7erz+bre3y+nr84e7ffMd3lD7Gj+qtavF77X5PLY5+7g/kKlUX7hxK84CBgAOsADQiURMo1HdvXub4xgA2A+nkzIMl0wmN23axM/m895RgAOAAgvPvMJf7A5cGImeHFuo6mItU0zjPdI6njSPsi865mzdCKgfpeuHSFN/ytIHTk2A5knWMpWoHUnVTcSqh9jmCdIyRJtHYtX9TOMkaR5LWSai9cPxhrFY/WjSdD9WO5Yyjcfrh1Km8aRxhLSMJM3DlGU8aRyhrRNJ4whjXlO3Nt0nLVNM4/1kwyTVMJWsHWcbH8XqJ1PWJ9GG+5H6yaW6UT4tNVo7RFsnWOsYYxkGTWOMdShZ38dYhjnLCLCMfGCAlefp7wnTT9KZfsIaYy1D0Zq2aENXqLHdcanznbrag9C2suEyra+YSBYKF1VoJEe3VFQcrNtsSdtQlL67TL6/WJdZUyWsq1WdOfd2YZnM1FTTYuuccdgpei4amfA4n8SX6m9dxerrSi9dLjp7AS6tlJVU5DedujE6ORmYt5PsvYXFu48fnh/pq7x5VWyqOGLSbq0UbqzKeLX88M7zImggL+d5jbhP+bp585+m/VfBVsHn0z7307qfCseElXSd2IXiUbV0EYYjsILFpKlsCZkFs1KIFmMA5ks8CSuRsCue81IOWrnx5CAepjIWQgEmpSEUYDIWRQAOcdhq+SnhYD62j9+zOVk2JxOzMjErE3NSMSfN5qQyGtOlcrKfSASHBK9de6MElMtp5arnAD/QBQE5BOQQwHmxlwRAQlYiBYiIgcRAJmQlYoDwKYFZjFgMECELiQEiZmUygCIrKQNiGEggVggDEcRlykAmxGWIuXQxly4BxyXMcZQTIqQYpzEshWEkgsSkeBIlovKCZFlNqtG4dGHvGcnX01/7meTgW1rlzpz8Q8WVR0ors6qrM6rL95fkbM+R79Kjew34kXztfhW+A0XeEkl2INgWqWxjtmRDpmSnCH7tYNqPd+z+4a6t3z+w8TXo4BuStB/t2vL9jet/sW3LK/s3fWfrD7/0y7/80zc+/6e7//iP9n7mz49+/i8zvvAl6Z//mfTzf6X6i/+m/ou/y//yV/L+x1fy/sff6v/6K7lf+RvDf/9S7pf/VPs3X9J/5b8b/tdX9d/6UvpL/6rZ/qnvf+WLP3j5128f+cW+g/+yadtPd+z853Vv/nDzjpff2PydN7Z9541t33tj+3fe2Pb99Tu+98b276/f8f31O777+se8/96bO15+a+c3Nmz7/pY931q/9V+27P32+m0/3LTnuxt3vrxl5zc3bv3+1r3feH3zDzbv+vq6N/9589avb3jzWxtf/9q6X2zKPCj44md+vO5HzeeNIkna8rKHYpaTqaV4Yomk4pHIEsNQL7jEMAzDhyqBNb/41F6OY2gmGYnOF5Xorl47eev2me07fyWGDkKK9Dd2vXZzyDbmm+6YfTQY8nR4XZ0+b58v0Dnn7HH6Oh1e3s/0QzBt8a+sOwFvi89tszuHvQGJIb/58tUE9z5MU6mEQkHYbDY+sGT1s61mQIFkMrl582a+LGU5PigKgATnGH4m+tXehcuT85aBaH0/aZ5gGu/RTZPcyft8MhJrHAOWSWAc50yjtGkANI8ylmHQNEEZR1nLFFU/DhrvJ01DdPNorGEg2TgabxyhTk9FmkaSpyfjJ8fJU/cSjePUyXtxyzB1YixlGaEbx0jLEGUdTpiG6KbxhGmIahxLmEYo6yhlHKUs4wnTCNl0L2ocTVqn4g1jSeM4aZlimx8Gyvvi5qnl+pGkcYw/6cer+/lrStY8DJrGWOsIHwQNPh6mHzeu+m9dAnyszvSTYAoaRxhzf6y+J3V+xP1ud9u5s5uOvlo+Ul66VKtMFGb4MXmiQLdUlOep3nkyc2eN7HBNbnpthcRoTq+slZqa0aYzmRXGw3llOSfO3Ry/Nzxnd1Op56nY7UdT4tJSldla/s7lxtutd6YePo0k3CwY9QROtXUWnb2gsVo1Jxuzykt36RTZDWX7S1Vv5Yl31mG7m9FtJ7J/Xr5NsOkLgtc/+8VDf/mr+t9kD2QbPHpdUJf1PDvbK0v3ZGcvSI75jsmSIlHquJTN4H08xWyWBGSLuCwhl50NJNlAImIlq1j8QG1ISyGAiBgYAriYRSQcms3JRADK5mQiAPOM45eQlQhZiZCF+JBUfkEUqksYpM+kgr2CN29uLOSKFYwKYTHZapQIwPlBWNmLpCYxi4gBlk3LZIDIYmQSgAtZWARQEQNLODiblkEAz6ZlMCB4vvNxWGJGDIH/w9p7Brd1XXvfuonjFie5LblJ7FiyncR2quO4O66Srd4lqosixd5QzznoIECAvXeCBMBeJFGiKHYShQDYO0V1saOyk+g4ZT8fQClyyTP3mfc9s2YPsIkB+YW/WXvttf5/ahQWQQGRUVgYmYggExFUEBGFhZCJsEg0lExERaGkKIwahZMjMVKEm0TzMGErN9GTnbxa5HMl8k/QA1rBZgAAIABJREFUno+ZF75gRu0X8I/wRReS0wJSUwIykkMkGQG5Sb6J0ReThOeErHNC9jEGfJzJ3E+hHIagnaHhu0Mi94VGnoCQQ1TaQYS0ner/ftCxXfTgL4LO77h4fneQ33b/Ix/4frn10Cvv0t65WHc+TB2IDJN595iCGU7iqliwyI13iMXrwgR7bJwtLtGRIFiOjrfHx3pSYj1p8c70NHdewlJm0qyk1NR2JJ6cp27psZjVU1Odk1O6ydnu6flh09KwZU0zadRNm3UPjV0zlq5JU+/MQtekqXvKrHv4jf3u2QXtlEk3bdZMm7QzZs20STdt1k2bu2Ys3VPmrhmLds7UbVjonDL26JdUD+d088b2qRnl3Eynfko1dbtff4+VKiyvL5NX5cOMcAxbA8AOgNOD2gFA3W4nALjX0BP8iwcjUC9MAUBt9tXUdPHlK0UtrVUnT3/FE0QxhZSD5w7U6VrurBs1s/d0plmFflZjMWv0xh6jRTtn6l9c01lWNZaVJ5VSH5O0zWxuNhs6FsytD6dGl1bpcUmS6hobRnhhSgCP3W6NiRE0NjY+zkT/BUy9s/mEGwAc4ARwEH31Gu7hMEvNwJq8dzVXh8rHUemYq2jIWTCAF424cvsIybAruxfkD3lye4FsCMgGiKIBR7YWlIzhRSOEdByTjVol3ZZsxbqs11E9Yr88ulrdv1ozYCnrWqnqWy7rtlYNLRfrrJX9q3KdrbTXJu+1ynrWi7rsxf3LEp21uH9Zqtso7l2TddvkvRvSHlvZ4LK8z1Y5ulo85Cgft5WMWIuH3ZUT5lydrWQE1NzzyEaAdBQUDuEFm8P+QDrs9Yly53Wj+T3/P8L0e/tM/2VmKulz5Gic+bqN0h5TXY+ypnrHiQ/FKmGeU8pciaEscxkb4hQ0n3FL7FsDn8ljRxXnwKUlzNJKcn4xJK1IbVKzy2pDUwqo6RJqUqZYIk+vvpR6uUauaE+/epWVm5dx6ari9v0h40LvrCHz8rVYeRk1KY2UlBoSGx8SH0fKymLL5b4xMSd4XB8R61Qq51BK1N/h/VtD/v788V//nfdJQGOo6J6Ic58VPhoSMhHoP+F/6ubZEGPohVl/ipUEuclULJyChkAggoKF00EUCQ8nExFRRDgZUEjEJkmpgE7CaZTHp3V8U0/AyzgKQMgEnez1QPUmp5t+qNQnEezdf1wzjXXFRt6O3HJ+y66ru1JBOsvFggmYhntP6PQnYeq1DiUTDBKOUAHL2zMQhcEUwCThCJVgkjEIAhwyhkCAQ8MYCOBABAt6TGGMDAEaBSN5HbGoeBQVj6IRkVFYBJmghziiSDgtAieHE6RQLDIKUEPtUZCdw7fGJ20UHL0S8hZz7/uM09u5pO0I7bg47mJ6FqOyjFdbFV1fw71WGVdfI7panlhfw6+SCarLoqvKueUliEwalZ1zks0/wWQfhZATPO4xPmM3J/Iz6sXDfPqnwb4HKJHvHD/wzqmdfzn18V8C/v5F7PYz10+H9QZzJ5kiIz95PU60wo91xnCt7AQsLtYtinPHCW3CJCxRaBMKPAl8V1wCnipcj09Yz4yby5GbGt8lH0luu3bj/p22hw/a7z3oN1rUD2eGzKsDxuUe/ZJm2jRgXlM91A9a1junjP2GlZ65xe/u9xlXuuYXu+cXNdOmPuOKetIwYFzVTBr79Mu6WYt2zqSdM3XNLnXPL3brl3RGc5d5QWc2Dq9YWu+MaCfHg9mkpILES/VlEDPcbre4XCsOx8qGddnpsq6vr6Lov8SoNxPEAeZGXY9qkm5RLLvmkqShsczn5HYq5A/zo3af2NU8oBo2T2pm73Vb5tUmvdpk7LEsqqZmtXOmjsk5xZy5aXLu/wLTVpNBMTM3ZFkS5xcl5OU7AfAasgGAejwuJhNRqVQoigIA8EdJ8yNDPQK43W4vTP+ZmeIEYcNaiutEPuSN+glLfqdDOuB1IUXlo6DkG5kpIRkGRcNEYT+QDbnzuvHCfqyoH5UNrWSoV3I614p75gs6TMVqS3W36bLOUt+z3DJoqNMZrmoX6nqNVzTL9b2Wy7q1uv7VS93rV/o2avtt1wbXLvfbro+uXO7fqB9are1bvzZgvTpgrRtZvtK/Wj9mvty/XDe2eHlouXZk6fLQ2rUxY1k3UMw5a0Zt8j6XtA8t6HVld7uyuz35fXjhICEbBsWjQDYC5KPfwOiTYP1/hOm/6jP95ojtE0ItRcNAOujI1aE1I6barlsdqh3H3o9XxxRYCznLMZRFjtCTmuLOhcfFp0rp/kWxIXkZrLIqRFpJzS+DpFVBqRJaYZXoUrNAfimmsIKTVcjPL2Lm5THz8nIbGsjJaaT45KTyan5+UVhMXBA/JlQYG8gTQqmZwTGxoXEJF8VxfjFiX674KJ29h0LexyLt4gR+wjz+ieAQpYXH0EYLxmPCdSFnOo4fbN4VPOGHmOkX7viGm8OiliNIK+GQk8RASWyCzEAjOYDOwMlMQIMJMgKoCKAjAELAY095JgKYXp9kFmBBKJ0NWHSM7vWgRwACAwgCdGTTNpkOATqd8MoC0GGwKXH9+DUHZcU6xbR7tC2nthy4sT8RS+RhPLqHRsepm45VgEEFLBpgQZvGogwI8GDApxJsBERTCSYCeDTAgQAHIlgMwIUwNgtEQxibCaIhgoMADoNgswAbxhAmYNE9NCaAYZzGABAbwByAMDAqE7Co7piP1PupKAsCMAkjkwEl0hNFc9PJS3SxLSlxKefUlZA3Iz/9BDq5gxm6n8c4wOH4pqWFFuXRa0qEjVcy1C15mlZ5n0ra1VE92lM+0F3Sr8tsb4y5Uh2ZkxOSnn5WKD4jEO5B6F/SIt8OOv1+pO/7oec/CDz/RcjFd88d+/PJHX/2/cefQt79LPGr8N5Iyl1S9AIvyRkntkbHOLjRKC8GCKNRfgwhFGIxIkLMdfKEhIjlFHA9Ip5bJPbEx24kZ1hlBeZrfwzfLR/XKs369ulJ3byhc2pOPTmvnpzXTBs6p02PQz1l7Jw2qWZMqhnTt/a9m6qZzc9srpOGzmmTatKgnjIqpubV03r1lFkzY9bMmDvnDUq9odMw33pvomvm3sTiLCM5uqqx8obyKp0V4UZXCGBHMZvbY/MeogHAn8z4HjPU++C4d6oI83hcAKBujy0ugVdVnd+huHzy9FcIK5jKDvNmpmOLMx0PbnaZ55SGOe2CRWsw9ZkXNbPG/sU1rXnlycz0WzxtMhqVC4vN96durdsTZCXRqWkOQKDA643ndtitIpGwoaHBeyXlxolvw9Tlch05cuRxZkoQGIHhwIaVJRVmB0Wv142vynqskl5UPu4uHPFmpsSjzNSd07fpGFowQBQNANmQu6AHlQ1s5GkdhT02ea/1yuADaVNPSkUtK4V/+LzwpH/8hRD+Cd/ok378ExdEpwMEPhfizoSJjgcmnQxN8AlOOBke5xOadDoy9nhI0unIWJ+gxNNh8SdDYn2CREeDRCdDeUeDhKfCOcdDRKciY05ExfhExhwNTzxJyT3PzDgUlbkrvItWaExtwYr60YJeTDKAFw5iRYOEbBjIxtCCwUfaqSP/32H6vX2m/wqmeOGgO6/Xkdu9Ku0yX+m+3arY7fORsJElWctjm7k8m4hrT8gkCsN7OMdltABpYoQkjyIpDknNgworYy43xl5ti77UJKhqoGdKKQk58cWXcq7eyLnROLq63jg2EVNULJDIeHmFpe2qtpt3yjrUadVX4ksqqElpUYmpgQJxoDD2LDvah845BnFOcbl7ofAvaed3Rl84lBkQXs+AO3lhivDI3tCIkcDA0fPnBn3Ojpz0v+8LrdHoVip1PYpujeJgNDZK5QKYiVG5AGZgVDaAYJzGBDCDQBCwGV7BqseTqSzAhlA6A8B0nMoEDISgMwDshS8CEBjQ6QQNwiEIh2BARwg6gsMIDm827eMwx8OJd8WTb1O3nN6y68rudJDBcXGYGIPqokAonY7RKTiD7O21whh0DIZQGCZYdJzNADw6xkA2M1A2TLBggoXgLCbgQCiDBbjen0I4k0nwEIzDBtGIh8EBbMQDswkWA4PYBIuJwxyAQB4ugub+tmq37xREcwgpLj7JhdAxBmmDyljnitaS0lYkJ2uCfx/24YfUI/v4Ufs5dB+R8HRiYnixhFZdzL1WmdB0Lb31uvBSSdKN6nx1c0lfZ66qNbqmJDgz6Xx87Bmx6GJC8ilBzFEBfzcH2cWlfUwO+oIe/s7FM5+HB3wacvbj8KN/Dfzi9cC39+QdjByjICam0CYUOPmxmJDjZEQDDuKBeYDHxtgcnMf0sHkgGnax6G4O5GSzUC7Lxk0m0hLWcvIWa18P31GrH2s3z7bPzTbdva+cnGueuK+bNXUbFtSz5o5pg8aw2DY5rzEstk/pVXPmjmmDd/Xua/X/3FfPmjsm9Vr9YtuDOa1+sfXhnHre0jFt0MybVTMGrX5ZOW3UzS10TM0o5vUdM1PKybuKu2Nj5qlwPk1eK6tpKOeJYJtrYcNmWV0zr60v4oQbwzzeY77D4SKeePDNx+s4iXkwN46j6xvLbo+NxaGUlmXdaCg9f2EvTxAVncDYe2pPY59ixDLVOXNXNfew02zoNJseZ6bKaf23MtNvlU2bTaZ2k7l9am58ZUNyrZ7E5TkBcBMeAngA4fG4nSwmolSrUK9HBvi+zPTIkSMA4ATwoJjzMUwLBBmSiFhX872FAo27eNhVNOIqGsFko7h8DC8cBoUjmy72BUOPwDHkLurzyAes+VqHrBctH3ZfGbZc1g3LrrYkFzZnSiYV6tkuzZRG+VCruqtW3uvsvKtUPOjU3OnofKjS3evofKDU3G5X3+novNOmeqDU3mlT3leo7rZ13O9QPujofKDU3lZ03lF3j6u0t3T9d7X9D7tGJtp6HqpHDLpbE7VqeZQo4WBIIzVrpaTLWdxvz9d5JL24dAgvHAby8c3iQ9HjG/xv8vT/9Tb/X/SZ/qsA0lEgH7Hmdq3Le/QV6nld33HfHbFNnPzFLMGCINomjnbEx21khnWz92SGhZVlsioruOWX2SWXkq63scsuc6qukgoqEGk1t6C8tE2nujt9345NE6Dlzn1+oZyakBYVm0hOSKnRdM8DMOn2GADQ46B1/DY3t/AczD5Bhk7QkMM06BgDPhmNfE29+JbfvveiDn/EPhRQC12oDQ1uC/Np8Dmj9jnTezz4vp/P4DHfexciLZEMN4vhZrAJFuyGIBSG3RCDYNI9EEwwqB66txWfTiBeo2MKQSfhtCiMSsJpZJxGwWEKSqcTUKQnigqoFJRMwzcvqWg4lYZTqRiFhJEpKJXsodCw7wRKYzqZ8a5E6l1oy4kt++oOpOBpPI8QdjOpLhrshugehIqyyCiLjLKoKIvuZsJuhOamQyhMd9IQD0x10SAUhlx02A15V+8+zUGleyCKm0bxwBDGhnEuzcNCMC7NxYAxJs0N01CIiiI0HKZ66DAa6zuftlV24vPGqK/aIykb+Rf0PIqdB9k58IowyZGfuiQ7fin0TcoXH7FO7OSEHBEwT4gEYbk5UGUx/3p1dG11YuPV5IYrmc3Xctrryvs6y/s0sm5l3PUqujQnMC0pMC31FF94mMHdSUe+pNO2M6gfRgXtQMjvBfv95cyxt88f/qvvzt+efffVi3/emXeAPRPNWefzXPxonM9BWWycySIQJmDQUBqEQ95BL4oboqEIyYWQnUjEKgm2ITHuuNjV9IRp2avhn9ctTCiW9K2zM8rZedXUvHJyTjtj7DMvd5lXdJZVtWGxa2FNOW/RWVZV+oVO45L2iX31E/td5hVvaEzLGtOy2rTkjS7zUt/SWuf8Uv+yVT1r7llYUs8bdEZD58yDkYX5MfMURcwsrJHIagqojDAMbBDAThAOp2sDw11Op92bmT4GKPGdByNwHBAEQQCAE8AdI2ZJZamXLhccP/ElFfInM0IPnD1Y3902YpnqeHCzZ0GvNul1iws6o7nbYNbOmXrMy53GJZVxcdOk75swbTGbm4xm5cJy073pu1aPvL4pFGE4AOYdaCJwt8dhjxFGNzY3oYBAAeHGse+F6SFvZorhrk2Y2vF0VlwpPdXVfG+lsMcjG3FLR71CJ94mU7xgCBQMY/mDeMEQWjBIyIbt+T2Owh6HtM9a1G2Td9tKuw3y9s5UeaUgoafqysbdO9MDuhFV/a2uljFt053+zlu9qtv9yoke5URP57hWPa5VjmuV412q0S7VzS7NeJdqokt9U6e43aW8qVPc6dVO9HSOdnX2a1Q9GqWus6O7U9GrVvYqVT0t7fOjtzur6uAjF8795csqUvxiTZe7ZtAu73bL+jH5MFo4gEuH8OIRR0HvEzzdhKl31mCzC/XJkuj/AqPf7TP9lzyVjqKSoY0cnSVPZahQ6zt7zl/cJ65jFVqyxAvCWFcCe1UkWk4N7IR3pgaRKnLE1+syWhT8ylrh5evc6qvM8kv52n6lfnmGALMYmHID1f1ZSWvHRaE4Ki6ZlZVPik8+BTFCRHECaTGSlS1rax80L46vrA9Zlq8PjcXKy/cGh30Z5P+R/6ntEec/DDryN/99W33e/4R95Hx5VFgD5Hcj+Pi1E3uu7PZRHzs7dMZ/wj90Kpy+gnDdAvISlbJMo9uYdBsTdrARJwd2cegOFtXBIdtYVBeb6mZS3QyKCyG7IZKL/jjILjrZRSc5aRQ3jeSkkF1UsotO9cBUD53ihihuGtlFJztoJDuVZKfSHPTvBMzYYCc7MqAJ1hafLfsuH87E8oROMdvJh20Iw8FkOJiQk0tzcmlOPs3JhZxs2Mmk2SCajQZZIfoGHbJCVCsVskLeF97XtHUabIMpGzSKjU62wzQXm+pkQU4uzc6G7Cy6jUmzIxQHQnYiJDuD6uBQNpI+ame8LAn5XW7Ia5nn3iw68e7l46z1BOaqIHotOdkmzVitOF4T+RZr98ec0zt5oXu51BNi4cWMVFJRHq24MO56reBSecLVqvz2xlJtR7G6XdapKO1RpzZdhWW5QWlJ50Xi42zecVb0GVH8CbH4UAznM3rYDiTq3YCzHwWeffv8wXcD97966u1tAX/cWXiANsmEVtgMBxvxsJgYw6tyS8YpURg1EqWQcRoZp5FQeriTSiWYUR4obCOCaqXGgqRoS2LMw/zXIj6rmO6pn73Trp/RmSz9liX15Lzqob5jUt86pW+ZNTRNzrXNGhsezLRM6xsfzjZNzrVM61tnvme/bdbYMq1vnzM1Tc61zZsaJmeb5gyNU3NNUzNND6fbpg1ND2bbZ/Vtk7PK2XnF9FTHg9vKe+OD8/cCmZFFlwpLa6VsPgUj1gGwAmAngBsA1OHceHyb70Xnt2umADyGqdNpJ4BbHMepqs5vaCw7eforBjuELaTuO7nnRk/7+NKsduZBl1mvNhm1loVu80LnnKlzztSpN3tv8797zG95BFOFZanlweztdVdlq8KPRHYAwgtTQHhQp4PHZbd1tHsIHAWEh8C/AVOn0+nxuPbu2UXgKIGjgMA2b/NRICKzL/Oy1mqHnSXDmGzU2/XptX4C8luEZJSQDHty+/HCYVw6hMkHV7JUVkm3XdZrzu1YK+ty1A5Myhtq+AmdFeX6wd7JQc14X8vdMeWDic6xwdah3sbBnoah3saR/uaRvvaxvo6xPuXYgKpH19jX3dynbe7XtfTqWvq6Wvt1LQNdrRr1jW5dc3d3x/h47607g5rullbFNbWuaWRM19/bUVqQHXriROCu/eRdRzVpxa62EWttn7VcZ85sdcr7rPk6UDFBVNxczdWt5XQC+ZA7rxeTDIDCIbSgHxSPeiT9uHQIlw59k6E3QdE4VjjqbYAFspteKWjv7IA7f8BTMOiVT/UOjHpHtjwFg6hkCC8cJIqGNs0EpaOEdNRTMOySDILym+7qsZXagdt17TDkB0mCS8z5MfOC6MUY/qI4D8jCu9h/o+wLyI6Nys+Orr4krLkaXVNLLykv6O67dPuedmF1eNXRfGsyp76FnpEXIBCHxiVExCdd4PBPIky/aOEZJvswibI7MGS7r/9JOhRTUtZw8/atDccDp2do0eIrZv3p+Fefh574R8jhv5zf8eLhv35I2xNciZyviAyoI5+oPnuu0e9067mLfUHUB3D0YoxoPVa8ESdcFQlXRYKNWJ4tlmsV86zxbGscxxbPtiaw7fHwhpBhE7IdQpZTwHLyuR4hDxXzUDHLxWU7uRwXj+Picd0CrlvAdcXw3CKeW8R1C/geMccVzfeIuQ5htFvMc8ZwHUJv8JwxApdI4BIJnOI4W1LKYhZrOPqHx579NHNHEVaaaEtjWLhCp5i9xuVu8HkbMQJnnNCVKPAk8Nxi7xdyHUK+Pcb7nXyXiO8S810itpPPdvK93891CAVOscAp5rvEHGcMxy3iumJ57jiuIybaHStwxkW74/meWJ4nkedMpS4VbJWEb81nbsuCX473/7IyKHFRkriUw50RZ9ilWbayrJVqxmD63zkH30NOfM4M+hwKPyTmBktymBXl4mu1sdcuC6rL4i5VVvd2larV0vb2S739V4eH0q7XcYpl4SmpQfGJAbHxZ7nCAyT4GIv9OSlwFzvivaDTH1w89Ydju97zO7SfeeGX+36/9eIb0CAXNkZzsQQOiEUIHtUD03A4DKWG4pQwgh5G0CMBHAVgCmBSAELCoUiUQiGoMIZw7IJUZz69L/Zd1oFLhr4b87fa5yY1ekO33tg9b9HNLKpnF1Smf3ou/W/isZ29d3xIZV5QmhZV5gXlgkVhMnYYLJ3mZa8NlHre0GUyt92/o515cH/dFMmnFVVLaq6XwoxwAKwouorj6y7XGk64nC6rdwKTeDR09N3wYG436kJRN4a7AHDGxbHrbpS2Ky/vP/QxwgqGueHH/A61j2jHl+a1Mw9HVlfU84aWqVnFjL5nYU0xY+xaWFPpF3SLax0GU4fR0GEwtRlNbUZTq8nUbLI0myyNBkPT3LzGvKienK3r6vcjkVecDgLgbo/d47a7bFZBNM9bM0UB8HzrAgr1uDDUfWjfXoChgMA8HheOowSO4k5UGMGoF+avXhlylg6i0hFPwbC35dOdPwCkN905A6BwxJnTixUOuwr71/N1NmnPWoHOJu9dLdWZy9Q6UVEVPWaotm5C1dbfcX1QW9/fe6O3t66v90ZXz3VtV61Gd6Wr57pOe7Wvt6FHd32gt7mvu7G3p7Gnu6Gvt6lL29DX06LT3OjWNXdpG3r6m3U9TX0DCrWmcXhcq9bdGLvbfedB/9htzeUrRbQIf5+dX0Ye9YnafahBlH5XXqcvbl0sVuG1o4b05sn46/q0luV8zVKe2l06aC3sckq6CdmgJ7/HndcLSsft+T1emBKbsqebPihE4ThWOIoXjXl9T71Y/AY0H8254o9mtIBsDC8awYoGPZJ+d/6Al7megkFPwbAtt99WOGAvH1q9OvzghjKaHRIef7LBeSlmip/uyIxZjs92F5B7OX8j7foaCjwbw/OPT4jIyg/MyA7MzIkqKqLJi3mV1dScwpCE9EBRQpA4PkgcHxqfGBIb78uLPsFmXxCJzkcLfCDkFMLcGxr+VWDAgUjSSRYbzpekX63LuFZ7lBnx9pnd753b886Zr//g8/HvT7z/MXXvsbSLp4sijhX4+1YFB9aH0XtZzHGeaD4hcTE1y5aVsZGRY8/OseWm27KTbVmpjpxEW2aKIy/Blp3szEu058Q50sW2lFh7ssgWL7YniO0JIlu8yBYvtseJ7eI4W1ycLS7WkRjrSExwpCTY02LtyXGOlFh7coIjJd6enGhPSbAlJ9iS4zdS4taTE21psWtJyfb0hI2UVFtGxlp2vqUouk/0s2M/35WxL02flbqclYdLEq3J8evx4hVxki0lyZaWZE+PsyUludLE9oQ4W0KsNTHBlhy3kZjoTI2zJXl/kfcPS3AkxW0kJjvT4q1JidbUBGtqvD1ZZE2Mt6XGbiTHO7LE1sxYe16sPU/szBPbcuLtRV/diPhdfuQruZxfJTJeEgd/lu/v3xh5qNznyOUT6SuSlAVJ7nIlrSvus7hTX8UGHE1l7BSS94jg4ymiYEkOXF4iun4lpalOouwQl1fmN7aWKjXV2v5KTXf6tetIgSQ0Kfk0h+srEJ5isPZHkHZHhn4FBb4bevQzku8RAWkfM/Dvvrve8Pnw2c9+/lr4mzHT8XGeTMghhLCYECsdATwyBoVhtBBADwH0cABFAjgSwFEEgwSYUYAegUZ5YRrtjEmx51K7BB9yDl3R99XP3FTOTalnprv1Ru30vHZ6QTltVpksHWaT17ruG2EwPSbOk9Fq0Lfo5zd96k2Wdr1RYVzoMJgUFnOrQa80WRTGBc3CUofeqDIYtSaTavph59S9W0tzkXxa8RXZlfpyCAkjiA0MX8WwNRRdRzGHB3VgBIoD4v8CU685oLfPlCAcAgFUfVlS31h6/ORXDHYIgxO+//SutmHNoGlKPXmv12jWGheaH84p5y0q/YLXvEQxZ1YZzIrvwLTVuAnTVoOxd2W97c6Dxv6Rs2GRqy6nC3e7UYcHdXjcTj6P09LUjAMCJ75bM/W4AY4d2LMb4BiOYjiOuzxOHPOgK/boAKoiuXS1ZsBVNuSWDqLSMU/RKJCPA9kTFy+yMbxoxC0dBJdvuSqHV4u68dqJ9are6ZK2JkHWYPmVSa1maeqWeXr09piyt6d+dLxtaKR1eLy9u/9G72BjV++NgaGWvt6G4aHWwb6W4YG2kcH28RHlYF/L6FBHf0/T8EBbX3fzQG9rT3eDuvPaYH/7/bt9t253Dw133JzQdHU35GQLz5/cE3L+WMCRA1y/C9Dh4+3JubPVrVOSGytlGmNh23plD2i4NZ/ful7ZA1rv306otZf1bRRp8YoRe74OFA+7Cns90kFcOoT/0/F001Hq0YTr2COebk67fkOB8AmvQEwy5CwY8BQN4/IxongclNz0FA07c/tsWb32vEFMPuFdkXeJAAAgAElEQVQpGVsv7luo6Ztr68pOYR2nfNHsvJw4L45fShCvJsYuJURooU85R3eQ/Q5DlKMw46wgLjg9OyQnP1IqDc7JicrP8xPFX+CLAkUJofFJF8VxZ3n8I3RoR0jI58FB+2jU7cHBn/r7fx4QsCcq6ovAwO3BwW/7+Hx47tzHp8/uDg788PThHSGn3z6244PTuz8NPPQHn49fPvjXH3z4n1s++vd/++JnWz57+qk9Lzx96D+eO/Xfz575yc8CfvaC/3P/GfKT/wz8yc+D//MFvxdeCPjpc34/fiHoZ8/4Pfd88E+fvvj8M0EvPBP07DNBzz4b9Owzgc88HfjMjwKf+lHgUz8K/OHTQT96OuhHTwc+4/3AM0HPPhP0/DNBz/8o4PnnQn76A79nXgj99x/4Pv2T4J89feHZ5wNeeOr8U09fePoHZ5961v/5p8798Dn/Z5859/RPzv74hSPP/y3yr1t+t+W/D/78DcobT5965heknz8b9PTTAT/8SfjzPwp8yvvlz4U++4MLW54LeOpZvx++EPjcMxeeerw+5//0jwOeftbvhz8OePqZCz94Yv/ZHwf++NmLTz8f+OzTF599LvhnW/z+/YfBW7cE/25LyJtbAl/+QfCLP/T7+XNhv9sS/N5zsM8PKOefJZ/YcvC1LXteeOrEcz+9+NPn/H/6H2G//BX51RfO/frZwy/96uzf36Uf/wfHb28y/UxRfHBZHu1yKetaRWzLtdSmRqlaU9DUUdyuK2vvqtL0ZdTdYBVJqdk5vjGCowjtFA/ZGxWyk+z/BXT+Q4rP2yEHvkTOveX/1eunP/yQvGtXwtGv8/acbj8bh6ay3KKIDSTCyUAAjwZYURg1At8cefDCNBIwInEkCsBkgk5BqSyczd7gZbglwW30L2NP3DAPK0yTyrmpXpNFNzfXb1zQzVq0+mXVk1nnE86gm/5I3xedC0sKo9mrude5sOQdeFeYjB1GQ9ucXmNZ8Wott83NaYxG9cykZvr+xOJsKJskv1JY11oNM8JwYg3D1gCwut2rBHA7XVYC4N/MTHEC4E++9Rose2uSADhjY1lXr8lbWquOHd/OjSYxuRE+Fw839StHF+c00w/GN9Z1Jos3M9UaFxTzRt3Css602L20+tin70mYthotLWazwrLQtbiiejijGL/lExBoXF1xYi6McAOAupx2sUjYUH+DAMCD4t8DU8LjPnJgP455AAAulwsjUMyDOs2r7DNhA3lXl6v63OVDzsJ+VDriLhwipKPOnF5CMmrP6AGyMWduH1Y4vJHbhdXcXJTqbOUDyyVdporOzkTpxKWGxeHRO72d/ZrG+3d042Mdd+9rRsfbbt/VTNxWT9xWj0+o7tzT3RxX3r/XdfumevJOz/0J3b3bXXcmtJN3em6Pqu/f6Z4YU9+f0N0Z69TPDt+/o3twt2dsWNGluT480DLU35yfI6REnTl/6mu/E3tDThzkXDjn/+nnDbHp+ssd86Vt1qv9S5e6Fmt0izW6pUtdE2lXSs8wi09AC3I1WjPkLOl1FHZ7pP1Eyag3zcQKR5+8o/eGl6SP4p+KAd9qh/IWkTHJECEdxWSP5Fpko5jMqyN1E5TdxYtvrRf0rcl7F6v7phqUxfni/cEfKNzX85Yy4sxxSdb05LX02IcZX/BPHuGRTnGZxxHmeVHc+bikkOyc4Jys4JzMsOxMUmZuZGpWUFzyaQ7vMB0+xmb5sFi7yaTt4WE7SVE7IsLfPXd2R0T4TlLUTlLUF6EhO0lRH/v7fXjy9PvHj3/ue2p36Pl3ju18+9iOTy8e/uPxT1499rf/2vfaaxfe+Z/Tr/829K3Xwv/0O9Jbr1D+8Hvmm9vgrb/jbdvGfPEN3muvc3/7CrLtN9DWV5iv/pr+0ivsV34Fv/gb1tZfM198ifPiS5wXX+a8/DJ728vcV7bytm2L3roteuvLvN/8hrf1Ze4rL/Nf3cp79fH6Mve1XzO3vip4/Vfwb34reOMl+OVXOb/dynzlVc5vt7Fe/R339W2MV9/gvf4a89U3OK+/yXj985h/7I39estbW/4U9Me9WXveEr71SdZHfxD//g3htq3sX74ufG0bb9tW7tZfM375Gu/lF+FfbGO//BvGi6/xXvGuLzNfeo2z7RXWy6+wXt7KeOk1zratjJe8+69yXt3G2vYK+5WXGdte4b7xK+TNX3Hf/x/O57/gfv1z7q5fcHf9D2v7bzgf/QJ551e8Hc9Du5+Czz1PP/+Ti58+47P1dfafX4JfekP8h1f5v/9r0ntvRr/9e+TdfyQc3psXdLAoantm4EEpfEwaHVKTxW2v5DdWcK+UZrQ1FSqUxSpN08071T19GTfqqQXZvvHRodmJfunRx0XkI/ywXSzfL/inP+Qc/nPU16/4vvfHkH98wt2LtIny9DJkgvlGxht0CxIDEikOJsmFwDgHIlhk78AYTiMT9ChAjwJwFMEgEwwqYJFQOgIQyIEIHKJUa45vXfjeFN8G81jz3D21fq5jalqnn1dNzWjnTMppo0q/8GQZ8Z/1RL3xe8Obk6pMlpbZeaXJ0jwz59WuV5lMrbOzSqO5fc60qR9qMHQaDKrph16YhnDI8iuF11qqEGY4AdYJYgPHrThuxzEnTrgxAv1mKvptmHowJ4q7MMyDYk4AXDExSO1VWXNL5ekzexnsMIQdtvfkzo4xzYDpgeL+LfXMdN/SSuODKa1xoeXBdKfe3PRwWjlraJ+aU+r/6Xv6JFIVi4vtJnPbzHy/aVF37+FRP/87M9MowAiAEsBD4Cifx2lra/v+23zc6QQYum/XTgBwDPMQBObB3DiKrc6YKEf87pa3L5R3eyqGHQXdhGwYkwwB+TiQjnpv8L0qHqh0xCEd2JD3Lcm6DHnK1YruvtTycliglJXUl0iuXZHKS9PSsjhX6vLKq9Oqq9Ory9IuVWRWl6VfqsisLEm9UpVdWZJypSqrpjT9cnlmVUlGdUW2d7+8JPVydc6liszLlVklRQnVZWk15Rl1l/PK5UntTaWyPBEpzOei366IsMPBF/YH+OwOP7I/5Oud9XHpK619s1UKl+LmVHVLR2zuDW7KFVpsdViM9AzM//iY9VLXily1UaR1FHQT0lFbVh9ROI5LxnDJqNe76Umk/kuYPmm5Kh3y9gx4lU28Js9oweBjPyi8aAyVj6/l9hlTlYsSraWy5/6V1urCpK9O/7VWX5xnykwyp2Q7JYnLmciQ6K2o3fsYoUdh8nke9zSXH5KefjEliXe5klVVnHDjWvqNxoyGlqymtsS666JLl8W1VwRV1ZSCgpD0tIDU5CN8znEh/3hM9Ol48T4m/BWVdJiNHOUw9pPIxyH6Z2dP7wzwffvorndO7frAd89fz372YeTX4TWMyBtculooGEvONhZlmyXZK3lpq6nZ7ox0Z3I2kZnuzsxEc1McGWmurERraoYnJ9GanObJTHIkJ7tTk7H0ZDQzGc1OwXJT8bxUPC+NyEvBslKwrGQ8JwXLTcHzUrCcZDzn0ZqbguWmenLSsbxUT04Gmpfuyslw56e78jLQglRHXjYmTbNl53gkmfZ8ia2oxlGdOBT7i2P/dTT3aI2rpthVIvEUSLA8CZpZDHJznen5ruwcZ2aOJzNhIyHNk56MZqfiuYnurFQ8L8GdlYLnJXqyk7HcJDQnGctN9GSnPLHv/UtSUEmCs4Q2n/d64Wm6sTreXn+wQ/jb7Ijf5UQGjOUle27EOq7sVQlfyoL+O5b0aoz/Z0XBvJmUPDQ/0Zqc6kyXAGm2uzB2IT3HVZGyXJZgKT2rYFzUCI/UUC/Wx0TcSBJ1lsYpKpIVl5KbqjPar5UMqAq0zfH1lRRpepg00a8gek9c0HbB2Xdp+z7g7P8Lb/tbwi8/Tz98uiYE7oqRLJTlL8hknjLBcvR+zf69mn1CIpYHRJCHHbFOQQCbjNO8gw8UQKMQ1Ec6CQhEsBDApjipHA+HtcrNckkOFp87kR/ZtnZPvWzsMOp1iwuq+dkui6VTb9aYlr0qn8pH4klKo1lpNCqNxscS9N+KTvOydmFVbVjULi4rDCbNwoLCYFCZTCqjQak3tM3Mez3sVAZz28ys1mBUTz3UTN6dWJyNiKYX1xbV1JdQ4RACWDFsAwC7y7UGCLfTZSWIzZqpt5+UIDCCwB69JggCw4GHAOjjzFQsZl69Jm9uqTx04DMWO5zBiTwVdLxjTHNr3aCdeTC6ttxjWWh9OKWane/UGzv1xm7LYpfJ0m1ZVupNCr1Fobd0GCxP1jHaTeYOg6l9am7AvDQwM3/M/+LwndtemAKAul0OsUh448YNAgAX9p3MFHM4cLfr4IF9myT1uLwTUJa7M2G7Txvq+s2lOrRyxJanI4qGMMkAUTTiye0HhSPOrB4gHXXk9Lqlw+uSHkfZyFpxz2pp92xRaxU5Jp+EFMXwY1lRHG44P47MEYeR4bMwyxdBfNmwP5N6gQMFsmgXeUgwk3qBhwQwqb5cOIAF+TPhQAYUwGEGMSB/PieUzQjkc0J5nOAYXhiXESDkhkLk03GCcA584ZzP9mMHPji4/52AgD1RIUfOHf4i+PjeoD0765LT79e13avtuHulvVdaWQZzJSG0ngx5IytdvP18lT/PLG1fLFCsF2idkj5rZg9ROGHPHMAlN708JR5J9m0iVbrJU6/w4GN9Ulw+hsvHNgumXpgWjTy+nnp86vfkDzhzB6w5fR7ZCF4+AS7dwS5P2K+NTdYq2i5Jj1z88OqsXGbJTZhPYN5nn1VceDf+8/86+OZ7/ocPUsNPMhBfQczFhOSA1BRGaTG7oiS+7lpmS2vKjaaM5rY8VWe+Wl2o1Ug0msy2Nk5lOakgLzAz7XS8+Exy/CEB9zCfc4DD3INQ99DJe6mU/STy52d9Pz1z6qPzx9713fvW2S9ePPjmXyP/ca485FxdREQPi3knJno+Pt2WmWRLSvYkiF2CBCCOcQtiPCKeXSB0iqLtQpE7lm8TiNyxfIdQ6BbzXAK2Q8CyR7PsAqZNiFgF0DofXudDazyGPZphE26GPRqx8R8Hw8pnbgiYGwKWNZq9zuesCThrgmhHLM8WG+NM5G2IxY5E/ppIZIuPX0lMmk1EdPQtu7Z8nvJZqacs1iwm3yMnu+LjbILoZVbceoxgmcdf5rIWWDxrNLTCZtkFiFXAcoigdQHDGUvbECAOMd0qRBxiyBrHsKdQ1xMReyZ1LRmxJ8IbIqZNCK/HMTYK36w4u7XwLMVyOfRe2gc1wT9PDvhp7IVfJx09NyTmrBWGzuW8nE/6j7jIX8QE/THD73hHKNcczVsTQAuMBDRR6IiLx9LEroxMUM5Zzohez6PNJsIPUugjiVHKGIY6NVqZk9FXWXqrqWikrnpKmdV/Ka5DFizj+xezPxIe+0fSsY+SDn2RdfRrqc/+a2d92vypE1zhXJLEU1LgkcYtJpEf0PgOHnWN+u719yMtJA7O97aUMjEWDd8ULaQCmrftzNu6iwA2grOYGAO2QtEbMenW/J25xy+UIG2rD9ossyqLqXV2VmmYa5udUuoNXr85lf57YNqh//7wqpeq9Avts/pO00Lr7KzCYGifn1eZjO2zcyqDWTFn1lqWFDN69bxBN2/ouH+3e/bhvTVjGIdcWJN/tbkSYUd6YYphNhxzoh47ijkx3OVF5/fBFCMIzI063KgDRd1ujx3D7QIBdOlyYUNj2UmfnTASDDHD9p3apb7VPbI4qZq81Tk71WNZaLr3QD2n75ia0RhMipk55cxc68Mp5bzFC1OF/tFlmtHQZjS06A0dBpPOtKiZnh8zWo4FBPRP3PQA1DtOSnjcPC67qanJg6Hf12fqcRM4um/vboLAvG2xHo8LeHDDyIPgL4+ttt40FmvQyhFrrpaQDXthCgpHQNH4ppmdZMgtHXYWDy1md67Lexw1QwvVuhx/ysjla0NNV7XNVS2NpS0dFSrtpYYWaYeqXKu9rGqr7GyrVjRVqpqqOhorlM0VbY0lHW0Vrc2lrS3lba1V7W3VrS3lio7qttZypaK6o71SoaioryvoaCvr6bqqaC/Vqiqb6gvIYceCfPcFBRwMDT4SHnTk0O732CS/GGpIWVJc79Vrdzo657sHJhoap1tax8tqyqPYSXsvXo9IeJjZuFE+YMlW2gr7UOkYKhl1ZA26c0eIgptEwRghGcUlo/gmNB+XSsefhOnmQb54DJWPotIRT9Gw9zjvrZOi8lFUPorJRlHpiEc24tXSdhUN6eOb7wtqR5nlHeHZV4MTci/CcbSwtz/9pV/moRMle/w7zvqqzgXoLp6q9X2btP0wL/QwTDqOME9zxMHJ2ReT0yFZKa1QGnO5NqWpJaG+Ia2lrVDbJe/pKe3tK9Jp01uaWaUl1CJJUFa6X1ryYSFvL4exEybvZlC/pIR/ERX6caDfnqioz85e2BUU9PeTh/50aseffD993f/tN2nvhGuhwD4KYz4mej2OvsCK8cTyUQHDCTNRBHZRWW46bCPR10kMO43lRBAb3bsynUzIgUAuBgtns3AmC2cjOAvCmTQPk+5m0VxsGOPDGB9CeRDGgTAOHWVBGBvCmQjOYhMc2M3kEnzYyeASfJaLxUW5TA+bhXKYTibHw2E6GFwPh+1gCmz8PHc2Mgr/2/Etu0p2FgKJ2BrDWoMFGJ/jZvNRPsPBZjn5iJPH8vBhJ5ON8ThENJPgIxiXSQhglOddEYzPxgUcPAF2Z0SuZZ18mHBBn0p3p8KoiOHhIJ7YQEPqVtmpbZJz52/lvF1ynDon+Uqd8D/p534du+/PeQcv3oJ5jqJ3rjN/nhH5M1HoSwm+H5ceFiwJeU4R7OBCDgbiYtLtCMsp4KMpDEcSbT2W584QWDNSHJJkS75kuSLjnqTSdE1yu1SkTj5d6PcO45PfBv75y7gDB2Xnou9ncqaTeeZUjilBbE/jWsXxIDXGGR/rSmAvc3hr/AQ0QeCKpjshBsE8fvPke/UfRC5G8nAOH+NwMTYDRbxTD5CXpIBKB1Q6QWMQTC5gQ04Ky87gLPFyHdKPE/aGVgnV1rmu1UWVxdxpsSj0s2rTnMpo0JgtSr3pe8Orrv/d6NQvaA0r6nmLxryoMpg1ZovaZFSbTWqzSWk0KuaNXmVord6imdX3GEydk1NdU/dvLcyGskmyK4W1LVV0djgONjyeNRy3Ox3rBO6yO9Zx4HGjLhxgKMBQ4MG/E27U4cGc3mM+AZwxYkbtVVlLa9WJk7vYXBLEDD987mDLkHJ8ZUYze294xdI5P9f84EHbw8lus0WjNwwsr2j0hk69UTlvUc4vbvL0EUw7jIZWg1FhNPctrXVOzd00L/oEBan7+5y4GwcYTrjddptQwK+rq8OJ78tMCQwHAD9w4ABBEDgg3G63x+UGDo9+8F7gp0cdygdGmRavHl/P7gQlY2jhwKbrvfQmmj9MFI3Y8/qcsmGHbNghHViVaJdLuqw3hlLPh3UUSfsaL7Vdk3Y0lzU3y+sbilo7SuobJQ0NRa3Npc318vaG8rYbZe0Npa0NJS1NJU0N8qbG4oam4oamkhuNxU2NJQ03ZDca5fUNssZGaUNDkVJZ2dRUpO2s7lSXt7cWtzQUhgYcOn/q6/NndoUGHT24/wMuI+BSWcaA5rrNeA84lpdn7o8o2ic7lSVsFvL1vtRj/n1ime3SAHb1tq1kyC4dckpHQekdIJtA80fw/FE8fxR/RFLsCZji8puYbPyxiutmL5R8DJWPuuQjbumwWzrskY2g8lG8ZJwovQlq7uHlEw7JgD6+tY9cXHtMlPtReNxfzsq+Jl/x4arDMnoZ0qm81rsVLW2V8p3H/1ZxJ7N6oyB/IzXdmpC4EEvupb+PfPU59dQRDnUPmeLDjvGPS4/MKiLnyeDCMvGV60kNTQmNTaktzZkd7QWdnWX9fVKdNvF6Ha+ygpyfF5CafDpOdDpefCpOdEIs9Canu2DaF1Hh28PDPr3gvyMo+I/H975+6vM/XvzHi+ffeDvmU3gimvaQS55nUxdZiI1D3UCi1inh6xHh62EUVxSCUlg4hYNR2ASVidNYBJ1F0FkEhOAwg2AigEnD6XRAhYjN/2EaYMA4ByI4CODRAZcO2DTA2pygBxAVQDCAYEBnABjGaUzAgDGIDRgsAoFxmjcQlIqgVMRNQdw0toMZb4tD7sH/dnbL7ppdEpAf7eCxnAjsokIonYZCdJRFdTOoKIuGsby5GANwEMBmAi6McxiAB2N8BBcx8HgmkcTEMo8/YL1SefQl+bmX5Gc+UARAnjQmwWcQ4guG5N/Izm0rDHhTHvjHgkN72sP/Xut/YiTuo5KzH8oOfXRpB2sj3ed28q8lwT+LC//PWL+/FZ0MuAnt7TkRtkIn26GQlXDEw6I7WCx3LG1DwHYncZ2JzAUh7QErZTlLZi/Pms3dk7H3l+d/ueWLLf9x5qd+db7ps5nSDXkJqOaZ4hnLIpY9hrLEIK3CNA8zykGlOWCGm8VwMKANOrIBUdeoFJQe4aLwgOCduvd+X/Y7xEaPAzGR5lC2B2FgEIxBME6DCCqNIFHxKCpOZgCIC5gMDx3ZgHgrwmyb9CPxvqjLCZoNvXZ5sdNi6dDrOwyzCv1sp8GgMZjU8yal/n+9zltUc2bF3IJ63qKct6gMZpXBqDaaVCZjp8WsMBhUBrPWuNBlXNTOmbrnjAN689jiQtvNkd6HN+ki5EprdeX14jCKHw6sbnTNg1pdrjUPane4rB7M6cGcGOFGgedbMCWefEu43R6bG1vn8CjlFTlXr8n9/I9x+VQ6I2z3sa+b+9pHTPe1U3f6LXrN3GzT3TttDx90mYwavaFvcUk5M6eYmvfCVDlvUc5blHqTwmBQGAwdRoPCYlaaLN2W5V6DZdS8cDIk5IZK4QY4CjwY7nI6bFwOq76+HsUxjMBR8M1xUrfT47DZ9+8/SACAYQThbaBygZnum9BeP0f7Pb1EhVWMrmWpQfEoVjiMSkbc+UPem25P0SheMuEsHHbJRxzywTVpj7FIsdE8lHA+WFtR1nWjor2uqL1R3toga26UNTVImxqkzY2yliZ5a3Npa0OxN5obi5sbZd5oaixubJA3NsgbbsgabsgaG+RNjcUtLcWtrSXX6vPaFMWtrdKGG3mK1uIu9aVzJ786d3r3iVM7KLRzTMT/+jWJeX4E4Au25Qe9nddrKyTdLdfUVaVi3/Npp/21ohxDUfNaWZcpR7Fe2OuQjTqlY66CMaxwzJPbj+b02DK1G5kaTD4Mqu6B8tu4fMxdOGLL7cdLxkH5LVB5D1TeA2W3QOmYO3/AmtOzmqVDS8fx8gm8fGIlp2tS1DDGqK49Jsr9JDz13cC4P19I+XtQ8dfMq8fiOkPy1yVd9rIea6nGVqZ1XurfqO2fq9d0NdTuOfN+2d1s+UpWvIGbg6Zk2OLYt5lvkj/YLQr4jOr7Uajf+fi4qKzC0KQcKK+EI6tKvNaYWN+Q1NiQ0tacpWjNU3dUDPaV9fTktLbyK8vohfkBKQlnxYITAr5PTPRRPu8Qh72dQtrDgD+PCN9No35+Mfhjf78/nd7/+rnt/3P8T78Ne+dwqW/Wiky8kIoYoykGBnkRiVqByBswC+UgLoSFwUyUxgcwE4uiOAJhIgIBkQxAYQAanaAhgAEBRhgaRSLIXt86OgHRAAsheAjgw4BLAxwa4Hhh+ihgKqB5NU8ZgI4QdBYBsQiEDWAYp8KAAgOad5aUicNMjMF1c2MdschDeMuJLXsv7csHubGYiOGEmTidjlNoBIVOQBBgeB1KEMBGAJMJOEzAYRI8JsFnEDEMLBlB84MtGbsGGRfNOdsqjvz5eshLReEv5kf8Otd/Tw8bcYlgj/DcXMJLsvO/zov8j4Szr2UeCLzNY22k8m3J5zRBnxR/9V7Fpxcf0pjuolfLz/57cvDPYsN+mXDu9wXHDgwFMFEBzcrioTH0dSZtjc20ioSeVPZKLMsYk7CSXgwqYh7Gv5/88ZZ9W7bs3/JX1uthLf455uQqUJKxnha3liCyJ7BtArqNjbjZVCud7kFCPZRQjByF0akYBKEw4oaYDhhyQCQUJhMMLhBAVsbbtW993v6pEOXEAC5pOYQHGAyMxgB0GNBInnCvRAuEUVgERHOSWS52vCsxy1r0Sfwham2Kdl2vXTJ7Le8VJmOnxaIzmnVGs2rG0KlfUEwZNIZF5bRea1xQzZg0hkXVjOl799WGxbZZY/uMWWlY0CwsKQyGxslJ3dKSymRSG03qeYNm3tx056F6cl77YPru8tr1/p7uyTtrwMmMY3HjGdrB1sQs4ZrTZLA8sLkWUMzmwW0YcOHAjQEHDpxuwukBLgy4COD2yjATuAsnXCjhtLvWccKFEw43upKVE6dUXWtprdmz51O+AI6OYZCQiI4+1YOluf7pu72zk31G/X2XY2x9pds4379g6TMvNN9+0GVcbrw/1zxlUMwYO/ULGoOlU29U6g3t8/OtBn3j7Ez7rH5kZf3W6oo/DF1XtLsA4SScLtyJESidTm1sbsAI1IO5cfCtCSgMuFyeQ4ePEgAQOEDdBO7CgNUzrR2H9/g5Wu8aClRYxeh6thbIx7HCYXf+kCOnHxSNu/OHUOmYWzrqLBx2SIcc8sEVabdRrlpp6E/yD1OXF3c3VLbXFXU0yNsaZK0NspYbUi9PW5rkrc3/BOi3YhOmDUUNDUVPwrRdWdamKFapyuquZbU0FKrbq075fHX+3N5I0unEZFjRUbW6cHv+Yd+1/8PYWwfHdZ59/5ukoT7P01CTNGnSNk0hTRxwOGnSNGDHsWNmkNmWhQsHlkFa7a6YaVksmQXLoBUzmxLbsWhRjIvnnPv9Y+00b9rn93tn7jlzdM3O7Mz+8dF1X/D91hToa5WTN7sH242qDBH78IHITz9rYIo8Fcbgpb4FVYu3tGeuuH06r8OT3bFaPLiS1xUq6ibkPbiyF5QNLhW225P1jhTTXG5rUDUMam55sptm8ttWFAM+1cFmiIwAACAASURBVABeOhIWrl4t6h4X6awn889uE2R/EJny1lHJG4dT1x4zHs1ui5EO0avHJaap7LZgyZUVWf+StBvUXAEXh73VHcsVrTOltpnqttsXLN2Guq1HPym7kVdgT0nx8JKmGSmLPP4o9x/pW96gbtiSQflWRNvIgQ4kCaOyi6IyC1nqan7VeUldbbK2Ptdmym+2KDpa1J0dyqaW5PMXuRXlFGlBZHb6oSThgaTEXQL+di5nIwPdxEQ/J8euh6lfUOLeiti39sjuVw5//bfTX/3+xLtvsb+Ia2QrVqryV+Rpy7n8aRFvScT3S5gr/MSAMCHASyA48Eps9NSxmLnjZN8pGhZFDkVSsZj4UHyUPyYsZR+NU+MIKgQgGkaFAIOKM1DAQwHvHkl/DlMIwDCghQWkGQCmExAboAyAIAQlDNO7PMVRRojOCXKTvEm072ikvaSvqzYUgYJEv4DuReAQFSbiYBAPA1rYUw8FzHsaK/+CKRQQbLsW+1bdsRdVES+ojr9+Kf60o5ixcuHVKvixlJOPSyKfTt+zvimC6UuJmct5Tn3gN4XUx5NP/bUo4sQV/unb8ZuaNq2v+yZyOO7IlTNsnwQNpu74jvls0YFfSQ48nbT/d+lbae5k1nLijq59nCVBgk8k8IoTlsQxN6i5QWnuciE0yHiZ/VfSFhJpB+n1hNeOaSNSxxPLCHkJkAmnuLx5LmOeDi3CkBdGMSYSQiEvLWoxKhqnRgNKLIAoBAzhMBJCmX4E8aNUnBHtp7GAQAiSDlzb95L0xV39WySAz1ylQssxkC8eDlEYAEEBlRKKjVo5BWEUhIDivRTUxxT5kjMXpB+Kv6VcTG9enGzyOKwup2F80up0Wx2uNqe7dcLRMjllujXR4Zoz357scM2Yb493uudtY67/GG8cdzU7Zwyjdqt92jTubHJPGcfHdXfGGp1um8PZaHd0Tc3YxhyWH+w9rtm+0cn+0VHrSL+wKHPniX0bdq1vH7CmFyQej9mXmMJk8ciiFDYNiUUYZAglIwwqnUWF6fF0FoQyaQwmhNKpLDZCR6ksJsxkQCwuSkPi2RyUzqAwWHEHI7YajGcrKouOHNkpFnOo0BnSg6QNO76OZZKhRPYxmBIp4JwW8tdu21TR2mj94bb19h3bncmWyalW90KTa67VOdM07my1e2wT9mbXlM3lsU1PacZGWz0zHe6p75YWD9MoF81mL8BXCK+P8GFECELuwjSE+/GfuZMGg5jfH9z07RYCgGAQAzjAfCHgxW829nO3n5mvH54r61pRdvnlPQF5f0g5jMmHQrJBoBgB6qtBxRCouLEqHwiUDq+qehfVnZMKy7JxUBxxqq2morWhwlSvtOhKTFr1jzDVapV6vVqvV/+vMNUqw/f68ItOp9Lr1QZDiUav0BkVFkuJ0ajUaxWtzRcOHljPYkbmFyZcuFQ87b7WZj1/tiSrRVf1fZ+lIl+SwYIqkkVJEYfNyVnT5y1AOzCrsLpyjSvKzvni9pnCzhXF4Gxep0/a7yvoWMq2zeU04mUDoOY6OHsDnL8Fqq6vyPrn8jvBpTug+oY7u+ka54L+cGbNt9z8D6My3z6R9c7J0nWo5mDaAFLpzrIFSoaCpcMzea1eZT+ovoGVXQOV32Fl10Hld4GSoSV517Kqc17Z6i40TSmtkwrTnfOWtrpz3x76UHUlS+bJzJhNTFnkpa4mZCylH6mP/X3Uhx8nHtov529JoZ8syoyVFUfm5TPLKsS1l1P1mgyLLsOiy2ux5DZZ1b098rauDJ2JV1ONqJUnM9MPp6bsEvB3CxO+ZTG+ZsCfxEV+Dp35MP7Ye/ERb8fsezt+1ytn1v0x8uPH9//pkV3PPHb0t2dsVMZVrgIvKQrJxXNp8BiLNy1I9UqyiOREL1OIMZHVODRIgTAKDGjxofh4nBIdopz2U2MIZgzOiCUQMkDIIRgCDDKO0ACLijPuMfTHE8YoSgPIXb88nIYCGCFodADTCYgO4LCk9E9hSscZnCBX7JcwR5mkvaQtF7cWgsJkPBn1oXSAhBWdYQIKw5QOWHTA/FG2ig7YKODFrTIPjLNeqjj+gjz+BTnt9SroQC8btme/qjry6/TDj4nPPCmJeF2x7fR3TNpK7lvak88Wxv1KHP1scsQb6ohtncfIboSxmHxqDN0yeBAO8uP89Hg/75Qn6aXir94o2PKxbMfXZ3fsMR+MHIkWL4tT/ckZgdRsb3ZRoJA2RPs98yXSVtIDBx9+mf2nqLbI3NlMFSErxPNTfamMKSY/kJgERHwgiFmMZgAkfjWGHqJBXlrcalw8RosFUDxAqYBOI+gITmeE6EgIjfNRqCGYhXPhRUiEJ2xqXv9q6ctnxo8nAR4Xo592H49aOA3jNISgRS9Hhn8WFDApQYiOcUWhtIwV6Udpm6kNWa3Lk+1zUxano8kzbXG42mbmWp3udpfHescRJmabY8Z6x9Hpnv/x/d/jrc6ZNs+8zTnd5JppnZo3TdjDjnVWh8s0Nt45O9dq9xi+HzN/P95ld/ePjt+aciXlZeZXyO5M3UnJT5KVZ1+93Wluqe3oMevNF65c66qrP9fV3VpXf9Fs0ZktOotVb7borI0Go0lrazSZjNpGq9Fs0lktBluT2WzR6w0NTTaT2Vyn0dRcvdpltdYl8KHtW798+eVnv1j/obQ0v22orfNqr7GnxdDfUWJs2BJ1srDhctvERNPoeLd7tm92yXjHbh5zNo462xxTtglni9tjnbRbXc6mmWmjw25zuDvcU8PTU6eY9CqNxgcILwj6gT+cmep0mhAeDGK+4M9sSwgCBIPYzl17cAIQBAj4giFvEF/wXTd183ZELWquzZR0+Ev7vLLukHooqBoOSgdW87uBYsRX2BtSDq/KB1Zk/cvyXl9J/5yibaqkebahO/1EjK1c3aGrNtTKf4RpmKT/vzDV6e4WScM8/RGmBnOJwVzS0lJjMpU0NVVpNIpjR79Nz2QWK0RFUiFMPWyoU/c31VYVSrI51IoMkaa44EJqWhnCGa3Seuu7FyvaxrO088UtRPVIsHwI1NwMlV/DK294lf2gbBBUDIOqkWVZx3xh22Jxx1RO86hEf4V5oTOuRPR6hPiNw3kfR0v/SandKzEdyxmCK2+wLywWdIDyq6D6O3D2e1B9I1Q2Aqqug5rviMprobIRr2JwobDbqxj0KYdA1fcLRZ3B8iGvusdf2junaJqv7LhVZWivO7du55vygTSpOyPJyUQnY5N9/IRZQdJ4zkbV8U/S97/F3bmzkH6gOCFSmQVVKfl1NYL6s2nWerHhYpq1PlF7Id2qz221ybq60gxmVk1VrKzoeHbGDiF3t1iwWcDcnsTdyIW/pEevY8f8g3niPeTAm7Ttj+9766WYjz9J2b6x+NDaxM+eOfMH0o5f/Cryqb+JXz/RcqbILy8H1YXB4szlDM4kyp1BGXOQEAjYBAvBERjQKRhCBfR4ghGN0eMIdgzOiAcoGUege/qhZJxOBUwawfyPJKUBKKwWigIYxmkogMJZKgKgcNUVDRcBCEZY5IkT5IpWRbQbVNIe0rrydYWgiLfKp61CtBAlbF8K40yE4N5zeGaiRFjVlBG++0MEFwpl/bOV/3R+1GOpMb9OOfJ+ye6v6/ZTHIVrqqKeSo95UnT6L1l7/nH+ADuYt+t7zm9lJ34lOfmU+NRvUg5ubaczV4uOTwjfqNt00gPHeZHto3tj/RAaFBz9Lvbj0vWfyNb/U7Fuy8XtQpcoYyldCWTFwTzhBC+y5cQvTz1EOkD6I+dPMV1kJaGUEfK0lTRkAhGsCtkrAtTLRUOc2BUKJUglB+MgLJ7ij6auxiABGsVPoRK08LgoGTBpgAUBBkow6DhKwyAYg1EfGj8dlwySUkDSu+dff7Pmb/RlKp9g0gNQ/FIUAyDUYDwDIPG+WBqGUHE02kuF/Ey+XyKez307+ev4+rTGxbFG16TV5dSNjje6POZJR4vD1TzpaLV7wsRsGne3TE6FGWobc7Xap/893jjuanJM636YaPHMGcccxvHJsCOp7s6Y5uatRruja3q+1T7dPjndPeFsvTKy9/ihmobztxw3O0daEtMYe49s/Orb9/Ye2rB+40cbNn5y/OT+rds2HIrYu2Pnlm3bv91/YNeevdt379m2a+eWfXt37Nyxef++XTt3bN63d+fuXdv27d+1ddumPbu37961NTLyyMGD2zdu/OemDZ9t+Oqj555+dO2bfzx3Xm53f39r8uq10avd1/vKG85GceFvjh6Q6+raJsYMN77vdHp6ZxYNt8YNt8abJzyNo85294x10m5zucwOe9PMtNnlbHJ6bOOT1+bnTtDRGp3OD4gACAUIPw4wGKZptQ0hPOjH/w2mPl/A6/V/s/FbAoBQKARwAoQwEACDDS3i/ZSZCwOrZ4cWZe146ZBP3oeVDOOKYUw6CBQjoORaQD5IVNxYkfX7S4a8yt5FdaddZl65l5m21JcbG5QWfWn4Uh+GaYNWqdGpdLr/gNG7pVXdz3kahqnVWtnUVKU1KC22itqGYo1OdSZ6d3IqwkuM4fKj+ru0qgKxGI2qyU8xl0jPpkoyo2O16bmTtTbn+eYJpWks37BU2hMoHxpP1nmV/QvFXQvFXYuyTn9p30Jxi1/Z5co0dZHl57Zw8/8eJXnjcPKbR7Lfj8r7KPaOSOtKs3gyGr2y3hV5L15x9W4VtfL6qrRnJrt5qbBzPq/NK+sF5Vfn89qWCrt98oGV4m5QfnWhqNOrGAyVXl0q7g0Lbq1I21dVXVOqFldte7+udmvER+XXc876FSIXI3GRwV9lif2SnFV55pT6mInxZuLGP5I//0fSka2ZVPL5XHqdlFGvEJoqk23nUpsv5Hbrsto08sHWnDZrorYWqlHFlhVE5IkP5CVtT2ftzuZ9K4E2icjruae/4Jz4kHnwk8TDL0T9/TXe+i8K93GGM4tnzxbPVQpupOw6f+hF5CXSDhJpz/2vJb11SHss2Z6RPp0lxeVp/gyhL5m+wIWWWWQ/SsUZ8UE6jWDTAIeMMcNj4RAOIwAlh+B7eswcCs6i4CwIsBCC9ZPbPRoe34EIatjSDiYgiKDSwkrMgAYDGg3QYAJCAAMOJcKhRARjs/ysZK+Y/QODtIu09eLWQlAgIcSwD0EBDAMKhMMwkQRhyfH+BARPoANmWNMv3OmiAYRG0GmY6LA945niQ/+TEvmk+MTrBXu+qj3I8uav64CezY99TBz9W/GBtaoDp8fpzFDWPxqpT2UdfEx8+jFx9JOpJ38nP/GCatdnLScpy/zjrsgtN3ZSgwzYy+J6hWxXQmRfbFR/XIG3SImpykAJ6xq6pfqb56GnSQdIv+M9L3QI5EBeCKR0JxdysRhzPAnI5AMxH4ioXnrkfMyZpZjYQFxsIBYGlOjlUyhBiV+NpgOEBiAqQMiAGQ+YZMCkAjoCUBTAdIAwAMLGmUIgOD1+MgWIKJ7o5/Oe/Lr1Mz6O8giUAxAmDtGCsWR/NB3AKMFgAG58kI6EeIl4WvJywTvpGxFjdsuqvWN+OryzZHG42mdnW53uDveUbczR4Zqx3nG0TE61jLk77DPm25Ot9umfxpvG3W2OGfPtyRbHdLNrymJ32pzTrVPzhrGJtpk5m8tjc3msDkeT09Xi8AzMe3un5g1DIwWlSvv0ZGObqb3X6pi5TWWefPRXpF8+Rnri1/c9+AjpwYdITzzx8P33kx55+P77SKRHHn7g/vtIv3iA9OCDpEceJP3iPtJ/PXLffSTSww+THrif9OAvSA89SHr4ofsevJ/00AOk++8nPfnkIw88QHr6yUf/9vKz//jw1UvnZRPjg+P24Z4Ba3uv1dyqYyTSD545fIIeX2rSWG/f0N+4brh5u3HU3uVZ6PIstI572hwzYRdrq8PV5Jk2OR226Snj6IRtfPLK7FwUl1Ol0dyDaRAHQRihaHR1Idzvx33Bn13zcRz4fIHtO3aFdU5DgSAeCILl4MBlm2gfeaF2ZKGi11fSG1D1+NWDQdVgSDboy+8BihF/UV84M12S9S3JenyqvgV5m0fdNNfQnX4ixlqhbtNXG+oVYZgadOowSes1iv+Np2GY6vXq/5ic6vVqrVapN6mN1rIGvUJjUMKMY2TqoZNnttOZJyL2fl1bUdhnulSRlpQWFVnO4XYpK8YumVwXW+3lzXZF82J5L3b+KlZ1JVAytFTYOZ3bcp1/oY0sPbebJ/0yOmnNLsmb+5VfxNfuEradKRoVapYKO7GSK6Dq+6BiICDvx1RDfllfUDW4WNCxWNAxk90cUg/h6mFQcd0n7fVJe1cKu1wpZlB2FZRdXyrsXi7o9Mp6QeV1UHUdnP0hoBjGFSO4YhioR5ak7Utl3RM1jb31F9dtf13aK1bMZKTMcjlzcALG5/mEktXcYqKGO5b9Zcn+14Trvyo6EnGWdbiSSdZlxtamQPpchrFI0lmZ1lVdMKwtumLMHzTzLNVx5/NPlKdFKIXbctGt+ciXKac+STz8LmPnX8588Ursl2tZW19lfb2l5swRG11wJztzVpG/WJI+VZjqzCkHNYULxbQ++MPcv9934CHSZtKvY3+zTr0hYya3AFcVAFUuUAgDacxAIgMXQD4ug0hgAD5CcBiAg+B0lEBhDIYAi4wxUcClYMywjTMK2PdgioZLpTQAUQlaODOFCYhK0KgElYJTKIBKAVQqQQ3Tlobztn8PfWA9gASF7ABPvCSEr1NJu0jrytflgyLOagK0SqcEEAQwIFy44yZjrf7wh40RSCgdxbn3YPqTg3NogezXLp/4dXbM4+LTL6ft+6hyP8ufET2X9qIi6omUuKdFx/5ccHBr+0mOP5kdkn2gi3o8Zc+T4mNPiY49k3rw44ZYaC4vcpz2kf6TqOk4eoCbgIsSfaLMUG7KfHrqdHr+cgH/B/7nis/uP3gfaQ/pd5wXvqr6PGMlJWVVxJ1j8ZYFvICIGxSxMTF1lR23jEbOxcMBFgPwGIAbH4RggET7z0AEGcJjYZyMEDQEwFSAxBOMOMCKA4z4uy07iOKLZQOEQzAEgHNi7ChzhS4Bwk2d696tf33vtS2cIMQOQYwQFfbHM8LJPk6HQvTYVQgOcnkBiWAu6w3JOkifaVsat7ntVqdbPzbR6PJY7PZwZtrmmArXQ613HB32GeutyQ7XnPXO/xUPk7TDNWcZdVgnnZrbdxodU8Yxh8XuNE867s6fOp2GsTHjHXv31KLtzmSZ3rT3+IGdezaxWPFiCZ0CHd2+67PX3nr+5b888f5Hf3r3vZfffe/PH3zw2mefvbd27d8+/ujdt9euWbv2b2+/+cq7a195+82/vP/Oq2vf+PP777z65pt/fuedv61d+9d33vrrB+++/v47a95+8y8fvPvahx+u+eSTtz/5+I2/v/fX4wc3lSpS4mL2oIwTZFpEHOXIich9O/Zs2Ht810kkpsxYpxnuN9+6aR0dt4052p2zLZNTHfaZxlFni8NjmXA0uacsbo/J6TA67K2eGc317+74A6dZzGqt1g+IICAwIkSAIIJSNbq6AOH34l4/8P+Hmum3m7cSAIRCOMAB7seAF+8+Z0o9QJu9OLhSM7Cq6sZK+32qgZB6CFcMh4oHgGIEKK8EFUNY2bVleb9XNeBT9S2rOp0K67JhQHz4dHNNebOmwlCvMBlKDYaSMArDGK3X/Qumun+n6n+AqUKvVxuNpRZLhcla1tx+rlZfrLeWxpD3kaFD+w58VZDP72iqrVFkntz29e4P382LjXPoGpdtfWOV5uXaQe+lKytVQ5PZFlt0ftVWVsUGevKaiIRX9uV/Gl30Rey53bwumvR20oWZHMvd1VJlX1DZ55P2LuV3LRd0h7VLwv6pgeJeTNEXkPeHlIOYaohQDq3mdwalfUA9QiiHQNkIphoiSq6C0mug4hoov7pU2Lkq7Vkp6vPLBgNFQ+F9f7xkcKWsZ7auZ1hbv3nve1nNHMVMhniKxV9m8ELcRCBJ8KYxPZJ19bu3GI4mTcuUQMP5Pi+uI+m0hR/bJIpvToFaMxntOQm9xYk9sqzr51JGqlktslN1qYfPCbcpoc2y2PWFJ74qOvJJ1t4P07evlx3efT72sAY52cxOXy4RzGanBWR5hErglqQuZGQuZfEm+IIJft5KXsZMZtKkZMflXS+gvyNtJL0A/fGELTpzrkA8nZXuzU8L5khCmZylJNZqAjMgYAQ5TMCh4wwUo9MBm4qxIYILh1h0ggtjd9vrKGAjgIHcu+BTAI1KUMODkGEDPgpOIROUWIIcByhUAFEBRAMIFUv5feWhF9QRp50i7qokeTmFeQsl7SRtOrclH8gTsSyal0/DhDtuRb7WsP25ksPPqSJfVEXEzhQgXgEDQ8Klgx8PDSA0LHHHDdZz0qjHxGeeTTrwhnL/ke/IqC/77Xrk19kxj4vOPJ925L2qXZyVVIYvkRVM+8p87JWiTW/lb3m/aNv70q/fV37+lvrDLa3b2T4+PygS+lLFC2niqWRFSM26ylmnXP/Q0UdI+0gvCf54uOVo0mxyIShmTjMTAjzuKpMX4jK8THqAi4QECM4nrzKQIJcZSuBgQsoSGrtMo+JobCieBihkPAbCY6nBWATAFAKNJZgxBDMG0OPuwpQKheKQYBzki6etUFghVvx8PNNP5+GctZfWbGj/kjIbIwQ86nIceTkWxSGUQJmARQdMih9m4LzEUGrSfM47KRsYloLmlbs100aXx+xyt0zPNrvcbS6PbexuPfRer2nOdGuiZXLKNubqdM+bb493uGZ+jDfbp1pcs5ZJt2XS3eSaCeek+tHxlqmZJrfbOD5uHnP2znpr+69llJWrq1QdnUaFNFWtSKuvU567kG+2VXX21rd11BkNFXW1KrPxXHurzmq+bNJfMuouauqrzMaL+oZqo/asrr7KqD+nbagy6M5qtNV6bY1Zf95mvqyprTDrz9ustSbDeZPpkqa+0tRQ3mKsURUlVZakmk2VOkNZajo9KnpfPPlIem7S0bgT5Ya61rHbvdNTXVPTljtj5tvjTXecjbftrfbpxnFHs2vK6nCYXU6T02Fxu1rc06ZbY1dmFtDUtKLKSj8gQvdgitKpGn2tH/d5ca/3Z5kpQYBQCA938zGMCAWw4GqAWAx2nDMmH6Qt1A0tVvYGyvqDqv6QeiioGgwqhvxFfUAxgkkHg4ohv2p4Sda3oujzqXoWFa0uZeO8tjflWFRjdWmLtlJfrzCZyvTGUq1e3aBVhk+9TtmgVYYx+tMTZuv/BlOTpcJsrTRYynWWEo1JpTGpyNABmUJ87kKhSiGJOb1z+7oPjmz4grp1iz41a+KC0X3O1icpV+5ERe8eSX77WPq7J9Xr4fr9ks4Y2YRYv1jQtljcAWqugIvXiZpBvLIfVAwGlT14ySAoGyFU4XnSEVwxTMgGCNlAeC0KqEeAKvwcDmtBhVeeAsW9mHwAqEfCI/1BxQAou+qX9WGqIVB+g1BeCcmGcPlVQn4VKx5YzG6dLmxyVDcN1ddv2f1+bmtCxWph5kqSMMDn4wL6CifWAb+ifHu9eQdzTpzkzRcu5WcHy8SzMrFHmj5XKnIpkuwyyYRC+EOR6HZx6qhKfFMFd2fSejJPNwkPaul76uIPGWknWxixPbzYfh5/IlsyK0tfUksWpUm+XL4vjT4vTAqmpwbTJauiNF9yqleSsiwRuHiZK5kFgcJiTCpxJtOHWc/EPE/aTPrvU0/svLiHe1uQ7y9OX8nhuZNQFxeZZsMLDE6QywyymRgHCbIRnA9jPDrGZYTYKEZHcDodMFHADHuT3BWEJqjQv2BKpRK0H11I43EKFUBUHKUR7GNTic+pIl9QxH5YH7nRfCR5IQO9gZJ2kb6q2p4SqNw9yHhHu5Pmy0SCGVFzec8ro56TI8/mn3ml/OjXTfu5QQ6KQ+Fy6t3vIiAYZ8atpL1UFvVk2pmnRMdezjv4lX4fZyV715XM54vPPJF8/BnJ/ldyN+xuPcr2cZk+Js+XtK/72IfKTz+Wf/J3+ccfyT/cY9vDmxMkLCclrSTLQUnWct6ZzpjPVV+SNpF+cfjhd7I/ON56UjKbmhHMSQ/l8peTRD4x1UlNDiUy5xGen89YYbF8fFZQyPQKkAUOc1HIWRHz/RIBLkkAEloQhQB8YvEYCig0PJZKUCkEHIfTY3BGNM4IwxQBVAagoASFDZC45VgkhEJemLpERX0o04+svbTm/bq3EwheIuBFz5xh4Ux6EGUQTCSEkldprBA30Z8snMp6V7yBYchrWR5rnrJbXU7TpMPscje6PM0ud7Pd2Wqfto252hwzjaPOVvt0+F4frpnaxlxtjqnGUfuP8cZxV4tr1jzhCvO0ZWrGOD5Zf/N2k3uq0em0Ohy6W+PaG2Ndjmk0Na3mUoXNesmkrzLpKyym8osX8y7W5tVrZRZLRUO9stFSbWs812i+UHupVFdfpdNUGzQ1Jn2NSV9j0dWY9DVGXbXJcFavrTLqa4yGKqup2qAtazSf09SVGLQVWk1ZV4fepK8yakqtunKLrqSz9dz5s9kXLxZoGlTfbHqfzYmm0E/RBFCp7mKve7JlYnxwcbnh+s3uqfku10yHfaZp3G2bcFonnc0ud9OUx+xyWj1TLe7p5jFHz6QrsbAovbjYDwgM4BgRACCIoBStrtaP+7yY/99hShAEsWnTZhwHAAdYEA95MWI5ZFRdTDtGn60dXKkZWFZ04qVDIeWgXzbgk/cF5P1hzaSgatBfMuQLp6WKjnl1i0Nlmdd1i4+cbD5X0aKr0jYo6rWyep28TivT6O9e8DW6Eo1OpdGpNHrF3RddiUZXotOW6LQldxnaoPhXw0qr0ulUGoNaby03NFYYbeVas9poLTt5ZjOHd5qBHomN3Hlw1xcHt34evXPzrrfepn62gfPZVvStjZw3t9YfTe6GSr7jX14s6MLVV0DpFaxkeCG/dSGvCZQPgeorwbK+YFkfOHslVNKLlfYTqoG7Qhu4rwAAIABJREFUMs/3XJ4I2QCQDuDSfkI2gBX3EbK777g8bH3aRyj6f7QpDbM1jFSguifcJx8BiitLOZ2B4gG8eMhb0DNT0OI52/a90bL/yJecy3GlXmlWIDXeEXdi9FQCId7QvG17z/5oB5WxKmB7k5jLYt5qhtCXL5jPES7lC+azExdzxQv5kvnCpKlCyVRx8rQ8bU4l9BSKpotE0wXiuQLJQn7yckHycp5kNT9xKTNhJSthJSPRl8n3SwQhsQBLTMCFXD8nMcgXBhLEgSThSmLSqlC8kpS8mpyBZwkXRPxJYdpU9saKzU/HPUvaRCLtIq1NefuI5Vj2Yn5eqDh5NZ05K4CnGHxMDK/y0KAgbpGJBPjUZYQZZHMAm4EhMAbTgjSEgOgAQQEMBckIRmUCBCKoMf4YiKBSCWo8RqMQcFyQggCUHKBQcRYNE309QPuNIvoFGfxc2t4PSiJYd8TIVcZ9h/9nTc6mP0lP/l4e+TvFoShPPnUxie7PeauO+ljmqV9JzjyTevD98m2sOT49iIYZigIYISAEoDBBh0Lpn9iYz+RF/kp06rnUw++X70Kc6XEuxR8UEb9J2/G71C1v53+z7ty3gmUeY5XO9LF4QcGZ0cjDwweOjRxmOCGmA0n1pmQHctPmsw7oD72atIa0n0TaSVpf+U10PyV9MacAl4mWJFQHypjjCX2pfHdC9kpO8pRIMpMkmROKF5LEC0niRYlkISVtNVs8n50ZkLKcwvRQPjrF5fqFDJxLDdHIGDkWi4oKnYnG4ig4RAXMWIIZBxhkHIIIKgLiUUCmAypC0BAcQTE6PchgBFF4JTZ+7vSr1X+O9UTCi1TaPJkbZHFCLHqQgYQYqB/mh/gZID91puCdhHWSVmXL4g9NnnGTfcLocFrc081TczaH2zZhD09BWe84Wu3TjaP2NseUbczRavc0jbtb7dNhwjaO2lvtnsZRZ7N9yjLpNk26rM6p5qk5s91tc88YJ5xts/P1N28ax8ebnJ5253Snc5qXm3Oxtrq9pe7c2YL6epnNVt7SWtFoU+t1xRfP5zY1VhsalHptiaG+TK+p1NeVa+vLNZdK6i+r6i+rGmrVDbVqTV1JQ61aW1+qqSvRNKgvXSzWatTnzhaYDZWaOpW2Xt1kPWfUl52tztZp5GaTStNQZDAoTNayqprsiGMbEe7pM8ixg7GHpJfLm+983zIxPry8qv3udovDYxtzNI07Wybd1jF706SrzTXd5LyrlaX/YazT6elzulKUCklejg/gfiIYIPwhbIXNgTXay0EQ8AJs5d5C6Y8wxQgC27Rp089galLXph5FFxquzpZ2YpVDfnkPUTLilw14Zb2r0h5M1h+S9gVKhlYUfQHlwKqiZ0XZOadqdpfaZjWd4uOnrWfLWow1DQ3yep38sq6oQa+43FDcoFfV1svCe031GkW9VlavUdRrFPUaVb1GVa9R12tUWo1a+5O89W7rX6+u0yo0phKzrapBrwpvpp6M/Pb06W8PHfhyx+YPIo9vObJznSDqRPT6DSWxzGv555Yq28HFq+4cS6hsCFR/R5RdI0quLuV3BZV9PllnUNntl3cG1b0r0navvNOv7A6oevzyLkLRjxX3EbIhomgASIdA8SCQDoDifiAdIIr6gGyQKOoLsxWX94Ul+v8FU8VIWOXkrsi06p70lGwkrIsKVFewokFcNuRV9k6UWG7oTV9vXis2MJVLRcLZBL5XIAbpe65EfGn55vR4rIAQsjEevMKMnYNRnwBeFjCWRFxvOntVzPFKhKGspEB2cqgwYSVLtJwrXMxOx4pTg/npeEEylpOC50rwLAmeISIy2D4Rw5fIDooYfj4HS2CFOFyCy8E5HILFxdgJhIAX4PACXOYyi+8V8L2CREwkDEjSsexMX26Rv0h4JyGiYd+axL8+HPEQaSfpifin/1n6Fe0GPSdUJFxKix1DkHkBbVHA9Ysp06gQSLgBbiLgc0IMDmCyAcoiEMpKDBOHOYDOBQzYT0YICAY0JkAooXgagGBApwMGCmAYg2GcA2OZr9VGPKc485t8ytOiI2tyjx5vosFDTNKuX3xadvQ1FfSiFPmdNG7thZh/mnZz/ZkRt7Oel55+TBLzlOjEG0W7D3afYYW4MEGngwQES6Lj6XBQghICCEs9PJn7vPzEEymnnhZFrMnbsr8lfnc//HVz7J4O1nvKbZ/Iv/m09PMjQ4eP3Ixg+VlMPx1ZolGm4xO9bOESJx/LyFlOP2w5/AfWH0l7SPcdfuBT1efITVY2VpTiz8kERalETqJfzFjkMla5vLlE2ay8fLos40pqwQ850sn8nFvp5Qsl4mtJGTdTC+3FOZPS5Ns5eS6ZZCxdRVRwPUJkgRO7SKPgUFQoOgqPigpFQzhMDqFkwI4DDBpAqQQVBvEwiEUISvhfBYIjjBCdGaJzMCgRMA7f3PNcwVOMZfjorcNikMT2s7gYmxFgsP0oe5mR7E/PmC38e+KGjPay1vk7VueYcXJCMzZpcU9bnVONdof5zljLpPvf5klnbWOOcDe/0z1v+cEejne45qxjTptzWntnomV63jDuaPLM6kYnTZOuRtd0/c3buts/tLtn2p3TV5Z8/IK8yvOlRkPVuQtFFy8XafQyi1VZ35BnMStabRUmnbKlsbLZUtVmO99krmm1XrQZz9pM1VZDpUVfYdSXWYxVRl251VRtMpRbjFVmY4XZWGazVdusNU2NZzvba436su62WquhzKBTWsxqs0llNqs7ey5erCusPJu7efc/4pgnTtCOUBJpVdaG9rFbXU7nyLK/cdzVavc0jtpbJt1N407bhNM24Wx3z9gc7kaXxzhhN4/bm0YnBtweYVGhJC9nlQj4iWAQBH4O058p7f8EpviPMAVLIZPycs5J9uzFwYWKnmD5QEDRG1IOBhVD4W4MJh0EqqtB1SBWfsWnGgiUDKwoO5dLO13KxkV9f2LEyaYLlY36yroGeZ1eXm9W1eoUGlPJpQaF1lhWq1HWaVVhjIY3ncIw1TSowyuk99JVlVavDh+9Xt3QIG1qqjLqVVqt3Ggs7ey8fODAF/v3f75//2fHjn0TF7Mn6uj245vWxXy9SZeQ46psWirrXFZ0+lR9q9KeVWmPT94XVAxg6gG/vAuUDWDqXrykb7m4za/o9cm6A4pef3FXSNoTKOgGxf3BvB5QOIDldxOFvaC4H8gHseI+oBgKFfUCxV3FrHs56X+AaUjVfzczlQ8D5RUgG8FlQ0A9Qij6vVkduLR/VdbhqWi+Wqc9evKbJC2smiuQzCRlgOxjt8+8cf7946PRvJCQDxK5BJe6QkExOhykQ35G/AKKePmon8fGhRxMlAhSuUGRAE/mrCbyfEn0BT5jOQGaY6HLXMosHVpgxM3S4uYhOMBCcS7Vz2AAHhSiMwE37MTJIuhcwGJiDA5gwz6EHmRAXhTxMQVAKALJKSCVPcvOCqVLQUEZUBb5CiJbTr2d/u5DRx8h7SE9cuZXf1d9GX+FnuUrzibkyf5c/rRIMJvInGKI/EKRP0EChNwgi4cz2CGIHYLoASobMCAvjQPYCB5206OyAQLjVDpAIIzCADCC0ei4gLyc8cr5g2/VMZ7OPfOk6OQf045/qdrPHxGQdpA2XzyxySR6JiPyMfGZX6ccel29kTwpQFdlr5w7+VRWzJOiM3/NOPjFxQhuUMQESeTl7Dcajr+gjni97lS8NxXGMmj+0pfKjjyTefg34r2vpG36R8U29oJEEEgWzKR8XPblZxVfbWz4Nvp2NGOezlpkUt0Uxjw9YYUvnOMUBjKyZyTvpb9B+pb08JFHvqn5NsEjzgVycSib5RXDy4ITE3GRLgp1EeXgfMoiTTInIq0hPfBH0v1/ID325iP/veZB0h9J9/2V9NDaX5D+QnrgjftIr5Huf+ehhz545L6PH0i/lp01XSheyeEEkmJWKPGAGo3FkIl4SpAKA2YcTicDZjxGoxJUGoingViIIIdhSgd0Os5g4ijLTxEChggwvzL/fW31mmQgipw4LcD5vACLs4omrKK8BZTj4OTMFn/IXpfdWtE+P97ucRnHJ63OKZPT0zozZ3XYLZMTltHJ/zhn2jjq/PeZ0xbHdKt7Lmz61Da9YJ5wNblm9Hcmm92zlgmH9taddvdcl2eu0znNLShQny0xWs7rTdWmxupzl/I6us9ZrEpbU4nJKG9tqTBqiy0GpUmjsBnLDQ1qi77cUKcyNCiNGpVZV2JoUFsNZYYGpdVQZtSUWPSlJo3C2KDUXpIb6lRmXZnVUGYylFv05WatWnu5qOFyYVvbOaO5XGsqv6Qr3XdsS0T0vmh2TPGFku/mXV0To11OZ9uku3tqsd3uaZ502MYcbY4p852JJqcnPLTfPDVjdbiaJl3tdle/y52iVEjysnwgFIZpEPeyOahGexkjAl4Q/P/ITP8vmJpVtdknWHOXhmZLO4nK4ZWiDkw1FFQM+aS9vsJuXDYUKOzDVEPLsh6vsn9Z1uVV9yyqO2fK2mfqe1KPR5urS5pNNZfrpAZLucZUYmisqNOpdeaKWq2qQV9Sr7tLzPDVPryVH37R3iut3qsJqMLdKqu13KhXNVrKjXpVU2N1S9PZ40e/2bPr77t3//3UqU2HD63bu+Wz45s3HP/0K31i/uy57kVVlz3NjJeO+OR983ltS4WdQWXfcmGrX97lk3UQpf1+eRdeMuiTdRMlI2Hj0kBBN5AOBPO6QHE/lt8NivqIwl4gHww7WgeKeoByKOxvSsgGfkLS/v/LhTSs2P+TzJSQDmPSwZC8dyG7ESvuC0l7luXtE0rjTb35ROS3ogYkdzy5OFiwvWXPX0rfPPD9ySSQxscT4VUU9kFMgIan2ck+MjWAUP10OsGFQywGzoNWmcwQF/Yy2BiPFeJy8UR2SMDGE1A/i4FzaT46jDGoQZSC0eMxFAKs+CACAyY1BCOAAWMoQkAwTqMTMC1IgzGYHKBBOEr2w1CQiYY4bIzL9rN4KyzKZCxqh5IWhHmBAmlQnj6dsUe7/3nWH0j7SaQD9z3L+sNu02HuRFJBQJoXKMhcTU/3p/Bm2KxpJNHP5fvpHD/Mx9EEwIZWyVzAo3ghJmBBQQoD0BA8jg0QSiAOwcl0AqITMBzkHhrjftoYv/dawZPpBx+XRD0rPPal/Nix+tOkbaR1Zdv5M+dfKjj9uCTmCdHxvxXu+NZ6gr6as7EP/U1BzOOi6OeEB99RHox1cFjBtB1XeS+oDv9WSX1REXngBpvpzzjuEL16bvcGK/Mt5aF/qPd9IP9yX88+siPm5Mjxgx2H+FOCVF+62C9Jw9P583zenCAL5OSDAv44683UV0m7SQ8ffCCiPiLhjihlMVPkTUcXEhBv4pk5BAkJID+bsorSfHTKMpWLMTNmU0jPk+7/Jem+X5J+8TiJ9CjpVy/+kvQUifQ4ifQEifQUifQ86e6fvyaR3iB9mbIx1VPAXUhGguzYQByFiI/HYhEA35s2g6kAiccpFCKeCuKogHxvgAyl4yiLoPMBPQmwBD5E6GO8onjp0Mg+XpCHLiPsZTp/GeXPUxNm0SSPMGMi5x/8b5KN8rap0caxcdPYpObWmNU5pZ+0W+yT+js/tDj+1zlTyw/2n8WtY84mx7Rh1G61e8wTLvOEyzTu1P0wYZ5wGe6Mt7mm+2ZX9N+NWm9NklOSK+qqL2nLm7s1ekvlZa1Ua1IYLUqDUWprKm2ylTaaFRaDvMVSZtUrm60VJp2y0VBi1iotOpVRq7AaygwaeaOp1KCRWw1lZq262VyuvVhoqlfqLitsxvIW61mTtrS96cJIn66r5UKTudJsLq88m1tvKr+oq9yw+6uj8UdSFdmt3w3eXJ7tddsHZ2c7nR7T93c6HO6m0Yk2x1TjuKPR7jJN2FumZsIuLLo7Y812t+XWnX6XO6EgX5ib4QNYAISCIBTCfBw2qtFexoA/AEL/TzAllkON5ZqMY4yZy0MLFT2hsgFfUWdY+yPc3SZkA0A9ElQMgPKrPlVfoGRgVdW7WtbnUjYtG4eTDp1qvlDdqK/WNKh0hjK9uaJep9abK2o1Sq2xrE6rqtep6zUqTYNK26DS3DvaBlW4YPrjCddMfxz1b209bzKUGvUlVmNJV9v5w/v+eeLI+oP7/3n69LcRB786tu8byr490es2X6Rneso7F2TdAcWwXzEIyq8uF3SuFHWsFHUsFbSsFrT6pe3Lec0Babe3sAOoR0KywZBsEJMOAvlgOPcMFfX+eKMnZAN3GaoeCUn7gGoYk/X/m19e/8/Oj86mhHwYlw1j0kGidAiUD3nzWwl177y0aVxtutGgP3x0Q7YlQWrP2a3d9UXdhq3dBxJBKj8kFAIh4kXoOAoRVBqgxASiaICGEuiP6z1UH4xiTPIKzCDY9CCDhbOZgMMCXBRjMgEbwlE6YEE4CgMmGUcogBGPwTBgxWMoAjgUjI4ABg2jwoBGDcajAKYEyRBAKThEI+hkP0oLMemADfsQARAwvQzGCoOxyKXPchOXUzKwgmysKHkp+0Rv9Mviv5EO30faSyIdIu1q2J8wISryF0mBNCeUIfEKOHMwbwnhe+FEgoV64xkYQl6lISEGitFZgAnjZAagQqE4FoDpBITiNCZA6XjiZy3H914XkT0lz2bueio1+hnh6XczjmwtPULacd/Wi3uzguc+Oh/3TGb04+LTf0jf90HVfmRBHDuX/oL8zOPJsU+JTv618Ni21tOCUM6u64IXSw7/tjj2mfRDrxdt/qp+Z5SLzcWzOUu5n5zd9r7yq4/LPt/WtCNuLAaZQjiLPEkgNSWQkRbK4nkScnx5Ulx+sjvq94l/Ju0h/er0Y68mraEOINnLUjmoTMayEjAJ3Z8AB/lxKzCDYHMBLwHw0SAUvxBNno7K9KSQniQ98BDp6d8+9j9PP0R6lPTAMyTS/5BIT5N+8ewDpMdIDz334AO/vu8XT5BI/0UiPUF6+P1fKjyV4rksjp+HEBCExyIgnoqRIYCSQzAEWPEYHIvTyASFQsT/OA6BgLsKBhyCkQT4PB/KWUaYC7Tncp4+OXaS5WMmBnncRZg/TRXNMLPnMkqXKj/lbZAYZF1zk10uj2V00ubyWByu5tk5q8NutU82jv+HedJwnfRnccsP9hbHdIt72jLhaHJMNztnwk/LuKvFNWsadTRNelrts5abE4bvx8Rl5SW1VbrmWkPzJa2tuux8dr6MpyhNKK0QyeScygqxSs4pU/JVUk5liVBVzCtXClVFXFUxT1XMK5EJFIW8MkWSvIBbKk9QFPJUxYJSuVAtTZDl886WZ6iKksoVKYoC4bnynJJikTSPe6E658b15ua2yy09WmlF/vYj25gZCXXdls6J74fnXfobI4PzM11Tnk7PVIfD3Tbpto052lzT+tHRRrcrLIbdPDXT7JqyTTi7XFPdk/ZUlVKUn+MDRADgGBHCQj4eG9Vq7sJ0lfj5BtR/hmlTjUESAc3UDS9W9/lUPQFpd0jWTyhHwprHhGwgWNxLKIe8xT0+ec+StHNV1bug7JwubZtt6E07EW+tqWy1XNA0qHTaUk2DWqsvq61XavWll+rl9RpVbb2ioV7ZUK/U1Cs19cqGemVDg1xTL9fUy8NiKD8eg04dPjpticlY0Wyr0dTLDRp5s7XizMlvjkV8ERO9JfLUt8cOrT+5b2Psju2nPt1gFioWagaImu+J0ute6YBP3oerh0H5iF/es1LUEZT1YIo+oBxYzesIt+CB+upKTieQDxOyIaAcxmS9QDlIyPrCfXygGsblA+HUFahHQrL+sLHzT2X2f2QoLu8DyoGfwhSXDWHSoaB0AC8dWSps92SaPDnmeWXzRKnxO41uz65PIzP3Hyzbs6tuD/kOXYhnwss8bkhAX6XfXToioJhAFBmPowIyA6C0II0O6DB211+eCVh0nEHHURRDUAwJ72hCGBUBMAWnUgkaBYeoACHjEA2g8RgNBkwKhkCAAeEwDadQg7EQFk8JxUMENfx5MkaLXaUiBIsaguNW48ir8UzAYBMcJsZhBfmMVa4gIOKtJPKWhKlYRpo/Q7Qgpn5H3mPe/Tz7hSehZ/4k+ssXFZ/HDJ3JWJHkBFJ5HnqKl5+wQOcs0Tk+Ni+YyPYn0pbYtGUO1ceJXUHhAJOyTGUEUWgFovtZ8FLSmppt8S7Zme8y31CdeDGb+nRizMsJR15N3Eba+auvKndlrpYdG0p7qYDyuOjMb0SH1xQfODAQR/Gkr6mBn8okP5EU+VzKwXfKdjLnM+lBxT/baa9UnH4pb+9Hyl0fqL48eiuK7hOQJ9FPz355eiAmeS41aVbMdfOSFpOSV5Nz8TzhnJht529u2PZq2hrSsfsfozz1Tv4HxxpP8X4QpsxmpCxnJS6m8Vcl3GAitEqHQ2wYZ8MYSvNTYT+ZthKLBqnU5bhEgpMzlU56mvToow8/9Oj9//P8I0e4B3cLduyV7NyauHG3YMcO5uZ9/B3boE2kX5Me/c2DDzx2H+kZ0ubU7dmeAs4sm4czmBgNwckIgKkEjAImNQRTCDQGo1IALTyN++NQBELQUByCfBQWxhACHjpPEeEJB0b2rql549itk/xVbuI8R+LhJE8ILmLndSHL1uSINL2qc2qyZXyycXzScGf8rneTw2EcHWt1/od5Uuud8GbU+L2Z05lw/bRx1Nlsd2tv3bFOuA0/TDY5ps1jTtOowzrhbnJMd88s9UyvmL+fHJj3F2u0aer8goqcKPQ4mhh7TiOvuJh7vj6v6nxanaaguir58oWMy+fSNZdzas9naGvzas9nNlzIra3J0VwqrDufp71cVHsuV3u5qPZctuZCQf25vNpzufUX8hsuFtVfKNRclleWZDSZzmkuqSDKkW82vJ+SypCpMrKLU5Lzxamy7ISCdMv1/k7HD5Zb16w/fNdsH2tx2hsnxgw3b7W7PLYxR6tzyjLhsDocxsmJJs+02e5sdLotE47mCZfl1p0Bt4eVmSEpyvcCPABwjMCJYIDPQvWayzjhD4LA/ytMOy/b6NtO+W2jTkUzqBpZyG4C6hFMek9kXj4IFHeZEpD3e5W9y4rOhZJOh7JlUT8kORzbduFCq/GiQVtm1FWa9FV6TbnZUKnTluiN5XpdqUFfZtCXG3XlRl25UV9m1JcZ9SVGfYlRr7IayqyGskZjefhpM1XYTBU2U5VJW9Zmu9BorDQZSs3m0taOsxFHPz95av2xo1/EnNp04uAGXtwJyo5dcZ9vu0BJny7pDpVfx1RXQNkNTDUUkvWv5LeBsquYaoRQjoDS60B1hVCOBIr7Qck1oBoOFQ8QsiGgGMHlA0A9GGZi2A6auCf5DFTDIVk/UA2HVfj+5fb8L5j24vIeIO8H8rswDaugBqWDPunAUnFvoHwEr746r+5wKxuDluFRveHjt19kFp7JG87Mm85nuxLQRT4zlICG2FAIYQAWhIf3i2AaRkUAxAAI1R/PADAD0OgYmQ0gNkA4AGURCBOH2ABhAoQBYAZAUADRAYIACAFweHkGxml0gNzd4wQ0FEDhpXgoSGYAGMVpDIAgBA0hIDoBMwACYVSEgKJXz6D3tubpOAr7qSwMZYboaABhYgxGiM4KoIxlNNEvyAil0ceYmy5ufBr5NWkv6dHIR39H/y3aTy5cyKwC6jKgFE2L6KMcpiuZvyJlexWHbkuiZrLYWAE7kCbE0iR4liRUyJrN/fD8Ucni5YMmxvHWzD/noU8l0Z4TxL0sjiIdf/d92aH0xcr01dpXZfAzyeTfJEW/knNmizY2aaFyTQX8YiHyZFL0s0kRL2ds3tkeR/alxYfSdl2FXi/75h3luvdKvjhyI4a5IkhYFaf6UpNmk1JmU5M9yXlL+WWgQjwm3nZ267PUZ0m7SU9CT35Vs47vSMhcyZQCaYY3KyOYlYql8fwJ6AqdFWLRgww6zmAAFgMwYEBDCAqCkxGczAJ0FkHnY6ycmQzS46RfPvJfv/zvR//r5UdVt+UF09nZs8L8leQUh0C2kls4mym159Q6z5GeIz34XyTSf5NIb5Kql2vELp5wlc0J0BkEHSYQGkBgDEYAHI9TYgjKXTl9gnaPp2GpvXgUQHCISg9A8DItzh2bAtIPXj32wcXPInqOZcxlFLhyZWPF/WCkcaGHXJiQer5sYNbd7XHbxieanK4m91T77LzN5Wm0uxrHXT+bM7XcnGibmGocdf4r8oP97m6+fbrdPdc06bGMOtrdc9YxZ4dn3nh7otk+ZbnjarHPGr6bbJuYsfzgbBmbGF311LVcTi5KvNxYfXWsa/D7ps7+us6+C/1DdX29F/q7zg91XxjsOn+l7/Jg14WR3rr+zsv9nXUDHXWDnfW9rZcGO2t7Wy8MdFzubb3U13Z5oPXi1e6G3tYL/V31nR11XT3a3gGrsjRv14FtsWh899W+wTs32m5c6Ru70zNhbx+fsNy83epwmn4YbRyftExMtk/PtbinzeP2sAyrddLZ5J4yjI01Ov8PZecdHWd5rfsBgwmQAKGFEgKccBKSG0IS+k0g9GKDccHgXuSqNr2PRr3LVq/T1LtkyUW2pOkzqjOaUXG31aZXdU372nv/+CRhG5N7zlp7zfr8rmG8LDM/73fvZz/brrA75TaHyulWO9xaq0c5br4yO8/KyswpF/kBGgIARe+EaQAL3BWmX+EwxUIo7EewRWTwjIay8QDaY7UJVWjNyFyOEpSPwaVGWLCii1pRCwkMUJnRL9AviHq95Vq7RDt/biTzALGnqbm/+7S0o1bV3aSSNqhljSppg0repJA3KBWNCnmDUtGkVDSp5E0qRaNK0ahS1KsU9RpFrUpaq5XX49GjaNAqGnoUDT3K5l5Vq0raoJLWa9VNvQOtmv7G/Yc/P3J847FDX+757n1u9F7yzm0HP/g0duO+vqSa2QpdoHx0uWQoJByGxcOB4kFMPIIIcU/SEVgwjLs+o6LRQLEev7zjm6sx0TAiGkLFeLN+eOVPurqXGIIRAAAgAElEQVTJ+dbX22E6fLtSygDERrCysnQFpqBpPFR7ZSLz/HzVIOi6oUoozj0a8cYfnq6VFlZcKc0Yz2RMxCSHsjmhxMh5MilAoWOs6ACRjjGYgEXHaFSYzAFMHmDyAI2NEumhKGogggkT2SiZi9E5KI0NqGxAxa/MTEChoyQaRqEhZJyw+CsLUJmAgr+unGA0JkplAzpu4EZDyDzAosNkFqAzAI2GUcgYkYaRiKEIJqBQoCgqHE1DiCxApQNyVOA4FSXyAJuLsDkLzFyQUwpKU91pB1VhryS8+tCBBwmbCE9HPL6h4jP+lZhKtE6MtaV4Kjecj3ytYvdLgr0vCve+fSaCPSfODJanLZScDDbs1yVvVyTxphr/XXaUaKh9tZD/62TWIzGUxzjHHyN/91UNh9SfRRnK+7g+5blU0pNx0c8mHH09L2yHNPmrC5mvCemvZIT/KePQ20W7/1W/neFLJ/ljaUvJG3t2fXJ2y/beg0lwXqw/nW5ncR3cvGCOCBMWLxfHXIn9rOzT9bvuJ3xBeDrqiTD5AeY1RtZC1olgVjaUlbQQnwFn8hZjeQE+B+JwAYuBUTmARUMoxEAUE9Cig+E0LJqORZNDkTzAYkKUeBCTZU8jPEl49FePrHto3f1/XJ8zmZWyGBfnp3MDpBSMH+/nZYYSsufSq5zlhN8R7vsl4f7HCITXCAJrWe5cRh5I50NcFsqmATYFZTIxJh2lRiPESJSIw5QG6PhNn4wRyRiRhEZTUSINIUYtRvIxfiKWzJjl0t0x32n3vCP6V66zsM5VJ12Q9y0ar8G2A7H0vOYGo8c1YLdqrBalxaJxurQur9buVllcP9WZ9pjd6imHxuJe1UX9+KoyOfHNyWqrWzZl09g88ml717hZOmmVTdm6xs2yCbty2qWYdiknp7uGtRVny6s6ys/2tmpGu0cnesfGtZqBU72Dp/T6Nt1g69BA67CudVjXOqJrNw60GwbODfWfHRk8PzzQMaq7YBg4Mzx4dnjwrLH/nKHvrLHvtKG3fXjwrF7X0TN4duR6T/Up8Za935Lj2N363hHbdO/Na0a7XX59vNfs1FjcA545hdWhds6oHF58XqvbZO+atKpdHnzfn8LulFosUotF6XDJrHalwyW32AedMxcuXh1f9kfFxxXVVPoAEgIoiqJoKBjHZV0414ahQQQLBdHbYRqC/RiAv/rqCwAAQAHkC4EgAMuY/qyW8e3hpe4bNqEKqjSA8mFEYFhLxHDWIAIDfo0NigxegWamSmsulQY7L2btj8qm0LL49PREaloiKSWJmJoQnZ5ETk4gpiSS8NekFFJSCik5iZiWQk5JIqYnkdKTotOTopNiI5LjIpPjItMSiWmJxLQUcmYKJSONmppMSkmKSkmK4vMPnTxJKy2N3fDVm1ER2yOPbj6ydwN5//boLZsZG75rjE51SzTBasNscd988SAsHsZv6KhoGFReARWX1y7gePP9lhgGIuOtKFy5pwuN6O27SFeyTvymj+9qFQ2v/nIEEQ2BCmOorB9UX4RK9ZhwFFReg8Wj9mzFTEmfv2J4sXxQz6uQ7GHVshKPbvt6clbX7W7PuZmbZMk8AZXFB0/QF1kxgB+1SIpaJkb5o6kIjQ3YbMDmAg4HpTMxMt4KjwHMGMDkAQYbUFmAwgQ0Bka91XuJCeh4Xrl2zsJw10sKE5crYlQGRmVha+e0W4MBaAxAo609YBQqSl65Xa7ZOwE6A6PRQlTaIoW/HJMJZ+SD/DyoIHs5N8oQ9W/xvx8jPkb4nkDYec+fUt/eIYv9Z/Vxxs2ywyP5f6tkvFRM+11+9Cenk/lTVWEK/sZTjL8VH/2wlvdWGeMRyvbnEqKeSmI+kcJ/kE19nB39HHHfx5nUj5MPfC9g7D6V+4cU0mPcqF/HRD3FOfhS/O6j2mLKYMlXxcc3FB/5UrDn38JNm+T7KO74mGAmezmV7Inn+08kwnmc2aS05YxCtPDk4okMV9onko8IWwmE7wgvs373fdu2mBucokB+CVaU6c/IAdm8eV6cPz4BTk5Ak/hYHBNhMRAqHaXghiyrPwQKE1BYgIL/jfBQBjfELlsuIjxJePAX6wgPEx762wNFtty0pSRugMUDbA7MYi4wMqD00mBJ/rVcwn8R1j15D+Epwv0fPlQHN9EnqekgmeqjkCEaEaGTMSYTY7IAg4JRKIBKAVQqIFMBmQ7IVEBdCzogEgPh4XPH40BiPJIY50vKBkUJrtTPa7/gD/FPOU9dBdfHgXUc9sQL8rLrqw0Oa5/FpDGb+pyuHruj3+XRmh19NvfddKYrin2NxS2ftOBaorVzvIqK3/rlk5ZB95zG4u5zzcgtdq3HozDZDPN+jc3Ta7O2aDoKm4oGJvuVV2SKsa7RaX3fRaX+kto4pr58rVc/3Gkc6TYMXRgblQ0bOi+OyoaN3aMjspFh6eVLKqOh68o1rdHQde2qdnREcfmSZtjYPWzsHhuVj13W6K5qW+RN+6P3RHCjzw3Ir83Z9NZJndXUazLrXF7ZhHnQuyi3O7vtDpnT1WWz45urlQ6X3OaQ2xwyq11ld8ktdvxE5XQrHS6V0ykzW7RmW6/JNuxwMdLShPX1QQCCGAQhISToS+RzuzrOYGgIABi704IP9aMA2rDhSwAAQNAVmC6hI50DzM1HfN03HGINVGlY2aYnGsOzMCA2wmVDmHAULjWigtGQcHhW1DNbqXVLNMtnjDn7o6tT0uqKTpbkxhfn8QtzeMV5/PyT3MKcmNwsdv6JmOws9olsdtZJRk4250QWsyCbl5PJzD/Jys1i5Ofy8nK4hXmxedm8ooLY/FxeUX5cQT4/L5dXWhqfm8vOyWHk5LAKC2K/2/Jh5OHvKMd3Ru7duv+Lz2J27m/jZk8ILyAto/Ml2plCDVo5hlWMhUr1eNETSC5it9LzDpiKjGBVN3orcNcweheYSkZvg6lkFJSPoWIDJNZhkiFUbAgWDwaKBpCyYUQyNl86EKg0orWX+8ji6i0cBaf0ZrOUtm/3UmjiCqRr8jTm2UryliRZgUL+YhxzkckMsCkBOhWiU0IUJsakwTQ2bkcPKCxA5QAGb4WkdBagrMgPAfVWnuJq+TVornETz0zvdk7HGbri5ITR8OEl/NNwmT3+u6wa5a2c40sySPMkkotMttNjFzIyQiXFoLIESNK9mftVB1/LeoPw/SMP0z7+JWPD+5LwJOvpT1qynk6KejyB8lTMsVdjf/ikMPxv6WEvxuz975SIZ7lHn+VEvxjLfCGB82x8zCNs+hNM2kvRR95jRbx24NsN8eGkdsH31Xmv8KjPMaL+ixbxe/KeAw1JeyvoG9P3fJn+/abS3ZFqdsxkRpa/lONNIztjk5ACijOe6ohjORJKgDB/OS/KGPle2TvrD9/3atIfdp77IWEqrhKUC0DJiWBW3Fxc4nJinD+e4+NxoJgYJIEPEjgghoGyGNjKP1d3hSkTIsdg7JgQL8edRXic8PDD9zz45H2PvPawZLqscCYvxhbLdvMy/Bmpc+kFi8V503nVE9WE3xEITxAITxMIH9/HuMZPDaYyfXQGyiJjdBLgEDE2E3CoEJWMUogwkQJIFECiYdE0LJoCSBRs1dAAJRIDkaRFImOJSXPTqVZGPlIqgCW5ttywhrBL4PKVwA0r8F70TObXVvPzcscczr7pqdGZWdnNCZ3L02939ludmilbj/k/+5l6VydKfzyXT9oGXPPScYvOMy+ftPQ759RWp9bjUdjtWpdXbXX2uea0FrO4oyGjPHPApG/ubanprm3TtJ1StnX2nFcMSrs1Z2X957u17ZrBLpnqdL+uS6Fu7xm4oO49p+o5K1O1aQa7OpVtPfqubnVbz0C3qqejS9Uu1bSre893yE+pL2qjkig7iftP9Vy4umCX3xwd8ti6rl9RTE5IJ6Z6nd4LU6Zuu+O81SpzuztMZrnL3WmyKB0u3Emg22xV2V1dU2aV091lWslM5Q671GRWT1uU18avzi1ExMRUtrb6MDiAhgKIH4MCsVxWV+c5BA4ADALY7TBF0CAGoK+/3oBhGEAx2A9hAQwsY9dUI6wtR5e7rnsq+0IVQ0D8I0xXutuSUajEAERjcOkwJBpZEvX56/T2UmXo/OW8gyRD22ld1+mh3o5eRUu/qrVH3qzTnu5Ttg71nh3UtOt6z/RoT/X0ndKoW/r7TveqWnS9p/vUzX09rT2a1t6eNrWqubenTaVswp+1mlaFvEGhaujtb+vpO9Utq+vRtoUf/YFybG/krm2R27ZFfLX5dEqxpV4dOnMJqh2Gy43LxQOg8iIoH4PKhnDSIUIj3j66M0RjQDxyp2J0bdXzz8FUMAJEY/iO0rWCABCPwEI9qL6IVY7g6/ZQ0TAmHvOV6IMVI1jD1e6w/IatcZcSmucbB02n1OFfb/I4L9vgq3p4sHG2LXu6OMmUkeBNTAkmJCDxCSCBh3I4gE2HKSzAYGF0LmDhJsosQMfv5iyMxsTIdJS0ClMa83Zv0FXC0lgY/RbOrkCWif7kfMUQb2WCCE941yB7K0zXIEvDKGSIxMTYtCCHHUohebMjzdlUR06KX5ALFQtBRTFa820n44mkvb/k7CFsf+Oe7W98WZf1chr1EW70Y/TjL5F2HWkuqJm79n4+/5VE+vPs6Fd5tPfTk95Pjv89lfQ4nfYkk/FydOSbpMgPSceiS3Mo1aXHRPnfn0x743jY3w/seids5/vhOzbyDlEasvYK6VHnE3gjJ5MniwsWK/nWLOZUEvkmP9NXUoCIMxbyd3bueoH3AuEAgbCf8GnNx0K4TAwEuf5croWbvJAcuxQfG0xIQFPi0ERWiMeEeUwQy8BiqBiLhtKZKI2F3ZH+U9Y8rRkIlQ94HD9buFxMeJrw0EOE+9YTHv3tQ0J5aePNhjbv2QpzjWhScmquTXhNXKYXPPLarwi/JNzzOIHwIqHUW5nqz6XOMmNBQnSIGo3RIhAGCXDICIMJWDSUygD4jCwZl+5TAZEKiBRApgIqA6PGAl4CSMwC2fHziUnetHRndpFXWO2tpbcyr6LXri3cnAf+GSTAyziRWiQYs7ivzSz2T1t7TdZBh6vPau+32BU3p5STd9eZ/pzPqWzCqpx24F0plcnZ75zrsXn7XHP4bj6NzaWxubRWj97t/duGf/99wzv/d9uHr33+xuufv/3Btk//+N5rf/3wzbc+++fbn//z9Y/e+MfHb/3t/Tfe/uS9v7//93c/ffeNf7/19sfvvvHRm2989OabH7795odvv/XRW2999NZbH7771kfvvP3xu29//PabH7z13lcf/PGjNzcc31Ov6bq06DZ4rT22yc6bV3uc9j63W2Gzql0updMtc7rkLrfM6VI63QqHC1+tipsJ4LGakK5sXVU63T3uGcWEWXNz+uaSLyImpun8mQCAgyAIgRDkX0qKi+k4144BCMVC6B0NKBQLAYB+8803GIICFEOCITQAAx86rbvK2nJ08cLVuVpdsFyPwxQfUUcEBiAZhUr1QHwRKjFgwlGobMgn7l8QaWdEvdDZy7m7o3sqa6V1ldLWqs4Wyfkmgay96kKzWHGmRtpWqTpXJztbJT1XdeGMRH6+5kK7RNFR09kmkXdUdZ0pl3VUd56tkHfWXjhTrrhQ23m6XH6+putcJR4dZyXy7nqNrMXQ2xlx4IcDm76O+vY7+qbdNaysq+XdQDY1X6XziXT47R4q1aOiYVA+hgqNcNnQf4LpavnitiLACmSH7xor/xWuJ8UXPguNqNAICwyI0IhIRiCR0V80gDevlor6F0oHTu/MOPV96kTaOXDqmqey50r5+eNfbPJ7zd7Q1HX4isbfW2mpy5kuzHJlJM3Exc3Hxizx4tE4ZpDORGnEQBQdpdJR/Dr/Yx5KRyl0lERFiTjsGKs+obfylIFRmYDORGk/PWdhd56vZqY/fg5rFalrMF3BK0ZlABoVoZARBg2LO77IPr7I+2GS8de2vS9Jfvh9+c5NPUyaOZkywY1xZe8bSnpVSP5jDv1l+g7Chr/9gXvopdioJ2Noj9GjXqGEf5kZ2xl0J/V3bxIW/D2W/UVK/J8O7P7bwX1/DT/2PIX8PIPxZyLpb4cORxUWMEqKowvz+DWVJd3nBd0XeKXF9OystLoKsbYzR9FyVJJwsI67q4Z0pIN7YlKU4yovXKgsx1pixlN2dh14jvMiYe+9hJ2EfwnfT7AlpXpSaDdITDOD7eSm+FJil+LZy1zqEiMOJPFAAhONoQEuBXCIgBmN0SgYFV8NcHsxZA2mFDZgxABOHBJz0plOeJHw2GPrH7r/nnvvITz7ytMPPLd+3Qv3EZ4j3Pf7dfe+sm79qw/c97t1v3jqPsJ6AuFhwlbetixrYQZWcNByLGKJFA5RjkHEKIwVCTMYgEvH8K1ZNBpGomHRVDSKikWsBEqkwiQmRONDMWlIRupSep4vP9edX2AvrXTXSv2KMxNniOkkm8/pA9BCCE4+WZgrqLlindFemeiftPaabEOumV6Lbdgz22dx9P5v/Ezx6irOUJywsgkrXlHV2FydN6eG5pa6J0yD7oXOq9frNV3C8/WCjrq8ZkllV0ud/Gxl56nStvryc62lbY2lZxpLzzQKz7QI25tFp5tEbY3i9hZxe0vZqfqSllrhqaaSpjpRW2Npc63wVFNZS0N5e5OkrVHQVF95/nRuW2NVr2LAY+tzWbomrreODl+YvNnjcWs9bpXToXA65A671GrvNFmUTnfHxJTK6b4wZVLYnd1mq8xq75w2q5zu85PTapfnx3ObS252ym6YL4xcnvQH95HJrV0dS6gvBEIh2I9BgRg2Q9p9HoL9OE/vbEABgG7e9C1AMYBiCAQjARj4McfoJOPbw3PnLi02GPziwZW98IIRfGIdLjUC8UWoVA/EI1CpHhUbfILeeYHaV6GD2y4W7SHpKxr7GxsHz7QMnGse7Gjpaa8fONesaqnuPd2gbK5St9aoW2u0bXWaZvykovd0nbq1RtNep2ytVrfXyVuqtGcalK3VvWcb1W212jMN2jMNqrZa2alq5em6Iem5yxpF+OZt+z74iv3NgdMxxVM1mvnWkdkK3XzpwHLxAC6tDxUNwquWTsgdRc9ba6Z3qZ+uaZ6GgXAYrC5//rG/fytVJaNAMoqKhvERW0w8AiqvYBWX/KVDWMUY7i+FSEbUR4qrN3AnUi6AMyZ3kdJaKpuolLI27QFL8ws+qx013QQ39ZBRA3rOgLbCudxEV3zqcnJiIDERJLBh1mpHns4ENDogkwEpGhBJGJGMEanoygomBqDR8bv5CnNv5eaPGSv+jF/tbz/HM1DKWmb608+5lao0jEIFDBqIoWNp5EDePltaxHLRi43bnqvY/VvxkedLo14WHDl+82RKoJQ/k0WcTP/wFOWfYvon+bTXWQdfYx/+Z37iCwmcJ9jU58mRr0SEfR3HLFJd6Flwp7a3UApzDyXE7WQwj+Rkv8OL+T9U+rtE8kfh4VvI1ITy8vS6ury2Ns3k1PWlRScAdgA0UxNp9VXfsoichuKw0tit2VFbC8Kjzyaw+zL5Iyf+kfnBvbsfJmwk3Ldv/abmzQnTiWnOLPoNJtfJZnuYZBs5HkpKAemcQMxh+3E2ymcBHhVm0QGPBFhRGCMSo0ZiZBJGXq1s0Jk/IpXCwMj4NZ8KRcUAJsdPz3FnEp4iPPboQ4/c/4unHnrk0fUPPnj/ffc9QHjsmV8RHiAQ1hPWPUK4/1eEZ5954uFfrif8gtB2+VTyzRNJwZPMYAwN8CJReiSgRSFMCuBEwzQKYJBCRApCYmBkBiAyAJGJRTFBJBOLYmJkDszgB3mZSGZuqDB/oajIXdS83Nwy264Dxivg6nX/DUoCXdmrnluYX1j0CyT1+YLaa/YF/YSjb8KmnjDpnd5+u6vHbO2zONR38y39OT9TrdUjn7SozY41BdWAa15jcfc5ZlUmu9rqVJrtPQ6PxuI2zsyrp64a3eM9U1d6pq6px6/q7aZ+69SQy9Zvs+hdjn6Htd9h7bfZBuz2fptl0G7VWW06q83odAy7nEN2x4jbo7dZR9yuIbvD6HQZHHaj3W6w2Ywe14DXrfE4OibGDb7lvtnZjokJhd2udDiULqfa4+6dm5XZbbfmngq788dnh0fp9CodLrXLc+t7lE6v1jkru2HunbRdm18+xuG0y7ohgEAghGIhOLCckhB77mwbBiAYDWJ3iPbx9c44TDEExRAUCcAgCLxXLNSvD3raR5abhpeF/ThMkbJhTLhiDg2VGHCSYqJhSKBDKoeWhNpAhS5QP1SwLfJSRev46c7R1raRllOG5paxU6d0DfXDzc0DdbVDjfW6+lpDY6O+vnG0qVlXV2dsaR6srzM0N+kbm/TNLYONTYa2Nl1T81j7aWNL6+jpM8Nt7cNt7QNNDaMd5/qaGg2nzo62Xoj8eCvxg+/qSSe8TUa04+Zshc5ToJ3N12LiMaTUCBXrMIERLhvCeQrKx269pP9/Yfqj/F60Vgf4kaS33v3BiqfJCCIwhEp0iHAkUKxHJGNLRYNo+Sgs1IOKkYu06s5dJ9zZykD56FzZgL9c5xKprLWa4+9vBrPzQWhuDvNYEesV3xUjYuzyny2Yzs6ypqe5kjOW0uKXYuPhGEaAwoLp1BCJjlIogBQNiJEgOhJERwMirpVZzSvpqxXPlXroSingljs7A6MxMNrdzqkMjMoAlLVP+AlJ6QyUgVuH0DEWFdCoGOeAi/Fh35GXa3c+L9n1djdx43BS1Gzdf1WFP5IV/kj6oedObNooi+DNnDwBi/OQc3uVJ95ID3+ZuOs16oFPc5NejmU+waQ9Q6f8NyX6tQO7d8eyKblZ7ILspLKSUxr1zfmFGyE44ey5HdnZH0dEvLdzxycH9hW3t00E/FYMTASC7Tp9iljMLynmFpeQc3NiKgU7k1gHTvC+SyHtzKVtSD/4Buezx/a9RNj80FNRL3xVufGw+mjsVHycNZlvTqZOsok2UrQ7KtpDjJ4l80ECPsXExLgMwCYhVCpgEwEdJ2kUFk0GJDqg4vOvd8CUuRoclJ4A+DkzJwgvEu65h/Dguvt/88ivH16/7oH19zzx7K8eeJRAeJiw7lHCQ0/fe99DhHvvJTzx+K8I6wk7uD+InBKuNY4Tij+6RA5HaccRMhFjR8MMEmBFoVQqoOEwZWJkJkZko1EcNIoHk2MgGj/Ii53jJ8+kFy6UFlhLmudbpT5p7/LAFfi6GVhsfqvZZT505HB/7wCGgkgiKzY176ptfsy+MDDlkF6ZGHR6eh2uHotdOWm6q2/p6vNdznvtHo3F2WufWetHqUxOxZRdNmGWTZi7J0zScZPshll2c1I1dX3QNXlx3tNnMcmuXT8zMtJnt8mmp89fv9k0Mto5OXV+fKJ72nT++k3ZlOnC9ZvycZP0xoTs5qTs5qTs5rTs5qT0xoT0xoT0xpT0xpR62nLhynXNpFl2c1Lj9ircnv75xYbRi50my+Di8rmJKanV3jE5LbVZL5imFXan3GLvnrZo7e7OSdNtmanN1Wmy4Sd3nHdP2ZQTNuW1qcszCz+ER17QakMARQGCwAE05I/lsrq7OiDYjwEYufOaDyMIBG/FM1MMwTAEDkEABnPX7aSv9jlahnzNI4tlvYgIvyYPo4JRILqIW5oiAgMqNMJlOlg4uFSqBo3DSI3RntdpTKm21HRdr2ibbOi4UXNmvO7ceM3pycazk3Wnp5vPTjecNjd1mBrPmxs7Jxs6TM2d4w3nplo7x5vOT7Z03mg4d7Ox43r92fGm8zfqzk40nr9ef/Z6Y8dEa9fEqc6rjecu1Z2+2Sy9WtnZRsvpoBdbynvAuYk5yeCyaMhfqsMv9f78PtzhCS4bQgQGUH4JSC7hWq6fBeidV/vb2/r4oXB0pdBxK0wlo6D8Ej7OECgawHWsS0WDoP4mJh6Zz1YiAv2F7amudClWdXlZqF8SDUKVBl/t0I2yrn1vfAGWAwga8IHleWxuBsw4gGMUDHUstjUsVFUui4rns/OW01N9/JRQTFyQEQPRaBCJhJAisKjjWGQ4iIoGRCqg4l9v1uqXnA6odED+sYn/Yx76Y9PpP5yvMZQOfmQrE9CYGJOJxjDQODqcSEXjKSj7oJf0yeDRF8q3/1YU+YIw6s+1hw9PZNO9Ra9Itj2Svv+RtONPp+z+i2B32EUO25HOsRexLPXPJh5+nnlsb3netvy037Mpv41hP86gPk+n/iU6/IeUREZpIV9QnCQWnayvq+jsPDtirO7t4VeIvjoatpdNE104MzbjlF+5KDhzpqC1JU4kiExJDk9JPZ6WEZWdE56bdTg7Oark5L6T/G+Toj9POPhX2qfvpm7YKNlBGmCe8OTEWRKOjUTuHzxyeIx09AZp/3RY5ELUUW842U+jQkwmxqUjTCbGpKF0GqBTAIMMqFEYCScpPsdJRcms237UFAZGZmBkJkrlAS4P43JD7OzZk4SXCL/89a/uu59wzwOEXzx374OvrLv3vwnrX7vn/j8THvgL4cE/E9a/RPjFrwkPPER44NF7CU8TTjmby5bKOItxNMA/HCQeg0mRIRoFcCJRehSgUQCNglEYGJWJkTkIkYcQ+RA5LkSL9/OSlhPTZtLy54pFM5Wtc6d7Qr0TYNIKnF4wNw8WbHNWX2B5bORiDJNrszgbms+lZpddcSwor0z2TFgHbJ7TY1evwUBjcWoszrv5mVpv8TO90+dUMWXvsXm7b5oHXPNdN1Zoq7V6esxu9bRNZbL3O2e0JlePxakxT/Q7TVqTqcdk67HYVWar2uFeyw3xoaNui0PrnuuatmldXoXJobG4NTZPn2tGOe0YdC/IJ239zhl8K6p82j7gWVBMmAfdczKb64LF3jOzoHJ4O6esKoe3f3YJ7y8pHa5us1XrmdHYXGqrU2t1qa1Old2lsDtXqqVOt8LhUjpcCrtT4XDJ7U5cJiW3OxUWl2rSPjDtvuie33LoWM/wKLbSuEwAACAASURBVAQAChAMDaGBQBKff66jHQUQ3m26vQEFwQi0kpneCtP5G47oL/ZZGgb8LaPzJdo1mGLCUfyyj5QNo0IjIjAgAj0sHEQrdUjVQEgyuCzpnc49O1/f46yROqq73TUKd43MXSNz1XR56rpcNRfctZ3u2m5XtdRZ1e2qljpruuy1UltNt71Wbq+VuxvVeDjrlc56pb1Wbq9T2Grl3pYee73M0ahyNarn2nTzTUNTBd2OMi04M75UOeyXGP0CPV6+BMJhX54WSEYCBb3B4n5QcRGUX0LKhv+3MAViI5AM3wFTVDCyppTCH4B4ZAWmpUZ/wSCouAwqL4OqK7MnVf7C/mBxv+T/RpnjT2PikaDIAEmG50t6fZLBYINhulx5+J2vgQ8OQb4A4veDwDLwzwDvdfiKARlQBbtOLzVWzQgKPSdOziSmz8UkL3LilugsP4UcIkbBxHA4KgqOJiEkBspgARbz9nIenoGuHbJW8lDaHdBk/8z5nYExWVgsA0k64mV+ORL28cCxby6So3xJFCidGSr7l4L+TAnxqezI507s+FvVrq9ke3cYmb8vj3ws4/gTKYd/n33gi3OHkuYLkpbK9w7nPXeS/HwCc2NhxquRYe+fSPtDHO83DPpvqZS/RkV+yaQn1tVlt7Sk19XR8/OjMzIp2ScSy4VJkrLDfA6/OL9K3lnU3nyYz93LYu7lsoknMo+nJO3l8fbHJhxMTj2clb4thrmJQ/6cHv51HPHrtPCPUnfuaoiKUrKOaqJJFylHRo7vHzoUNUE7dI0cNh6933o4zHuQFCJTYOqx5QgSQmUDDhWhUBEKHaNRAZWEkYloND4UTwdkGkahICTWyp5qxk9gyuYi7DiMnzOXTXiBQFhHuO+X9/z69w/XG6uqrpfXOaoLrudWOEWtCw1l1/Ibblat/wPhvmcIhF8Q7n2K8OAb64qni1IDJ2kwPxJmRKF0GsKmwqwohBmB0KJhChkisREaD6bxQ7T4IC3Jz0pdismYTzo5k1XgKWrwN0th5RBqvAbfcADHDDq/hPl9iG/BPx8MBj12d2t9s6xbGZeYkZxdMr0EGewzvWanasqqMNkGZhdOjV6WTVnu5mfqVU7fRX+KE7bH5r2Vszhh5ZO24RkfnreqTPYes1s5adGYTWrTZJ/NuVJJmLYqbO5Ok03pnu+0ueUur9ThVrjmuqxupXNWanYprV652a2wuLqmbWr77IVxs9ru7Ro3q8ye7ilHt8kps7jVVrd02i61uhWuOZnF2TllVTndcpsDzy61Lq/UZFXZPF2TVrXViXsJyqetaocb56zMasenv1RON74NsMtsVdidUout22qRmqyaaad20nFlZunjbbuMV8dDGEABgmIhLBhM4PE6L5yFkcDdGlAoHAz6t27egtdM8Zs+gIDfPEvecHC8Uh1oHlss6w+VDQaKB0HFZUSIa9GNmHhkpf0iGQUVRkjYi1YOgFojqDEEq/qXqrSBhgGk1RBoGAg09Afr+4P1/YGG/kBDf7B+IFg/4K/vuyX6l+v7/fX9+MNy/eAdsdTQv1jfN1ej9TXoFmoGlqr0gZoRv8QIV40FyoeDklFIMgqLh1HRMCpeGUaCBf2woB8RDCICPc7BO6F5e6BlhrVYGSQVrhRJQ0WD+GAobmYKJJcQgQEqHYTLdHDZECYahkoMoeIhIL4Ilxp9hYPBEt1cthqUj7nTpQ2fc3oPFgHxCCIZATWX5/N7AqIBuG7Y12i4XHiOvfEA8KHBgC8Q8ocADIGQDyzNAKcNTF1GhgcRbaf/bNNiXcVcsXAht2A5IxdO4y8zGYtk4kI0JUBlQjQWTGeGWCyUTYGpVIRCCkZzAJONsWJWF8zRUCoNo+C+omzA4AIWBzA4K/NOt+qo6KuFAgoD318P6CxA5wAGDzA4WGz0ctY7iv3vKnb/sXn7c+UHfisJe739ACNUzAhlfXeV80RB2KPp4U+l7P2TYM8/2zbxlvL+JWU/XXDs0dTjv0k58F7F7nhXUbKv9ktFwtNZ5KeTec8xKc9Hh7+dkvhFccGrLPqfidHvhYd/dPgoMTfvYHwiJTc/Rig+0XxK0CWV3bwi6jrHyD9Jyz2R09JUo1YWnz0dJxIwCvKYxQXHU5MPJSUeSEw6kJh8KDV9d2LCBgbxK07057xjH3B2vp+4LaKTSx3gh2nCN3Zs3tqzfZdx/8HrkftuRGy/vG/n1J7oQFQkFBWBREYjRCJKIqNkCobbiNBIaDQZiyJjUTQsmg5WWvZr6rFbpbh4LZWD0nkoKxbmlPgKCc8Q1v3innseIdz3+3taPU259py8hZzMpcwYV8zJYHahr7DIXVRhkRBeJax79t57Hifc9/I6wl8JCfbUJJBJDrFogE0NMpgwjwZiqBiHDbg8jMvxM/k+TtIiJ3MxLmcxpWg5V7IoqJ6vap1v1cA9l8FlE5ieA7MhEIQBEoIhGIZhGPYv+wCKmadNMpli975D8Vk5g5OWkZkFxcS0zjs76J3vnrZ0T1ik45b/n870f3p+i5LfpZx29NncGpO1z+ZUT1vUFpt80oITTeWa6bZ5ZK7ZC1Z3t2Omy+qROWalFo/aMS+3eFX2OanVrXR6uy0OpdMrNTvUDrfM5FDY3DKbR+aYkVs9SvuM3OpS2j1ys1Npc8ptNqXDIbNa1Q63wmTT2t14x0xptqutTtxLX2a1q10emc2hdLrXdKYrQv0VnalD5XR0TU+pzNYek81o83y49ftLE2YYAD8UQjAYDiwnxvK6Os5BoQCGIShAbs9MMTgY9G/Z8iNMAYoBGPhMM5xtEdclioXaocWy/mDpAJCMwoJhVDQMCwyYeGRtthJIRjGRAREOgAodqBrCqvRwxWCwYgCq0aP1RqhGD9UMwtV6PKAaPVxtgKv1UJUuVD0AVenwCFXrbn2+I4LVOqhGH6gcCFUN+UQDS4IBv0C/VDS4XKwLCowBoTEoMAYFQ1DZECTQwWU6uGwAFvQiwj5EMIjPF/zPYbpirb8KU0xgDBUNrmTiZQa0WA9EY3CJHkiGQflIqEQHyseA+CIqGAHiS4t5fUtFg64sOSgfu0itrfiAcoPdDBXrQiW6lS1S4iGoXA81jHhr+7Vp1en7qGAJQiAYRpEgGoJAKAT8y2DOgzqs6NRV+PIQMiRf7u6Yb6nzCCUzhQUzWSkePt/Djl2KjYcSUkByTIjHXGaSFqkcEENHmHSIRl6OZkFMRpDOxngMlMUAdAagswGbgTK4gM1EV7JRXAnABgz8Fd+6zAR0BmDSUQ4Di2FiXBZgsQGDB5gcNPUd+fE/Nh9gBSWRnuLnBAefzt/3fP7mDZpwxnICK5TzakP0U9mRT6QeeTl3779at/GXs/eOZz0nDHs0Pfzx5EN/Ldi5Q0GPm6/6Vpv8dFr4k7HUZxnUlynkAzXVrI5z23Lz3oqM/OfBsE/CDn8YdnhvfCJXIqno6Rlwe6+GIJ3bkdvefCwteX9cTHJVlXJiwgKABYAbUKDz2uWk6qptNOpmEmUTmbKJTN1EoX3LYXwdQ/6cd+z1iA2v0z7dUXf8UHfUN+3bv5Fv2a7fucO4Z2Pf1k3GH7Zc2RnmPBTlj4yCIyPRKCIaTcKIFFxLi9HogEpFo8hYBK7rXJGjYSvSsR+r0qvPLIzGxeiMACkO4RbO5RCeJqx/gHDPI4R7/0gQ2gQ5S7mJy4kcH4+PxbMCMeyF2OxgQab1ZKWphvAbwr2P3bP+tw8Q/kzInS9mLvEZCC/aR+FjcTwklo3Gc0FiAkhMCMWmQSlZvtTCpawCd4bAXVDlEZ0PntYgaj2svw5u2IFlBvMsY0sIBodC8MLcom/JH/D5kWAARaCFhbkho+HA4SPHaYyBabNifPLs2OWrQVRrd5++dG1oZlFtdq3qSWfXbvS360x/Tn9657nW7u2atPa55qST1j6Ht/vm9IB9VjVlVZsdsglzr9N7YWK6xzvbabJoPHNSu1fqnD1ncihc8+dNToVj5sKkTWWf6zY5lc7ZC9NWjWfuwrRV65npnDT1uOZkJofc7r0wbVfaZ7pNdoXN3T1t0Tg93dMmuc3WZZpWO5ydk1M9Do900owTX2m2SyfNaoe7c9Kkdnm6TBal0y212n9GZ2pV2G0yi1k+be4x2bQ3pz7fvuviuCmIAghDYRRCkWB8DEd2/nzIt4xhGHKHnymemW7ZsgXDMIDPn2IYQIDfOp98kNV3snWx3jhTqIGFelyzCYmMiGQEwnWmpXogHoFL9EBowISDqGgQE+swsQ4r1yPleqRyCKkcQsqHkPIhTLLygJQPYRLj6rN+5Z3leqRcj78Hluh+GlC5DqkYDIn70IqhkGgwJNIjkhGozAiJRhDJGD5xvyrINwKxEYiHEOEAIhxAhTocpj/H0Dthil/hb81My/GB/bEVFyjBCJCM4QP7oPoKJh4BVZdBxWVUNAoLRkDNtaUSHai90nO0tHkD35Z0Hv8RzWerg4KhkNAQFOrQmpGlat1Mk76NU1BMTwHLQQSBQhiEwxQGoSDwLSCzfrA4D+aswDIBrg8Hevv83R2zTS1zVQJXbo4rI9GelLKYFr+YEBdK5Ppj+HAsK8hhBTkxMJcLc2MwLg/jsjEOG+OwAIsDOAyUwQZs3AOFipJpGIWOUliATkXJbMCkIeRVnnIYSBIdzaJCJxhwOhPlswCHhXKjFpKfK9/7jzMMzmzBBsXuN1p3/ebkJ78/+cl7Fd98cuar2EDuhoGEZ4qPPZp6/Om0PW9INhMnYlmB0j827XsiJ+Lx5Ij/ytjzQfWx5PlalrXi5cyw59lH/0SOeJdM2chi70vL+JLBPnAi58NDR/bx40RKtX5h0bC8NBYKdk9OVvT0ROVmHz+RGZ6VGZV98lBiclJVTY2mp81g6LVYzABcDwSqNT3UvIIDcQmfHT726bHwDTTSBjbxn8S9fw777MWwt7dVHtpz7ug37ds2KTb/YNzxbd/mzzUbPuv9etfUgSOew8RQFHXF3Y5Ew0irpWQGC9CpKBEnKR0Q18Ska9noT1UQPMBmQ/R4lFe2VEB4nPDrXz9IeIjwwJ/uK54sKgqVJAaS2X4eJxRPWeKwgwnpSE68Jb3Nf27dy/cTHiKsf/4XhJcIJ+YK40FG9CKNDfNiArwUJJUXTIwNpSQtJZ3wZybZ4vPcJySu4ta52jZ3k8YnM0L9E+DqJDrhBM55MLeELgYQPwoQCEaXl/0IhKIwElxegCF/CPLN++bSszO/2Lale8R4dWlZemNKNmFVWVxnLl+/uBzSWJyrelLT/1Bn+nPn3RMWrd3bedOktXsVU/YB17xiyrrmM909YelzzXVNmbWeGanFpnR6pU6PZm6x2+5SuWYUNrfGMYPPp8pMjh7XXNekVeOYkU7b+1xz+CerLK4Bz4J82t7r9CrN1l6PV2o2ad0ujd3e43SqLLY+14zcYtW63CqLQ2t3q63OHodHbrFrXV65zaFxe+V2p8rl+RmdqRP30FJZbKoJk/Ti1Q07912dti0GIAhDMQyBoWBKQvz5M6ehUCAEB0PYndtJ74QpAAAgAJsNpRxmyVKqZqoHfKIBX1Ev7rkHi4eDIgOQjAZLdEA8AhXrQJkRLRnEhDpUMICUDaCCASAeAhVDmGQIEelQ8e12n7fY1q1eyQ23P+tRsX7tdS1Q0SBU1gfEQ4hoCBENrSbFF3EDPVgwDAsMeAEXD1SoWyMpLuf6z4ED9KcwRYXGFcVCqR4VjEDFQ7hjFlQ25C/V4QugQPklX+EgIhxBJGOgZbxlW1LDhhhLYgfu1+dM7VrO7w2W6GDxMCzULwv7A40j3mZ9Hf1kZWIeCMBByBdAghCAUQBBSCCA+EJYIID4ltDlBTBvhSwOMHXDb7wYGBzwKTpn2+uclWKXJNdZmL9QlDyTnuJLS/An8xfjuHPchGAiY47Jh/l0Hz0G8DmAywFsBsrAJ8rZgEVBSGv5FN6bpiAkDmDSEToLJFCCid9cPvaPzu2vnd79rvzwUTefASUxkaRvLpKfkxx5URj+TfexD1q/4PtzqO70dyu++mf5Z+/WvhthZkZ5S14QH3gk8/jjqYf+T9H2Lcrj3EDBV3raM8XHfp187PmEXa/n7j5mSI6zSt4pPPZ72q7Xj+9/71DYp0ePfXLkKLm4LLGpRT5t1tqdwz7/0PLy4MJCrWEoprpqG5dzNPvkjvi4iLzcQ2lpW2j0rXRGeHrmThbrcHxCdlOzemJ62DN7bTnQcfEyu7D0k7DD7x8++NaBH/5+cMtzW9964cCbn+Rt29Ee9nXb1m+6v92o2ri5f8u3g5sPTh0+aDkSMR9ODRFvLXewVzpydDag01ESTlI6IDMwMvOWq/0dOtzV6jOD6ifFotwT9mTC44SH1xPWPUi47+V7K6cq8p15qd7UDH9GWiArI5iT6s/kWmJLF8Sl10T3vriO8DDh4Zd/SXiFcHKmmLUYzw7GxULx/NkYvismzX8y1p2S6crKnM4oMOeJLYLzs6f7FpXX0LFx5KoVnbCjJjfsXADzAcwfRAMwCqEAQQGGYCiGYb7lRRTyzXgdHq89hAVHroy9/s/3cmuqB8wW9aS1zXD5Wgj0OGa6bkx1j09qV3Sm7lU9qeM/60x/7hz3Pel1zirNTrXZJR234L5T+IZ6rd0rn7b3ODwys03tcCvsTqnDed5skdkccruze9oim7LgOWyPzSudtPbaZ5Rmp9rqlk/b1zLizuvTvXaPbHJaa3N0jo/3uhzSqQmlyaw0WVQmu8Jkk1usMrNFZrbJzDaFyaYw2fBnfIuq1Grvtth+Tmcqt9mkJvOAZ6776s3O4cub9x+2zy8uBiBkpQcFx/G48q7OgH8ZA2gQDd1xzUcDoeBdYLoA5VKSWtn58416T6ESFeshgQ4pN0IiI1w+EirVA8loqEQHhMNIkQ6UGoDQgAoG0ZJBpGwAiI1AYsBEBrhMhwlHgXAU4H1w4Si2+ox3ctb4tYYw/AQTDKHCIUzwYwChASkbAEIDVDoYKtHBZUO+wv5A8SAiHEEFI2t9oTXDkbXtTP9TmN4qHV294OO2rfic6MrKPKERiEaAeMRfpAsKjLB4FC2/uFjYh0hGfCWDBlLl+V1Zg9ESb7bKX6oLlOlB5aVQiQ4TDQeLB4FkNFDUB5Xr56sGF86M5h5gd4mbQQAOQb4gGoIAjAIEhkMwEsD1wBiAQyDkB75lMLcMZhaAwwNsZjB+BR5Tzaq65qR19kaJuyLXWZg9l58xk5W1nJM0n5YOZXGX4uLQRHaIx0K5VIjKAHQKQmIBGhWOZgMaHSWxAM4OBh2lcACThpBZIOGgI/UPLdu+uUh+Vx72W0nYC6Ijr1TtIC8U0kPZXwyRnhNH/q6E+Frxdxs7dnP9yVwo4dD18Lfq3/1M9ikfSmQEc9+VRj+ZF/7r1PAXM3b8o+IH7nLeUUfmi6LDT2eEvZy06/WM779vJ+e5Gz4qPPAP9nd/3PnNX7Ztfmf3zoPpacfyckhlpYlNTQyh5FDWyfC8vGM5ORGFBQfS0/elp23hx+xITvo+Pu77WP43dNo2LmsznbqdQf94z95NR49vOhoRxo3l5BUVnzoTW1D6+f5Dnx498l7Yrtf3bfrLoc9fPPTm50Xffdu069sz2zd0fLNJsWlr7+bw6QjqLJPt55AXiTEYk4vRudjKOBkXo3PBiu3LSmcJn24CNLxawrh9QuxWHS4bULkYnQtRixZOEB4jPPnLBx96+P5f/u4X5ybbq6fKy51lFTNCkb2s3CUS2gtrPOVV4+W7kn6477l1D/5mPeFJwqb4b3NdZbEzaTxvfIwrNsOTnufNSTVnlc5Jqr21pxfPKEJKPay/5B+1A5MTsSyD+UUwGwRLIeBHAIQBCEEgBPkRpgCgAMB+3zyC+kKILwiCkw7r3vBjzMyMhDLhueEr/baZfudCv3tePmnRWO0/pyf9355Lx004l9Vml9Ls7HXOyqetvU7v2i6pHseMfNra4/AozXaV3SW32dQet8JuV1htWpe7x+FSW2z9Lo9y2tbvnFFN2vHP77XPyCbMPTa31uQaci8qJy19TrfKbB2cmZFNT/a5nT12Z4/NrbW6tHa3yu5QO5wqp1PldKodbq3drbGtGOmrnG58y5PC4VI63T/VmcptDpnZNuidV9ycau837I2iLKEgiGEQhmIADfiXkxLjz3ecxtDQXWqmEIYGQsHNW2+HKYqh86FibkYbt9BRqfUWKRGRDpMYQ2WDsHg4JDQAyWhoVbEPBMOg1ABERkwwhJTq0DI93grHRAbcCQUVjGJlo6jg1hi5a2CCEbAC3+E7QzCMlumBaAQRGPDB1lCpHhYYbu3CA/EIkAwDyTAQ302i/5/jTqH+8Bro8R15uPVUsEQHlerhsiFYPLpQ0B8oMywU9IOqS76SwcaNfD2pwpElC4mNWNXF5eIBRDISKNNj4hG4bAgVGn0FfUBo8JX2LlXrvM16zteHrsn02FIARWEIwEE0BCEhDEMAhmAojGEI/t3wwz4UhILwIgSWA2B+Ecx6EJcHzNiAYwJMq309LbPtQkd5nrkg2557wpOXvVRwEspLR7MS4GReKIYOsSghCgOjUSAivjGYBSgMlIRPlOJuexzAoQZT/tJ++C9tkcyAgDiT/3zZnsezd/wm++v3z4VFOFO+1FF/K4p6Jo/4ctauNyu+iwmms2EeLxTDh+O5UBwHTmAgqVuucJ4tO/5o6tFnk3e9JtgZdo39je7oP1oOfnqe+15J2AfFe76S7E66lLehaM9btA0bOMc+izq2M563Ozn+cPaJyNIiUqmAWFxKFYiiCovD8wt3JiZ/x4/bwGR9xWJ9QqF8Sib9K/zoZ6TIz0nhX9OjPos4tOH40c0RkTsptJ0UxnfhxE0Hj+0m0r/Yf+izQ4f+8cPmv+/9+k/7PvzD8Xf/lfXV1w3bvzmz9VvZtu3934ddDYuyRMYjibFIHB/wYjAmF6FzUBoHpXMx+sqU/Y8YpawOMtBvhSmemd46a8sENCZG5mAUDkzLcicTniI8vH7dQw/ef/+vCISnCITHCYT/JhCeJxD+SCD8lkD4LYHwDIHwDIHwGIHwS8KDz9z/0J8erLhcmTtdkjtfkjmTm+7IKnYXiVzCU4H2bkQ5BEZGwOVrYGIaMy+BhSVsdgmbX4TmYBBCAYQBCAPQyl53DEFRGMGrewCaX/ACLBSCloPwsh8Jzgb8eyIi9RNT/KKSMF7i1WVEa/WcuXzzSgA5d/nGz+tM/3fn/c4ZxZR1wDWP56GdN01au7t7wqSxOBVT1pUaq2tGOmnGeSozW86PT6itdvm0WWVxyKZMfQ6vctrWZ3PLx02DjjnFlL3XPiObWKkV9Jjd8puWPqtXNmHW2hzd4xM9TqdselptduA7naSTZpXdgVdRpRaLwuqQT1s1NlfXlFnpcHVOm6VWe5fZKrM5Ok2Wn+pM5TaH0ubscXgGbJ5qqTKKFx8AAAYrNdNQKMCP4cplnQgcAADFsNthGgJgGYI2bd2GAgwDAEVhAFCAYiGvryqtuJKUPteod+ZJQ6JBHKb4TR/vPuGvt4rh1xCGVzBXFnyK8cnLn8bIHbGKtot35R0iMADxRSAeARUXQeUlUD4GKi/BpUa0bBgtG0bLVq75qHAIWYPsncqnu3/yre+8A6a44B+Uj4VK9aDyIiwwwAIDKhr1nNT4Sg2WVClWddl1UpH9j0O94aX2zK5g+XCwfHhZqA+KDHN5WkhkXLFDFY8ECvqhwr5gce+sqGepfTTqX995DRNgEcYQFMLQIBoKwX4UhVe+FQAJYUEMrHwxYDSIgpWHAOZfxJYXgX8GzE1gUwZouBfub3W1VtkqcsfzT5iy0+yZJ5dyUhfSEpcTuf4YDsRjBpgchM0IUdmAQYcpDGRFZ8pEqWzApsPcQ+6EZ8T7Xm+hk20n/9m68ev+6P8WfflqwSfvVmx8u+HzvZfiXxBGPplDfiLl0CvFuw9NcDlwHAeJYSF8FpKx10ShI/GUYM7zokNPnjj+bPKu36VveLtmI80Zx18+wfee/FD8zacl335b/f3xburXBT98wNuyiR/+XSx9K4+Bw5QsFpBKBfy6hrRTZ0+ekya3nk1oORNTf4pb38qoqmXW1ITlZn+XxN8Wz9mWwNzIiviGFf01PWozjfQdlbqHzdkaQdx2PPrbsPBPduz97GDYO7u2/X3PV68f+ey/j7/xWdHmrad+2C7ftWNw76EbR4+bw2lzNB4SGwviOIDNBgwuhgf9Fj8tMh0lrTqY0NdgSgNMHKa363BXaiYcwOBidC5g5SyfIDxNeOzRhx5Yf89DD68jPEB44Ol77v014YFn16247j9GuP9JwqO/e3j94/cR7ic8/OwvKnsr+5CBcmt1mUNUtVR3BjvX7m9XIqpBTGeEx66h4ybgmAw5Z8CSD/hhEAogvhAWhACMABTGAggaQLEQADAe+P88KICCkA8DIQAgCAmFADoXgnccDR+4MdllvHg8LiWztqXP5r7sh89dHh9bgu6mJ53WWJw/pzP9uXPVpH3APrvSm5q09rnmuiataodbZbb2212yCfOAa1Y6bhlwzeNKAJXJifO3z+FVmBx9rhn5tL3XPqOecgw65n7c5eeak05atXav0uTuc8yrTO5e+4za7Oh1evHevcbi7rXPKKdt/e5Zqcnc6/HKrRa1w6mxuXqdXpnZ1uuZxXeTdFtscrvz53SmSrtHaXUrzc4h11zZ6Q5KfJJ/FaYoQHy+pYT42M7O8/jg6J0wDQCwCEObtm6BAYYBFMFgAFCAoKFZf1VmqSAiceHU8GyZZjFfhUmMkECHp2l44JM/K85JKzKpS0B88VbHz7sx9DaS4p+D+4Ti2AWii6txK+wuruynE43hEgKobAgTDd+SzOJY/3/kvXd03Fl230kfe+091q4tS2tbwVpblvdIXkuW12OrZ6RJmtzTgZ2nu6ebnTObRM6ZYM4gEasKkbGbOYEAKicAhZyYECr9QuVcv/jeipoDuQAAIABJREFUu/vHK4Bg6qAZj+3j33mnGvyxWOgKv0/dd+/3fu99StK5rwtTqlS9G5lqp0j3LO6aoR0BSvu41OpSO6Zw13ziyAicXrlRcbbvp2UL5Z8F9+vh+DycvAknbqQ7clP8kkccuVemew61jWcPWuL79enOYfHKQv73Xo5MuCFLVBmpGMlEQUSVVQkhBAAKqDJRMCBE1NwtxqqqYoxVrGRVOY2zKUhziPeBdwnu3IIFp2C9Gr/Szfb2Jnvb422H44cbA9t3pHfUZRvqsnXVmapKsbJMKCsRS0qkonJcUoILy6C4FJeVoPqfTmz+fe37/6bjk789+9aPLm2skPYUpRq/dfInj3X/7f937Nufcrv/Xc8Hv3v4k9/e/vHv7Hz9P51+rVw8WizvK1T3PTH9wUuLW4pQ3ZZM/b89/uJ/PPXJnze/+q3Olx/r+fEHNz+qTle+Mf3aU2efzBvJPxg42hLSPa/b9M3ix5+ofO+ZiryXakp+2VD71t7dHx89UtLZXXP8sz3n+/dfGTp03XxgwHxw0NZksB+bmW9z2hsunP1U2/Le0X1vHd7++t66lxrLX9tZ82xF0SvVla+WVbzwacFPN73/vWdf//Erb/747Te/+dpz39j0xJ9t+vYfv/uX32/62bMXXnpm6Pk35t96z/tBXiyPZpPLSHkhyi9E+WVQXAbFJZjCMa8I8grJ1kKylSrDcn1fUFQMJcVQVpzj6b1bfiikMC3BheVQ3pjYtuGPNvzDf75hw29t2PB/bvj7v7Ph7/32hg3/x4YN/3jDP/69f7Thtzb8g3/y9//eb2343/7Z39/wDzf8g3/691779NWB5YFjN453L/adiZy/nL1+NdXvRCPTMLMIixzwYYiGcTIFKAuIlkEw5BYiKiIyAimXFyIIY1VVZVWVZVXCoACoChJTmaRESBrDk6++fsk+MsUET5odb1bVNV28NpeRT7tmphLiI/Sk7KN0po8672QiVk+AqlCtbFjvZk1MaMjLWBnO6mXsbMjoZujfOvxRqyfkZCI2b3CYjea0Vh7O7A8a3dx6NauNixi9vI2LmHwBiz9i8oas/ojZG6B9qxYmRPOzZm/AygYNHsbK8nqf38JwJh9jZYNmP2/hQ3pfTsmvZ/lBP/sonaklENV7eYuPH+VCbWcvbK6sEQBkwAQAA5LEbG1N1dDQwMNhKgDKYGXjC8/QAgiBnDSKZNDnzb17Xi+KfD4m945LLQ613UW0E3iduec9DZqPatP8Nay5uw/7Fbbqf7ffck+AvBal6qZV3ZTaNa10TuGuGeicEZtHMk0OrJlMHR2BvhvTRSfbvv2p+d1m6JuH03dwz6zQMSbrJnHPLPTNw7EF6JunA/voPL7YPkOm1Z7odGYuzuZ995XsjQDIIGSyiqIgghWkirJEADABAkDgIQd9c5TVdGoK4jGIhIB3K4u31RszaGoMjxgV/VX16ufimWNS35HkkT2R3dvYhsZQ4w5hz3ZlV4O8vTJbVaNWV6LKcrW0TKkqkhsfH8v/fe3Hf9i8+U+PPv+9Cy8Uqw1blNIPgwXf0//khflflkh7n5iq+hetm/7Jzg//6fZPfnvn6//xdMHjrt3ftRX925M/35rZXSZve3rq5Y8SFWXivse6fvId3Y8e6/7Wt07+lzcWXi2PF+1IbduX2rcv3nQw3Pak5pVvFP/4mboPf7mt7OXK0tdqqt/ZvWdLS1txR3dtz2e7Prt86JL+0FVj03XLkQH7Ub29b2pS5xreeeV88bHOzZrmD1sPbtrb+MqO2udqy16srXyhovKl4opnPil6+t38n77+yY9ee//7b77+rTee++v3nv1/fvnY//3On/+w9cm3be9umty0NbSlMLW1TCmqhvIKUlqOS8pIaSkUU5dSmv2kkWYpFBdD0RZ161aURwX8dPpWGVSVQVUBKS2EknxSVAwlhbhg1aWwiI6xKiLFO9RdG/58w4Z/t2HDv96w4Y83bPiDDRv+9YYNv79hw7/csOH/2rDhn2zY8Fsb/tEf/e8bfmvDhn++4crwxcHZ69dvD17zDA5LY040NkqmJ8jMPLm1hFdYzEZJJI1TAhYkghSCMZDVA9EFgNetux8TDEhBMsaqpIiyqghIicry8++8c0pvGPWyk6FYfWfva5U1BrfXwQRNK36a07QxYScfM3tDdI6eK5z61fWnRi/VnLJUM/Bl94+YPLyNia6dt7L33T9o9Ue+8HGCRo/PxgVMHtbKBvVu1uwP6n2skeGpqt/ABYx8UM/yQwx31xB61c/UwAWGvIydC4ww7L7unuq9+0QABQgBoDnT+roao1G/7pW/D6aK8OxLz0lYJKBiQIQQrBIlrTguGupe2hI+MyZ2u1JNZqKdgM6pL4fpQ9uKfmMw/dII9GvCFI7dwD2zSueUrJmQWl1C84jc6sLaKdQ5PfyJtvmxj2YKj5PeudABU7bdlWoZThx1ZNpGlc4p6JuHvnncMyt1jGdbRxEdHqWbSLZYY1p78MTwlu++LNwOgwzpZApjjBAiAIIkqgAIPwDRdTBFBCugykSSQMxCJgPJNIklIRoCngX/MizehIUJGHeC0wTm8+K54/Heroi2JdTcmtEcyhzdmzm4LdZYm6ipTFTWZKvL01UVwo6fDW/5Vx2f/IuDm/9g90t/3vVcXrZhs1KUJ5cWKFWFSv2nQuMW4dBfm7b8072v/PaOd39n+7u/s+ONf9X05p9oX9m0WFch7X9xetOmpbeKcWmRUPA3p7/57NBTn955ryZVWpUtKk/lN2RrtiW27Yjt3ckfeuHkW9+seuJn1e88V5X3Wl3VK9XVr2/fvmn7ntpjZ7afvHDw4uChS0NHByyH+o3Neluz3tIzNtpqMTSe+2yrtjVP1/Zxa9PbB/e8sqP+pW1Vz1WVPVdWvjGv+IX88o0fFz/1bsGP3vjwpx+8+19efeo/vvLjP/7FN/74/b/4qeaprXP5ef4tRcn8ImlrBSqqhJJKKCklRSWouAyKaR2pdPW2mBTkfGChqBiKSqC4DErKoKwUyktIRREuLyCleaQoH5cU4qJioP7NpWWktEwpKleLi9WSqnR1a6JFy7S1uptblo50+zTtC80nV46dXjzRz167snz5+uLgKdfp/htX9HeuTwbGPMryWHBiOr1wG9xz6M4CWbkDHg9hgiScgZRIBAwKIQghRGWL6w60Fhk95HMCSJQFABBlSVJkGXBYzL6xdcspg9HFsHaP37Dkfru+sULbuYzgwtS80c2ZPLyTjzn5mJNPDNzxu8Kp/lvur6szfdj5qMnDfuX7U31rTvfqCMQGl++7f2Rwkflaule9m7UGwgY/p2c4PcPRyHSI4QZ9jIm/389Uz/LXPZ5hLuBi/BUHDh7U6ZKyqq6mQEUxW1NdaTYbEVIeAlOJIAFJTz33tJrzQcEAQBDIGcU/s5z/+FuR85Oxdmum1a5qxqBn5ktg+giDu/8x1gOpgwdg+hDvKN00tX1CndPQMwfHbsDx29Cz4N129eTjlYu1l+DE7WSzE44tRA6Y4diNXE551SwKdU6ruilFOym3jEPPPNKOq72TXIth/sjl6mc/FlZiJKtks1lFUQCA1mFXq7FfdODV4FQCSUGiggURMllIR3A4CjE/9vnAd0u9cwNuTquTLmXElNT3p/tPxU/3po+1RlqbIk27g7v2Rndtj2zbld5dn9yex+7/Nx2f/MuDhb+7/d0/OvTKa7crC8W6PKkiT6n7JL3zZzMfbJZ3FCgHvqv/5Pf2bfy9nS/8QePz/27fxievfPTGyOYXLC8/duavy7OV5ajiveDbBcnNVUpxjVJUqxZXCHn1Snldumpndvu2yM6d/IFffPbud3e88OO6d59rLHuqqujpqvKXdzR+2NxW1nOy4fSF7WcuH+rXH+zvb7WYWi2mzmFbl9Ohs9t2nT9X2tX5YdOB95r2v7Kj/pUdta80Vr5QXfx4wZanigqf2pr/YkHZUx/mP/7eRz94c9P33nnlL175wZ+8+o3ff+vf/uL8L0uXS4v4vAq5pAQXVkIJ3ddTt5ecgRYUF6OCCigtRvnlUEznDqytUiimsWohLsrD+VtRQR7O3yrnFZHiPCmvFJcUKcVlcllRPK9aKi/LllalK3cmdu4J7ar31u1hdzUHD+tCbV285nigb//YvlPuEwPhQXvcMiOND4esd6Qbi9lbfsywEFpR2SWZZSDGQzwK6QwICsgAmPbRYBURhAmhIRIQAAwE0//CQz4tNDIlhEiKLKuKiNWYIuXX1zWdPLUQT5wZGXMT6DZZN9U19Jgddn/AsOK3+gO0Cn/9tmc0lLT6Q3T//rV0pl98nmpFv/r5X/33Diz57Hy0f8lnYkIGarP/RTrTkCkQMgcCI3xwMsDnNW7vOX9eBFBXX+p0OtnQUKfXDwJgQstL62EqA07L2Wdfek5Qs9QHhRCiSCpSILocyH/iTd9JR6p3NNvhUDsnoHv6fzWYQtds6qgze3RY0U7irhk4dkPRTnsarp36eZV321U4dsu/fSDdOhI6YFK0k7mOBu2k2D6WbR3Nto4KbS6pY1ztmMAd06nDduhbkHrGQ1qboa7r8Ef1mBOwqKbTaUKIKIoEQFJkep18UWgKQCC32VexgpCiqlRHJcmgpEhKgGyUxGIQC0IoCEE/9rjJ0ljGZZdtl5OXzqUvnEycPC2c6kxo2+Mte9gde0K7qtlD/7lnyx/s3/I7jZ/87s63/6TjpfzYkfzsoQK56THDppeWS4vRjlJ1W4V4+Enrx/+5+xff7Hr5253PfqfrZ3/T891vHnvsQ/cnNai+nNSUkJISyC8hW6qhuAoK66G0RinZgxu3C427M/t2hg6+ePad/1D2g7+peeNvazY/Xl/0/bKtz+xsePvokeLek2V9pxvOXdx29syeKxd2Xjp9aOjSkaHLp1yjOr1x12dnth45kt/W/P7Bva/v3PZcdcmLNWVPl27dWFbw8/wtz5eWPvHplic+3PzDN97+4Tubvrnp2T976du/9/yf/kXZf906mt8QqavJVFTicorF1QEE60hKCiugtBgVVEJZMcqvgJJyXFhO8iuhkCqlSqCwEBcUoPx8Na8Q5ecrW0tQMR0LWpItqpIrqzLl2zI125I1e9TtNfHqXem9tWz97uievcHdmmRbT0J3Rjh9OnJyQBgcTA46peHhlOOGOn1LmuPBH4JABGJhSEZBCIOQADUDKEtUGSNFUVQZIVFFokoUlcIUA1GB0Mv7C2BKU+2SJKkYIYJTkpABsqutta65ZTIQtK547X52NBDe/fnZT/YcvDx708lHzF7OyccsvqDFF9QvM04+1n/L/XV1pl98nuY9v/r5X/335nqxwkmDLzDkZ6nO9LrXr2c4GpPepzM1BUJXl5dHAyGH2/NOackFozGpyKKqkFVJflVVhdVqVlX5IZGpjJGIpKc2PkmLxQRUjLEsKgSBGMq8/8NfMGdGI50OODmj6MZJ5+QjYfobhyMtZP3aHvARYaminYS+eeidz7SMZFpGoHMmecg2m39sMq8XTt5OHrJh7VTyiEPRTqK10n/nDHTP5VbXLFk1SckccWZaRvCJmXCP82zBIW35QYiqRMYqRtLqkZOmPRhn3JsXWw1MEMYqQRgptBChSiCpoKRxRgI5RTIZyKQhmSDREA4yxLsgz82gSafksGHbkDhwTbx8Knb8RKKnLXC4NdZVcqP93zd98M+3ffzbjZ/+7o73/vDI+//pfNmfnnrvP116rUw4UpHZ+fqNd2rk7TXS7vdu5X//3BPf6vn+N3u/86Rx4xa+sEKpLyP1pVBbApVFpLAI8sqhsBIKy+W8bVDVqFbvwTsaMzt2xg/9sn/zn1X+8L/WvvrzQyU/2VH8xN7qZ/Zvf79TU/bZ6drz5xsunNs3cG3XtTNNxotHDBe1loGuIWPvgGnvsc8r27Sf7jvwycH9b+zY9sauxucrSl+oLHuyOH9jWdGPN3/0s80f/+1bb37/zde/9cYL3/n4xT/b9O0/3PTv/7L+se3MjsZE3R7YUUFynbU00VmcsyUtKiEltNe2EsqKUUEVlJahwkpcXKnmVeGt1SSvkhRUkKJSUkRVEBWoqBqVVsmlDbimOl22XardlqramWzYm9q9L7l7b6xxT2T7vvDhQ5HW9lh7T6LrgnxBD3qTanLB6AzM3IRbC9JNL3j92OcR3GESikMsLMWSSEgociiTzWIQEcgKUWWiygRLSJFURZIfClMqZ3zE3gVhQJIkqFghAClJyALpvXTxlS1bbyZTi6LSf+P2QkacTKR+UVJZo+sduOO2syEa0w0u+ug85+FA/O+mPzUts3bfV7q/0cs6Ar8Gfeujzg8s+RyB2LVFr4kJUcsoPcub12lL13SmVHlqDUetoZBpxTPBB94rL9O7XAKQ1Ww1opHp0NAAAMa5nf46mCoEp6XMs88/QyfrUVOpbDpDEJC0uvXpt2a01xMnxtCxSdw9pWrG/leDKZy4lTrqTDcPUzFWZK9x5IOOru/mE9203DaGtVNC8wj0LqSbh8WW0Rw61wkV8F1zqTmim04ecaQ7R+SLNw69UnLx0HEUkQEB7VeJx+MIIUmSvhSmq7u8XAmCIIwQwoAkLCPAgppVQM6irAKKTCQJiwLOiiDEcSQKEYZ4veBZgtt34OY8zMzAuFUZMqrXzqTOnEhdKR7r+JOGd/+o7pM/rN/8e3Uf/NHuD77Ru7XA07ot0fyc/tVP72ytzdRXZ2rqUnX1yfr6WH11tLYqXVsuVpXKtaW4rgRXF+HyApRfgLcUqJ/mSR+XKnklwpZtpLZOqm4UttdFdtb5Dz12+Nn/UP3UX1b+4if78p48VP7MkYZnDmz7pFdXeKyn7tzndWdP7Ll+bs+100cN59uGrnxmG+m+Ztl3/Ezx4ebSlrbNhw68s2fnK3XVz5WXPVeei0+fLNn8/Q/f+O47v/yrN579q3c2/qtnv/F7v/h//33xY28PfXQwe7g6VlGRLSlBxQVQmE8KCqCwYNVFm8K0CJWUQVmRUlgFpWVKQRUpq0JFVUpBNcqvwQU1uKAaF1epJRVyWYVYXp0tr0mVbsvUNMSr9qa27440HIztORja2xw+ut+/b8/KjibmYE/sxAXpWr/S35+9ZkPDo3hiGs8uw4oXvAxhGcSFIZqEVBpSKZJIoaQMsoAkFUDGICiYkhRTpROGnAD8gW0+zZt+AUxVrGCsyqqECFaAJFXFPD31yqdbJvjACBNwsgH94srg0sr1m0ub9x7qv7V8ZeHOfBYZ3Zx+mbmysESj1L+b/nSUj5uWv9L9qQr1V9e3Puq8MxjXu1lHKLE+Mu33+PQsP3CvztTABQZ8jJEP6hlm4Nai0+N98aMPZ9zupCLTnCkhSBSzVVUVFovp4ZEpIliUBRqZElAAVIRQJpPBGIMM294vu9bYFTk2KveOS9oxpB3/GtX8/+G2+V+I43sZurakllG62Vfbx5cqz114rtHwxmGpYxy6ZtfEtmrHBHTNii2j9AfayL/eOhq6ZnHHNNJMpltHsr3jsVPju17KN/f1q1EFq4QAIILT2YyiKAghrCK6l3/4RUKAKoIBMMYqyYlS70YrCLACqgpIBUS1bgqoIpZFkGUQJMimIRGHGIe9HHjd+PYiLMwi1yQedko2kzzaNPf5D3a9/61tH/5V/Tvf3fXO8115b53d+nzfqy+ceflA9OCO+J5tie0N8cb65LaaWF1ltKYyUV2WqqwUq6uU6nJUUYpLitS8AvXTT6WPtsibtwqflCkF5VJxtVxdkaysjNTVBfe8ZtjyN4df+KvGF36w5+2NzflvHNv54cmmgs+6qs+d2nbpzP7By3uvnT04cP7wtXOt/ZdOOcaOmccOfH65QtO9tenox4cPvb6j4dXGurf27nx1e82TJZt/kvf29z7+xfc/ffn7n778/YJf/P5zf/mv3/rGtxp+/m7/1lr39iZ8pE6oKRUKC3FRHhRsJfn5UFgAhYVQVACF+WpeASosQkUFSkEpLilRCitxaaVSXINKa9XSBrWsARXXq8X1UllttrI2WVcb31YfadgRbdwd3nU4frg5fFQb03aFu/vCvWfin13MXDybOHsxecWujLjU8XFxdIHM3iZLS9jjBy4IYR6FA1I4DVkBxCzKqiALagaBhKn8niBCaAgEGANevVRzby5G9EuXIpSQL4EpIqqkiAAgypKKkQIkLktzft/PXnt9jOVsbr/Z7bs0c2M4EJ2IJDsN1urO4w4uavYGxqMZiy9I5zuZvV9bZ/qrn9ff8dl9v7bHN7gDdi4+6GZpztTA8kMM9wU6Uz3L2yMR/eKKZXHpxY8+9sYT63OmmUyqvr7WYBiiV9/DYbrx2adVLBFaNyRqMp1CBIMKfbvam9+tT34+ldA4RI0Lur5CNV/7a5dGfTkTf3WYrs+Z3hNdaibF5hG1dWwu/5j2b7YM/HK/rJmA4zfltrEcN3vmQTcttoyijgnomZdaRhU6D1U3DbppOn5Kah3PHh0V2lzpVqd0fCpwfKTyifdWbDeEiKgoiL5V6WwmpyRVkSorj75IMN3gA2ACCgYFEVXFigpExkjFSFYVCcsikhDBKkYEQMVIxkgBlQDGoCBQBZJWIC1AIg3RCLAB8Pph0Qu3luHmTbh9fmVwc1fdO+3lbzVvffPo+68feeOtzrePLDa1h9ubQkcPRA/vjx3ck9i/PbqnPryjNtRQF62rT9U1ZGvqpKoKsbRMLCoWCwuk/Hwxr1guKJeKa9TqarGmMlVTEa5tiO3eHjz8xkD+j5pf/cHBX/71tpeeaSt4sbUy/0xH5cVjO66f3W+42GS+2my62mHq15qG+hzDGqN11+fnizo0+Zp2Ws3/5Z6G5xrLn64veKb20+frPnlu2/s/q3ztb/I3/sUH3/uzzd/52ZFXqyb26KRTBzMtpUx5baa2XCotVIvzcGEhLirEJSWotASVF8oleUJhkVhcLJSWi+UVYnm1VFkrVtaLVdvEqp1K/S6lbrdcvVus2Zmq2xlp3BnYu5Pd3xRpbo2062I9x2MnzyQvXEleG0wbTWnrOJmYxFM34PY83PID5wd/ELgAcDwEI5BIQDoNQlxNiiAroMqqRLfha0p7FYlrmw9KVUIIxlhBqqgqgiLLXxOmNDIlhMiqohCsAKSQuhwOP/76JofbM8Lw5mUv3dq7gjG7P/D2tl1TiSwdQUo3y5fm7lh8j/Qz/W933u4LWdxfdH+j92s8vpUNm/1BKxs2+oO0mp/rzQ8EB1jOFAjRPOmaznTIzxoZ1s4FLoxPPff+ByFJzhKMVjeCgpCpqakymQw0jnkQpqogZZ955mmy2o5GI51MViQiGHuvlz/xYfbiDeX4lKIbv2+I/L3bfOoMkuuCJ5oZ0MyBZi535oHueKydwdqZh3TNryrw71v3d9nr5qBzHrrmsXaKOpne20A1RzSzdOXqTrp50M2Dbi7XhErTml3zaseU2jENXfNi+1imZYT24GPtFHTPpZschHZbdc2OfaTt+X7h8Ec60j0PvfNK+2r7f8f9t6CZIB3juH113ol2FndMK60TiSanrJtMtjmFvglvp6nsZ29GZnwoi5NZQQCkgCpIWVkWqdiF6vYfWlgghKxptldl2yoiqoRliSgKqOuXuu4O9y4ZgYAgI0MyA7EkhGPARYANAONVV5bR8lRiTmvq2n/p0O5Le45N9diyZr2k71f6ryhXLioXP5PO9AmnOlPH2hNdTaGjhyMHD8R37Utt35Vq3JFpbMw0NoiN5dnKCqGiMltVnaquS9U1ZnbszOzdkzm4M75vb+LoLr65bHbPO/2Vz/dt2ajNe6mz/LXOhveP7S8611Z1ubvucu+Oq8cPDpxvNlzV2I1Nhms7Ln5W0qf9sOPgmy27Xz+y49UjjU9s//Txxvd/XPXGD8tf+eu8J//i/e98I+9HG5veKBjatn2hRZf+rAd/dlhoqwtvq45W12Sry8SSMrmsSqmqVWu3KY31UmNlpr4yWVuVrK1N1jUk6rYnGxoT9TuT23Yntu1NNu5NNh5Ibj+U2H40sVebbu7L9p2RL59XBi7Lg/3ykEGx2ORhlzo5jW8s4MXbaMUDjB94FkJBiEYhmYKsAIIEUgrSachkQBBAkkFWQcGAMMZ0XNDa3mKVpComMgIJEXl15d4yfG+SdE0e9SiY0msZA8EEFIAswWlM4pg88+57V8Ynl7Kyiw/nOtm9gbFI+uDFy5sPHFoBODM57eQjF2dvjgQTrnCK6k+t/tBkXOi/tezgwjYmPBJMPEpnqnf7jV52aIWh+lAHF7b7A8NcOMfBJW6Up875casnZGcjQys+GxeinVEDd7wOLmpa5ofZqNHN2ZigftEzGogOLnqGA1Gzm6Eez2YuOLDkcwbjA4uMM5A0ugM2Jmr08nY+PLjsHQ7F6K3Jw9rZkMXHW9mg0cua2NUeJz5o5IODXHCQC+rZoIELGdmQiQub2VzydMjrGw6GdQP6je+8mwLIYAUBVpAsq4KkiLX1NdevXwe4Rwm+6hoFKCtmnnvuGYQUQpCqyoQgRLCoIiWLVhx3Pv7Oq+LlW+lul6Ibpy5KD4epZiIH0zXercH0Xq+TrwfTNRDTRs91MS/RzRHdrKqbUjsnVN2XwTTH0znomkXacaV9HGkmsXYGaaaJbg66F6BvQWwfo26tOcfr1TX2se6zx6tm8vqg7ybumgvvMQjNI+tNWO4xZNFO5mCqmaJfKqR9RmmdULST6daRVPtwuMM213Sp4AevIiajpNWkKGYByaBmFUFWshSgCJFHwxSt74FZw6VMFHkVoOthih+1iIyJrBJRIhmBJNMkloJYAiIpiCUhGoVQCHgeWAY8Hlhegjs3YH4O5mZgdgwmHDBixvZB1XJdMZxLXziT+exUurs31a6JtzbHjh6KHt0XPbQrtrcxumtndHdjYMfO8O4d/K69oQN7gvu3+Xbs5PbtD7c2RXoP8X27bneWDzfnDewrun5nwQlqAAAgAElEQVSkfLCjxtBdN9RVd71rW3/P3sFTh0znWxxX9+vP1Jzr/rT78Kbmhuf3lT+9s+SJHXlP7fnkh3Wb/rbiFz+tffnVIx9uav9o6/nK7a7DFxRDb/J8c6D7YKDtULz5YPrw3uTebfGG2mRtbbJ2Z3b7zsTO/emDe2L79sWbdkcO7g7s28PvOxRqOsgfaokcaQ43tUdbOyKtfWntsZT2VLLrTLrvinBeLxtsqmuUzE7Bwhzcvg3uFfD5IRiAWARScchGSCJG0kmSSZMcNxVQVVBEImRBkECSiYSITHXcsDp7bU0xugZTBBICYW3vjyl8AX1NmOK1qEgFogAIQLIYUhjeKy3vvn59Pha3uL02lnfyEVq4t/jZP338532O4VsKGlp2X7+9Mp9FhhXW4gtenl908rGBO17aYDoSTOiXmUfqRtngkJdxBuMDS77hQHRw0eNkA0Y3Y/YGDB7O4gvn+Ovlrf6IxRc0elm92+sIRPTLPgcXHVryO5mY3Rey+HjDit/JhlaDZT8lo5HhBz1+GxcZXPY7+YRhhbczcYsvbPIFKJcHl72OQGRoxWdnQ2YvZ/UHBpY8Ni405GX0PtbIBVY3+4EBH6dng9QXdcjHm5iQkeHNXNDIsGOh6M6+Ex9WVccxzhKVymYkJatipaqmcmBoEGP8EJjKRMkqwlMbn8ZAVJyznMEEVAAlizLLyYKfvsMdH071jsrasS8S7eccSWZyYal2lhLtfjLejUyn8OpUpUemCNajc+1unatufh3TWDtDRZ1YO7Nus78G03vwTffy0DsvaybEllGlfZzoZjHNEnTO0WiUuplA7zwcu0ErSEOv7r/0bOOtijOkezZ5yBbcNYQ0k9Az/xArlrXZpWsOfvSZtk/JLePQOSN1jGfahjN946O7Pqve+BHEiJSUU5JEYSqooqIK98L04RHHfTyla31AKoMqr/78MJLmVDWIYERySVUJJAkkCUSRCCJkMiSdJokkjsdxJEGiYRJiMe8jrIf4FsnKTbQ4h29PKzcmlLlJdXpMHR1WLFZpcCh7/Wr6yvnEhc/i53rDJ3qix3VcV2eou4Vp7whoW9mOdl7THtIc4VoO+luOcJ2a2GfayNlWz6lDN3o1K5c0K1c77lxtmT/fNHnm6MTZjpkrPTcGjzo/P2w5vaO/p+Jca96JfR/3bv+we/sHXQ0vHc5/v7cm/3TjtsGmtum+y9Ghc9Frp0Jn21a6ji51HLzTvH+l6ZD/yNHg0eZoy9Fky/7IgcOxI02hI5qYVhPS9Mb6uiPHjsdOf566cD5z9Xzy8jVh4Grqml42DIlDJtk4otpGFduYYhtXHbNo8ia+sYjcy5h1A++DAAehIMRikEpANgNSFpQskUUsS0SRiaKAjEEmIBOQFSzIhJJ07b3IVTMe1sWkYpAfwOiDML2bCvgimIJCv25lwAoQEUEaQ/XBw/uPHx/2+gyLy1YvMxVLX5m942QiRo/v5OjYd994d2jJe/XG4kQsa1hhXeHMwB0vnTxqY8J2NkL30Wvao4foPT2clQ0PLnvtfJhy0OhmbEzQxIRsgZjRyztCiSEP5wjHzP6gjQsZPD47HxxY8oxGEv13VoYDUVpBMnlYOx8cXFoZDUcHFpeHQxG922vjAnqf3xoIDi56RkPxodteVyBhWubtbMzsD1L/FFc0ObjsdUWTVCdg9LKjkYTe7bcGwhY+ZOFDZi5oCYYNXMgUiBiYoC0QM/qDtkDMwoSsgbCZC9q4wDDLF+07sFfXlQbIEiwTRcWKihVRFuoaaq9cu0rlNPfDVAE1Jaafe+F5BakYiKwqmIBCQAWQ0grh5aoXtsw3X4l02VDPhNruehRM10+TX+XpHGhn7weNdgq006Cdxprx9VanX0ms2jlz1/9UM47ap9SOKVU3o+pm7sJUM7cK05l71qr9Ss7xvn0cOudys5tW7VCzR4fVjglZM0G6Z+OHbUuV5/pf2j2xuSt7dBj6FpJHHImDVlpuyjQ51vxQ7l/0pbgPpq0uqWNc7BwPNJlCXU7n3tMlG9+FOFEFnJZlClMRSauJM3i4PupemN6HVMpEeru21l3AD8CUAB2qQP+oQi57IKuSrAqyKohIkLAoIkFEgoCFLAhpEBKQjkEiBPEgxHgI8xCKQCQEfAA8flhyw9Ii3L4NtxbIjQW4OY1nZ2B+VHJNwKRdGh4hLid2DhOHWbVcF41XBeM10XItY7mesvbHrf0x52Bs5FrIeYmxnHObznusV7lRQ3jKFJoycpODPtdV9/ClFdulFdtlt/Oqd8QUnTHHZiyxqX6/1RhyDoXMg2HjBeayPmUcTOj7E0NXE9evpa/3Z65fl4b65YEBYhhERguxGUWzC8ZGlNFpmJnGszdh+SYsL4PvNqx4gVkBtx9YPzBB4MPAh4ANAhMEPgThKCTjkIlBJgHZFAgZELNEFkC52+i5qrLAoJBVmOLVrfoDWLyvEzS3VjF6H0nRve3FD9eWPghTAniNpzImWQytJ09+Wt8wGwoZ7yyaVzzj4ZhpxW/2clcW7kynMvvOXnq9ZlunyWn1h6z+yPXbPgcXpRop2ml6YeaWg4vS6PJRfqYWJuQIRAwehlbYTR52aMWn97FDflbv5ekPaz8bGdbgZ0wsZ/BzJjZg8HMWJmBhAvQ87a83sRy9j5FhDSxr8DNWf8DszbnzWf0Rsz9o9LIGD2PycQYPY/BzQ17G5OOMXtbCBK4tuc1ckEamgx6/mQsOevxDPn7Awxr9wevLfgsTGlphzP6gwcM5g1GjxzceCL/0yZaB0dGEomYwkgjCQGRVQkQtrywb1A8pSH1IZCoRJCDliY3PqAAyJirkSCpjglVQ2Myhj+svlx5Rz82K2hFaWrkfptr18eO64jh10tONg9Z1d+nGQOsC7dgaFu+6jq6OsSPaCdDcs0jHJGhmQDtNtBNY40Jal6oZVTsmZM2Uqpuli+jm1jmkzJG1NOt6a2rNpNI+qXZM0WgUOueU9nG5bYzatUitruSRYehZ8DVeO/NEzemfVaYO26n9M9ZO0XQqNR6Ertk1b1ZY59N6N2VM7VdoDap9Qmp1keML6d6JcPcwmLwFP9o0oD0HAmACaaRmAUlEkbCMsJQTPz1as5+LZe5F6hpYH4xYc5fiOvLm7n9v73/uPGAMiNAJNvf/TJmLFEAyYBEUERQZVBkkBUQFshKkJRAkEETICpDNQDoN6RQkM5COQTQNqQTEk5CKA+0miPsh7IOwD0IchEMQXVs8RDiIcBAJQjwCmRhk4iBGIBOERBASAUhEIBuBLA/xEKR4EolBglH5MER5CAUhEoZIAIIsCXAQDkA4BNEgRHgIsxBkIegHPggxHoJxSMYhmYFsGjIZEJOQyYCYgrQIQgayIogySDIIMmRkEEQQRJBkkCWiqIBVwAgwAkwVFIjgVbkSvu/1X4sf1/bkGEhumMXDSEp76h/63j3kk5B7Bx/Rm5+DqUJ7xBFgRLBEiO7kqboDBx03b48z3DDLm7x+eyhqYgOOQOTKwp25jKo12J/aUnpxdtHOxKeTynRScPIRiy9IZ5FOxgVaNzd5WKo9op4ja7pO/bLP5GGHlrx2NkSdTClbVw1GVxuNeN7MBem4UAPLGjlOzzC0Zd7ABfQca+A5PccYA/wQyxgD3BDrNwZ4PccaeFbPMWaON/kYMxc0+DkTFzYwQXMgZOaC1kDYxAYswbCRC9Ag1MQG6BOkf3SEY3q33xaMmJiQlY+afAE7H6V+qTZv0OEPD7NRm4dz+biNb70zvbQkAyQFWVpVpImyVNdQf+nKRQIYIQVj9R6YyoBTkvDMCy9KCKsAooooT1OSRBBADLUV7Dz28TZyeT7b4ZRaRh8FU6KhsSH1dqJGdjOgmQKtC7QjdBHN8OoaJVpqezpOw8x7HZ0pQMdJxzhuH6OLdEyTjknSMY40I6p2hA4vycFUO69q54l2Yb3d1L0MpQ8+iTWTRJdL12LtjNw2JjSPKO3j0D2XPGQTW0ah98Zs0akLGxumt/ZCz/yaXJTOvJJaXVTnJDaPfIlOYB1MUdu42DqsHpsJdFgDvc7o1dnip9+xnR0EGVSADMEUpjJREJHpZfNVYHofT9dfVDkOPgDQe38mD7uwYW07ef8FjAEwIEQwBgxEyaUIcO5/JleVxmv/JypWFCQjooqygIgqqwIGhFYdrzNESOBMjKTjkMmAkIFMCsdTJJGGZBqSSUgkSDJBkkmcFkDKEjkLYubukjMgp4mQwtksiHE5kSKZNGSzICXUdBKnabVHBFkAKUOElCrE5HQaxCTJpEFMoowAUkYR1NWkswKqCkRBKg3MEVFzxrL3vp5rsef6N4fk3hSy9mW29trSf0AIgZw89D596MNhuvrtlaPz3S+/e5OkVL2/rgPq4TAFuBufIqIqBA/arJ+Wl896meGl5VGeH3K77ZGIiQ/q3X7Dit/Jx4xubvdnlz/ee/TqgsfsDZm93NCS9+LsbbM3cEMkp0anqZ7fzoZoH71hhb9HN8oEqZ/e0JKXVoSsbHjIyxgZdtDjtfCB6yv01m1hAkPe3FRRE88P+f3mUFDPscYAP8T6jQFOzzGmYGCI9ZuC/BDrpxil5y18wOBnzIGQnuEMXEjPBg0sP+Rn1zxJB7z+IT875GXorCeDnzP4OSPD9y97aEbV5Avo3Szt9bL4gsYlxurmzcus3Ru0u7lJf+Dnr7zmDUckAIkQQVHpF6FCcFlVZf/ANUkR13/JrUWmJKMoTzz7rAwgAyirt1lVBQwkIhk15w+8tFW9MJNpd3zBNn81WTm7BjLQTIFm4kGY4g4n7hgB7Rhox0CzumfXjqua3LgRonFRjKL2EbVtWG0dVVtHSeskaR2HDhfuoDAdUXTjinZa1c5jzQ2suZGDqWZuXXrhbk4Aa8ZRxxjqmICueaSZUdonkSbHR6XDBV1T4f0m6J2f3tp78ifljg/aUec0nLiDu+ZI96ysmaDdTaR7lnTPUoUp0cys1bjWL9DN380U52DqElsdqG8q3GFLfj7FnRureeWT4JwbVBAUVQAkAKKFeKpz+oIS7VeE6WpO7UvW3X6q9Zf6urWa3cvJdDDGVJQDAKvaLJxz3AAFYxVjjAjGWKXFzLXrX8Vr21ukYkklogKSBKIAYhaEDEmncUoBWQSJLno+C0IWRPr6CIBEwPcuSCM1jVQRMP1bAVCWqCKoAki59CWoCiABlDSRJFBkUAVQJEAC0ADz/nQk/WpZ9RNBGKu557f6HZPz/F2XuwTAufusIu+B92t9YLrue+mRMF3/FtwP03XJhDWYPvS4G5kC3KUqIuoSy7yzdavr1qL91m2H12fxMwNer4Hlh0OxiVh24I5/KiHrl7lNtbtKW3tHQ+mLs7enEuJaYtQVTvXfWjZ52Ht1nayTT6z5mTqZCK2/Dyx5nMHokJcxc0Ery1MXfQcfNPkYGxcw+xgrw9ExTWY/a/azFj5g4jkjxw75fZYAb+Y5M8+ZONbEcwbOZ2R9RpbJned4E8uZeN7AsnqW1696PpkDuTannEEUy9OTNGI1+3lnMOfYT7PAVk/A4Q9b3LzDF7K6eYcnaHcHRrwB4/T8ps2fsrGoAkTGSFndfMiqUlNXe+nKRURUajF8D0xlgLQsP/X88xIhCgC9pTxFiIh8ymeZ3b7x/XCPVeoaoz7H6EGYrsk211feNVOgnczBVDcK2hGiGSWaUdwxgjtG6CSSVXnAONKO53yXc9QbU9tdauuo0jKitLjk5lHcMoFbxkjbCGp3qFqn0jms6MYV7aSqm8WaeayZh4dEphOgm0TacaKdQNpx1DGmdkwQ3azSPim3TRDdLHTNYu2U0OYS2lyqbsrTcOXCxoaxj3XQt6DqpuKHHenmUdw1I7aP0Z2+1DEuto+pHROrpbOHwxSvWayuwlRosZPjM2GNVby44Dx4pvHtQsEXBQRpUaIIkImiAlrzRvjNwPS+TSjAXeu/9esRdMg9Ao1Pc0KfB6JakuMBVjFSMVKxoiIREwmDomCak81KWJCwQJu1RCQIalZQMyLKikQUsSwDpl/zIoBEiESIgFBWVQWEMhipABmMUpIkAigAGUUSkCIgSSKKiGUJyzKoGSxliZxF2SzKilgWkJRVRQFJEhYVJD8KSbmnQOhTwGslu7skpS/Y3ULQan/a2uu59l1z7/FrhOkXfFTWR6ar8amCAYkAT778smP+pvXGzaGbt0xen5FhLy8uW9mwxRccCSb6b7kH7vgvzy+/UFyj0TtmUrKTj1Ev5ysLS5NxYeCOV7/M3KvrjBpW+Jxyno3a/QEHFzW6GSsbHFrx0Xq9leNMXp8zENSvuOmtg+FM3tz0ETvHG9ye4XDY5PfaeNbgddt43swww8GQwet1BHmD123jWbPPa+d4i59xBsNDXp8tGBr0+cyB0JqZHp0/agmGr3t8VDdK5VBGhqcwNXgYqz9g8rDU/9TiC1rcvNUTsKxwthXeusw5/WH7su+SfWRrRVVMFFKSIGOEVt8RFaPK6qor1y7THcz9MM1gJYOVnz/ztAoEASAAGVOqIoQBJ9XMLb7sp68ttlxVj83grhnUOZ1ucSDNpNoxgdrpCOU5pXUCa9cVgtYIq5tW20egewK1D0PPFHROgG5cOuqErhnUPA7aObHJhdqncceM1DoB3bcU7QzqnEWd9zRiUiN9tW0SdYzhjhGidRCdk3QNQ9cE6ZlGndPppmGsnYWuG2rblNI6iTtvwLHbSocLuifF1mFJ41I6XLh7ilrlp5tHhTYXrdrToXjZdhecuAHHb155adeN4lNUWKq0jwtt49B3U9ZMyJoJamKy5gh1n/X1w3f6q4UvrJlE2vF0hzPYbo58PnGmonnv5io1nAWFqAASQRJBq2ayCoC6us/7dR4PxeI9f/2rPsQDd78/HFs7cK5NElQCmIBK17rCy92lApIxkgiSAcurOUoKFHpeIUDPK0BUav5C8H1iW6ptEO/R4a7qPVdn+HzNJ/c/wUHVxBgUDDIm0mr+FFKq8ov33jtrskz6GeOdRQcfMDKsLRgZXPafmZh38jGLjx+4411EsP3E2Sc/LRq44744e/PkyMRkPGN0Mxdnbzu46GgoSTOktPpEjVBX1fJ+k4eltDW6OQcXtvoD9kDAxvttAa/Rt2IPMBbWPxIJ2VjGxjJWxm/j/RbG4wgwZr/bwXN2xu9gGYvXY2VY04rHxnL6lWUbyxg9XpuPsbjdNq/X4vHZWM7iZ+008AxFqCDf5AtY2bCFCZjYAM2T6hnGHAhQ8hq9rDMYtfpDdj5q8HBmNmz2B21M2LzC2b1B2wo/zERMK37riu+sxXqkpyecSSqAFILp54rmgmrqai9fv0Kru4jcmzNNEymDpSc2Pq2ufunRMlRGkRAGlFKAzza8+JGjsTehGxU142rXtNAxSp2QcnGoZg61T6u6mbsSpXUwJZ2TWDcmtzpxxygNRYUmp9A0Ije51JZJ3DaL2meJdkFtnyVdN5FuQdFO00F1ctsE1s4orROkY1ptm5TbxqS2EaRxKm0WrLPJbRZVOyK3D0PvjNA+QqeHQuc8dM7Jmulk80im1anoXIpuXNGNQ98s6pqUOiYV7bSinYwdspLuWUU7mWkZwV0z8PlK+LDd+m7LxNYeGqumDtvltjHou5k6OvK1Ybr63NeEBBSmgm400ulIXJw+9E6FruEIpFTAICEsYyTn3hiZarbhYbvFX/H4Hwemj4yRV8cZrV8YkEwUGbBCMP00r+21VYzWTq6unJPWQ9eaDnc9TMk645i/8yv+3w3EX/iL12CKQCIgE1AAsApEAFLS2LijrWPE47GuePUr7qmUcOnWon6ZuTBzy+LjZ1Ki2csNLnomYtmCI23VnX1Dy27Din9oyTsZz/TfWjZ5eP0yZ3RzdONvdHNmb8DsDUzGhf5bbpozXXNLoZUok9fnDHEmZtnK+QaWb9sDnN6zYmM5g9dtZjx6z5KN9w+t3HHwnH5l2cFwFo9vmAuYvD5XJKZf8YxFYwa3ZyQUsftZJ8NZPb5hLmBYWrGx/MDSisnHDbh9NCtqYUJmb8DGhei0PhMbMLDsoM9n4QODHq+dDxs8jJ2NmP1BMxseWGHsfNSwwjqZiHGJGeViNk/A5uONi+6uy1f6Lp0XAIlYXvuM0Sa0yuqqa0P9Er5nT7MWmeZgiu9+5xMVICUJCIOSkCBJmjfXnC04IJyeg9O3pa4ptWtSbB+TNRPQNQ9d83R7u1bVWRtJQrGitI9D1xTqmADdjNIyDro50MyQ9hncNq22TIpNLrVtSmgeQ51zUuuE2jFFO5SkVhfSTNJbpW0MdUxg7RR0TSHNCHSNKB1m6BxW2u1IN0p6JqF3CnST0DVNOifhxALumYVjC3BsDvqm4dicohuHY3Oybhx1zqLOWbF9QuqYhJ45OLYgaSeUzqngXoPzw47TT1SnjjqhbyHTMoI000Q3K7eNZY8Oo9WBeuvnteB1IrB1i6aMVyty2rt6WEU7mdI4hDNT8SuzlRvfH+q7DBmkylQ7gWVQ6aCntQ/9WhLzN3x84Qb/S+U49z7II2C61vmDsUobB9Y3Aj2oT5CJooC61kS7luJcbQ26//xDxQxrjQwPqJTQw57XV3mmX+E+vxJlv+qr/eh/j3Buxi2da6ISghCAAOTk1at5DY2jXq/Tx167dXsikRnyMrQUY/LwE7Gsg4ueGp2eSohOPvL+zn1ao3kiljas+EdDcQcXvjy/6Aqnhpb8o6Hk4KKPeuOvVvZDQ0tes5cbuON18jH9MjMSjFl8vDMQsnKcJcAafT5nKGTjeVcsZueDjkDIzHO2UNDIsM5g2OxnncGwheHsfNDk4+x8eGjF5wxGB5e9jkDI4GEsTMDG8sPBsMnrd0ViRo9vJBQx+xgHHzT7WRsXMHs5OhnFygYNvoCR4WncamIDtmDE7OftfNjqD9m4iN7LW/korUFZPYFhNmpaYhy+kNnNOH3cgd4+vcuVJZheoaKqUJ5KilzXUH/x6pUcW1df7RxMs0QW0F2YqkAkhBUCwXhUVpCSViCJdWW7Ne/Vxk9OySfmxa4pcnwu2+5StJOke57oZnHHTE4hf+98JwrTVR+QBdQ2KR11ZQ8P446ZzOHhzJHR1GGn2D6RbR9XemaSbSNK55SkHZM7XaJ2RO2aFDpGUfeUpB3D3VNq54SsGxe1I6h7VOiwoG6H0GFSOh2ixo57xzLtVlE7nGm3y52jUrdL0o0qnRNq97jc6ZK1Y5lWp6hxZdtdNDIV2yeg90bkkCXTNgqnbwf3Gy+9sOP80/X+7f3RgxYafkL3QubICPTMiy2j6wH6q8BUOT4ZP+Xyfz5S9eLHc/pxKSYAoYpELBPaYk+ViUquMeY3DtMvy5Z+PZg+6ngUTL9UKkQeJhv61dd/W5j+3Y9fD0wJKJhIGGQqFFGBJFVF73K9kZ8/4vGYl9ynXGMj4bjex16/7bH6Q7Np5cLMLYsveEuGc1M35jLqgfNXvvnqaxq95Y4K12+vXLu5NBJMDC7mupWs/lxNn2qnDCsszUjSn+1siHpOG72shQ+YOd7K8laWt/Nh2uLZv+yh/UgmNpfWpH80MrzBF9B7eaM/OOThTExoyMMZ/Tk+Gjw+GxfQr3gcfNC04nWyvM3HWBnOynC0V8rGBA0ezsKEBt2skQ1d9/jswfjVxRVnMNp/Z8XqD+mXGQsTMng4mqAwrLDmFc7hD1vdvMXDWld8u7S6sdu3JQARqwrBGUlEABJSMZCKqsr+oUFRVRSCZXzfQD0sC0h68pmNdLiQCkRCqgxYQqqKCBYwiOCzznz02DPZi7fC2tF09yScWki2jahd06R7HjrnKEzXWy/nXEI6J1eH5c0orZOobTJ7eBh007JmKtZk4/aZku2jsTYHnLmVPTYR7xzO9o2pJ6bSPcPCMVema0Q5PpnuGZZPTmX7xqTjU1LfuHpiQuh14tNjYp8dn3Ypx4bVk6OZPrt4Ylg47lROu9gj/Zlue0prg1OzyRZrts0hdIzinmm1cwJ653HXHO6ag56FRJNd1k3LuumblWeO/ax86PWD8QMWqiQV28dQ5zR0zkitLrVjgpqYrCfj3crbI3VR07Qrf03oSmFKPl9Ifj41rekvfOptwZsgIsEIVET3p1QzJGMireYT7z1+I2T9lX7JQ/7xXRys/8t7YLpuPeK349Uc61oJRVkz3l1/Prfu7WV4pHRs3X3+G74m6x7kN3/cF5niXDcUiYpCBKnffvrp2VDI6WONHq/Ry9qCEZOHpxOVrf6Q1ROYCKev3/bY2cgdFSq1PS+X14wEYyPB2EQsTW2kr9/22JjwVEK0+IJXbyxTQg0H4lZ/wM6GTB7WwYVzXFthTb6AkeGH/Oygx6/3sbQbyspHLVzEwATpMrIhAxOkOic9GzTzMRMXtQTia7fWYMLMRyyBqC0YsTABOxewePw2r9+8tGxZXrF5/SN80OZjrf7A0JLXxkWMnuCQJ2Dioo5IctDNj8Yyg8v+0UiK5naHVhg7H6VNB2ZvQL/M0AnSw1zYvOSpOHCQz2ZFwCpAMptRCNDNvqDINQ31l65cxA+NTCWCJKQ+vfHZ3KQ2ggWkSARlFEmQRFVAkMGhsTslj7/JHBtl2+yp7kl8cj7W4kR9c0rnDHTOEc0sap26p5Kum8a6idzSTsltE6Cbk1vGoWtW0Y2Tk/PZ3km4uCSfnQ902iLHRoULs4E+q3x+OnnKmTzljJ+wpz8biZ+wpz4fjZ10JD9zxU+NxI87o8esyVOO6DFT6rQ9dsKYPm1PnrSmTtuTnzvSZ4ezZ4bFMy71/ESqxyp0O1Kt1nSLLdlsl7RjiSNWsX1MaBvPtLhkzYTaNQ19NxdrL517psH6bkumZQRrp3LK/L4Foc0F3XNy2xh0ztARzbmuhHuR+rVgKusm8ZmF4IlR66HPa1/LgwQiIgEARcWrrUcKwiKNTB+isPmfEqawHqYPToJ7QKf1KJiq6xd5AKb3IXW9YAgYQkAAACAASURBVPOLiua/KZj+98qoUocwADUXmYKEASlAoqIQUuQfvfTSwMzMGB8aWFyycaEBt486gVKe2rzBgZtuJx9zcNFzUzf0y0zBkbath5rNXm40FL84e3MkGKMd+jSsG1ryu8IpGqWavZx+2efgwlQdZVjxO7iohQlNpmV7OGHhIv1LPiMb0vsDjlDCEUpY+biRjdiDSQMTtIXiejZoCcWMfNjEhU1c9MFlDSaswZidjzq4sJPlh1l2mPGN+n02t8fhZ0f40NCy2+wNmHwBGxsfWOENvtCgN2D0hwfdvNkf1LtZszdgdHP05+FA3OwNGL08DczN/z9779kkx5WlaaKqWsxsz5rN7uwvGLO1Ndudtt7Z2e6dKnYVNVlkUUCQIAmCAAhCy4SWCa01kDJ0pNYytNZap9YZ0j08dESGcnn3g0cmkgTAIru6y2am89g1t0AkPgCR4Y+fe88577sAWeGEZnbxal19rFymz0xLOIZRgM5MMYo8V31RKpegeBkHFLb8q11R2qfKBPkcpgAvEuUiwMqAyhby2UwBFKnSXPzBzvOLTeZsu2+pyUO0jyZqjVTbeJHpItk+wB5F612rOpMqMMW5LpzrQlkuku0BHC/GtJdY9mS9Lsk2ZdodSz3eqTqx5Gyd4ipTc4dnuMuz3OWbbrNNt9mWu1zjLZbpHld7m2m4x9HeYutvcyx3+dZ7TYY7bPN9jv42w3SfabrTaL7L0t9mWB7wZZeeWe/xrHf4voft3hvNYHiUbHaVWdYyy46yHUv1phLDgfNGymwPaB0HbRPe463966+ZdjWUGA7QMglaJjG2G2W5SI6L4roBzwN4Hoo/Uqyz/lAuemWK9FUwfaEARbDcKMe51ObKDo60nHjIufgY5AFWwElylWB+RUwPXZ4j/Ge8Af/UDeM/S/yEXsuXBj3bjNIVfwAwCqDLRyIYCVbM4jEKoIDCAIW9EqAvJKc/Bab//QYJCKryjKFJihIUjgIyg6EZAA5WVzcMDIyksppAUBOE9NE4XZQXTy6Y4ZQ+FLPHc7KZgDYQFU0sutNl+Wzwnd0HOm1u1WLABCNqf9AYidGnoivD+7QqijGSsMXS6sWwNZaQzc4bIzHptF+5GNHDaS2cEswsKoKwcG5BH0uooagxllQGYG0kqVgI6+GkZCFEe9upIrAyDGnCMWUAXn1Vh+IyPyzzw+oArPFHTGHIFApZIyF7OKSfm7eGYWMgovYHFXMhI5zUh1MKP6IKxrVQWuFHDNGMyg+Zoil6XksXRExQUj4bpr1OTVBSPhtULUSMoag1HL1aV58DVDSboqv5KFk5kS/hWPXVK8MSAQZwOlelP+3nMEVJ6pNPN9B/m4ZpCeBlAOL5LJJMARzg8FLd0VuupyKE78g2e8pto7FaA2ibWmqw40wv4IyVah0vzUxxrovkezCmHWfYSw0m0DmSa7alO+2ZAZf6Brvr5B32wUuso5d4py6zj1/knrjYfvZa84nqphPVTSeqOccvcE9cZB0/zz5xgX3sfPPJS/zj1fxTlznHL3COX+BUneEePcM+epp3srr5zJW6Aye7L97uOXv70aa9l36zwXKBkahXxB7LS0wbynYQPDfOc4P2abJpLMew2ar4fZ9e1e+qJ7he0DpRZLqWGuygbZLieAm2k2A7SY6r3GgFzeMlWhn6pTB9hWBr5bz4+zAtcZ3l3tH08Oj5j/ZomoUgg2MFHCw7PlHfm8jGfrx/8J9yW/33D9PKJ0OVV17TgFhOSNGfBNNV+/2V2dk/0///zx70l2rlzJSGKUaRSySRxPErz2qv1DV64inlgl8fQZTBiBlJy2YCz91EFiF6yeciJjgjmVps0lu+vnh1aHTcnkiJJqdVCxHadI8eM5XPBu3xyg5aE4SMUJQGrtofNAQjOn/ICMc1kagOjmoikCWWMMCwAYbVwaAhAutDUROMaINhI4xow2EDDOsiEQMM6yHIBCOGCGyCEfq1EYoaoJgBihkisDkCm8NBayRkDwccoZB+Zs4SCJrDEN17YIASRiijWkQUgZh0AdaEk7IF2AAlVH7IACW0IcQaT6v8YcVciD7/NYQRbQCSTMyawog1DF+uebYEyNhSJlcurrSREBSJksSFy5eEMhFKYfQ+nv60V01AldH169fTnckoSaCAzAM8hhfiWCFTzJM4RWZQQU2n7Gprrn8y2exKcJyB+0rQPlNocFLscbzRB5hjy+wYeS7XxPaQHFex3lxutAKOE+PYcmwDwtWEWzVTLRLFM6apuX1OqYHstojTmp4aCXttsVFXzG2Pue1xjxPxOmM+Z3zElRj1JEbdsNsW9djjoz7Y5UyM+JI+b25sLDXiWbDo4mPuqNedHhkbGRDV7j9x+b0v/GwB2meDn4qLTBvGdmfrjKBtDLRMLDXY9fsZvZuuuo41E3wfxvWla8w4dxS0ThHLUq0/WC9XsXq5j8AoxRlBWS6M46Qna2mkEix3ie9KNttSgtFdv9kY8/jJDEaWKRKnQMX47DkRKIBRFEULnfwP1vn4TwrypS1TP7L+W3hy/LcQqwtQBCiSAKXPTAsUuQRAq1h68Mp1ZzSuWQhYYilrckkTjNI1JbpGb0bStGe9NZUVzy0Ojk4uAHCypvEii9/vmTCE46KpBV04ZowkZDMBWh1KOrFgj+ckMws6OKZcDJiguDoAO+MpSzhoDwcU05OGkN8RjzriUSsUtsMhc2jR4J8zBuZNwQVDYNEUXjSGFswRvym8aI749YE5fWDO4F8whRfpdyzhoAUKqOYmdf4Z3cK0Gwnq5sbVk6Om2Wnr3Lx+csYwO28MBseKBXM0po/EVfNRbTAhW4xq4LR8MWpPFCUzfk0Qks+HrKmsaHZOE4FM0ZhyMaAJhCxIXDm74EDinmTaF09cr6vLAxBKxFFapWS5gQQj0EtXqsVS0aoCJgCrJ6DyZXTDhg102oCTBA6oEiDTFJokSkVApFIpIofNGcf6zjOi7U6k2RlpNMYbrGWuj+COYg1uwB6nGBV6rpoFqpwY0pPvaIO5xLZkeNqlPpvk0tMnu4+23LzZ8eTeMLehm/GUV3O7lfWghf2glfOwnfmgg/GgjfGwjfGwjXG/jXGfftFcf6ul4W4vr76D+ayTVcN/eq+LWdPPr+ttqe1uqRlsZ9bdunz76NFzm7ee++Bzf4uIFLkitSKU78a4PpTvzTZap873qr59Jvz6brJWT7SMpp4ZShwvaJsqNLoyz8w/D6bsF90ERgF7lOKMYhwnznWtwJRkezCOs8C3Iy0Ww6Pum9tPAwQlMli5iFIUwDBs+UuPrsC0cty3BlMAAN2X+tNh+mof+X9t8SqYohTIYPg0guw+f6HbbDFHYF0YGpyYps8Q6TTTCCdlc0F9KKbyh2WLQUUgKJtbkM8tKOeDx2saq5422uN5fSSu8kN097s+Ejcjabp/UxEIi+bnjdGofH5R5Q8bgmHD3IRlblQ74xl06FVTHsW4U+6zqUYc+kmveXZMPe5QjtpUk275mEM76VKN2bWTHtWkWznhUIzbNRNu5ahDO+lSjNu1kx71uEM97tBNO81zXpnHYF0Y0Y669CM+nc+n8nhMs9PScV+v06YPhwxQVBeMi2fDWiStgdOyBVg6E6YV+UzRlDIAG5CEPooYYUQ2t2CLJ7XBsHYxaIWiDiTepTM0DQ0VAEiXSwUcxyja3qIiHHzx0gWpXIKT2Etm8+nC//qNG+iTcrpxDwcUPeaIASKWiBMlHGRJ3rH70R5XhGeEmLo024ry3SjDBjhekul9Lizy/cyUYvnQBi/gjaONjnSDbqndHGqVdZy62nH9trG3U9rdJO7ia0Q9w71cnWZQJG4XC9sU0g6VpEMl6VCK25XidoWoTSZuk4nb5IImuaBJNNCklPYO9zeLhtqG+nlSUWtfb6NY1MRm3Nm19dPqA7v4125Uf/qV6R47yBaCIV+pyQ06Z+FHav1+hmr708BNMeiZRvnuHMOSaTCV2S7QNgFaJwsNDnJ1cWm1YOCr9AC/B9NlqSrOCMH1ElwvxakIaJFsT5ntyPJtRdFk88lHzPOPQRrLxLNgedT3JTClfswD6l9b/OS52FeqK/3rjFdmphhZBCBDgT3nz3XotM4EogktShbmtaGKK7I9uSSfD1njWZUfMkAxuT+kCASt8bQZTthiaXc6f7KOfb9XYEvk5PMhUyxniKVl/og0EBHNhRRBRA1FzamkcH5aAwW04aApvGiadnUrek7dPnPg4qG95w4euXTsu5O7Dp47sP/MgUPnDx+8eOjwpSMHLhysunrs0PmDR69UHbx46Mjlo4cvHTl6perwhUNHr1TtP3/gyOWjh84fPFR9+LuTu/af33fs8pFT148fvHDkcPXx3ccPnrl++eSVi1sO7v7ou2+e9HVqQ/MTJKaJRAen52XhmBrJyBaj1tgS7WCqDyV0wbhkxm9PLikXYDOS1oYQK5KSTy9YI3H55OzDtg6twxXPZjG6II+hNEwpiihjpSvXLgvFgh+oeT33gCqWS+s3bqA79mk9MVooGqNIHBDFcoEiSFAGzKpbBflUiG8IN6qLrc4iy4IxrYDjBJxl6ZMXtvkUy0exx7OPrTjTk2Ma062GtNB86+td5s7OCZNaOthmUAw6TDKdZlipGtBoh/UGgULZq1b1aNUDet2AySC0mIUWq9hmFRu0Aw6rxGqUKmR9YnG3QtkvkXb2D3CEohabQzw4xNv+1Qc3Tx66tW/fqfc3hDrlqMBV7nGBnhn36a6+TbdMh9jpGiPO86IcJ8p3FzmOEsuOcV1FpiNfby0znX8aTFcy0xGK4yV5FQEtku1DWa4C257iWyZYsgc7z06o3aAIAAmyuTxBVp54azD90fixovxPPnv9VxevgmmmUA4lU2mSulzz7NTjB3Nk0RQLSRam1YGQyg+pA7ByMaIJRunXCj9kTKRUobABigkmZmilUW0guu/uEyuSkc+H3AXClMoLFsIiPyQLx11FQg0jwrlZQzxkS0GiqRHDwrjcobjfcN08op6O+KxjWpNbEYhNTiw6Z0LemZB3YtHpnbNO+l2+GctUwD0ya51YdI4s2Mf8Tt+8jX5nKuD2zlknFp1j8/bZsM87bXRN6BxjmpF552R41DvjcYw7PdPeh41P/uPf/911boM7G9cjYeHcnCQEmTJFcSCqhdJGKG0MRe1ISjMPS8b9zmRRG4yrFhG1H+n1jFuiaWMwNuwZt/gju89etI9NEADggMgWcyhJYAROUQSOoyQgzl88J1fKaF2xH8KUJMlyubxx40awnJkCAChawQJQOLmsY4QDzoUHec10uMUQ5epyHCPR5Fyq1YImL8G0AU4FpoA5ApjPay8Uywe4Y4A3DjhelGtD+10lpff29n2mvr6BNvaDOxcbam5zmY9uXj118+rpyxeqbl49fe/Ohbu3z96+efbW9ZPXr568cuno5eojly4evnKx6vrlk5fOnXjy8M7ly2euXj1TXX3sydPr164fEwqautprtmx468axA5xLF8/94fNZ/jDSosq2WqEnmv7P7kh3PEvUGokWH+gYLzCsGNeFcV0Yx0nw3DjXRXHdoPl7kn2rVVZ/FKDPhbJWTZd6SZ4PcEcJlg9leYocxxLXmmi2zDRrrn1dhYwEiRxGEFSZwFEcW7WHRVedma5qjfofb2h8Lf4F47lUyqtgWsSpVBldAoAz2L/70vkZNKsLz1sSES0Ea8IxHZRYfdVG4rTMndwfMiAJZTBihOPGSOx250Czwe7N4UOTfn08O7wYVsczxnRxaMavQxDnUsaMBL1ZyJuJuKFpVme9QNHqGVPNBewG65DVJba5JXaP1O6Rmh1Cm1vi8MqsDrHLq7A4hC6f3OoQ2z0yi1Nk90gtDqFrRGFxityjSodH6h5RuEcULp/cbBeY7AKjU+gc04xMW6wezd2Hl9/9+K2Ptm6srn9iQ8KqcEC8sKBLZqxLmBrJWBIF0dTCSDbvjqdNwdiAa1I+E5HNRvRwWhtJDo/PulJLyulF7fSCadq/4+jJKX+wTOBlEi0RRbJiTVjJTK9evzIkHiQrwzXfhylFUathuqofkC4qkwSFozgGCDDwhD/Rqkr02SG2Ks8z5xq0ONuKMy2A56bYrhfFkulEtdzgKtXaKbYr+lCaatJBPbqrW3fp+3o5tfevXKySibqkwk6ltE+jGNSrRUrpgFzeL5f3qxQDKsWAWjmoVA5qVENa9bBKPqRTS0x6lUouksuEMtmQUjmoUPbfuX2qp7NusI+5/v1/eHLpZP2ZU4ffeH+GN0TJxnNtNunOGvUeRqLWnGXYsBZvqsEYf6Yl+B66XwpjWgm2HWNaSY4DcNyr0k/39//4Y9no8x+xK/t6gjuyTFJXnuvI8m2xVrOXKbyweR9IoqVMiaRAES/R4k9rMF2Lf7744zDNlcs0TDUj3o/37FTNTeiCs7YkogqF5QFIHULkixFVMFq5BiBlKCpe8KsisHjBr4aiqhBkgGLtFudXZ65Kp4PG2FLv5IJ5qTy8GFZF023OUdmiX7EwI5/y2kJTxllfXQerrZ9ld0vcXrlW3+1wiexukdUpMFoHrE6B3txnsg0azf1Wu1Bv7LfYBAZTn8kypDcP6M19OlO32TqoM/VanQKjtc/uFFrtw3b7sMHQY7T06oxdZvuAZ1xhd0vuPjj3wUevvf/x6x9v2XD28d3RXNKZScn9IdFCUBPLDk75FX7EkVhSzs732BzeZMEVL/iWSOF0QI9kFEFYthi0xZOq6XmrP6wfnfnyu71IOl0m8BJRLuKFlSSUIDASEBeqz0uU0pdnpoCk0NIPYUpX9jECp2FaQosAp0ztou7zT3ICb7LFHK1R4lx7qc4I2A7AdgOWa7VByPKW30exRgBngmKN5J8YS0xzscMS7dbc2b5X1dbSzq5hNdzHSwlAZjEsRYECBUokVaRACYAyACV6UaAEQImkiiTIU6BAUkWCLOBEnqCWCDKNo7GL5/b1dNaJhbwtm964febAo2OHj77zh7jIlOgwaE80DG+9T7ZNgb6FHNsReigHXROgYxznuUtMG8ZxUlwnybUDroM+rPipMH0u3vp9mNKCeywvwfKiLG+J5c6znTmeLd1ii3VYu0494J2/D3IkWcLLGIoRKKAIQCw39FDLLhcAoz1F1ii6Fn9KvADTUmWbXyyWAVgCIFwsvvHVZvnkqAHym2NRTSRKm3Sqwgh9VUdi6khMj6S0SFIXS6lhRIvE9bGYNhSxxdKbjl24yO6wZ8v6eFa4GNElcpJ5yFek7ImUfnF2NBqYQhZ5/R0NLQyzS7UQcNqdYqdb6htXjk1pxqf14zMGq0s8Nq13jyq9Yyq3T+kdUzm9Ms+o0uVVuEcU7hGZZ1zhHlH4xpXuEZlvUuUdU42MqcfHVTMz+pER6ci41GLv84yJGeyrH63/9SebXj98as/b69+/y2VMFZYcsYRsJiCaCarDSR2c0YdTNjg9j5PaBb8vXZJOhZQBRDwfVkdi5lRGHY64EinZ6Nh8Ots2KDxw/BQOQL5cKmBFDOAAAIKojMzR7qQiifDlZ6aAfHlmSh+b0r14KF4GGOGTGO9uO16QjWc77P77w2Szq1inBxwnxXSuoqdvNUkp1gjgTRWe2QDDsVSrLXdZEwO6J3uPWgb6Olk1j+9fpog0SWZJkMfIPEqV0OWeOIq2FaPKBFkiyDJOFHGqgFMFEqAEKFKgVCglSDJLgfTZU7v6exr12p6tn79VfXjb/ar9t77eOcHv115iPH13f/CBAnRM59iuWK0hVW8G3ZOgY7zItJWYNoLnxphWnG0l2bZireGH9PyRc9JXwZQ9AtgjBMtLC18tw9SRabUj3ZarG/ZaOyWgBHLJLEEQhVIeUBggUIpEX4Qp3bW/BtO1+CfHSzNTElAoIMsAxIrFDABbj1fVDfS64oh0ZlodjsgDkBZOSBfDWiQpDUQ0UFwRhE2pvHA+oEWSwvlFQyIlXlgwwogRinY7RrZdvnO5rX+MAPUakzVdtMXzlmjam8o4wgHL1Ei/bOhR3SOxctjmVKi1PQ6XxGITOL0Ss31Iqe3SGPvMDqHOPGB2CE12gdkuMNmGzXaB0TpktAwbrUMWl8DsHLY6RWa7wOwcNjmGzHaB2S6wOQQ225DR2Gm2dI5PSBjMC59/+dtNX7xxsGrr5m83fPDVp9cb6txRRDWzoJwJagMxb45QLUatUMoUjErHJh929Qp904O+KU041jcxpYslVJGIOhzR+YNWf3AiEr3zrPbyjdsEABhFlkkUAzgAJEnidDUfJ7HqyxclMjFB4S+B6eptPlgWXacDx3ESUCW0TAIKEFRszH/hs73zbepYmzHwWIC3OEqNRorrJFlOwKOd6ysK8/S0PskeIdkjFMuHM+yAYcPZxihDuiS23tq2V9XZMdTOv3XjTLkIE2SaAGX8ubQPioEyTpbx5cZs2kAcI4skQDG8SJDlYikHQJkkl0gye/zEdwp5p2iQ8/XGN2+c3Ft75tjxdz/qqrrM+OK443IL1jqK8kZybBfVPkG2jmFcT0VDrzLt6iA5DpJrX97mu39Izx8xJnnJUOkoxRnFOb58o63MdhXYTpTvzbFtCb451m8/8v6W0mICpfVNCNpbabmn+rncJAYA/uKNsQbWtfi58f2WMnRF0rBMEXmSQAqFLAB3OayrDbX2kN8UCmhCIWUYUoQiqjCiDEXVkQS9VFBMGYHVMKIMQ9poxQxZE4m686WnYvW7B092eWZcOdwIpQ2B+KBjZCKTts7NNLQ3tfa3601KKDrjHVGNT2rGJtTj09rJad3UnGFyVj85qx+f1o5Pa8emNPQan9aPTmrHp/Xj0/qxKd3EjG5iRjc+rZ2Y0Y1NaVb+pssnH5tQ+8Yks3Oqvt6HX37x602bXvtu9/pvdq/f+M3H733x8XVGvT0IaWeDqqmAHU6bw4kh9xhXouwz2b44euzNr7cOu0fM0ZglFRcuzGhjUSUUUQdCBn/YthAaD8OHz5wbkkhwgqI7bVC8jOMoRREltIiTWLFcuHbjqkwhpWH6Qw8oGpcvhSndeUpLqQMKlEKpM5/v8XGE8S5TtsmYZxvzDYYyw1SsN5McF8H1Eiw3YI+QjV7AGiWZPoozSrJ9gOsr15uwBtNSgzrOVmREtjs79kubW4e7mu/cOoeVEZLK4GS5ohhIYRhAMYASAEepMn2lxwcxAiUBQZI4ipbKaJ6kyhSVJ8nsqTP7+/rZXS01X61/nXH7wtOTVV/+X/8PY1uV+0EHNTwBOiYLLDfomkWbfJlaS7bGUpF9+nGYvngk+uqx0R/0mRL80RzDhjd7ixxHieNNNVoyrfYJluze3gtoNEcWSYqiMKKiuYfixR/AlFrW7v7ejbEG07X4eUG+tD+XBFiJxLNYqQBAZGlJ6rBtP3HMFwlbAn5VICAPBlURWB4MqyMxRRBRhRLKUEwZQWTBsAZGpP6gDo7R7p7KYGR4Zs6UyF5o6v7m+iNnqiyfDWtmQqqxGePM1AMea8PWL4+cOHzr1sXzZ/efPrXjfPXOqzcPXb156Obto9dvHr5179i1W4ev3z5y9eah67cPXbt18Mado1dvHrp59/jVm0du3Dl27dbRy9cPVF/dd+XGweqr+67ePHTp2v6rNw9duXHw+u2qOw9OVF/57mL1ttMnPvvkw789enjz7z/8+w1fvbPj4NdvrH/vekPdGJKwL0R04wsy15jYPfKgtf1GI6Pqxs29Fy5uO33aEgoLRkdU4UXh4pQcDstCQS0EaxeDriCs845u3bN3LhgkKUCSJI5XVMxxolTGShiBonj50pVqpVqGEaWXwPRHMlNAT+HRgtIUCfL41Z3H5Hd50U5DuceVZelJvpPiOQieG7SOYmw3xfESDA/gjNK6JwRtsdc8TrKcpVoDyjEmuaqyynd31yF5e5ugt/XenQsEFgdUjoYpBvASUcYATgCyTKI4IEokSgASJzESELS3KoqiFEXkC2kKlAgiQ4HsoaPbhKKWwW7mji/eq79xtv7cqf3/+Ha4S0EqJhCOLt1gIfijeaYrXW9GWR7QNEHDtOINxXGQHAfFsVNsx89KS1/dZzpaYrmJltFykxtt9qQbbBmOI9ZsVd1q6bzLKiK5Uq5MAZAvFlZGSJ/XnV6dma7FWvzMIF/ITNEKTHEsUcgVAEjj+AQUeefLzfaFeePCvDYUoQ2UTMm0BoobYml1JKGBkppoQhONaeGEFk7Qfkq0q6gpnjLFMlo4tfnizWM1bHs874llZ5dKxqnJu4119ayG9jY+s/5+b1djS/NDfvM9XsudprZ7vKa7re2PuM23m9vv85ru8pvvNbXda+m819R6t63zIa/lXmvn46aWhy1tj/mt91s6HjW3PujqqWnretI72NDTV9c/2Njc+qiz+1lz272ensefrf8vVYc2fPzx3+/47pNjp3Z9uWPDP7z9m6d8zkwsZpualRjtArWxQyS+z2DcZzAYXZ17z5/dtH+vIxKWTE5I52YM8Zg6CmtjiHBmVjQ5NRqPS2y2Tdu3lymq0ppIAQBIOjNF8TIJiEIpf/3mNYlMTIIVuxoA/ihMl31uSNo6ClAkQEHL3fravRcXmpUxviHZqClzrATPSfDcBM+Nczw40wXYI0SjG7DH8MYKTwF3tFhrQetN6RplpkmbGDLd3XVQ1Mwd7Gq6e/s8gSUBmV2BaZlEadVVWgkQAxStIVgxGqIARVEoWsLwAkEtAZAjqdTla8c6OutFA7zPP3rt9qn9T09Wnfr9p1OcAbhZnW214s0j2TprtsGONfnKTDfB8q6GKcX+02DK9T3f9VcUskcytRbQPk20jaQajKUmb4Jpjbbaes7V+g3jIE8BEpCAWirkC6V8sbyUL2R+ANOXZqZrsRY/M14J03y5lCnmcziWwXAon9+8fy+jp8cbjar9QVkgpIERRSiiiyblAUgVRmT+iDICSwMhLZwQzwe10Zh4wa+JROX+kCoE6aNxF7zufAAAIABJREFUT5GsUxp23XpcK1LaoZhhdt65OH/y8oWGxhrhQJddLzHr+rXaTrmqWaZsEsu4ClWbSMpRqFtEUo5M0SKWceUqvkTOUWpaxTKuUt0ulvIVqg6pvFWhapPKmxWqNqGYK1O0DAvZIglvWMgeEnD6BxsV6hadrm3Pzg8O719/+NAXX2x599vdn+088PWOA9+eu3FpSCGXG01qg2VidkGh0/UIh7R224Fzpw9UX2iVS+3hkDkcVgUCovn5oZm54blZYyKhmJ+bzGYuPn74jMsuU1QZxQmCoEh8xWkNJzF6VV++qFQrULxMF+rpj/uPwLTi0UibxBIYICmAAZ/CcmHDbqjfkmizpLimIsdGNXlxrgtl2OjMFG90A/YIXu8G7FGC4SXprI3jJRhWnGdN8dRZsfXx3qOa7o6+Vs7tm2cJLElROYJCsYpkOkVrq9G+0/QVJ6jl1gKAoigAZL6QoUCJJLMUyJ69cGBwiCcdbv7ms7evH9vNuHj2+LsfLbSI4GZ1sd2BN4+QTWMob6TIdBDcEYLlXW7Lr8CUYjsA2w7Yju8x9MXS08t5ukrClXYoYftiD/Wgc7bIcy5x7CmWLdPigdptbWdqCjNJUAAEBggAUpk0BUicKFEvZKb0bP4/u23JWvwri5dv8ymAYQROALCEoksEngeg+v79S48ejsfi+jCkiybVkZgpkaUzU1UY0cCIDonrkLg2GtMhcTozVUVgeqcv94fE82FlKHa/X7j/3uMei300ikwj0Llr1Q31TzWKQZW4XTrEVSmapVK2QsFTqJvEMq5C3SKUsJVKvkTCkcv5UilboeSIxUylki8WsxWKJomEJ5M1SaV8pbJVIuGp1e0yWZNW26lStWm1nRJxk07bo9V2Ou1D27e8892232/b8eG3uzbs2vfFvSfXnjY87OrvQFKxAla0Ox1tbW1Op90z5r10+8a2wwc6FDLt9IQlHHQm4rpIRBYISAMhQzJhiMc1Ab83Bu8+e7q1vw8lKQoADKv0ltL9pPT+uFguXL95jZ7N/xkFKIqicLzSGkV73uJFbCmUPPLRNx7WcLzTFqiRpxsNBM9dbrSiDNtKZoo3uABrFG/0UKwRnOnFGz1ovRMw7bl6TbZZE+5SPNlXpWhv6Wlm3LpxhsRTNExX7H1wAFCSIgAo4QTNUwoAggQkqBiQY1gZw+kOqiUKZC9fO9bTy1SK27dseOPmib2Pjx85/cF6f5sk023ONVsKbCfG9pXZHozrAdxRwBtbgSlg/Wkw5YyuwJQ2eiKZXoLlTT4xlThevNWX5VpTHGuUb00Nj7WdqwUwRuRwkgAoSZTQMgmIiv/bGkzX4p8/XgnTFZ83DIAiAGK9vurSJfuiXxuA6GxUuhhWhRGpP0g7ztNO9NpoTLIYoDNT2pXemsoq/JB4NmRKZDVB6GR949naOvPcTBZQJy+d7ujkK6W9clGzaIChUTfLZRyZjCMWM2UynkDAkEhYw8P1EglHJGIIRfXDglqJuHF4qE4iYQ0PN4pEHIGARV+lUr5AwJLJmkQiDk3YwQGmUMDVajtVitavN7+xbev7p89+t+/gl0eOf9vRw4aQhUh0MQQt6g1qiXh4emrM6TAfP3l06+6dlx7dn8mk7HBENTsrnpo2wohgdlYFReXhkDoSFk1OqCfHvjp0wDc7gy/77tAGEBRFlMvFiv8NiVVfvqhQyVG8/NNgSlVeYESlIYC+vYvFMihSDWfv8KtuLQlH/bXSEt9O8l20+ietW4o3ugHLRzS6KZaPYHgJlg+wRymWj6i3lljGpVZdUqCvOXRM1dnW28K8ffMsQaZJUMlM6Wo+bZKKkwQFAK1ljdEWACRGAgzHUQpgxVKOAihF5QHInzy9TyhqkQ43b/v8nfvnDtecPn7kzd9DPapsjyXB1BJ8H8EdLTCcOG+EYHmLNbaKgB7LBVguwHaAFZiuHmd63m36IzAdA5yxFZhWXEhZ3myNtcj2oM2ucpsHYZliLY7Y0EjvDS5IEqAM0DKJUeRSqUjD9KWZKe1Q/71bY60CtRY/L5Zh+qJZ4bJfdAHFSgAkUXTLvv1Sp8sYiWmgpCKI0Lt7WlFUDUH6aFwHx/TRuAZGNDBCm9SrIrBsIWyKZXp904KZRVsiI5qc+vrM2VaVfCYJP+HUNndzunpZMglfp2pWSNg6FZ/mqUhUIalYzBQJGyVipkjcIJY0iIR1UglDKGyUSFgiAVMiYg8ONgoELMEQUybhSyQ8pbJVpWjVqNolIr5C1ioRN+m1PTu+fv+7HR8fPPzlzXsnjRZhGJ6YmnEu+EdbWtkKpdjjtre28I4dP1R16uhXu79VeFy+eMydSEknZwxQVAvB8nBQAUO2pZw84DdDkTa5YufxY/4YggNACwrTgo0oWlpJUekJKKFM9JNboygAKr1VBO0+VoFpCQUl4BjUHHtvS0E2HmxUoK2uPMNI6+xhbDfOdJFML8nwUEwvyfCQTB/JHgGcMZzhLNcZs3XqfKcxMayrPXxc2sLva2XduXWeAlkS5AkKRUmCPjOl8U0CgpZcwSiSpCp1MApgJIUSZBnFCgBgAJQoKne++tDQMF80yPnq49/SmemJ9z6e4Q0l2vVLLdYy20FwR0osN8b2Av443dL0AkwdgOV6GUx/NDPlji3zdHmPz/QSLG+u3lbi+bBWX6HZmW5yQM22SL9b8LAd5CgKBQQJUACKBIYBnAIkihXWYLoW/wLxSulCDCuXMRQnqAKKoRTIU+DQ6TONvX2GMKIIR2XBqHg+KFkMSBYD8mBQGQ5rYFgNRXVIXBGKaGBEGggpI7A8GDYgCWtySeaHB8dnrfG0M5V+3Nd34MbVJvHQzYb7Lf1cfmeNzthl0LcO9T0RDDyTSlhiEUMkbBQM1wuG64eH6oSCBqGgTiSuF4nrJeIGsahBLGaKhSyJiC0RcWUSrkzClUubZBL+ylUubZJJmpXyNrWyQ6fpPnFky+XqfVz+PYmybS7gGJ8x251qrV5kdeiZnPrbd2+drT738Wcfb9m7TTfmtYX8xnBIF4nowpAyGNLHYuooJA0GdAgyPDZui0D13T3HLl8pAZAvo/SJYrGYXzG5oRdGoJevXnrlBBSdxL5sm0+QZMX9kX6TICiyhFPR/O0dJ3S3mgs9brzLl2MaS0wbyXERPDfBcgPOKMX0lmscgDkCeFMEwwvYIyTLmXooL3AMhV5LfNjwaM8RU19fdxPz9s1zFJUnyAJBofR0AQVok7Xyis8aQeHkcuBYmcBRkijjWIGiigAUKCp3/NQuiax1oLth39aPHpw9zLp4rurdjxY6pQGePNNiIlo8JM+HcrxlpofijNLV/OXqU2XRBtQ/qei0ahEsL23FSrJpkvpwprfM9OTZ7hzPlWM7Cs3eTIvPzzHz9t+FjTNUFiMICgWgCKgChZcpggQUSa4kp390m78m4bEWPzGeG2e9uAgKzxSyy0bwAANArFQerq7WBsNyCJZFoppoTBmpAFQNQSoYUkdhFRSlJ6PUUFQVgdUQpI0hEn9Qj6RcubLKHzZE4Mli+VFPx7kn9zbt/qqm+bHS3CeSs4WiesHAM5mAIRU2SIUNMlEjveRihlzMkEoYQlGNSFwrFtWLRQ00RuWiJrmIJxpqFA83SARMqZAlF3NUMr5CzFfLWiTDbKmYp1G1q5VtF05909X2gMO/yeBdH5ByBqVN7d0sBvvpjbvXGrnM+3W1O6oO32HVWQJTojG3DloUz89oY1F1FNIgUV08pk/EVZGIKRpTzswZpmb3nTlvdHszxWKhVKR3xqsXvcenW6PE0ldmpj8PpiBHmNtFlz7aHWk1Iix9gWtFuXaM48SYdozhBJxRrMFVrLGXal2APY7WewB7rFhrwVmOdKM+1qIL9+mf7j+pau0YaG+6dOkkAKXlsR+CoohVNZkVc7RlpQCSArSgFcBxrABACYACSWavXD3W29MgGeZt3/T2vdOH7x7Yd/idj8aahlODtny3Y4lriT9WFxjOpXoHzhnBGG66yfT7MP1RG5JXLJL5Q5gSDG+Z6S5wXCmWLcGwLDV5sp3jvhr50d9tzY/DZK6MkwQKQOHHYbr8v37Z7bEWa/FTgnwVTymAo3iZhmm+XEJJKpZKEwB8tnOnfG5WFgmro7A6ChvicVUEVgTC6jCsjsKKSFgFRTXRhDIUVUNRbTSqikT6Jic00Zg5mWuxuuXzAROMSCamZstF7aTvv3705j3GLYmxe1DSqDO2KSRslYz7KpiKxLUica1Y1CAWMWiYKoRNChFPPNwgGqqXCBplIrZCwpUKWTplu0LMV0qaJCKuXttl1nedrvry/MktDEZ1e/fja/erzlzex+I9Mdg0B04eOnX18pDBoB4bcUIhVzLa6bSKFqbkYb8cDqpisC4VV0QjwoU5dSSsmF8w+kM9av1rH3xUAiBbeE5SWkJvBab0BBStGvXzJqBehCmJU0QJJzOl1ESo6sPtiNAd4miwbl+WaSo0WvK1RpzhpGWick9saMMIzpggGZOAMVOq8eVqHEt8d6bbHRO6T3y0TdHUPdDWeu7sCYpEUaxAN+SD71v7VmzQVyj6/IuC41hhaSleLCYAWDp5aq9U3NHdWn/2yM77Z489PnH8wuZto63i+RZlot2aZBmW2LZErRF0z1P88WKdne7VpxPSn5KZrvKv/iFM6V6oyk/ZHoLpwhjO5FNtlmlJMExo71SIZzU9HDy34SAoAmKpjJMEBkARUCUSR+knA4l/n6Frupxr8XPjpQ/aV9gIgoqbBoaTBAny5RIOqBAcPX/nTqtBrUVCiuCiORnTQ5ARRoSTs5ZYSh2O6BCkYsoUjalhRB4OqaOQMgrLQxFDLK2NxM1I0hCB9YGQMbA4kYQvPL5R0/x4SNE8IKzX6pplUrZO1SwTNUrEjTIRUyZiLsOUJZUwROIGEb3HFzEkYqZExJYL2XIhWzRUTx8LiEUMsZClVrYIhphqZZtIwJZIeApFi0HXeePSnv3ffVB9cceFS9/1D7Pa+1h3nlzddmCH2KKzzc+OJRKa6Rnd4uJoLm+MRi3plDToV8ejSgSSw2ElElZEAnoEsicRdxypunH9YSMTpUAJJ5bpSReNKoYlJCAwAi1jpWs3aHfSn1PNpw8LXoQpwAEy5W+4cK/zwrPckCfBM2RYxvgTZbHWVK61AvYIzvSS3AmUOQb484A9V66bKNaPg/aFNN+T6vWG+q1Xvjqoau9XDgtu3rhSLObjcYRuO6BrZ3RLaWWtJitFlUolGqYYmi+V0nSSd+rEXtFQW1dL3cbf/2Pt9Yv3j1V9/Zs33S1CwroQaNZkWq0ZjiXNtmaYtly9LfFIvwLT72/zXT8bpo1eemq2IrvHcVFMJ8G04VxHgW3N8WwRpiHa6WrYc2PwSRtIYXgBJSgSBwAFoETiOKCoyqe9psu5Fn9KvOrb8vLvFV2HoMUfSmi5hGNFDG8bGmgU9wunfaKpEVsiaoiEnam0PZ5RzgcNUEwZjGghRIfE5aGIHIqo41EZFDKkU9JgQLoYVgZgXTiqXPCbwpB6dnoqjZx7eK22+WmPiNM/3CASMbTqNtFQo0TMlIiZyzCtLKmEJRIxROIKSaUSlkTMlInYMhFbLGIIhuvp9+VSnmCoUa/tkoi4cnmzXN6sVrfLpbwdW966d+NAc9NNgYBx7sKeb75d/3/+/f9x7dmdqWTUGlz0JpLa+YApDKv9Qfl8YGB8QhWJqOCIEoGEgTkl7JcGZg1wyBgOeBBo2/GqfrkcBYBYFsinM1MUx+imTJpDBIWfPX9GqVa8XGn/p8GUAIAkcYIoowAnQbY8Ijae/mAbKh7PtlrzPGuBbcUabSTDVayx4RwfyvaB5mmUNYlzppfqfPFn9lijNdPlQ4bcsNz9YN9xaXMb88njc2dP5nKZXC5T+YeSZfqXvapN6vnryrMCK8cTcDYTJ8kCiWWX0tC5U4d6OtjS4faje7fcv3jq/ukTxz77alZimOnXeJlD0XZ9ud+X7XAiLEOB5y4yHTi34kH9E2G6GqmrB0xXwdRLcd0kx0Gx7ATLSnBsRKu73O3L9Pr8HdYzH+1FfAGAAayA0lpcK1MJ1Pc+7Z9ye6zFWvypsVTI05rFBEXmiwU6CwvE4OqGR7ZYQDYz6s3EVfNzdiRuCiMmKK4JRvVwkna918YQJQJJI0FlDFbHEEUkrIsm9XDSEkuZozE7Etf7F+aLuTP3rzzhPpTqu0UyrsnUJRVzZBKuXMyhKfn9xaQhu0JSsYhBL+EwQyLhiEQseqnVrYOD9Upls1DI1mg6lMpWs7Hn2YOTrLoLN2/s27793W+/+2Tj5vc/+PyDm4xHU9m4DY5YYcSeSJnhhCWW0oVjWggxxOOmdEoc8qtiEU0spEUCqsC8Iw5Jfa4th/dPBQMoABhFF94rGvkoji2/JggKL2Ol6zevDQkG/5TMtAJTrIxixRLIl0Ekc+jNz2ZY4lyHNcM1puv1FNeNNziKtZbcUzPBH11iuPIN7myDq8gZzXLciVZnetg33ioz8/vuHzpuEQilg331dU+KpVyhmM0Xs6lMPJNN5PLZpUIuW8gvFfJLhXy2mMsWc0sFeuXzxQKKlnJLqUQcKpXSxaXYwozv/u1LCkmvsJ+/4YN/vHG+6sbxI3vWb1Rw2gy8nuk+JTRgRLoMc0xxgKkke8fTjaYVmK7w9J8GU7zRQzC8FMtHsj0U10lx7BTHTrJtBYY+xdDmu11LgnHptebb354H8VIhvVQulkjyuYvBcu/FGkzX4s8aZQzFiMrIMopj2aUcAAAF4GrjE1vUb4H8huC8GYooZxcsUFy1ENGHk8oAoo3EtdGoIhKSw2F1PCqDw+oYok/EZf6IZC5ohOOaYNgUhqQTY9O51Inblxra6sXqrmEhWyRiaVTtgiGmXMyhl0zElgm5MiH3RZ6ukFQkYohELIGAIRKxxGK2VModHm5Uq1tFIpZIxBGJOGIxV6/tOnfi6+++eXvXrt//9o3/fc++TV9u/fijLz+8Vn/fEwtZIiFzFOlyupWLITOStMQywslZdTiihiB1FFJEAvLQvDEOmZGIHQlfqH1y5vaNPEWWcKJYLtH0JChydRlqJTM9d+GsQiXHyT8mDg2+f3uTJLkapgSBYWgJkAQoYiBVbrr4kLP/CiabXGqxZhr1JN+DM125J4ZCnanEtJVY9nS9ucz3kt1T1PB0bsg326ZqPHLx6fGzRzZvFnc0t/Ma9u/ffvvOlZOnDh8/deTYiSNHqw4eOnLwSNXhQ8cOH6k6fKTq8KFjBw8dO3ik6uCRqoOHjh2uOn6squrIgYN79uz99ujRvedOH64+V7Xv2y8Gu7k2g2jvtxtuXDx6cNvn/+EX6755/8MHx04/Onj89ld7Hn1x4Ph//URw4mG6xbLEtWJc1w8K+j8Fpi8uvNFNMDy04x7FdgCOk2I7MI4teG84zlLHOsxLiqkbG486OtWgAABOlIulymnJ9zufXvBABmswXYt/uVj5phEEgWHlQmEpm02XAHmTXW+B/O5kVDI+6s2kBeOTirmAIRzXBuM6KKUJx5ThsAaBFdGQDAopEUgdQyQBvymW0UfimiCkC0O2aEwzPzuRSR6/fekZ94lc3ycUc7XadrW6XaNqr8BUxJMJuRIRWyJiSwUcqZAlF7PkYgaNVLGwkocKxCx6flQg4gjFXKGELVM2DQkb5HKuVMzRqjt0mm69quPTD/7zjq1vfvn176qv7vliy7tfb//kdx/8+i7r8Wgy7IxD5igsmZlTLPi1EKwORAxQVBEI0jDVxRFTKqZHwu5s0ptKfLznO43HXQYAB2AFpqsLUCSgaJhiBHr1+hWBaPjnZqaAouiT18okAEFgKFoiCQwUSyCHj4mM5z7Z6W/TpZrNWaaxyLQVGdZ8jTlfY8a5LpTjLDU7qb6JfLfH/bBHeZPdVf1gQWV0CAS11y4ph7smR60CQYfFplaoho0Wrd6kVqllTpfVaDYYzbrK1aKtLLNOq9fojTqz2ajVKGRSgUYjMWpkcnGfYKB1YdbJbLizc/sn777+d2/85j/t377ZqVaER7yjCkVxdFL2qOHsexvbD14u9DtTXFOZ58C5rhe6o35mNZ/jxRhOnOmqmF+xXYDjJDkOlGtLMbSZNnOsx+plic5/sjfhCeCpQjlfKJfLq0d1V3/IazBdiz9bUBRFEESpVCLJymwPgsA5vNzY1znktnkS0W6reZ6gRJPTJiiuWojoQgl1KK6GohoYVkXC9JmjAoa0ibjYv6iDEtoQog5ElIsBXSisnJlyRyPnH92s5T8TqToHh5nDw40KWfPQQOOrYKoQsRQiFn2EugLTYRFTIOJUSCrmiqQcoYQtkXMkEpZgqFEm4StkzQZd964d75858eW3u97/evs7X2x97/OtH35z4Kv7nMfjacgYmjeGQ9pw2JJKKoIB8dy8MRZXhyOKUEgDQ4pQUBFcNMAhGwINuhwf7dwRR9FsqZTO5FYOSemFEfhyGer5BJREJn75mSkAoFgsfvbZZz+41Vff4cspLkpQKIoXadGTsj95d+cp9Z3mRLsd7x4tcmyZGn2u1oqyvDjHR7aNxxjGfK9vrG544OLjods1uuaO2IgXmfKdO7TrjV//3T/+4//92uv/+Xdv/P0bb/1/b7/125X1+huvvfHma8vX36xc33jrt2+9/bu33/rd+++8/vu3X//w3df/8N4bf3j/d6/9+m9/+9p/ev/df9i44fV//7+s+/APv1bKe5LIvM0kWxizWwS9NSePV733IWv3iWSnEevzZVjGEttCcGyA46Rntwimi2C+MjMlmV66G59k+1YsoSiOF2W5cK6LYLkBb4RkOCimk2DbSzwb3KDM93ngHkvLifv1p26BAliKZgAOUBTFyUqn18oOglzrxV+LP2+QgEik4jQICqU8rYSUx8qdCklNb6d+dsoS8NtgRD3vd8TSJiipCUbVYZjuiNJFYW0UVkFRBRyVQxElFFGFEXUI0cExXRiyxRPquRlfDDpz/9oz3iOhsm1IyFDIuVpFm17VoZBwFRKuXMyhr0opj35n9RGqRMQWiytLIGCs3ubLZDyFokmh4A0P1YnFTI2mw2od3LHt3W++fmvbtrc2fPbrQye3/n7z679+/x/u8596U2FbLGSPwa50yhyLWlLxwakpfTypi8d08ZgaiugRSB1cMEWCNih8sba2+vHjJZLIFvL00wXHUTp9rLRALI/nE8Qf6zMFPxmmtNJoGSugaIkoYmSi2H2b1XHqyXSjvNw7mmWaog8UoHmS4k2S/PFUoyXf5R2vF6nu8kQPG0fF8oJ/Xj/UtTjuOHlk57/7n9f99d+s+8t/t+6v/2bdX//bdf/2r9b99V+s+8tfrvvlL9f96lfrfvGLdX/xF8+vv/rVul/+ct0vfrnuF79c92/+ct1f/WLd3/zFuv/pV+v+5q/W/Zu/Wve//vtf/eVfrfsP/9sv/8v/+x8/+vg1i12SWfKrdf1KTe/slKX2zvnq3V8/2LO7/filoshV6HZk2YYC00TxHBTbAfhekuOiu5p+BKa0gskPYFpi2UssO8F2EkwHxXTiDCvKti2xzQmeYZGtykhHL27YPa/3kRkUlEAmlcUw7EWYrqF0Lf7MQQIimU6shilGoHmsaBrzXK2rMc/N2AIB8cioKQiZIzHZTEAdiCgCYTUEqUJhAwyrQmEVFJVFIG0iqUKieiSlCMKaSFQyv2CIQKJR32QmcfHhzca2WqGyVShhCwUNMhFbMsyWCJjiYYZUyBINNcpEbNFQo1TIot9ZWWIh6/lOX8AQCplCIZPmqVjMloo5UnFFEkWhaNLpurZvf/fYsS++++6Dg0c2rd/y5sdb3/90xyfH71ywxxYtsZAzgchnppX+BW0UVkdhiT8ohyIaJCr1L2qgkDOBaOZnPUj0o293CvWGEgCpTJKWS6Y1916EKUn+sT5T8DNhWkKLAAA0XyYSxdJU7OjbWzOi8cmn4izfkaozlZke2ksO9E7n+72NO87d2nrgzv6jZ77bWV217/iBb6oOb/tqy4cffvLb9z79zbsbXvtw0xsff/bOxo3vfb7p/c83fvD5xg82f/b7Lzd/+PnGD77a/PFnG9/76os/fL7xg88//8OGDe9u2vT+pk/f27LpD5s/fX/r53/4YtPvv9z8waYNb21Y/7u33vzbzza/eezEtjPndu0/uPnM+d3HTm7fvevTAzs/fXB6/6EP3mUfOIF0a9B+V4ZlRNk2rNEC2G6C7QS8EYLhIZmvHBulc9IXYYpzPATfQ3JcoNlHsuyA50K59kKLA+ZogSWsuMU//odtVKwIUABwgKI4RlSadlc6114G07UN/lr8ywZt6VZxiKNwEhAYUSqRaDCbePfLzfPZzMJSXjE+oVsMGIKwJhjVRKLaaEwNQcZYXBeJmJG4GkZUSEwOwcoorAxFddGkFkIMSMyeSOoW570IdO7etafsBzJ1x5CQoVLyVTK+WtYiF3PkUp5MxFbLm6RChkrGlYnYSinvVTClF81TetG5qlTK1unaVKoWrbZ9995Pd+7+cPvO93fvX791zycbdnz8u/VvnH92w5MOO1JR4cS4YHxC5l+0ZjKiBb8Kig7Nzlhz2eHpKRMCO2NRY2BxwGI5/+ixd2GxCKh8sUCrly5Xlr4H05/UZwp+JkwpQKIoCgiApcoUVGSevCu/2ZTo9USYhmSDleCNlZmefKNjiW/PD3n7zj8ceFBjHRw0y4a00h6pqFUqaRuWtAzL2wSaDqG2U6TrkWp7lKo+laJXKe9TyHrVyj6lvEerHlLIenWaQYWsW6MaVCn6FbJumaRToxhQSXr0ykGFpEej6lcpu9WqLq2mx6DvN+j7HXaxUtEhETcr1Z39w6y2tofnjmx5eGb/o327+UfOIN2abLtliW0uN1oBy0U0OgFvBGM4AXuEYLzyzHSFpDRM6UWyPWWms8iw4lwHyrBQXGeJaS7ybEm+MT/gDnVEzXRhAAAgAElEQVQaH317dvhpM8jiRImkKIDhlc7ZFZjSzV5rMF2LP3OQgFiBKT0sQwG8RJTjxdzBC+cZPT3jsbh0ZFQ+NWOLJjXBqCpEa0dBcn9AD0HKxYAKikrDEQUclYSCGiguXQzr4Jh0YdEcRaQTYxPpxIUHN1jt9TJ1h1LTLJdztcoWuYgnFXNEAqZSyhMPM5RSjni44Qd7fHqbv7LTfxVShcJGsZgpkXBUqpY9+9Zv/vKNLVvf2bL999/s2fTlns/f2PjOqYdXLNCCPYnoIUgfQfSxhLNQ6p+cloci2hiiQxBdJGKCo9qFhfF06gaDeenJEyiXW0LRYrkEAMBxlCCwH8CUdtP7432m4GfClKBwAABFACpPonDB0au+uH5/WbMIt9hTPHeR6yObxpK1xnij3s+Vd5y53f/o6ZhOrhxut5qGlfI2sbRZbxpUmweGlS0CVatQ3SZWd8iVHSp5h1LWqZB2KKRtKnmHVNSqVnRLxM1KRYdM3KaQd8qkrUpFh0zcolX8/+y9Z3Sc55XnSYo5U3K73dO7M7tnt3s67MzZbo93Z8/szn7YXff0uNtuW7Ys2ZKTZMmWRIqysq1MKkuUxIRQCYVMgAEZqJxzDgiFylVvrpzf/D774QUgkCKV2+O28T/PqfOyBBVQhaof7vPc/733ompuwKC9qFYNqbUjGt3I7LxStTAwNSkdHTk7O6W4ernbbr1qMIyMDJ1+/IHvnvnNsZM/vGvsiReIYUNFYW1KXKzEz3R5gCxEd3uAIsz2+nhp4KamqM2TqzfBlOsLgIEgI/eA4QjX5wVDwdaApz7qqc+F1W8onvrOfe1UEbR5ngfVWktsIbhRgrC55ndLW/ptSmx5sYEGMcLiAUcCfkKr/fEjj8RKZQ+MOFFCk8ia0ZIJL5gLJTEyNcGwgygaUNxEFPVEwVhcG19qRHALTjiJgjGViNXLL7z3+nuyt2d1QxPTF3R6hUHTb9QMiVWhCzMSvVq5MCMRY1LNvFw7J9fOyTVzfSJwFxbW1sYef2OtbfZVMqNxUKcb0Gr7f/7At+5/8Nt3/vDrP3/wjh89cMftP/3Of/rW//PGQK8dzphg2IQSrmpLDxO+Nj25mtJAiLNe00KQHS8Y01lTMpVtd+4+fmJkdk7M49ebDbHt3jol+et5yn+czxR8Opiya/+VBxwpgA4oRPIv/uAR1WuD+EV/oc/TUoYpZaTS5SjLbcSodfSJU5Nn3vOoLpsWRlQzfVcunZ+dls7M9V2ZkszrBuYMg7P6gTltv0qlXJhTzE7Lpyel4u38bN/UhGR+Vj492Ts3o5iZks3P9s1OSzVzfXOTEtV83/S0ZHZeMTkrn1lQjl/u0hvH1KpBm+WKelZpN1zy2icc5kvn33n6qfu/++bDP3v+O7f3/+LJ9mV3a8BD9nrpLj/oCXEXfEAWYnt9QB74CJheQ9UNmEoDnMxHSV1cn4+UufgBf0thrw+5sCFraT5w/qEXup5+HTT5dq3VIWlxyOqG73czTLcSUFv6LWtj07reXXMNEyTLpXHiWz+4e87pjhSrhlTWmEe1WVSP4loYFSNTM4LoMjk9gmlh1FAoalDEjJfVWcSEEupk2oZi84uRRKv27Dsnzynfm1jom1fLNFqZzTRq0Y9ajSNm/ZDNNGrSDdrNF026QZtp1GIYNmsHzdpBk3bYoBs26Ab1+rWl1fZvXjrdwPpSarV9dvslg3nkRz/7+58/ePv9D33/23d+/Ru3/7/fuOsfvn/sp/26uaV2y4JgephQ5bDJ1YyJqJrLtblc3l6uqjNZO16YiyzbUrlRjeH+J55eTGc25pSUSqUPk3QzTz/GZwo+JUzXzJICEHjAd3jQBAs946/c9auGOt6cWMalbn48VuqyNgbctaueq795feq9037NZdPMgHFBqZ6S6Bf69KoBvXZofl4xp5LPa/rU+gGDbtCsHzLrRsy6EZN22GIYNukGrcYRo3bAahwx6QaN+iGzccRiGjXrB2ymYYO+32Qa0hgGNaaRed2AxXV1YqrXar1k0g7r5pXaSZlTM6qdlPW99+LLD93z7oP3yX55zPemlBz1sAMhqtvPdYf580HQHWK7vYLMz0ncvNT38dNK1mEKpEFeGhBkftDnZxVeMBzm+n3MsK824sYvu/zymVfvezysdgAKMAzXpOkOs148uqlSbeOfv8XP0Za2BDa2R+JGVbQ8AsC3KLrFCU+++PKFodEsxbmwgj4L62HCRBSNxZIeQ004boQgK4obEdyIF1QwokZgHYQb0aIZK9jxgrdcsWTTfjR/3xMP/fThux998sc/ve/vfvnLfzz+4LcfffiOEw/f/uix7z7y0Hd+dfx7Dz/47RPHv/fIg9898dD3fnV8bZ04/r0Tx7/3yCNr68SJO06cuEO8Pn78u8ePf/fYsduPHbv9+PHvPPro937+i398/Km7f3L/PzzwyJ0//cUd/3jH//eN27/+6POPXxjv18eXvMWCHS9p84SBqE0lET1eNRBVPVGYTabtxZIpD6uWVlfr7Yeee0lxeaJK0iS7xsT1gvUbluF+Ap8p+BTWKJYTWIZjWZ5jOJamWcCCTrEpoK13H37RcHo8M2gvDnpLCldd4UK7tJ2pQO99j8+eftcw2BPQXvZoL+qnpKa5PptuVL/Qr9cO6XQDGv2ARj+g1Si0CzLNrEQ906tXKzRquXhr0PSJ11qNQqfp12gUWo1Mo5Zo1BK1Rjqnkc0syOY1/VrjyMJ8v1415DRcMc0MGi4rvKpxz/ylkdOvvXD3nT0PHU/Ix2sjxobcAb+hZroDbFeIvxDiu/x8r5+TeHmph5d6PgFM12JSQRIQJAFe6uPlXq7Pxyp9VL+3NeQujbjy43bFE28oXznLEM1OucELoNpususzV7ZguqX/5hIxurZJWveP80DoMDQDgMnj+8VTv552ekzprLtUM2KEES/ocEKPoToY1kOwHoINSEGPFgyFog4njHhBB6MmFNPnck4M1axEE43Sc6dPvS9/e2Khb2pOsrAgVS8o52ZkWrVSq1bqNP0ajVKsr9dpBrXqgY0l3q/SKlWaAZVWqTOMaA2DGt2QSqtcUPfPqeSz84qZeen0nESlVWqNI7PqgR/d/63v/PDr3777G8eeeejVM69eMcymWqWrfpcukZqLZ/VIeS5TtFUYDVzTomVVDlFl8w6i6MaLxkR61h348fHH0HqT5ECz1aEoCgAg3n4ETD+jz/SGUS4POJrtMBzJsjTPcp0WWSNqoA1aq4Unb3/AJ5sHxlz2vLYst7WG3EC1OvbwSePZ3ujk1cDUmG9+bOTCq8pzL51/8+nXXjx28qWHX3rpl2++/fhLp3751luPnHn/sXPvPXbuvcfefuvY2+8cf/utY++cfuSdt4+ffvfE6XcePX36V6dee/jNd06cfveRt959+LW3fvHm6WNvvnPi9bdOvPXGr95+7bFXnj3W885Ll3rOmMYGl9RzRb83bTDqe+Vv/OC+ZP9M65ILPqui+n2cIkR2eekuH98bBNIgUHywBFlQPBjd2NSvZfMl/o3dPZAGBUkA9Pj5Xj8l9bB9gabEwY+EWwMe6moYH3N5e6ef+Kef0bkK6PDtWqvV6oi+342RsFva0n9bbXRhE665E9RazQ7HVGnmrZ7eZ989q12MufGyCSX0KK5GYCOBG3DMUiqqcpAeLRiLlQWMUOG4Ckas5ZIZQexIPlQm9MsRH7T64Asn3uw5ZXRPTqtkV6e7Z+b61Nrh6Xn59Lx0ak42s6CYWVDOqwbmFvrnFvpn5vpmFpTT831zauXMgnJOrZxV9c9qlNMLykm1YnpBOa1STKqUk2rFpEo5rVJMzssmZuWXZ+WT6qGfHbv7e/d+585f/LD3Up8vvxQt5/WxsD4V91eavjozk8C0+eZsujKdLKhzRTNeNaOlyciiLpaIFEq/fO75vomJNgB1kqQYmgdCqVL+iGO3T9TPFHwKmAqCwDEcyQFqbXfAA4HmAQlAhen6zZtXT/amlEZcYS1IzBWFvXXRd+nBV174+++fvOuet35x/8Pf/i8vHvtx//lTI9I3+3pelfa+0t31snLgnTPnnpVKX5TKnu+TviDreVYqea5X8qxM/kKv5Fm54kWJ9Dm5/GWZ7CVZ3ytd0uclyhd6+56V9j/fo3hOIj954dxz50//ZlzxvmVq7Imf3PPNv/nqL/7LP5768f2nfnDfa/c89MI3fzr7zBlqKggmFpnBQL3HwfdHmF4ft165BOQBIA8IMj8vDWxkmTaVOUWBLML2+thenyALsr0+IA2y3V6h28d0eViFv3jWkH9zDlxZzpxREYN2xpj65f95e2jCBGos2yB5di20FwSOYagv+kOxpS19Ft0MpiwQqu0mDYB3Ofad++7XL62YUjlNKmMqELP57AKU12KouVq9mkzq8YqOqKiLpVkU0+D4VGLVBOdtcMYJZ5arhA9affKtZ9+UvK73zs6bLk4sKOcNYwvG8Wnd0LRucFY3PKsbnTeMLeguLmjHF7Tj8/pLc7rxBeP4rG5UZbo0p7+oMl2aN45P6Uen9KMzutEZ3ah4vXHPtPbijOHK6MzwDx/60T2P3HvFoo4Wsq78qjW3aoPSumRCm4bn4pAuV9dBLSNKzmXKWqhqKzStaEmzkki26RGt7r/efXdNEEgA6iQptstgOFq4uZfmE/UzBTeF6TUP9UGrTcAIgBbjXgCAIIBGuQXaIDhneftnT+JX3IVBe73f1RrwUONhRGGISSZyE5rlqxOKF3+jHZXlFm2rYUNi2bKybFmOWVcTjuWYZTlmymTsybg5lTQlE8Z0ypyIGzJpSyJuyGasyYQxnbakUtZE2ryc0q2kdYGlmZWkbnXVHI+aIw5VIxPzTE+/cv/Dz995r0NyKX3FBE86lvrUKxJ1rtfAX1lkh4JUn7/e42r1uLm1AtAgkIc+yCb1Bm8AUzFElQVB3/qtJABkIdDjFySBTq8LjEaZfn9b6S4pHZw2oT7Zd+7BF/POZVClW5UG4EGn02HZDc/atW/erczTln6XxPKc2B+yTDG/fvv063394XJNn81rUGQegydyWX21MoPAl9MpfbmuJsqzMK4mijqcMBOELpu2QulLLqsjF9cvel7peefUudfUzvmx+aHL6ovjqrEr2vFJ/aUp3aUpw+Upw5Upw5Vp/ZUZw+SMYfKq5uqkbvKK+sq0YVq8ndBOTOmnJg0frCn91MY9l9SXJ4zTQ7Njl3Sz37z37rNjg9bksg/L61eWHXnIjRE2CDXnCXUa0+XL9jJtQFrWAq3OlU1oVZ+GwtV6qk0+cvLUabm8BUCdoZmNbPCmhNKH9bl8ptc91AZJgUADwADAC4BnAeB4QOBl0BFAg3393sdnX+wtX/bhUiPeZci+v1AasNYmnOgVneWCrPvJxz2zY0mfftmvi3hVEb/G71mIBHVu53TQP+92TgY8U17n1aB32ueaCPtnvc6rYf+szzUR8s0EPFMR/4LLccXmvGyyj/rCMx7P9FJAlw7Z024b7vW/8YtHnvvuz4aefDN90VSdjSDDzvpEFFE4qNEIOxQGQ0uUzA8uJ+s9rvVmUcEPljQsljnduKFJr4/p8QJFmO72AGmQvuAWun3UeYeg8LUldkrpWXn1EjUV7WiWn//m/a6RhUoMBiTgKU4QgCAI4sBYlqWveTm3YLql3zG12iQjgHqHbgMwaTJ95/4Hlqo1UyanRWAVChur1Xkcm8znrmYzthalwktavKxBCUuxbCYIZ5EwZRNONOtBkrZEdEB1+aLmqjlsU7t1Wr/RELLpg1adz2j0m/R+k95v0fster9VXKagS++zW8IenddmCXv0Prs55DYGnDq/fWPpfXa9b+3aGPXMuozGRb824pPOXnXDmUARMybjuljCCeNutKBZTfsrpDaFLSQRI1Izoc35JGFC6yakPL+SDBYrIQT/+p13riBInWdJnhebfF6Xnf+wPpfP9LqH2pirwXIdhm1TVEcAPMnzJM/X2xRgASCFwLTh8b+/pzDhheVGtEsLnVPBvSp8SB/tGVe9diZ6+cqqYQGJ2lfdmphXu+LTxIP6Red8MmiIumZjfvWie27ZuxByzUU8CwHHzKJP7bdPR72qkH0m6ppfdC8s+tRe29RiUBtyz9u0l41XRxJWc1xjnH+3+7G/u2PwsVdDPVPZftPi6TlC4W6NLWI99pbCTytDlCTA90fAxRinDHMyHy/1rTUoWQNoVJyLt7mPiZiPEqRhQR5ai0yVUTEyFbp9fK+X7rGDIT8/7K8OOMrjXu+FiRfveLgazYMGB1jQqDUBWOuqTbPMFjm39DsuhmNplilWa20eYI3WfY89edVqW6o37BhugBETUTSVypPptKVWM5caBqxsxEviZD09DInb/JVOzYumfGjKnV12pyIrxYxp0RWr5ANwLEqkolg6iqUX8UwUzUbxXATLiysIpyJY1p9PRPGcP5+IYNkAlAwh6QiWvfEiIB+U8iGZSBn1Ejk3nvUQkBPNBUqlUKVmzcIurGTI4Hasrs0UTXBDky4ZoboqhdrxijGdc2RzXeOXfvarXzUBaAOBBUBMp4vDnBmOvtnr84n6mYKPz+bz4JphhzQv0AxDsUDoAKHJcxQPGFogSw2BaPzmrl+eu/cZam6xOmSnLvnLA2ZIvjD31Ju2d6VNhzdvMkAuc8ZtWDbNZT3GrMeYdRkgvwUNWbN+Ixq1wxFbPmTLBixQ2J72meCIK+0z5QP2rM+MRpz4ojsbsEXNC2mvLeO04l4/uRg3nlPe99WvX3nmneyQgVPHELkV67E3+8PkUKQu9dS63LXzTjC82urx0vJA5ax1A6biOSmQR4E8ChTXw3QjH8VLA2yvD8hDTI9XkAToC26+y0ufszO9Dlru4Eb83HR0WTLf9eALpr5JGqmDNk+2mVarw7A8D4RWpy3WO/2zfQq2tKUvQCzPlauVZquTx/EOAPJLl0+cOumFoEilro4l9BBqQHFzoeSsNYxoWQ8TBhQ3oZgBRnTZrDGXNefSpkx8JuS1Z1ftmeUwnnWnV0wrfi8Sd0FxD5J05mKuzKors+rIJByZhD2dsKUTtnTClUvZ0zEPlLGn4x4oZU/HXLmUI5NwZFYd61+8+dqeTjhzaWcubU6v6pPL02GvIRPTp2KmdFqfSBnTOXMW0SYhfQY3QCVtpmiE6rp0wYbW9Glkqd6+Yncef/HlkdnZJs/VGbJNU5zAiuYwHjAk3brZ6/OJ+pmCTwxTIKwNJRbn37FA6ADQ4HgGgE6boZskW2ouG7zH/+4HxBV3tmuhPe5mJvzek/Kx+3/jeleOzRmsvVKzQmaWy+fPn3OPjvjGx8xyefDSJXt/v22g39jfZxkacI9f9I2PeS6O+i+Nu0cvescuukcvei6O2keGXGOjloFBc/+Aa3hsdVYbHp0xnx0YfuTVnnueKl12lkYd1UFnZzjADEXBWKIt8zV63bQ8BIZjYGhJGIgyiiAt9QNFVBxAwktCG4enmzNO1xU+AXkI9EWALAIUi4IkAKRBodvHd7s7FyxgyE90a6mZyMwLPdKn3mglC4AW7bhCo0NyAIgTX8TfwT/bp2BLW/oCRJIky3O8ANJ5iAYAbTTufOiXMy63HyG0seRCPG0rVQwYYa/U5pKQASLMGO4ulw35vJMoaFNJd7Ggia9YcxlzJmVKJcyJuCuX1seilkzcnI2bs3FbLunIJa3ZhC2XsuVSlmzalE2ZsilzJmXJpo2phCWbNiTj5kzKkIwbUwlrNmnNJq3ZtDWb3nytj8csmZQDyhmScc3qog3OuHDIicHqWNyYzpkyeSdKWGHCjpeMcMGElPWZogNtWqGKdjUXKVYvjF969KWXsGYzS+AMENpkZ72tCcsDhhM+KjL9YnymGzAFAs1yHZanOIFu0u02EBqCQAuAZgSeFUoQDkhw/vFXZp7vRodM9XFX7L3L73793vv+9X988K//84/+7D/c85dfu/vffe3n/9t//tb/8Bd3/dXf3vPX/+H2//F/+cm//z/u+suvfffP/+aOv/jqnX/1tTv/8qvf/4u//f6//eodf/633/+3X/3en/3NHX/+t9/98//1rr/+2j/92b//4b/7jz/86//9m3/6V9/8k7++58//04/+5/9L+ZPnUaWFm17Cek3YeQM3HGH7IpX3bZTEBwYWWXmYkYXA8AojC1ASH+iLAOUSUERFXK7FpyJSr3VEbcpHhYB0PVslCXA9Pr7LS19wMlInN+Iv9Jmy/YaeX75gG54DNYbtcBTNNyiqTpJtmuGBsPYe3YpMt/S7rWazSdIUD4R6u1MhOyWKelchf+HsOfPyqjGR1mdyVqKghSB1DpqLZ4153Ayj+lzOgROmPOQkCppkygYhbrzgLZTMmZx+NemCEReK6lNxOw4b82kHmnNieQeac6CQHclb0bwVgS0wZEMRcdkR2I7ANhgSbx2ouJD1BTkRxIkg/mLRiaEuHHPhmA2DrGjegUKeAuYrlu0w5kBwYzpnQ3FDNm+GcV0GMWYJU7ZozhD2PK5bWn30lVfHFlQtgS/Wq4zAk3SHYSgBMACwLEd+7Jnp5/SZrj8UYMFa9okUAMkAmhKYFqBbgO0IgBZAdCUGAABNrhBIPv139yTlqtoVn6COxc/NpLpms1JV4PRw8P3hpZ7xaNfFaNfFyIXhuPRy5N3BpHQqeuHykmQyJpmJ9UxHL1xe7LoSvXB5qfvqYteV5Z6Jpe6ri70ToQujoe6L4a7x5Z6Jle6peM9Msns21TWfOjcPZhOFbnNd4mQHImBkFXpVI8ijTLef7fVx0gAvCwrykCAP8RtxqDwEZCEgC61dy0NAHuKk4grwsqA4w1mclMf2enipT5D5gSIIFGEgD/G9QUbiKV8w1vttjSu+RdnCM9+6FxAd0OYBD2heoASOEjhG4HkBCACImagv/u2/pS19cSLpTpvpVBp1FoBCs9ESQDiT/8599084nR4M0aeSrkJxIZEw5mFtMucp1swQYoERUx62Y4QZQuwYYYNwJ0qEa425xeW5xZVQteEqlOZXE9pc3lWt6OGcCc7aCcROYFYMcRUIUz7nJHB9LmWEMlYMsSKwq4i5ipgTQx04Zsin9XDGTiBmBHISuC6dcmGEGy9YYMROEFYMc1aK8/GYs0gYc1krlHfghANf+0lMOdSGFMx5wl2oa2JZF1pxQIQTwga1+h8/+hhSa3SAQPNrVUjC+kxssaz2Zq/PF+IzXX8ocfT2BzClOoBqC3QbcB0gkAC0BZZiaIHiyitQ5KLO9s4wPGzLyPTMzFL83BzRZ6EnQq1L7vpFe23cURw2Fge1pQFtpc9QGTAVB0zFIVtJaasMOEr9loLSXBm0FZTmypC92G+pDNnLgzZiwIQPGMpDllK/pT7irA3amyOe1pC3oXTVpHZaGaDlAU4Robr9vCRMnvey3X6ux7fuJw1tGKE+Aqa8LMzLgtfBlOlx090OttdFd7uAPMRJ/Lwk1Ol1NZSu5mXfUtfMs9/46fK8nSdaWBajaHaDpMx6sRMAYIulW/pdlgB4HjBivXit06pSZI1hGzwYnVff+/Qzq82GIZ4IlCrWPOwkinaMmFlaMUOIPpO1obgunXVgJX0asiElcx4z5iAjBDmIsi4DGSBCB6NaCLGVSnOppLNWMqKQHs7ZCWx2eSlQKZtzWU+Z0GeTDgKZX45a8hlTOulCYQcK2QlkIb1qxqG51SV1KuEpFS0wYszl5+Px+VRSD0NmAtdBeW0m4yQKC6txC4zoczkbis8uxzSJrDaZc6EVfQJywCUHUghXGo4M9NMnn5kwGjsA1DodEaZivAkAKwAGCBz4yMj08/hMbwxTAdA8oBlAb8CUBIAGoNSo1ZsNwAJQY5oR6NKzZ0oTAWzIHnt/TpiJoxJztd9FXfS3htzspRA95qv1mRoKY1Nu6SjthR5De9hT6ja1+lwNubPV565L7J1+b13m6PR7xXuaCmez392QO8gBb1PhJIf9rQEPNeinFR5a5qZ73aAvIkjDXG+IOucVesNst19sB/UBTDfOQG+0Nvct3QxTTuYTFAFG4gF9ETGzT13wNrrsidOzwJg6+a37x05eaGeKbI0SOMDxYA2mgGXAek8TQXRJb2lLvyv6kGmfZziSAXSTbjNAKLVbNYohGmQkC93/9K9nXN4QXtLFki6EUMWTnlLFXaqYYdSOFww5yFUs67Owq1g1QZgNKxoR3IIXVemcASlo8rCJKFpKRVU+a8RhLZxVZ1PBTnN6edECQ5Z8zoFCNihtTsd9BJIiW/qVRQ+U1URDbijrxPK+emE+vjyzHNGlU75K2ZDNGXKQBcF8jaa/2dLlIQOMmCDEimB2jLDAqLNQMuVQJ152YCUXUdElsvoEtBDL6OJ5axqZD0TE1qVNXmCAQAsMJ9DiBl9MrQOB+4jP6ef0mX4MTNuAbAG6DRhK4GgAqs1GrVEHAgBtHjSA/Kk3y/NRaNC+ek5VVLpbIyH4jL4hdfFDIabfTyo8dL+7I7XxA/62xE4qPG2ZqyV1dyRuWuYlJW5W4W/3OBmFv93rYuQ+SuKj5QFS6uOU4Y7EzQ6EOnIvMxiilT5e7uckXkHmB/IQkEf5nhDfE+J7g0yP93qYbo5MP7Q2k3TzIrvWSM1JA4I81Dhjq75rht9WNy75oUu2529/IG+NgBqTiacFAXA8oHmOEXgGsJxAi3/61t68W9rS74w+ZHTmOYFuMy2SoxggUALX5NgGw9do4T258sQLpyJI0ZmGXTB+2RvwVaqadNqYhzXZnAXBVOmMGSuoM3kjguvyiAHF9QhmwgvqHGQrV1X53Gw2YykVJmMrBiRvRiArAnsKhCWb9RKEfmXZj+YX/J4ICjviMV8mZY8th3NZV2LVmU+FqoQ2vuQpYIZ0am4l5sALmlTGmIenFpddlaoqnTHAyEIqbccITTKtz+a16awhA2sSWU0ia0eL3kJVl8hac4RuNacKx85dvDKq1q3kS6UAACAASURBVDYBKHfaLBBYfg2mayQF7MfC9PP4TG8GU0Y8MG0LdAvQLUCTPEsDnuY5iqF5HgAGCCXKNDQz+YqcmA7jI77acAjvdbDDy7Q0yEqCrXMupjcA+oJgIMLJfGAgzEkDnCLEyoOsPMjJfLzcz/Z6gDzA9LgFmX/t1FIaBvJFVhIEyiVKEgD9UVoe4JVBptcHlFGgCIuwA4pFptvPS0LXwnStbPSa3P2Gn/QjYdrp8YD+KBgIg+HFTq+r3eOsnbPUpPbmZPDZb/xk6h05wNuA5Ml2p9lssptIygOaBwwPxBd9i6Zb+l0WL+ayRZcOzXMsEFgAGADiOeyBE09d0VgSpaYlnvYVSvpM1ophZgy3FEomlLAUSgYUtRQKRgwz4QUNhFiKZR2C6TFUhyJGAp9Np0w47q03Iq32VCjigGFjImlcjflyeVcyEc1n9nzp1t1Hj+w4dHDn4UO7jhzeeejgjkMH05WidWXJk01HSsXlRtODF9x4UZfKe0t1XQaaWU26KnXxB7CjRWMWsaIFV7FqzCLzK0ltMmfOY8Z0zpSCgqVWuNS0J/Ov9shWCaINQJMmGcCyPMNxDBAYIIglndds22/wAn0en+kNYCpcD9OmQLUFWiRpk+wIAPAidWmQ8a78+q6HV8bsxSsRMJ+DzhjB6CrTG2y+72y85wKyJa5X7LIcpnv8QB7tnHMDeZTu8bMSP9Pj5aUBqsstSAJ0t4fr8dAX3HxPiO0K8JIwdcHHSUNkl5eV+OkeLy8LctIAUEY5aYDp9fGyIFAuURe8N4Xph835a5NIxH39Na31OWmo1eVqd7sZWaDZZW922StnTKTE3RrwJAe0j/3Dj+hUsYNVyHpTEIQ22WnTFCPwnMAKgOb4NgcoHtBbMN3S7744gaXZDg84HgicwIqZ/Q7D0hw439v3xLOnVtGKeTkRKJRnl1cMMKJHMB2C6WBUh2BaBNYisAaGNDBkIop6FNehiB5BzASuyecthcJ8MqNJZSYCYT9RzrPAtLTsz2ScKyvbDhzYvn/fth3bv/SVP952y/ZtO27ZtWf3nj379u47sOfokW27dy5BkHVpxbi4ol9OeNGyNpYOlBtWmLAghAHGFjI5dSZvRQumHOosVDSpnDmPGTKwIQPPLa7o42ndasqUgtx5IggTpy70tgAotJoNqiOIvbJ4VoTp2k7/42D62X2mN4MpJ9AMYClAtYSOCFOKp1meaZMdnueBANg2DWjA1xj7VcO5469kRpzpLgM5HCX7wpQkCGRLgmRZkC4KvWFBGhbkUU4aFqQRXhIGsigviwBFFPQt8rIw6FvkJWGgWBRrPUXTkjisSSylF2c3sT0BoFxmegOsJMhJA0ARJi+4RI89sw5TMZu/2QK1vj5IQ90MpowsxMhCZK+flQdJiZtR+Cmpq9rvGv3Ne40YUs1igBaazSbJMrVOixI4VuyoL1A8aPFChxcoTmC3Wu1t6XdcNE0KgCHpDg+4Nk1t5E6rlRZFgtNnJN0DF53xrDmVNWTzVqJkIop6omQiiloM1xO4FkMNOKrHUAOKioGqtUAYYEQPwXOxtBUt6VL5cKVhjWfNi/HHXjq18/DRnfsO7d5/4JadOw4e3L97567bjt66b+/ug3v3/NHRW/ft2btz5859hw5v27v/2NPPRnJoME/oogk/Xlcvp+1o2YaV9Xlck0PthZoqkXMQVRNEOIiqIQPbkII+mXEguAPCovWmGyEu2VyvdEt13kCDE3IFQmwuzHGMwLNAWM8+Afaj/eCfy2d6fW+ONZ4ynMAygKV4usNR4mI4eq1DIscBXmiU6xzJd6ok6ADvpPnUHSeq01FUYSNHwh1FSFAuCvIo2eVjJcH2ebegXOxc8KyTMSxII6Bvke+LAkVUkEeBYlGQRwV5lP/QHBGRpFxvECgWO+fcoG+xc8ED+hebZ2xih6cbwPQGfUw2R6ahDQcVLwtuTHjmFBFSGqDlIUYZ5YeXyP5Aqcu6dHbONjgL2hyg+Ww6R7NMoVJuUB2a5/gNmAqdLZhu6V+OeEHgKIYk6Q4PBJKmGIbpdDpUh8axUofkfvqL45KLl5aLlfnIsg3FjRihw4mNsc8aFFEjsBqBzcWCFoGNGGYpFAwwpsthNqSiXc15sLImuhKFizuPfHnbjn17Dxzdtn3XgYNHd+7dd+hLX1pJpQKLiyup1NJqfPstu2/ZvvtP/+S/2759x85d+3YfvnXbvkPueC6MV/SxzHKLU8dzC7GMs1AzIAVNDrXiFW0WNaMlTRayYUUXUXEghenwomo5Zs3k7Zls/7z6+HMvtgBAKzWK4ymGpiiK34CpwInP/ZPA9DP7TG/0gJuad6338uI3fhOCeILLCzwrMBRPt1i+xoy923f6gWehy+7CmBfq1uPn9GB0mZR60q9OVXusYHSJknnFtnhsTwDIIpugJtrmI4J008iQa1rkLV5fU3/9/j2wUWW/VoMvljld2wdakAWBIszL/YIiIMi8gszLSbyCJMB1B9meIN8Xxd81U8poReaHe5ytK6vkTPzpr98LKLDezEx8aYRry0Y3NzDc0pb+parZrLfbbZ4V5udVzzz3vMnjDWcRYyxpw3FHrTIWDutQxFQqqzFsJgsZSqVZGNYShAYldFhZg5T0UMmaK5pSyEJ02ZvN5Yu1bbfsuWXH3u237N538Nbb/vRfG0IhVzbrhPPWTDZSKkfxoim4DJWa+/YfuWX77u3bdh04ctu2/QfjpYo9nQ/XmgvxtIMoq+MZB1E2YoQOwYx4wYARc7m8iSgaYMwMFxxYxZbDTMnMcq0+uKD68SOP1HmeBoADgGJoAADL0p+22dDn9JneWMI1Vx/AYr1H38aDAJ4FgALZUGLw9a6LL5wnzYmcVE9dCjYVTvj0ApiKU4O+cpcZjESE/hAr9YK+taJ4Xu7nxRZ50g2efkqYrvF0M0yjIkw3P454gMCL31HuZ6VuQeZlepy81Md0ebjuINMdaF5wt+VB5Jwt32VvTiY6muz7P3xO3z0JmLVq0fWnL1xbM7alLf0+iBNYmiZZmsFRTKGQvfXuad9yzJPK2RHYXataCHwulXI0mlOZjBolNIWStlicyuW0eFmFFLVYTZ0jtKuQNY1ECiVfOr1t555dO/bu3rV/+y27dx84EkpnXNm8A0WsGKaD8na8YEznbCnYEk3csu/Izl37du0+sHPfoW179287fFS9FNNncg6iPBdLhhukNp3XwaihUFyA4Pk8ZCwWtBiqycM2rGxIwtpYernatMZWv33vvZM6XaHZYATACTzHrU9q+fQw/aL6md78W3wcTEGT80wbX/vZ45EBVWMmVBq2VxRWZjhADniZwQDV52cUflrmBv1h0d50XXM8QXrtmOVr9ulrfPzI4DR0bXC6xusPWaMCoC8IlAFe7gfKENPrE+QhrjfIy8LNXl+zL1TuD2ZkdtoEGU5fOXnn41yuBdjrYAq2YLql3z9xAkuzFEmSgiCEIsFnXnhOMjy6UqhYczkzgrhKJXetqoGhuVzeUCirEHwehk2VykIe1+NVNVy0Eg1PseWFi/rIUqpY2rn3wJFDt916+Mv7DxzdtmuvY3nZkkxZobwhm/NUKoYcpM/kPFg5jJTCaXjfrX+0fe/hA3/0r5ZgLIIVwuW6mHrSZlFVImPDirZSRYdgagTV4YQOx/QYqssjnmJNtZSwZiCIBS+cPffws8+WKKpBUWJN99rNp98vfoH9TG/+La5JUq0V9XOcQNMs2WaoJs1UyUoK0yiunHnoeXzGv9Iz17zs4ycX86fnqz1WMLZSO28FA0FeLs62824MWQLS62F6/Zgm+eKngOm1a6M59MYtJ/PRvW5eFhRz960uFyUJtHq81V4P2mtvTsRyF7327tnnfvCrJZWPJcityaJb+kNQq9MUAKhUKgzDkHTn4tXxJ198yZ/JuWBkMhi2Y3ig3TLh+Hw2YyyWFiDYWCyoYMSIVxYymB4pqzKoMYs5s0gERrft3nvg4NGD+48cPXDbtu27A7H4arFsTCTnY6uuQtGQzVtgVJfKe4jKTDAaK9ZdK0lvLO1YinvTsGklZVjN2vKFyeiqs9QwoyVdHtFCiBEvWEsVPYbqMVSTz9vxkjEHWTPQUqVxxWL/0a8e8yWTbQAYAXRIem322kdm7W+mL7Cf6afQBkw7babTouvFKmBBG65MXRgafvZMYtiIjtoKSjN3OUoqvYUzRjC6zMg9oM/PS3281Mf1+EBPEPSGhPWuTmJSaL2rU/QDVm7qS/Ix6zqMbvQ02UxYRRj0RRhZAAwsU7Ig27/YkQU7ynBR5hY0ufSwIz3pO3Xv03OKq6AFhBa3hdIt/SGoQ5FtssNxXLVaZRiq1q6/cfbcJY0+hBd08bgumXCXi2YcMxK4BkX0BG4kcAOK6yDcQtR0SNFeqtsxIlKsWsKL23buufXolw/uOXRk75Ejh79k9PgciaS/VPHXGvOxeKTeMaTyDqwyHY1b81iIqNgSOX04tlxo2pNwAKuYErATqTqJhioFafOYrVQxYoQeQdS5nA6GrMWCGcc0ybQlB/vRoh/BfvSrx6RXrhQoqg0ACwBJMevz1Tcnmj5plPo5faafTtcdGgoC4DnAcQJDsa1qE3S4RpoYebVr/k1lfEDbmgoxl6PMcJAZDFEyLy1zkxccgswPpEGhO7C2JCExFy92KrluX3/d/LtPBtMAkF8z6+mayFQaYHp9rDzc7vWR8lC919uSBSoyD9Hvbi2sLg9bzp44NX6+vw6X6QbNUCzgr3u+W2emW/o9lABAs90SAGB5rtGosYBbzuZe6+oKQHCQKNjyeV06ZUBgW6loq5R0KGJAUVuhbEKK6jSsg/CFTM6B4ObVRDiTP3LbV27ZtuvQ7kOH9xzeu+dgrlRZqVbnVlc9tbq/0rzqj+jieVMaDTao+dWMMQ35iKoHqRjjiCtb8iA1zVLWCVVsSEWXI1Q5zIAVTXjBTBB6BNZCeQuBW1DUmkd0q6kcI7zSK3vxzJlEsUC02zWGZQFgOUFYSxR/Rph+Hp/pp3zRN9FE/KE5HrCcAAColMq1YhUwIGEKDr9wRvNGf3s+Ckv05LAfXFqqXLC2L9g5iZc97wY9QeGCX7gQELoDfG+QF3s4yf1iaRNQLF4D02t8ox8+P702jJUH1ta1kP2gBZ8iDPoWWXmEUS625aF2f7ShCFb6/fUri/FBi/7cpZ7n3m5hNcCBdrNzw+e7BdMt/V6q0WzzAmAEvtVpUgJDAnBhcOiS0bRcqblgxJTNLCRWnbWSuYhpEciCE4YcYoYLVrxiQAomHNcn014I8sfiR47+0Z5b9t629+j+HQf27T1s9Af08Zi7XptKxM0wHm2Q/kLDli84icZMLO2uNmxYcSGWcyI1XQx25avRMhModGYXM/p8wdOk59J5E17QQpAZx+yloiGftaGYA8KsGWjS5fvVK2+Ec7kSwzQBqNEUAwC7/jllAccA9tNODvqcPtNPpw/IIggsz1EM3SY7rU5bADwPuHq9WStU+FJHJ79y/pcvGl8faE8GS31W+KymJXexCj8vDXA9vvYZJ9vtZ7v9XE+A6wncFKab8lQfn4zaFJZu5Pc31+mLF7wsyMrDnCLakYWafeFKX6CsDBADvtJkxHT28ql7n4SCccCBWq22NolkC6Zb+gMQRTG8AArFcqVRZwFXblZJAOYtlpfPXQjCSLRcmo1EfJWyHs7pkJw2nzHBsBXFLQhhggg9gmmyOVMmZ1xZWYWQnbv2Hdl75MD2fUd3H77t1q8sw4ghsepq1DQoYsyjNgi35QgnUp5dzjgrzfl0djIWdxdbVqjiI0jVYtaeKakWM3a0aoCKc+m8rVw3oKgZx4wQpM9k3cWCOZNxZCBXNv/zp5/tm5qpcHyd58tkpy3wLYoWg2thPZX02WD6BfpMP0rCpiV+Y3G1mQ7JURTNdlokYACosa5RlfLxt6LnJ4AhSV/1d0a8bYmjedbO9Pr4vnD1nI3tCwny0EbnZqbXx/T66B7/RpmTsH7EKXaKuuG8+0399IIfWPHlfk7m4WQeQREQ1knK9Qa53iDoW6SlQVoaovsi3Hg8eUYXO69nDFnlY+9MvT+Y9ayANktRVJNqkTxNctTac97Sln6vtWGg5oHACHyHoZs0XSXpJ0+d+vXpd8IFLM3Sc0uRSLtuJzBfrWLK58wQbMjAM4urzkJJn8uZs3kvhEQzmZ279uzZvutLew/fuvfQjlv2LOahcKU0n04tQHkrWnDApfnFtBOvzydyOgi3FMuqbF6bQgNVSgxO7bmyC62YYdxMEHoUNxcL1mLBhuMevBApVt1Q3pXNYix3z7Fjl+ZVDUHoAFBn6AZFtWmK4j4onPlsQc8/i8/0ZroRTBkeMCRHMYBjBL7doSpEmamSDFyfPTt49mdP298caM8Fq8MObmyJVoa4wShxxlw4b612O1l5EPRFxOFLoH9RLMBf79y83uy5L8z3hW82736DpNctTubj5d4NmIpuVk4aand7G11uRhEm+0PJ97SsOlOdWVG9PjR8sss5oSumsQpRrtZrTbpNCQwtMGvPeUtb+r3WZpjSPNdh6BZFNyhqFYJ/cuKRYbVqtVHVra6oV5ddOGZDETOUt6GYNY8ZUnlfpeYtV9x4wZOHvavx3fsP3Hbw6P5tO/Zt23X0yB+FM1lLMqXJZS2FghkuzEUTK01Bn0DseMVRrE+txAw5yFdo6FZzbqSmWsx4sYZqNWsvlqbjcVulfGlp0VmtzK3EnBBmWI6HcHyJwN9VKBTj497FaLnTrjN0pdVqUWSHoRmOXXPffFYL42/BZ/qBbgbTNtNhAUcDvt5u1evNdqXNVel6Ah9/o1f+2Gve7qvACZUHvFiPs9Yfag1EyhJX8Zy1I/ECZXRtjJ08JPaFAorwxs5dkIfERlM3m3d/I5KGeVmYlfjXuXxNDT4YXGxKPNVe1+rbc+2ry/Aln1uqOn3s5WWDjyt1QEdo1JrVeo0FAiPwFLc102lLfxDaDFNO4GmW6ZB0h6QpHpi9vod//ZsFrydI4A44r03ErFBWn03aMdQGoW68bIcxN17Qx9Oa6MoqXtx3+NYDu/f/qy99Zf+ufbfs2OOJJZyZnAPBVImULV/wEy3dSt6eLVpzRV+hYUnnjbGkHy06MqgjjS/VaA9eM+cxbQ7WwaitXPU026ps1letm1I5ezofq5Sumo0PPPFENJVGKmUGAAYAGgCSZSiOFTf4a4jjP0t/4d+Cz/QD3QymLOCaVIviWJJlOIHnedAoN0EHUHDN1D8lfeJ154XJ0uUwpvQlzhqhbntR5m4p/KQiwClCYnBKdXvEeSEf+EwV4Q+q6W+S0L+m0H4TTK9da/ez8iCtDFQltuW3poA2C4+5518dOH38ZEDtYsokoABgQa3WEP84szy3VWu/pT8QiR1PxMUJPMOxDMORFNMkGZIDVxbUx557bs7rTrRbunjMkE6ok7GF1ZgNxXSJtANGdfGkHcZsWcidzG7btWf3rv37d+3bu2PPocO3pYoV8/KqByWsWThYavmwhhuu2jK4eRVyZ3HbUnLbgaPBNOJazfqzmDq0vNTozMfidrxkgLGRQEgHo+pMXhVPumA8TBQvm4yPnXzZ7Pd3gNDhuFqnQ3E8xbHizAtOHHshxqSfFaa/PZ/pzWDKcDQLuA5Ds0Ao1aosEGiGq5TqXJ1uZopjp2XdJ17PXfIXLkeLF8PF0RAic5IXl9jhxZbUS0v9gjzESQNsr0+QhARJSDTzb9hCP4hVryOpNHxd4xIxGt04KBDnQYlVpIIsyCr8TZkT7tIDXQa+7Na8NfDmA79ZdS7xHQFwgGX5RqPF8UDEKEVRW4mmLf2BaPNbXRAEnudZlmUYhqQYmhcoHgxOTDz8wnO2eMyeSRpSMUs+Y8il9Jm0GYL1ybQukVYlMrpMzgVjlsXlffuPfPnoH3/58Je3b9u1bededyITQgq2VF69nPZgVd1qzouWfVnMuZyqNOltO/YfOvqV7XsPH/qTf2OOrphXU8ZUxoEX7HjJDOMOomzHiNnokhfGpxzOx197ReN2NDhWTNxTHCse8orN7taCa57/PDD9LfpMbwJTAfA0S/FAoDiWBmwWzXcYutnqVIgyW+uAGgM5YldP9RnevpwedqEX/ciAlxjwNYbD1EC4I/EysoCYjOJ6AkJ3APT4QW8ASNfMTII8dAOMirt+RfiGMBUPB8TDU0buYfq8TJ+XVvrq/Y7WRMB95nL/k+9oesZqMQR0QLtFs5xQb3dIlqN5gRP4Vqf92X4ZW9rSv0Rdd8IoCALHcSzLNpttjgf1NlXpUK7l5WfffWfcZBi3md0o7MYQGww5UMQJoQ4E1+UwPYKp4klLPPngo0/t3LHv6IHbdm7fu233wYeeeTaSQ71JKJAnLIm8Mw3bVtP+ePbBR5/av+/Inl379+87vHPvgW37Dtz32JNBDLPl86Y8bMxBDgTXrCSMibQtnekau3JaLg+l02Wy0wFCm6Y2+0m/QJj+Fn2mN4HpWq8pgeMEtlQvM4Ajebpcr7EsC3ihXqyCOhvTh04/8PL4c73ZK778uB8ZDVTGo82RSFPqJaU+RhZiuv18lxd0+0C3T+j2CZIAJ/GzEj8r8W9knD4MU3GJPBVJykr8rNTLyH2M3EcrPJ0+d2vA1R721IfdaJ/R9tZg17GXyuGMgLf4Gtlp0SwApVq90mrVSZJkuWarw3IC4G+cevq0ZostbelfgPhNvj+xWx3P8jxba9QLlXKt1SZ5Plsq1QB46IXnz10cU/kDUZzwoUikVLSnMqFSTZfDLETFmEfD5doygm/bsXvX7gN79xw6fPiP9x760va9h/d/6U+CsUw4mfctxWNZaM+Bw/v3Hd67+8CeXXuPHLn11i//8fZDh/zZtDOX9RUKhmzOQxQXllbCxZImELz3scd6Ry/WGJYEgARAHODcbrd5nhXz72KSgxN3+jwPAFhD6qd+GX6bPtObWKNEkgLA84BjAEsJDMlRtMBwAsvzLMdxXIcBJEiaF7sef/vMAy+vjDkaunRzLg7JbFivlR4MMYpg/X0r2+vjejxCj4fr8TE9Xqrb0+nxtLu9gnxjX7/miBIbQYkk5RQhTrEGU5GknDJIK32dPk+z310bdFaG7OWLzuIlR1Q6O/rce604BmgAGMC2aYpixAExtLhxWHsrAUEADMPc7BXY0pZ+r8QLG8V+4icAAJ7nWR4IJMvwAmABaAt8E4AqACfPnr3v8cf7Z2bcqaQ/lw3BiBfCNIn87GrOXapZsnlfDvYn0rsOHd12y549ew/t3LV/176D23bu2b//tv37juzbe2jP7gO7d+7ZecuuPbv2Hj16246du3ccPGAJB0yLkSCB2/J5b7FgzKQDhWKm1X5HJruyoKp0KDHXxAiA4lgBADFmFB3uYt6ME3iW5z4/TD/GZyoIAkVRt99++8Y/PxsVhBuL24iq186w1287LEnxNCfwQAANvA6qHJNraaXTz33/+NAzZ1IXHcRlf+NqtDkaoIbD1S5L6Yy+etZYekvNSbxgcBn0R8HgiqBcBH2L1XfNrXMOMLRM93jb3W5eFgT90Va3Q+gPNbrswkC41e3gZL7SO7pWt6OtdOM9xvi7s3mpvnLJwxtWE/2a8adOn/ivdxHBOGAA4IR2s0WSJEnSYuEHI/A04GnAbxxmi+fZG3+dxBd67ZpneZ4VR3Jvvv9m61O/0Fv6vdbN65L5Gy6WZTeHQRzHrV+za0xZJ+BHl06Kb9fNXYnFKsa1T/GHlhj6CYLACTwHAA1Ai2EoAEbn5p589ZUJo24Fg83hkCeTtcOEg6hOhKMzkUXt0jJEUo7FpV1Hjm7buePg0VsPHDp4yy237N914CtHv7Jvx559O/fuvGXPn3zlvz985Es79x7YtmP3UibrT6WWiIIvl58LhnTJRLRZmwsGTnZdGFtQYdW6+MO22qQAAMOxDMfSLCNW1jAc+0XFN2uxIE8/f/KFuYXZG0emXxRMb6brYLqxWMCRHMUDgWG4Rq3N1hmhzJPZRnTe1fvUWxd+8TI+E0wN2VJyY1HpbA77ucvRVp8LjC93pM7KWTPxvqly3tnq8bLyINnr5fvCnR4PKw/SUr+gjNAyLy1z8wMBdiBQuWCuXDC3ZS6+P0Qqvc1h3+LpicZECNjzDU104TXZG3c/OnryXHk5C2gB8KDT6XQostVp8zxgGI4HAnujdQ1APwTNzbH5Fky39Mn1aWG6Qc+N/3f9mrsRSW8KU/Fc7jqYAv7GJN201ioAKYbukHQWRassu4JCv37j1OMnn1e77M5E3JaFVCtxzWoiyTAeFLPE4/5cdhGG3EvRXUcP7j18cNst2//41i/v2b5rzy27Dx888m/+9f+0bcfubbv27jh0JJRIZStV++KKbSXhWE0FUNyYjA9bDKdkvU++8VowkWAAaLY69XpT5KZoOdhwIDBfnIVRhCkD2Kefe0ajU3/iyPQL1Ycxuu5ZYzcXdfGU0CQaoC6AGsB8qfFXen/6tX8Yeer9hn6VM+eIMS+ktLYuh1uDvqrE1lH6hYtLYGwZjC3Tch8pcfPKINcXAP1Rvi8MFGGy20lKnLTCjZ/RsiNBctjPXY7i3aaCwlYb8xIXHfX5iOvclVN3HXv1vsfT1giosVy5BTo02WxxHEfSlAAARVE3/PnX/hjwzA0XSYs+vI44AYJiSJqlaJbagumWPok+LUw30VP4RF+/6T187ffdDN/NG80PvWMFRhw/R7MUTdMAABFk7Q5FcTxaq5aoTolqnR9UPPTrJ8Z0mgCKh0pVJ4LoV+O2dEYTidgTqyE4b1+KxAuYP7m6/dCBXQcO7Dlw8PBtX9657+CeI7fFEcy9Evcl0nM29yKEu+JpdzK/hFfi5fr5sfH7fv302aGhOgA1hq2TZKVaF58Otc5TYd3R9QVaGDcqoE69evKmPtN/bphu9qltIikPAE/TpHgnzXAMw5ENqgyV2AoFGoIAAo3agwAAIABJREFUtQhXovuJtx74v78vOfbG8pCZtGTL05HCqKc+4q8P+8p9ztqQt6J08uOL7FCwJXd15F6qz9+WeVo97laPsy13kv2uZr87fnoK77dWx7zUXKw+GanNROzvjb3yvWNP/dO9xsEpEqqAFt8qtwSKq5crnU5H3CCIZ+5UhwQ3gam4kf/kawumW/p8ujEcP+3X3wymN3vMm8JUdOnwPM/zG/CCMLzQbLQB6AC+0GnoXLYnXnn5zT65J59fqla00ehSubxcKhgWw/pwMIRkHatLnlRiEYaimYx/JbaczeVKFe9qXO8LmqMr7kQmnCf8acSTyIfzxMDU/9/ed4dJVaR79wyTA0MQc75rYs0BlMzk7p4ZclJX3VVUTKtIHMkZE8qa04oY14Ci5DgwMAw5Z4mTQ3efXPn9/ni7Dw0Cd3fv3uf7vt2p5zzznKmuPn3qrapfvbkWDx42+s/jJq7dtdMECBDHlKJB1zXL5FIIAJM4QoU7iEv4X5hz+Aw/Uybo/wqYnl8rgF2KBlMuBROcEBtAchmWo+sCwcbGoBKg1Qf16iCEOIQENMrDpbtffWbisF5P/GXIxDVv/bB/zspjc9eYP+3Uvt1y4q+rq+esDX25if2wW5u70fpqm/PNDvX9XuuzrfTL7eqHXfzHHfZ32wLfbmz4cXNg4Y79c1Yumf7ZXx4f+8pjo5e+/7fGPSedag1sTh0mJDQGA6hkQazHU7fO40Lx34k/f+/1j1K7qfynlrOypeeZP/8o+J79u2dRZwFTwLhkUYyFJIxWVFWaxAk4tgUqRG0LRGWoYd/J49Pef/eJl4p/Llu/u6Z6y/Fjpfv3VhB728njpQd2762v2lNbvWrXjiXlG7YfO7Zq27aS7bsWbthYSdmuqrq9tcFtx6pXbN3z85qy58ZOGjx01I/LVjU61JJQFQhRgJBtc1AIoKgnZVHMKdactfzTsfn/jZ/p/zaYRqswEEwxjsKxTcexHEqYkkHLCJi6zWhNXW0gEGC2U3u0uu5IjVNvgQUQUsc3Hpwz5Z3hfQeP6f/0t+Pf+fXrNTXzNxvL9ld+v/HXz1bv+2BJ/d821nxVrv24s/KzdaG/ba36tPTEX1dWzC05/kXJ0a9Wr3j1s5kPvjDc/8dXBhd/PvVd+0gDhAToHJgSQpmEEqUcyUOm4VBiObYCCOna+WN4/364jDYFNIFpU/mHSpTUfxqGnjF/zpirUp4deVHL6R6xc+5ypvb/TDBVwl3RhFFXU8mlMBkzKDUEDThm0DICjtlInbc+n9vv0UcfePqpb5ct3bB/X+m+Pcu2bt549GDpgd1bjh9du2/P9hMnNh48uPtk1a7K6gDA3pqGDYeOvv/dj2Nf/cvTxeMfefbFz+f9fLJBC1HFANDpO6BrGESDkIKqOVf2dV/prMQ877o+e/mtn+n/oph/7mE5E0yZ4IRRzoimBW3uUOANVujAiV+rGmoYcM0IUUpBgh6yJAdg4IQIEIAQqz9YsXv15lkjpz7jf2jcwGfnjH5z9Ts/lH/8y8ZPFuyau+zQt2s3vT+/7O0fSmd9W/LKF6tfnbto2kevPjzs2awBo/s+vvCdL6rK9rETIVnvgANAAATYNtENy2a0QQ/VBoOa46CxHk1MIdNQSBAZufBg2LCnyNkNUNGmpyYDVFP5H5bfgukZmzREHOldjx+lFOf8ty0jm/ppkHIKWAXObhTcUTdFhaLnsg2crvWSCiRjBF2RTOKgr5IAcDhzQDbYVoNl/rh0yYtjxzz89JCeDz/4/jdfzv5izk+lqxeuX1eyY0fpzl1Lyjas2rL9858XT5797jMvTfDf//ATI0bP+uDTsp17a3TTAjAFEAk24wiUEZySnFMhGHo1hGEUr9PB9BQsSnke78/zgCnqTM/nZ/qvAlN5jnIGmCJbSgiRklPqUE5MZhPFHOCaYxBJGXAF4UBa07ZshyoEMcKACqpTErAviMto7Um/OuniK+LbjP3TC2Mfff6Zng//Pu3yPndmFd7ceVT/J157srh44JNjHnx68ftfQwOTlTo0EFlrmhUBIKAE6LpZV98oJFCpKEBNIGApWRcKMCUbgwEuBZXCosQkzum94VJKnHBh56doR6ioe0wwwwRlgnJOOadNYNpU/olyLjB1wRG9PjnnQjClFN4zRqKbCcEQcbDN2cGCC/cSgnHJhCRcEpzD7oWTmXMKAJZj67qum5plGfiLpqlLEBxEoxYKZxgBZTNaFwroxCZKUABL8dUby6e++dpTI4Y99uLzDzzxxDOjRhX0H/DYc39+7NmhAx99YuSkabM/nrPt4OFGwmyAgycqQ4QZlDKAyto6wzJV2CeMKiVCoQDeA8hgsNEmYTOMbhqE0d+CqbuS/1uC/xZMcVGPGffS4qWLzp41Cht5/flnGEnO9WOcc4hYuhljSild1y3LkiAagw34tGi+TDc1yonjWI5j4cAj3V3JV4IgzKluqOEgmKBCUQmMCYdLJkFohh7SNQDgjChGiU05VdRkIIDqVBgEbAo2ZUELKMiABRoHU7FaAwwJOgcKrNEEnYLFgQMIqK2u03VTKhAAHIACEKUCjm2DqteCOFRcMjyUUYIIagGbWPgylDOHEkyXK0HZxHLJRYiNN4wRVAdjZ92/nHN3CCPLo6k0lTNLFM8Fpm1phq4AKKWGYSghBeMAUgimGwElKSUmAK+rryLEBuCUOgqYaeoAUtdDLpLi/MR6x7EIsTmnuB7RDiwl17UgKAEgTUPjjKBCDkCathHJpiw5p8i+MuoITpUSjm0qJQSnjFpSMAXs6PHDRNoMKAPOlLQocbjgoCxOKXBHcgacg2LAqRQMlEEdCtJwbAbKIJwqwIRPjbblABCliFLo4m0QkwEXiupm0LRCAJwQ27ZNxphp6gqYVBRA6rqOXQsGGzmnUjDHNsNuZJxCBIiRj6acMEFxdUfDkeWY+KkEYVi6Q21ENiYo5jM9O2eKbNTfD6YY/BPlGxxOfIC4KcOAyDFdlUNt9ArCPpimjkBjmjr+im0ZlDpCMMqJUNyhNuW2BGoTg3I7oqMBQmypqK6HpAJCpZBQXdMgFXLyghBbSskIlVxRkwAHSRSxualbIEASQXQbOFRX1iCCoQWMg6JS1IUCthAUgILkoJC4Qa1BKIo9YsKxHB3JGq3hRm20UqKxsT7cF9vEntq2CSA1LYiDitumEEKd04ulqTSVcME5ZlmWe2/aVmMwAFIZmq6EbKivBZAAHICbRhCAU2YpYLajS0UBuO3ouhHAFWfbZjDYKEQ4qpshSkbmpFLi2LEjlFkOMQCkY5sIlPi3vq5GCmaaekOgvjHY0NBQB0pooYCta0py09ACjfUAsqG+VgoCwJXkjq0roKYVBOCaEWKCYj5pKoVm6xazGXChuBCMMWJZhm2bhqVH4IIqAMYlZ0Ao123LcGzNMh1KJAjN1jE8XQBRwKQiDY01kV4oAGk7umEGGSMAgLBkO7oCBiCJY2GPLC3EbMulDGGOUFwzQhKEaRvI3lXVVOL+gfURLoogmArFkTM9u870HwVTAFBKufGUtm0DQCgUIsyRICh1kDtD9hN7S6mD+yR2Q9OCtm1iSxXFn3JOKXUUcAUch18pIQSL/KhQSjEuLZsEdIMpoFLVNNQHzRCXTIJyKJGgbOKE1ZsAQghD0yUXW8o3lqxa/evRI41aCBEfSWPaBpFUdwwB0q3HG5RZUKKRkuM2oGkavozl2DaxTFvDnd+NHpGSI6Ti+6NgFeHBz5Q4/mXrr6n8GxXXtGA5Nu7cqCWrra7p16dvXGyzlOTEiy68IK6Zp+1N102fNskwgw4xuHAAOOM24zbirCsbucvQ5VgB5PbtWz0ez8qVyyHinW8ZJigwQ0GXfaPEBpA1NVW4CrZs2TR+3BjEJsEpOkg5ttmnd88YjyclOTE+LvbSC9skNfMUeXMX/TxfCiYld6iNCIO8Hi6TU64CgiE+2LZNCDEMgxAycfyk3Tv3UM4kCI/H8847b1mWoUBy4TjUNKwQEw5EIAL9E3Q9hL12HMswNE0LSsmDofrXXp+5oWwdgLQtIy83GxBwooAIWXX8NxBoUErYxHK5TmRgLctwxWjCnAmTxv+y8Od/DWd62sArBQCNjY25ubkpacktW7fweDyxsZ6MjPTCQj+OpRSMEruqqgJlDcOIYBnCDaeU2EIwzQgZhgYgN2/ZkJaeNH/+j6gQ0LQgpQ6lVCllWZau6zjbbOJQJpDiZeXrx00Yj5MvoGsSlEVJ0NC5FFu2bGnRPCM5PiEtJTU2rtnvb7950fKFTDiU2wq4BKabQamoAoYbAGbZ0k0NAZE4FoBEblpKbpomAJimaZo6E1QBJ8S2LINzyiXDgTFN3bIMFJ0QTyNPOI1uUbqwptJUThXCKGYyppxxKQzLDGohoSRI1a1L12FDXyxZvXLRwl+WLV04ccKY5KS4l1+ZhhJuMFQPwPEexTiUkBBJERcIsSl1CLE3bSpPSkrYvHkjgLQcU2HUExeBuloAqYUCOHtty8Dvalqwb9/efl++aWgAUkkuJEG+L7N71/vubbehbN3G8rKS1Svnf/ddL78/Psbz5Rdzda1RCqIkpcyiEd2X4FRJ7thmMNAAqLlgxLXxHti3/5orrlzw03zHsZQSo0eNKN+wnhIbmRtETAWcMSIEcxzL5bWVEjW1FVJyVGJQ6qxYuSQu3rNzxzYpGCjxyccfSsFMQ9NCgVMbBnUcx9L1EO40oVCACSpBaFoQwSda6OScShCYaf/sfqYIbdFgGklQcs4ihEAxH2V8IUTPnj27devy66+HDh8+WF1deejg/uLRI/2+fCU5al4YI4cPHzx+/GhVVUVID6JsLgQz9BCAPHHiWF1djWXqAHJNyaqE+GZl60vD/DlIy9RBCUodVNnU1lQF6+u4Y1PLlpQJ4vQqLMjO6o6YJUEgRRhwykmPHoV79+yyTJ0zEtKDPy2c36JNxqdzP5JAhXQUUC5sLdRw6OBe09CklBIEqiaE4rZtGoaGY8wpM3UDp0Io2BgINOAOT4gdDDYeOXK4svIk9sWduMFg48GD+2trq5FjDVNbnhZe8s/llGkq/8aFciaURMsE8g3o9CO5yMvJ/fjDj8ICO7cB+PN/fvqii1tbtgbAd+zcMvPlqcOGPz/48T8++9yQDz54zzR1RIRp06a8+OILTz75+PjxY/fv3wsgS0vXxMc3W7NmNYA8duzIa6+9sq50jWlotmXM/ezTZ5956pmnh4x8cehXX34uOGXU+fqrL9redMMNN1w3ZcokSh1claahEccqLPBlZXVXSmiaRgihlIJUf/34k9atWmxcvxYErTl59LUZUx975OEhgx97beaMIwcPUMsEKRpqql+ZPu2pxwc/8+QT44pHbynfUH3yxAfvvJ2WkPDskCfL1q6R1J46ccK6ktWMOmtKVo0dU3xg/94RI4c+/8Izzz435Kuv5yKTu2jRgnHjxgwe/OiQIU+MHPXigoU/ceGcrDj6/PPPJSTEPT740Q1l6zgjcz/7FDnTHdu3zn5z1mOP/vGxR/84Y/rUXw8fZNSxLWPxogWTJk3Yd2Dv+Injnnzy8W+++YowB8V516BHqTNpUtiaf5YUfP8EmLoyPmpLASA3N7d79664BzqORYm9oWxds1gPSgSLFi249NKLU1KSUlOTPR5Pu3Z3Hz9+FBH24IF9/3Xt1RkZ6ampySuWL7VMfcXypWmpyWXrS0GJQwf3t8hI7dSxfVXlcQDZ2FjfsUO7tKT4Vukphfk5jdXVwER+ZmaLtNRWzdOTEuNBMcvWHGK4ond2VvfKihMgheDUMDTK7QOH9u7cs5UyU0hn1+6td915S2yMJz05qUVG+prVJZzT7du3xiU0W7RkoUKnaKmyumcO6NefU7Z5U3lSYvyggf0TE+ImThhXX197373tkhLjExPjU1OTBw7ohzvH0aO/er15Ho8nPT01NtbTo0ehaeoA4TwU0Wao6MDqptJUIOLxAgCBQACPCRFKWo6thOzcsdN3f/uWM8I5JjLjHe67p137OymzNL3x+huu9fpyqmtOAvBZb7zSsmXGihXLpOS33XZLhw73btmyCUD26FGYkZG+ceOGJUsWtWnTet6873fv3nnllZffc89dlNimobW7566777qjsuKEFgrs2LL58osvGvLk4wCyfMP6zp063HHHbSUlq8LylkIfQnHP3Xd269YFFVmUUvTUBgV33Xl7v1499ca6Rwb2n/3yDOD8+KFDDw0cmBoff2T/fiMYGPrcs+3uvOPY4UM1FScfGNA/JSF+/+4dSxbMj/N43n97dqCu+sjBfRmpKZPHjwsGGsaOKY6PiS0qKDx+/Chl1qRJE+LiYo8cObxx0/rklPgRI4cCyMrKk394aFBCYuzJiqMnK45++OH7SUkJn/7140MH9wPI7KzuoMSxo79e0LrlwAH9qqsqamuqBg3sn5QYHww0AMipUyYlJyXk5GQdPX6kpGRVbKxn/YZ1yLYbRlhUVUqMGVO8ZNnic0VACaWEr8AbDaZCnTNBAEbjSikZYy40eL1evy8f+X8AyRmZ8+kn97a/h1EnEGi48srLi4oKEEDffvsvycmJb701G2WQO+64rX37eww99PjgR2M8noMH9q0rWRPnidlQuu7Y4UOXXXRhuztvq6utVJJKKW+//fa77rw9WF+za/uma6649PlnngYp1q5aecctN//+hus3bypXkiqgoCjqnhm3n3r80WuvvGx88ciSFUt1rRGAC0kMM4gb+9VXXdapY/ujRw5zRt5+a/bDDz1ILXPj+nXNYj1bt25GLlUpVegvKvT6QKoFP/14SZsL2t15m6417t+354+PPHRhm9Y7tm8FkJ999ml6Wsrbb80OBhvbtbu7c+eOlZUnAeSOHdsuueSiFSuWIXRG2/QB/slsh03l37hgTCBaY1BbGk59JFVuds4fHnhwyuSJL8+c/tqrM664/OL0tKQtW8uFJMFQ/Ucfv3fw0N6IwpQ3b562cuXyFSuWpaWllJWtQwSsr6/1+fL37t29Zs3qZs1ivv7m8zYXtrz33nYNDXVK8k0bN8Q1i6msOIEoyajzw/ffJsXFBOqqOSPe/Nzs7EwhGJpGXME8q3tmbnYOOl+jKySXTAsFfN68/Lwc4Kxfr56KEKAUGAdOb77hdy8NHw5C5GVltr3+uqNHDgPIw4cOfPD+u3W1lVWVx5qnJ+3YvolRE4AlJTZ7eeZUwens2W/EN4trrG9Ac5NSKjk5ceXK5TW1FRMnjVWAXl+ifOO6lNSEVauXAvCSklWpqakrVyxDAbdXzyJGnbFjimM8Hs4Isy3kjlMS4seOHgVSjB09KjbGU1tbjdxkUkri5KmT0AaFxig09I+feL6sUWEwdT9Gd6q/Z+CFELZtU0r9fv+97dqPGDZ88qQJ48a+9PLM6c3TU1H1W1VV8c23X1dXV6JewzC0jOZpLw59HkCWlKzyeDwLFvwMICsrTvTv12fzpvKN5WVtWl/w4bvvXfdfv2t7/XW61oiq7vLystatWx49ctjSAqDo559+HOfxVFacACW6dunwwP0Dg4E6xu3aukpQDM2LALzqxFFvTmZGalKcx5OWmtjunjuWLV9EmSUFm/fDd83Tk5cuWYBqIMHpPXffSUyjbO2ali2aL1q0wHEsIRgouPP2O7p06MgdUrp6VZuWLT589y1LCwDI1q1aDB82FECin90D9w/88MP39x3Y64nxnKg4TqljWUYoFJj72acvvPDnsDcg52ek+flXL8am8v93ifbIppxhPB6elNOlU+fbbrnVm59bVOi/t/1dI4a/sGf3di4cqSihplR085YNkyaOHTSw71VXXtqqVYuVK5ePHDk8ISEOlf4HDuxDzZxlGSUlqxIS4pJT4q+6+rL33nsHOZtRI4c3T0/NzupeWODL7N61qNDf9qYbEhNi15SsUJJ36nhfUVGBq2PllHHKQEHXzl2yM7Oog2Z0sBwTRbr8vJzCAp9jm1deekn3zp3yMzMzO3Ua1LdXq/QUX3a2FQyWrl6VlpR4w/W/e/RPjyxc8DO6KBw8sCc2xrNyxWIpiJCkWaxn9KhhUvKpUyenJCXrIQ0AHMcCgNhYz9q1JQC8tq5y0eKfp8+Y/OAfBl50ceuk5LjSdasZt8vK1iUkJJSXl6GGNDuru5K8W9fOaIlC1S0okdmlc073bpYWGlc8Oj0tRamwCdoT6xk7fgzlBA36rp8p5jM9u58pOiRl52ZFx+pIydHX8reRPFFGNOkaZwoLCy9qc7HfW5CbnePL9+bn5cz74TvObNvSLMvQtOCaNavfeOP1wYMfvfHG61u1ajFjxjTT1F9//dULL7wA7d1hzwyQixctuPTSi2M8nqSkpFmvv0qZhc4fo0YPi0+I6d2rMKtrpwcH9uvY/u4LW7U+sGdvVeXxrOwuRT18rkY8oo7kEPGV00KBVSuXP//8c7fc8vsYj+e7b7+Rgr35xuvx8c1ccx5jJCcnS0q+bOni1JSksvWlhh6yTJ3Z1oA+fX25eYLQTevWJcbEbN1Yrhjdv29PRkb6smVLACQXDheOrocUyBdHDbv06svbdWzfLbProEEDcnOyrrz0kscHP+o4FhOUcmI5JrqthS2G56BzU/1/Zj2yQu69K06app6Z2e3LLz9HswlEcq7jGrQt46Ybr4+Pi73vnrsfGND/L7Nej/F4SteWTJ825aILL0BrBPo82bZpmnpp6ZrU1OSbb27r9ebddtst1dWVUvLJkyempCTNnDl9/PixM2ZMmzhh3NtvzR4/rvjEyV8BeFEP3z333MUYQWRHG4Zl6nm52TnZmVIwXQ/hCzcGG4RgrVu3HDlyOCjxX1dd+drMGVMnThg9fNiIoS+8+5fZX8z5VDEKQpw48usfBvW/pE2rOI/n1ra/P7x/X21lRVJcs21bNwpOiWPFx8W+8vIMy9Rfe/Xl5MQkkEpKbhND04LIcR85cviaq69MTIjLy88aOKjvxAljYmM8G8pLAeTSpUsTEhKWL1+KRiqfL59Rp0vnjoP69XVskzILncny83K6dunECJ0xZWqL5hlSclRXpqQkTZ8+1fWCQG8E0zZGjh6xYNEvaKdyJfhTOlOH2vm+PHfYEDGj0xtHDza6hbowivaW3Nxcb56vsT4QzsstuWObADwUrA+FAnfffafH42nb9kavN+/NN2clJMQ9/fQQzunTTw+Ji4vF16XU0UIBxzb37d8VE+u5++47Bw0a1Lbtjbt370Qb5euzZqalJowbO/rlaZNnTJk4ZtTI8aNfOrBnLyiWm9e9W/dOQhJ8Dufctm3G2MmTx3fv3u04DufUtk3GiONY+Xk5V15xGWdk5IhhaWkp7q5g22ZOXjaAXLx4YVpq8uJFC0AKvLp16ljk84NUa1esuOKii7Zv3qQkr66qSEyM37p1czDYKBW1bA1ACsUnTpuUkJY0cdqkN2bPmjhx/PRpU9549ZV5P3znOFZQC7gOWA610V55Ljo31f/H1uM92o7xHldcTk7WnDl/xXVn2ybOamQqf5z3fVJi/MbyMsfQQXBqmS0y0pcvW/L2m2+kJCce2L+3uqoClCCO9cUXc/fs2VVeXhYXF7tjx7YjRw7feOP1t956M5ds0pSJycmJgUBDmGFSAv3wHaID8KzsrllZ3fF0DEA/a2IrJTp36uDz5iHPaxMLXYt27tzu8Xg2bSrXtGCH+9oL4qCO1TF0SQlIAYJXnTh+4sivIBkIun5Nye+uvubBgYOqTpxs07JFyYrllNiMOhnN0yZOGIcKzTYXtDIMLXzmsXASEmNLSlY9+OD9zdPStVCAcVsKZ+P6tclJcevWrXWoval8Y3Ji0urVK4Xipqnn5mZroUBRof+aKy5n1FHAmLQZt6+99uqHH3pQMF48YmRSQqIQDEmakZE+depkd7tyB2v0S6MWL10kI9FJZ4IpE9TrzVNRMeaYRvuMy8XZ6MAe5Ony8vJysnJBghYMKRHeOW1LA+DffPNVWlrKunVrhWBoAY+PbzZmTLFp6lOnTk5MjN+zZxe6TH3yyUdHjhz+5m9ftL4gY/HihYcPH7z22quzszMdYtiOPm7s6NgYz47tWwWnGK1haTq17KrKkz5/brduXQAkat/d/h84sK9v376MMdd5Xgg2auTwli2aU2LPfnNWclLC/n17lORIvry8HAC5dm1JRvO0svWljDpKcsVoD7/vvnvulpSUrFgeH+PZurGcUScYaEhLS/nkk48IsTE0dv78H0tL17w269W4hGaNwQbHsdCRDaUMyzGR+q7UECbmOejcVP+fWY8sjwThxuBJEOh4l5XVfe7cOaj9dF2CLMsQgo0d+1LLlhnIQwFncz7+qFmsZ/GiBRUnj6emJI0b+xKCY2NDncfjGTVqRHl5WWysZ8WKZUqJ+fN/TEiIKytfX1F1MjU1uaioANcvKDF50oS777ndtEJCsMJCP/o7VlVVSXmKL/Z68wYM6Oc4FvoPKSX279971VVXdOx4Hy6ru++6o+LkcUpsSmxdC1526cWz35wFStx4w3WdOt6HLLPkou2NN+Vn55w8eiw9OWnl0iWoqYvxeKZNnQjAp0+b5InxAHAuiQTGJYtLaLZixbJ+/fq0b99eKaGAaaH6gvyctKTE5cuXKpDLlixNSUpeunQxcvE5OVkA8ttvv0mIb7audA0At4mxbduWhIS4z+b8FaQYU/zShRe0CW9jkjdrFjNlyiQX5dxhGjl6xPnAVCju8+WriOnp/GDqwigOJ+6THTrc2/G+DpwKyQUjYUd9UAyAjxs3JikpoaGhDik7Y8a05s3Txo8fa5p6RcWJxMT44uJRjmPt2LEtOTnx2WefXrpsYYuWaatLljNG5s373uPxvPb6TAC+e9e21q2a9+nds6G+1jL1SRPHX/e7a3UtWFVVkZXVPSurO6UOAMc4Mwwso9S57bbb6uvrcf5R6lRWnuzY4d78vBxQ4uCBfRnN00aFzc3vAAAOaElEQVQMfxHBrramKjs7E0AePnywRUb653PnYFDdzh3b0pOTHhjQH6RYuXTJtVdesfiXn9FV66abbujQ4d5gsBHndNeunW+44bq6upqUlKTCQr+75cyYMW3Gy9MxtopyYhMLPZnPT+em+v/MelTMoSIIgwkxHEYpkZeX88EH7yklLMsIu2xHlvr27VuTkxO7dOk0btyYwY/9qe1NNyTEN1u8aAFqQi+4oNXAgf1fnjn9xhuua9v2xpqaqrKydenpqStXLmeM2LbZr1+fl8YWO9SeMWNaq1YtOnXqMHXq5N69esR4PKNGD5OKUur06FHYpk3r8ePHSomnnQv0Ws3JyWrTprXf7+3fv2/PnkVt296YkZHeocO9NTVVAFLTgi/PnH7F5Zc++8xTxaNH3vz7m6773bUVJ48z6nzz9ZcxHk9m964Txo+98/Y7MtKbb9+6raGuvnlKct8+vRYvms+FnZqS8Oor0ykxJowvbp6RglZlBVyBbN2m1ZIli15//VWPx9OnT6/pMybn52VdffllLdJSv/nmKwniwP69rVpm9OrV4/vvv5WSd+7cEfGqe7cul112yYiRQ4e++Nyll17cuVMHKZgWCrz/3jsxHo9p6hiJg9pI2zbRdoIyJeVk3ISxmDWKCWo55lnA1OvPx8GTEc70XEMOkcgK/EnEkYICX7du3ZRSjFCQyrFN2zIQTA8dOhAT47nrrjsmT574yCMP3X77rSkpSQ8//Ad8DirIR40acdttt1xzzVWHDh1Yu7YkNS1xzdqVqC29/4H+F1zQ6siRw4TYs2e/0axZzJ/+9Ejfvr1btsx46qknEdMHDx58+eWXv/nmrOqak3gCHmWWrocIsceNG3PZZZf06tVjxoxpxcXFt95662WXXrx3zy789T8/90zrVi0eun/QjOlTr73mqpkzpula0NBDN954/dVXXzl69MihQ5/v3LnjVVdenpuTpWvB1atWpKelrFq5HMF00aIFzZunZWV1nzRpQmZmt/j4Ztu2bVGSv/vOW8lJCe3a3T1t2pSu3bukZ6TN++kHCQI9hFGFghn4/68v3ab6/9fqzwWmlDqffvrJ7t077UikuaueQh/1lSuX+3z5993Xfty4MUeOHF68aAG6uwtO5/3w3QP3D8zJzhzz0uh9+/YAyIMH90+ZMunE8aPIZ1RUnJg9+w3UFa5bt7Z//765udlFRQWlpWswLkjXQzt2bOvVq0fv3j03bFgPkVgAXQ/99NO86dOnTpo0YcyY4mnTpnzw/rvbtm52ZVYAGQg0fPjh+9nZmf379y0uHnX06K+unnDevO/z8/P9fv/DD/8BX4xSZ+L4CR3uaz9q5FBQdOKEMatWLlVA16xd8dyzQzD7H/Z6woRxJ04ck5K/9947vfsU5eXlvDHrNZDi1Vdm/vLLfIfanJGxY4pzc7LGvDQaQH7z9Zf19bW2bVZVVUydOnnQwP6FBb5XXp4BIG3LIMTeuHHDn//8LL62UmLSpAkLF/5iWQbKtTaxFEjD0ke/NGr+Lz+hyts11J8yQFmOWdSzEMcMTXXoZ3CuSYA0crXglDrz5n3/0UcfKaUswwSpULZl1KLEBJDLli0pKirIyckaPXpkbW310qWL33vvHQwTApA///yTz5dfXDyqsbFeSt7YWD9ixLDKquMAzLRChw7vmzlz+qJFC/B9duzYdv/9A/PychYu/AW3KQBZUlLSu3dvv9976NABNwgEZ5hp6m+9NbtPn17Z2ZmdO3d+++23UTPLqIOBED/P//HhB+7vfN+948a+ZBoaxmmEQoHhw1/0evMGP/HYkSOHv/hi7mdz/gogf/310KxZr9VUVzq2aRgaY2Tv3t1Dhjzh9eY9/PAfdu/eicMgOC1dW/LIIw9lZ2cOvH/ALwt/5pJhkpszWNHz07mp/j+w/lxiPoZfI4pxTg1DQ+aUR4J5TFNHrZFNLMsxw/VKKMkxkCkcaxSJF0JQVmHP8zCHZJp6Y2M9NsAVhH8RUIRggWCdVJQyy2WQsSOowbMsQ0mOv4KyICasQqsOaiewhlInEGjAyEDHcSBiB46Ej0spiJIEgLueOQDctgx1eqYozFRtWiGlhONYilEluWnqlNumFQLFBKdaKCAFY9RBQMBfkYIJ4nBGkDhCMADOhYMh4EgNJxIAicsWR+TF4UN/nD/PHanTwBRDsjIzu0nJNUOXIBgjELZEqeghx1M50V/SjW9VSkRH9aABKmJJZwBhdWRYCwMcgItIkgWIHAeGn+Kr4wGtiIkKqJA4/GEXLkJIGICASWCEWdG7tEtiOD1jE0RCx85wRQgPEk4mzOYoGCU29k4BE5JEfyV62qlIZBdjJBx7Z5sQlcPF/QoiLGOEc+qqsYXiXDg4Kd3L/eiM0N5IPRWKNrX/925/LgMUbsZuIDn67UemGSBgSVBUCg6Kg5CSK2C41jCQlEf0cu6+jhGZiHqgGHGMyLpjCsI5JaI8+SSAlIpKYEISyzIgkg+QsHDwNHEsZlsQmf+4rn+7hViWcar74XwuVIKwHF0ojlk1MGw/HEqPpjAVztmKBReUAmYTgwlk7JQgFMIkZYzboJiSHAQHFXV2gORKCcnD5wYimLodx1QpSCsr/JGUklNOUFwYNuLFpcuXONS2iWVY+plgahiaz5dPiM2lsBxbRcR87LxLCDx7GsMzTullI9a96H4iKTkjLIyhbuYk5o5ipG/hcXIhSYF0qA0gKbMwC45SwgVTABCCRQ5OIJjbyX0T3EPwV+B0PX00zrrt8VM34ZgQDGGURZhu9z1VVHYGd+MKn994aquQXDIFEpeEinwrWmfCQYQT5+BywlkL7HQ682gj1en1RDa1/3dvzyVx66MibU7N2+gprZTAeUg5YUpyUExJBlxFuDm3vZt8B9sT5riVYa5IIe8STpjirjj0ho48h2OSTAVM10MQtSUASCmYkpwS29VFaFoQtweEy3B6o8hFqYOJ8ZEgDrXdQzZPoVAkV4uLLa73khAMySuBhbkZqcILGZgCRhwDlKDEBsGJY9m2ibk+OKeMMYSscDYihcn/OL7VGSxa9MA9OvhPPy+YX1F1kgmum8YZOlPGhPPEkMdr6qrdFNYKgAmHA6Pc5sCoYhzcEwK4u3meATGYgpsJyqVwC4+kmI1oGYR7Omn0/uy+cTQiRy6llIp4vDMhmJAEszkgmKpTvaXhPF2KosHnDO+T05+vzvgtGYY2vFeRS5xxBG54Y4yiD04FzAfIhMOBOuKs9QzrqcJ6LkEwaXOgv6GzOBv9m9r/+7cnkfZos45uL4G59afmj3DOeD4yY0w4EigVljzbPPztvHUhHlelKyPKiJ5BgkBNIJfhJaYbAc4IpilBwLVt2zRNSilm/sVM8KZt4QGUeEwvLnz33iaOYZmmbXEpAMCyLKGkUJwJh0sigFMVPrxPAbh04JIgQGu27ggiQDrUNqwQZvwI5yTigtmOZZiWZRHbQfR0IyMoJ444hUsqIqqejc4Se20xs66hduLkCaWlpSiHuzE3YTANhOo3bdngL/QNvH9Avs/bLbO711fQo1fPHF92fmFutjfL18Ob48v19fB7/T5/YUFeQX5eQb6vwOsr8Pr93oICX2GBr6DA5/Pnev25Xn++15/v9fu8fp/PV+D1+/IL83L9Of5CX74vr7BHkdfvKyzq6S8sKCjyFxT5i4oKTl09C4t6FvY+R+nTp0+fPn369u3dt2/vvv169uvfCy9/oQ8vX4HXV5DnK8jzRt7EV+AtKPIX9gg/ubBHQWGPgnM8vqf7deyar8Dv8xf6CvxY7/d7/X5vgc9f4PP7/YW+An+e96z08eX4ss5R39S+qf3f2z43P6ug6Cztz1Z//udn/n2/e5Z1jcsKl0++L6+gyJ+bH17IvgJv77497ml3R/9+fbIyuxUVFGZmZg4YMKhz5673drivqGePgqLCDp06dunWtahnjx69enbPyvQVePO8uXneXPwJ9z47N6d7VmZmdpbX7+vZs2dWVpbX7/MVeLO9Wbn+bF8Pb64/x1vky83PQdDI82b7i/K8/twevQpy/Xldsrpm5+d5Cwty83O6Z3XJzu3u9ef7/f6srKwib2F+Vp7f6/N6vfn5+Xl5eTk5OdnZ2VlZWd2zMnN8udm+3Fx/Xq4/D7HC78cXO/u4+Hr4u+V07T+wX6cuHX/66aeGhgZGuCtanwonlZIHQo1Ccfd8EYcSBpSHzyCUVDEB4dNHGHAG3BVSzuCHw2oUAJez48AY0Oh9D8IZG4UE8Vte+hyco3veAEdlkHK5xSgxPMLzn6mjOSVSnXkGThRnClICw9048hckKAgruaXbX9yFhTorfWSEbsSt56DEqfr/vv3p9U3tm9r/T9qftZ5ySQRIKgWaC6LXNbJpMmJaiVZEoKiO7xBed5Iz6nDKpJS6rjPBMW1gYzCASGJYJqoH8YthRV/UPeXMJo5NHHwNmzhoeOGSUEVE5OWJxGQFgkuigONLMuCareOJwlwym1gRk52ybVspxambDfkUjAghuBQMOAXu6tyEcs8cOheduSNsCWLz1k1hvQeys2eAqVIipAeZoDZxMKsCprBjEE7o74onQkkW9QbRQvrpsHhKRmbAqSKupMAlnlQjUSeASpbwgTZheD1/QdzkkchR4WrBlTqlwkc5ggnqKn8lnDqA7KyPRXH+dJ2ACsMxsGhoVpEDYc5GH/5burEI0f7O9k31TfX/aD3a8V21wHnbUwYEW+LBIWes6yh9brQG7JSwjyvX1bdqoQAAaJpmWCYCom4a1bU1CKZ47IrlhI/9cNeje8+lcCjBzO7RYCpUGPGJpPgXdYNcMtdMx4CHLI0JzgQX4XM6widiWI6tlGKMYTaMMzIK4eZBI5tH+LF48pWiZ6UbB8GAUk5K16/FJxObGtrpfqZNpak0labSVP4npQlMm0pTaSpN5V9Q/g9EsXyIiPIS7QAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. Which term
correctly identifies the device type that is included in the area B?</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
source<br />
end<br />
transfer<br />
<span style="color: blue;">intermediary</span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">15</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><img alt="" 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" /></div>
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<span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. What type of
network is shown?</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
WAN<br />
MAN<br />
<span style="color: blue;">LAN</span><br />
WLAN</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">16</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>Which layer encapsulates the segment into packets?</b><br />
physical<br />
data link<br />
<span style="color: blue;">network</span><br />
transport</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">17</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What can be identified by examining the network layer header?</b><br />
the destination device on the local media<br />
<span style="color: blue;">the destination host address</span><br />
the bits that will be transferred over the media<br />
the source application or process creating the data</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">18</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.</span></div>
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<img alt="" 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" 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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ccna 1 chapter 2</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Refer to the exhibit. Which set of
devices contains only end devices?</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
A, C, D<br />
B, E, G, H<br />
C, D, G, H, I, J<br />
D, E, F, H, I, J<br />
<span style="color: blue;">E, F, H, I, J</span></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">19</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>During the encapsulation process, what occurs at the data link layer?</b><br />
No address is added.<br />
The logical address is added.<br />
<span style="color: blue;">The physical address is added.</span><br />
The process port number is added.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">20</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What is the purpose of the TCP/IP Network Access layer?</b><br />
path determination and packet switching<br />
data presentation<br />
reliability, flow control, and error detection<br />
<span style="color: blue;">network media control</span><br />
the division of segments into packets</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">21</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.
<b>What is the proper order of the layers of the OSI model from the highest
layer to the lowest layer?</b><br />
physical, network, application, data link, presentation, session, transport<br />
application, physical, session, transport, network, data link, presentation<br />
application, presentation, physical, session, data link, transport, network<br />
<span style="color: blue;">application, presentation, session, transport, network,
data link, physical</span><br />
presentation, data link, session, transport, network, physical, application</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Semoga bisa menjadi referensi teman-teman . . </span></div>
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Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-38658292550983514072013-06-21T12:36:00.000+07:002013-06-24T12:43:53.834+07:00CORBA (Common Object Request Broker Architecture)<div class="separator" style="clear: both; text-align: center;">
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what is corba ?? apa itu corba ? ? Corba atau dengan kata lain (Common Object Request Broker Architecture) sebuah middleware yang dihasilkan oleh sebuah konsorsium bernama OMG (Object Management Group) dan digunakan untuk melakukan pemrograman jaringan terdistribusi dan open system, dimana obyek yang dipanggil tidak hanya berasal dari program yang dibuat dengan bahasa java saja tetapi juga bisa dibuat dengan bahasa lain. CORBA didesain agar komponen cerdas diizinkan untuk dapat saling
menjelajah satu dengan yang lain dan saling berinteraksi melalui suatu
objek bus yang bernama ORB (Object Request Broker). Corba merupakan standar sistem terdistribusi karena dengan menggunakan corba sistem secara keseuruhan dapat saling terhubung dan berkomunikasi antar platform yang berbeda (sistem operasi dan hardware).<br />
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Corba memilikiInterface Definition yang mendukung mapping ke suatu bahasa pemrograman tertentu dan juga menyediakan API untuk berkomunikasi antar obyek secara remote.</div>
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Perbandingan RMI dan Corba </div>
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CORBA arsitektur</div>
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KELEBIHAN corba:<br />
• Programer dapat dengan mudah menulis aplikasi yang mampu bekerja secara independent antar platform dan jaringan<br />
•
Memberikan kemampuan untuk mengintegrasi software aplikasi yang
berbeda,tanpa harus tergantung pada fasilitas komunikasi tingkat bawah<br />
•
Bekerja secara baik dengan beberapa midleware-midleware yang
ada,termasuk microsoft distributor sistem(DCOM) .suport penggunaan
secara statis maupun dinamis<br />
• Memberikan ekstensi optional untuk area yang tidak bisa dijamah oleh core aplikasi.<!--[if !mso]>
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Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com1tag:blogger.com,1999:blog-787109160278250176.post-46347979909085059842013-05-30T12:01:00.003+07:002013-05-30T12:16:19.016+07:00 RSA Security (Rivest, Shamir, Adleman)<!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUC-lQmsmc263jIEAk_v7az_0SXytlfhAMM41rVaz1VkXqVb4lzqNqcYcuXH66dbbo3TMjdlBVxzxc8DmkWCA___ZJa9XY9XpuTwt3jCzMzQJtgm10dDwUZiPsahs7JaCbrNCfAJyuNXE/s1600/rsa.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUC-lQmsmc263jIEAk_v7az_0SXytlfhAMM41rVaz1VkXqVb4lzqNqcYcuXH66dbbo3TMjdlBVxzxc8DmkWCA___ZJa9XY9XpuTwt3jCzMzQJtgm10dDwUZiPsahs7JaCbrNCfAJyuNXE/s1600/rsa.jpg" /></a></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Apakah RSA Itu?? RSA security merupakan
algoritma kriptografi asimetri yang digunakan untuk mengenkripsi dan
mendekripsi data dengan kunci yang berbeda .<span class="apple-converted-space"> </span>Kunci
yang digunakan untuk mengenkripsi disebut dengan kunci public sedangkan yang
digunakan untuk mendekripsi disebut dengan kunci privat. </span><span style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">RSA juga alghoritma pertama yang
mengimplementasikan<span class="apple-converted-space"> </span><b>Digital
Signature</b><span class="apple-converted-space"> </span>dan berhasil
dengan baik dalam implementasi public serta private key. </span><span style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">RSA membutuhkan tiga langkah dalam prosesnya,
yaitu pembangkitan kunci, enkripsi, dan dekripsi. Proses enkripsi dan dekripsi
merupakan proses yang hampir sama. Jika bilangan acak yang dibangkitkan kuat,
maka akan lebih sulit untuk melakukan cracking terhadap pesan. Parameter kuat
tidaknya suatu kunci terdapat pada besarnya bilangan acak yang digunakan.</span></div>
<a name='more'></a><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Algortima RSA dijabarkan pada tahun 1976 oleh tiga orang :
Ron Rivest, Adi Shamir dan Len Adleman dari Massachusetts Institute of
Technology. Huruf '''RSA''' itu sendiri berasal dari inisial nama mereka
(‘R’ivest - ‘S’hamir – ‘A’dleman). Clifford Cocks, seorang matematikawan
Inggris yang bekerja untuk GCHQ, menjabarkan tentang sistem equivalen pada
dokumen internal di tahun 1973. Penemuan Clifford Cocks tidak terungkap hingga
tahun 1997 karena alasan ''top-secret classification''. Algoritma RSA
dipatenkan oleh Massachusetts Institute of Technology pada tahun 1983 di
Amerika Serikat sebagai US patent 4405829. Paten tersebut berlaku hingga 21
September 2000. Setelah bulan September tahun 2000, paten tersebut berakhir,
sehingga saat ini semua orang dapat menggunakannya dengan bebas.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Konsep fundamental dari Kriptografi Kunci Publik ditemukan
oleh Whitfield Diffie dan Martin Hellman, dan secara terpisah oleh Ralph
Merkle. Sedangkan konsep dasar Kriptografi Kunci Publik terletak pada pemahaman
bahwa kunci selalu berpasangan: kunci enkripsi dan <span style="background: white;">kunci dekripsi</span></span><span lang="IN" style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> tetapi j</span><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">uga perlu diingat
bahwa sebuah kunci tidak dapat dibangkitkan dari kunci lainnya. Seseorang harus
memberikan kunci publiknya agar pihak lain dapat mengenkripsi sebuah pesan</span><span lang="IN" style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> dan d</span><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">ekripsi hanya terjadi jika seseorang mempunyai kunci privat.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Alghoritma ini biasanya digunakan untuk melakukan enkripsi
data pada protokol-protokol aman seperti TLS dan SSL. Salah satu
service/layanan paling populer yang menggunakan TLS atau SSL diantaranya HTTPS
atau protokol HTTP yang aman. Telah terdapat banyak software yang dapat
digunakan untuk memanfaatkan fasilitas TLS dan SSL ini, diantaranya yang paling
populer adalah OpenSSL dan GnuTLS. Aplikasi server juga sudah banyak yang
mendukung layanannya agar dapat berjalan dalam protokol ini seperti Apache
HTTPD, Sendmail, dan sebagainya.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">Alur Operasi RSA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Alghoritma
RSA terbagi kedalam tiga bagian utama yaitu</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> :</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo6; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Proses Pembuatan Kunci (<span style="mso-bidi-font-style: italic;">Private dan Public Keys</span>)</span></b></li>
</ol>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Alghoritma
RSA melibatkan dua kunci yaitu Private Key dan Public Key. Dimana Public Key
dapat secara aman diketahui oleh semua pihak untuk digunakan sebagai kunci
untuk melakukan enkripsi, sedangkan Private Key harus selalu di simpan secara
rahasia untuk melakukan Dekripsi (Decrypt) data yang telah di enkripsi dengan
menggunakan Public Key.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Data yang
telah di enkripsi oleh Public Key hanya dapat di dekripsi oleh Private Key, hal
ini lah yang membuat data yang dienkripsi dengan alghoritma RSA aman walaupun
Alghoritma RSA-nya diketahui selama Private Key nya tidak diketahui oleh pihak
lain.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pembuatan Private dan Public key
terdiri dari 5 tahap, diantaranya:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 71.45pt; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Cari
2 Bilangan Prima secara acak dan simpan dalam variabel p dan q, dengan catatan
jumlah bit untuk bilangan ini sama.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Nilai p harus lebih besar dari q dan direkomendasikan
minimal untuk menggunakan bilangan di atas 128bit/2 = 64bit <span style="mso-bidi-font-style: italic;">bila akan membuat kunci dengan bit-length
sebesar 128bit</span> ( min 64bit hex = 0x8000000000000000; min 64bit
desimal=9223372036854775808 ).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 71.45pt; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Hitung
n = p*q;</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dimana nilai n ini akan digunakan
untuk modulus pada private dan public key.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 71.45pt; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Hitung
pq = (p-1) * (q-1);</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Untuk digunakan sebagai pencarian
nilai private key.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 71.45pt; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pilih
nilai e untuk public key dengan syarat (1< e < pq) dan (gcd(e,pq)=1);<br />
Nilai e ini biasanya merupakan nilai yang relatif kecil, yang paling sering</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">v </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">d</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">i</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">gunakan adalah 0x10001 = 65537.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Bila kriteria e tidak cocok dengan
syarat di atas, maka harus dicari nilai e lain yang sesuai, atau bila e sudah
ditentukan dengan 0x10001, maka yang harus dicari kembali adalah nilai p, q, n
dan pq seperti pada tahap awal.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 71.45pt; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pilih
nilai d, dengan syarat nilai d memenuhi: (d*e) mod pq = 1</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo6; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">Proses
Enkripsi</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></b></li>
</ol>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Berikut adalah ilustrasi enkripsi
dengan menggunakan RSA:</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ahmad
mengirimkan public key (n,e) nya untuk Idik, dan menyimpan secara rahasia
private key-nya. Idik ingin mengirimkan pesan "M" pada Ahmad. Idik
kemudian merubah M menjadi kode ascii (berupa integer) dan menghitung
ciphertext "c" (nilai yang telah terenkripsi) dengan menggunakan public
key yang dikirimkan oleh Ahmad kepadanya, kemudian Idik mengirimkan nilai c
kepada Ahmad untuk di-decrypt dengan menggunakan private-key miliknya.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ada
beberapa syarat dalam enkripsi di RSA, dimana nilai M harus lebih besar dari 0,
dan harus lebih kecil dari nilai n (dari public key).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kode Ascii untuk M adalah 77. Bila
Public Key adalah (n=3233 dan e=17) maka nilai M ini memenuhi syarat 0 < 77
< 3233; dan dapat langsung dilakukan kalkulasi.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Proses enkripsi sangat mudah, hanya
dengan melakukan kalkulasi</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><a href="viewsource://CODE"><span style="text-decoration: none;">Lihat Source
Code</span></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l1 level1 lfo1; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c
= (M pangkat e) mod n </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Bila M=77, dan public Key adalah
n=3233 dan e=17 maka:</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><a href="viewsource://CODE"><span style="text-decoration: none;">Lihat Source
Code</span></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l3 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c
= (77 pangkat 17) mod 3233 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l3 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c
= 117582402033097174749136828787597 mod 3233 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l3 level1 lfo2; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c
= 3123 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo6; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman";">Proses
Dekripsi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Operasi
Dekripsi/decrypt tidak berbeda jauh dengan operasi encrypt, yang berbeda adalah
nilai yang dimasukkan kedalam fungsi powmod itu. Dalam operasi decrypt, nilai M
diganti dengan nilai c dari ciphertext (<span style="mso-bidi-font-style: italic;">hasil
enkripsi</span>) dan nilai e dari public key diganti dengan nilai d dari
private key, sedangkan nilai n dari public key selalu sama dengan nilai n dari
private key.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dari
penjelasan sebelumnya Kita sudah mendapatkan data-data sebagai berikut:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><a href="viewsource://CODE"><span style="text-decoration: none;">Lihat Source
Code</span></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l0 level1 lfo3; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Private
Key = (n=3233 dan d=2753) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l0 level1 lfo3; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c
= 3123 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; mso-margin-top-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dengan menggunakan private key, Kita
ingin melakukan decrypt dari c menjadi M kembali, caranya adalah:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><a href="viewsource://CODE"><span style="text-decoration: none;">Lihat Source
Code</span></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l5 level1 lfo4; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
= (c pangkat d) mod n </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l5 level1 lfo4; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
= (3123 pangkat 2753) mod 3233 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l5 level1 lfo4; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
= 7+E8301 mod 3233 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l5 level1 lfo4; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
= 77 </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br />
Kita coba menghitungnya dengan fungsi bcpowmod, gmp_powm atau AmarullzPowMod di
atas:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><a href="viewsource://CODE"><span style="text-decoration: none;">Lihat Source
Code</span></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; mso-list: l2 level1 lfo5; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
= AmarullzPowMod(3123,2753,3233); </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">M2
akan bernilai 77 </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br />
Dengan perhitungan tersebut, kita sudah dapat mengimplementasikan Private dan
Public Key sebagai sarana untuk melakukan enkripsi dengan menggunakan
alghoritma RSA, dimana Idik melakukan enkripsi data M=77 dengan public key dan
mendapatkan nilai c=3123, kemudian mengirimkannya kepada Ahmad untuk di
dekripsi dengan menggunakan private key dan mendapatkan data yang sama dengan
yang dimaksudkan oleh Idik, yaitu M2=77.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 6.0pt; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; mso-outline-level: 2; text-align: justify;">
<b><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-transform: uppercase;">KELEBIHAN DAN KELEMAHAN RSA</span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-transform: uppercase;"></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kekuatan algoritma RSA terletak pada tingkat kesulitan
dalam memfaktorkan bilangan menjadi faktor primanya, dalam hal ini memfaktorkan
n menjadi p dan q. Karena sekali n berhasil difaktorkan, maka menghitung nilai
m adalah perkara mudah. Selanjutnya, walau nilai e diumumkan, perhitungan kunci
d tidaklah mudah pula karena nilai m yang tidak diketahui. Kelebihan lain
algoritma RSA terletak pada ketahanannya terhadap berbagai bentuk serangan,
terutama serangan brute force. Hal ini dikarenakan kompleksitas dekripsinya
yang dapat ditentukan secara dinamis dengan cara menentukan nilai p dan q yang
besar pada saat proses pembangitkan pasangan kunci, sehingga dihasilakan sebuah
key space yang cukup besar, sehingga tahan terhadap serangan.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Namun demikian, kelebihan
tersebut sekaligus menjadi kelemahan dari sistem ini. Ukuran kunci privat yang
terlalu besar akan mengakibatkan proses dekripsi yang cukup lambat, terutama
untuk ukuran pesan yang besar. Oleh karena itu, RSA umumnya digunakan untuk
meng-enkripsi pesan berukuran kecil seperti kata kunci dari enkripsi simetris
seperti DES dan AES yang kemudian kunci tersebut dikirim secara bersamaan
dengan pesan utama.</span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: 150%; margin-bottom: 0.0001pt; text-align: left; text-indent: 0.5in;">
<b><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kelompok 3 Sistem Terdistribusi (A1)</span></b></div>
<ul>
<li><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Ahmad Quzwaini 1001.53.0032</span></li>
<li><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Atiek Puji Rahayu (10.01.53.0049)</span></li>
<li><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Siti Rachmawati (10.01.53.0058)</span></li>
<li><span lang="IN" style="background: none repeat scroll 0% 0% white; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Marischa W.F (10.01.53.0052) </span></li>
</ul>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com1tag:blogger.com,1999:blog-787109160278250176.post-60908580414992869852013-04-04T09:49:00.000+07:002013-05-30T12:04:53.460+07:00Implementasi, Kelebihan dan Kekurangan Layer Application (OSI Model)<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">implementasi
jaringan sangat mudah dimengerti bila memahami jaringan dari sisi 7 layer OSI. OSI
merupakan kepanjangan dari Open System Interconection.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"> Tujuan diciptakannya OSI layer ini untuk membantu
desainer jaringan memahami fungsi dari tiap-tiap layer yang berhubungan dengan
aliran komunikasi data.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> Secara umum OSI terbagi menjadi 7 layer lapisan. Ketujuh
lapis layer OSI sebagai berikut:</span><br />
<a name='more'></a></div>
<div>
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Physical Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Data Link Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Network Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Transport Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Session Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Presentation Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Application Layer</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Secara
fungsional 7 layer OSI dibagi menjadi dua bagian yaitu upper layers dan lower
layers,</span></div>
<div style="text-align: justify;">
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Upper layers , segala sesuatu yang
berkaitan dengan user interface, data formatting, dan communication
session, lebih tepatnya banyak berkaitan dengan aplikasi (software). Yang
termasuk dalam Upper Layers yaitu Application Layer, Presentation Layer,
dan Session Layer</span></li>
<li class="MsoNormal" style="line-height: 150%;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Lower layer, Segala sesuatu yang berkaitan
dengan Network atau jaringan, data flow atau bagaimana data mengalir, Bagian
dari Lower Layers yaitu Physical Layer, Data Link Layer, Network Layer, dan
Transport Layer </span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMKf6C02iA5wnLucG6awuGZGSJyPbVEcVCwLBLDWZ7uYkyE3xrx_ZRnLbDfmk5TaJDYsPXCiBGjGgL22Ez1b343abFQb3nHLyu7q96G-enMWYMH92t61bZ-Wl5iVsl3orfK3gNrTMKBE4/s1600/osi.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMKf6C02iA5wnLucG6awuGZGSJyPbVEcVCwLBLDWZ7uYkyE3xrx_ZRnLbDfmk5TaJDYsPXCiBGjGgL22Ez1b343abFQb3nHLyu7q96G-enMWYMH92t61bZ-Wl5iVsl3orfK3gNrTMKBE4/s1600/osi.png" /></a></div>
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">
</span>7 dari model OSI mendifinisikan interface antara software-software yang
berkomunikasi dan aplikasi yang memerlukan untuk berkomunikasi keluar dari komputer
dimana aplikasi tersebut berada. Layer <span style="mso-spacerun: yes;"> </span>Application
<span style="mso-spacerun: yes;"> </span>OSI <span style="mso-spacerun: yes;"> </span>memiliki fungsi-fungsi:</span></div>
<div style="text-align: justify;">
</div>
<ol style="text-align: justify;">
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Mendukung file transfer</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Kemampuan untuk
melakukan</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">pencetakan (print) pada
jaringan</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Surat elektronik (email)</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;">Pengiriman pesan
elektronik (electronic<span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">messaging)</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Melakukan browsing pada
World Wide Web</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Protocol- protocol yang
mengimplementasikan aturan Layer Application :</span></div>
<div style="text-align: justify;">
</div>
<ol style="text-align: justify;">
<li><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">HTTP (Hyper Text Transfer
Protocol), protokol untuk transfer file HTML dan Web .</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1pt;"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">DHCP (Dynamic Host
Configuration Protocol), protokol untuk distribusi IP pada jaringan dengan
jumlah IP yang terbatas .</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">DNS (Domain Name Server),
Database nama domain mesin dan nomor IP.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">FTP (File Transfer
Protocol), protokol untuk transfer file.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">MIME (Multipurpose
Internet Mail Extension), protokol untuk mengirim file biner dalam bentuk teks.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">NNTP (Network News
Transfer Protocol), protokol untuk menerima dan mengirim newsgroup</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">POP (Post Office
Protocol), protokol untuk mengambil mail dari server.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">SMB (Server Message
Block), protokol untuk transfer berbagai server file DOS dan Windows.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">SAP
(Netwares Service Advertising Protocol)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">NFS (Network File System)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">SMTP (Simple Mail
Transfer Protocol)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt; letter-spacing: 1pt;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; letter-spacing: 1pt;">E-Mail (Electronic Mail)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; letter-spacing: 1.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Kelebihan Layer Application</span></div>
<div style="text-align: justify;">
</div>
<ol style="text-align: justify;">
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">setiap kal</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">i</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;"> berinteraksi dengan program di komputer<span style="mso-spacerun: yes;">
</span>yang dirancang khusus untuk digunakan pada jaringan, </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">maka berhadapan </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span>langsung dengan
lapisan aplikas</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">i</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Lapisan layer ini </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">memungkinkan berbagai fungsi pada </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">puluhan protokol lapisan aplikasi
yang berbeda</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"></span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">menyediakan layanan untuk program
yang ingin menggunakan jaringan, dan pengguna</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"></span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Kekurangan Layer Application</span></div>
<div style="text-align: justify;">
</div>
<ol style="text-align: justify;">
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">Sistem operasi itu sendiri dapat
(dan tidak) menggunakan layanan secara langsung pada lapisan aplikasi</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"></span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">S</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-ansi-language: IN;">atu-satunya yang tidak menyediakan layanan ke lapisan di atasnya dalam
tumpukan</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;"> urutan layer</span></li>
<li><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">bersifat teoritis dan tidak benar-benar melakukan fungsi
yang sebenarnya.</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">KELOMPOK 11 : LAYER 7 (A1)</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Ahmad Quzwaini 10.01.53.0032</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Nurul Aisya R<span style="mso-spacerun: yes;"> </span>10.01.53.0022</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 150%;">Marischa Widya<span style="mso-spacerun: yes;"> </span>10.01.53.0052</span></div>
<div style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; letter-spacing: 1.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast;">Bayu Suryo S.<span style="mso-spacerun: yes;">
</span>10.01.53.0151</span></div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-22063425693440748302012-09-23T18:28:00.000+07:002013-05-30T12:05:03.929+07:00Flipdim Citra<div dir="ltr" style="text-align: left;" trbidi="on">
Kali ini saya akan memberikan program matlab untuk membuat gambar dicerminkan . .<br />
kodenya adalah dibawah ini<br />
<a name='more'></a><br />
citra=imread('cameraman.jpg');<br />
[baris kolom]=size(citra);<br />
<br />
citra2=flipdim(citra,2);<br />
citra3=flipdim(citra,1);<br />
citra4=flipdim(citra2,1);<br />
<br />
subplot(2,2,1);imshow(citra);<br />
subplot(2,2,2);imshow(citra2);<br />
subplot(2,2,3);imshow(citra3);<br />
subplot(2,2,4);imshow(citra4);<br />
<br />
<br />
Hasilnya:<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPJwCIS4Mv2TLebZkQre7exWjhpEH4Hho_lePKM5nMnrRNM9yfZodHXhL0ZIObUVc5kEIhbNljG4qUyEU5sfG7okV45uK2pZKHlWk30b1esINe4TCyxqtB33DOmoA_SrLZnQn1fMH15D0/s1600/gvg.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPJwCIS4Mv2TLebZkQre7exWjhpEH4Hho_lePKM5nMnrRNM9yfZodHXhL0ZIObUVc5kEIhbNljG4qUyEU5sfG7okV45uK2pZKHlWk30b1esINe4TCyxqtB33DOmoA_SrLZnQn1fMH15D0/s320/gvg.bmp" height="284" width="320" /></a></div>
<br />
<br />
semoga bermanfaat . . ! !<br />
<br /></div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-84406898457092534762012-06-20T13:39:00.001+07:002012-06-20T13:39:31.563+07:00Turunan dan Polimorfisme Protected di Java dengan inputan<div dir="ltr" style="text-align: left;" trbidi="on">
Pada postingan lanjutan kali ini saya ingin memberikan contoh penggunaan
protected pada turunan dan polimorfisme java oriented progrmming dengan menginputkan nilai-nilai variabel dari keyboard,,
berikut listingnya :<br />
<a name='more'></a> <span style="color: yellow;">import java.io.*;</span><br style="color: yellow;" /><span style="color: yellow;">class kotak</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> protected double panjang;</span><br style="color: yellow;" /><span style="color: yellow;"> protected double lebar;</span><br style="color: yellow;" /><span style="color: yellow;"> protected double tinggi;</span><br style="color: yellow;" /><br style="color: yellow;" /><span style="color: yellow;">public void setkotak(double p, double l, double t)</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> panjang=p;</span><br style="color: yellow;" /><span style="color: yellow;"> lebar=l;</span><br style="color: yellow;" /><span style="color: yellow;"> tinggi=t;</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">public double getkotak()</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> double kotakvol=panjang*lebar*tinggi;</span><br style="color: yellow;" /><span style="color: yellow;"> return kotakvol;</span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">public void cetak()</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("Berat Kotak = "+getkotak());</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">class kotakpejal extends kotak</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> private double berat;</span><br style="color: yellow;" /><span style="color: yellow;"> public void setkotakpejal(double p, double l, double t,double b)</span><br style="color: yellow;" /><span style="color: yellow;"> {</span><br style="color: yellow;" /><span style="color: yellow;"> panjang=p;</span><br style="color: yellow;" /><span style="color: yellow;"> lebar=l;</span><br style="color: yellow;" /><span style="color: yellow;"> tinggi=t;</span><br style="color: yellow;" /><span style="color: yellow;"> berat=b;</span><br style="color: yellow;" /><span style="color: yellow;"> }</span><br style="color: yellow;" /><span style="color: yellow;"> public double getkotakpejal()</span><br style="color: yellow;" /><span style="color: yellow;"> {</span><br style="color: yellow;" /><span style="color: yellow;"> return berat;</span><br style="color: yellow;" /><span style="color: yellow;"> }</span><br style="color: yellow;" /><span style="color: yellow;"> public void cetak()</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> super.cetak();</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("Berat Kotak = "+getkotakpejal());</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br style="color: yellow;" /><span style="color: yellow;">public class input_tur_protec</span><br style="color: yellow;" /><span style="color: yellow;">{</span><br style="color: yellow;" /><span style="color: yellow;"> public static void main(String[]args)throws IOException </span><br style="color: yellow;" /><span style="color: yellow;"> { </span><br style="color: yellow;" /><span style="color: yellow;"> kotakpejal k=new kotakpejal();</span><br style="color: yellow;" /><span style="color: yellow;"> double berat;</span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> BufferedReader br;</span><br style="color: yellow;" /><span style="color: yellow;"> br=new BufferedReader(new InputStreamReader(System.in));</span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("===================================");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println(" Menghitung kotak");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("===================================");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.print("Masukkan Panjang =");</span><br style="color: yellow;" /><span style="color: yellow;"> k.panjang=Double.parseDouble(br.readLine());</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.print("Masukkan Lebar =");</span><br style="color: yellow;" /><span style="color: yellow;"> k.lebar=Double.parseDouble(br.readLine());</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.print("Masukkan Tinggi =");</span><br style="color: yellow;" /><span style="color: yellow;"> k.tinggi=Double.parseDouble(br.readLine());</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.print("Masukkan Berat =");</span><br style="color: yellow;" /><span style="color: yellow;"> berat=Double.parseDouble(br.readLine());</span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println(" keluaran ");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("-------------------------------");</span><br style="color: yellow;" /><span style="color: yellow;"> System.out.println("-------------------------------");</span><br style="color: yellow;" /><span style="color: yellow;"> k.setkotak(k.panjang,k.lebar,k.tinggi);</span><br style="color: yellow;" /><span style="color: yellow;"> k.setkotakpejal(k.panjang,k.lebar,k.tinggi,berat);</span><br style="color: yellow;" /><br style="color: yellow;" /><span style="color: yellow;"> k.cetak();</span><br style="color: yellow;" /><span style="color: yellow;"> </span><br style="color: yellow;" /><span style="color: yellow;"> }</span><br style="color: yellow;" /><span style="color: yellow;">}</span><br />
<br />
demikianlah listing program pembuatan turunan dan polimorfisme dengan
protected menggunakan data inputan dari keyboard . .</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-88645723637996687442012-06-20T12:55:00.000+07:002012-09-23T21:33:10.906+07:00Turunan dan Polimorfisme Protected di Java<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Pada postingan kali ini saya ingin memberikan contoh penggunaan protected pada turunan dan polimorfisme java oriented progrmming,, berikut listingnya :</div>
<div style="text-align: justify;">
</div>
<a name='more'></a>class kotak<br />
{<br />
protected double panjang;<br />
protected double lebar;<br />
protected double tinggi;<br />
<br />
public void setkotak(double p, double l, double t)<br />
{<br />
panjang=p;<br />
lebar=l;<br />
tinggi=t;<br />
}<br />
public double getkotak()<br />
{<br />
double kotakvol=panjang*lebar*tinggi;<br />
return kotakvol;<br />
<br />
}<br />
public void cetak()<br />
{<br />
System.out.println("Berat Kotak = "+getkotak());<br />
}<br />
}<br />
class kotakpejal extends kotak<br />
{<br />
private double berat;<br />
public void setkotakpejal(double p, double l, double t,double b)<br />
{<br />
panjang=p;<br />
lebar=l;<br />
tinggi=t;<br />
berat=b;<br />
}<br />
public double getkotakpejal()<br />
{<br />
return berat;<br />
}<br />
public void cetak()<br />
{<br />
super.cetak();<br />
System.out.println("Berat Kotak = "+getkotakpejal());<br />
}<br />
}<br />
public class lat_2<br />
{<br />
public static void main(String[]args)<br />
{<br />
kotakpejal k=new kotakpejal();<br />
k.setkotak(4,3,2);<br />
k.setkotakpejal(4,3,2,5);<br />
<br />
k.cetak();<br />
}<br />
}<br />
<br />
demikianlah listing program pembuatan turunan dan polimorfisme dengan protected . . <br />
<br />
<br />
<br />
<br />
<div style="text-align: justify;">
</div>
<br /></div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-88436747689427592132012-06-19T11:52:00.003+07:002012-09-24T03:59:27.352+07:00Fungsi String MySQL Lanjutan<div dir="ltr" style="text-align: left;" trbidi="on">
materi dan tugas tambahan untuk mengetahui usia sekarang dari datapribadi . .<br />
<br />
<a name='more'></a><br />
<div>
select*from dataku;<br />
select nama,<br />
truncate (datediff(now(),tgl_lhr)/365,0)<br />
as usia from dataku;<br />
<br />
select nama,<br />
round(datediff(now(),tgl_lhr)/365,0)<br />
as usia from dataku;<br />
<br />
select nama from dataku<br />
order by rand()limit 5;</div>
<br />
hanya itu dlu , , heheheh. .</div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-32954250025191719772012-06-19T11:32:00.003+07:002012-09-24T03:59:04.119+07:00Fungsi String<div dir="ltr" style="text-align: left;" trbidi="on">
tugas fungsi string . . . . . . . . . <br />
<br />
<a name='more'></a><br />
create database lat_0032;<br />
use lat_0032;<br />
create table dataku (no_id varchar(15) primary key,nama varchar(25),alamat varchar(20),gaji int,tgl_lhr date,sex char(1));<br />
desc dataku;<br />
insert into dataku values('223344550','Andhika Pratama','Semarang',2500000,'1987-06-26','L');<br />
insert into dataku values('223344551','Susi Febrianti','Semarang',2000000,'1986-02-14','W'),<br />
('223344552','Novi Heriza','Yogyakarta',2000000,'1989-05-31','W'),<br />
('223344553','Raditya Surya','Bandung',1500000,'1988-12-30','L'),<br />
('223344554','Angela Suryani','Surabaya',3000000,'1987-07-21','W'),<br />
('223344555','Putri Setyowati','Medan',3500000,'1985-07-23','W'),<br />
('223344556','Abdul Munir','Magelang',850000,'1990-06-05','L'),<br />
('223344557','Heri Setyawan','Surabaya',900000,'1989-08-17','L'),<br />
('223344558','Setyorini','Yogyakarta',1200000,'1987-03-15','W'),<br />
('223344559','Sofia Anggun','Bandung',900000,'1986-01-03','W');<br />
select*from dataku;<br />
<br />
select nama from dataku<br />
where char_length(nama) <15<br />
order by nama;<br />
<br />
select dataku.nama, format(dataku.gaji,0)<br />
from dataku;<br />
<br />
select nama from dataku<br />
where mid(nama,2,1) = 'n';<br />
<br />
select left(nama,5)<br />
from dataku;<br />
<br />
select right(nama,5)<br />
from dataku;<br />
<br />
select replace(nama,'e','c')<br />
from dataku;<br />
<br />
select ucase(nama)<br />
from dataku;<br />
<br />
select dataku.nama,<br />
lpad(format(dataku.gaji,0),12,char(32))<br />
from dataku where dataku.no_id;<br />
<br />
end tags . . .</div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-85636178618013114022012-06-12T11:19:00.002+07:002012-09-24T03:58:36.226+07:00Fungsi String MySQL<div dir="ltr" style="text-align: left;" trbidi="on">
pada postingan kali ini saya hanya mencotohkan beberapa fungsi string di mySQL , ,<br />
berikut listingnya . . <br />
<br />
<a name='more'></a><br />
<div>
create database infoprib;<br />
use infoprib;<br />
create table pegawai(nip varchar(15) primary key,nama varchar (30),gaji int);<br />
insert into pegawai values('12345','Dian Permana',1200000),<br />
('12346','Tamara Febrianti',1000000),<br />
('12347','Dara Permatasari',1200000),<br />
('12348','Dita Nurafni',1200000),<br />
('12349','Dhani Akbar',1000000),<br />
('12350','Aan Setiawan',1000000);<br />
select*from pegawai;<br />
<br />
select nama from pegawai<br />
where char_length(nama) <15;<br />
<br />
select pegawai.nama, format(pegawai.gaji,0)<br />
from pegawai;<br />
<br />
select ucase(nama)<br />
from pegawai;<br />
<br />
select nama from pegawai<br />
where mid(nama,2,1) = 'i';<br />
<br />
select left(nama,4)<br />
from pegawai;<br />
<br />
select right(nama,4)<br />
from pegawai;<br />
<br />
select lcase(nama)<br />
from pegawai;<br />
<br />
select ltrim(nama)<br />
from pegawai;</div>
<div>
<br /></div>
<div>
select upper(nama)<br />
from pegawai;</div>
<br />
sekian dulu yachh , , semoga bermanfaat . .</div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-46265232059522273662012-06-06T12:48:00.000+07:002012-09-24T03:57:27.862+07:00Membuat Overload dengan Parameter<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="color: black; text-align: justify;">
<br /></div>
<span style="color: #ffd966;"></span><br />
<a name='more'></a><br />
<br />
class kotak<br />
{<br />
double panjang,lebar,tinggi;<br />
void cetakvolume(double p,double l,double t)<br />
{<br />
panjang=p;<br />
lebar=l;<br />
tinggi=t;<br />
double kotakvol;<br />
kotakvol=panjang*lebar*tinggi;<br />
System.out.println("volume="+kotakvol);<br />
}<br />
<br />
void cetakkeliling(int p,int l, int t)<br />
{<br />
panjang=p;<br />
lebar=l;<br />
tinggi=t;<br />
double keliling;<br />
keliling=panjang*lebar*tinggi;<br />
System.out.println("keliling ="+keliling);<br />
}<br />
}<br />
public class over <br />
{<br />
<br />
public static void main(String[] args)<br />
{<br />
kotak k=new kotak();<br />
k.cetakvolume(4,3,2.5);<br />
k.cetakkeliling(4,3,2);<br />
<br />
}<br />
<br />
<br />
}<br />
<br />
<br />
listing diatas hanya sebagian kecil contoh penggunaan overload pada program java.</div>
Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-32274352470454605842012-05-25T11:06:00.001+07:002012-06-06T12:49:05.399+07:00imhist<div dir="ltr" style="text-align: left;" trbidi="on">
a=imread('spongebob2.jpg');<br />
figure, imshow(a);<br />
r=a(:,:,1);<br />
g=a(:,:,2);<br />
b=a(:,:,3);<br />
<br />
b1=(r+g+b)/3;<br />
<br />
c=(0.65*r)+(0.33*g)+(0.02*b);<br />
<br />
d=rgb2gray(a);<br />
<br />
figure,imshow(b1);<br />
figure,imhist(b1);<br />
figure,imshow(c);<br />
figure,imhist(c);<br />
figure,imshow(d);</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-90828872339262202902012-05-25T10:42:00.002+07:002012-05-25T10:52:24.656+07:00Mendeteksi warna RGB<div dir="ltr" style="text-align: left;" trbidi="on">untuk mendeteksi warna merah hijau dan biru di matlab berikut adalah script contohnya<br />
<br />
a=imread('spongebob2.jpg');<br />
figure, imshow(a);<br />
r=a(:,:,1);<br />
<a name='more'></a>g=a(:,:,2);<br />
b=a(:,:,3);<br />
figure,imshow(r);<br />
figure,imshow(g);<br />
figure,imshow(b);<br />
<br />
ScreenShoot :<br />
gambar asli<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjIb9wqe-CumjGi_O71kpUOs12TNrMx5OWJUqUJmcuJxPu660fnher-YFnz6DsXshGsCvk4ytQaJQxRonyseYgeqUea7pFzXwctrz0SRrgyI0O-vVDjHg7Q9HQ8-tQtGLt1iN3w_wkp-0/s1600/spongebob.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjIb9wqe-CumjGi_O71kpUOs12TNrMx5OWJUqUJmcuJxPu660fnher-YFnz6DsXshGsCvk4ytQaJQxRonyseYgeqUea7pFzXwctrz0SRrgyI0O-vVDjHg7Q9HQ8-tQtGLt1iN3w_wkp-0/s1600/spongebob.jpg" /></a></div>show r<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhATxuRWJ3PrYF5GanRDsLl0zsmYnzgRQiR7Dr8GiTfbprbN6IC7MJgtxY_z4hzIdiL6qpVcO8N4CwzlvboMhXP6mUKX_eXm6_LcL4FwqXzdOasRhg3e_msZhyphenhyphenzvUJY1ij00RUw4EsFnU/s1600/sp1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhATxuRWJ3PrYF5GanRDsLl0zsmYnzgRQiR7Dr8GiTfbprbN6IC7MJgtxY_z4hzIdiL6qpVcO8N4CwzlvboMhXP6mUKX_eXm6_LcL4FwqXzdOasRhg3e_msZhyphenhyphenzvUJY1ij00RUw4EsFnU/s1600/sp1.jpg" /></a></div><br />
<br />
show g<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivbzcr3baAjonRfldhwDnAofgi9zqjfXKJKra6uWU7Ov5OESMC_8Mbwqy7pbKWwJBE131Hs8aZVfLj-txif38MoDxVDnDPWDECZEff7mFtB2IWC4XYqib9IPfIdKfAdNEquGavewqPojY/s1600/sp2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivbzcr3baAjonRfldhwDnAofgi9zqjfXKJKra6uWU7Ov5OESMC_8Mbwqy7pbKWwJBE131Hs8aZVfLj-txif38MoDxVDnDPWDECZEff7mFtB2IWC4XYqib9IPfIdKfAdNEquGavewqPojY/s1600/sp2.jpg" /></a></div>show b<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZIiIg6WpswXbw2qNfkrSaGptJSw6_OKTj9ZsS7uUEIt6hV7Dh2tLyobxKZTANRw91eexCIfcSFUstdz0SLJh6sK957Z_lRPH6fiPpO9ioNL-pwAi9KRHfsR7KwGixp3nbZwrOD5lCWk/s1600/sp3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZIiIg6WpswXbw2qNfkrSaGptJSw6_OKTj9ZsS7uUEIt6hV7Dh2tLyobxKZTANRw91eexCIfcSFUstdz0SLJh6sK957Z_lRPH6fiPpO9ioNL-pwAi9KRHfsR7KwGixp3nbZwrOD5lCWk/s1600/sp3.jpg" /></a></div><br />
<br />
gambar diatas adalah hasil dari script yang tadi telah ditulis<br />
<br />
</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-71590196437142473242012-05-25T10:21:00.000+07:002012-05-25T10:21:32.638+07:00Mengubah gambar RGB ke GrayScale<div dir="ltr" style="text-align: left;" trbidi="on">berikut adalah cara mengubah gambar RGB ke grayscale dengan matlab <br />
<br />
a=imread('images.jpg');<br />
figure, imshow(a);<br />
b=rgb2gray(a);<br />
figure, imshow(b);<br />
<br />
diatas akan mengubah 3 matriks ke 1 matriks</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-68032523202373630342012-05-22T11:21:00.002+07:002012-05-22T11:51:47.203+07:00Membuat Join Tabel Database MySQL<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">Pada postingan kali ini saya akan menunjukkan script SQL yang digunakan untuk menggabungkan beberapa tabel, disini saya memberi nama database WILAYAH dan tabelnya PROVINSI,KOTA dan KECAMATAN...</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">script MySQL nya adalah sebagai berikut :</div><div style="text-align: justify;"></div><a name='more'></a><br />
create database wilayah;<br />
use wilayah;<br />
create table provinsi(kode_prov varchar(5) primary key,nama_prov varchar(50));<br />
desc provinsi;<br />
create table kota(kode_prov varchar(5),kode_kota varchar(5),nama_kota varchar(50),<br />
primary key(kode_prov,kode_kota));<br />
desc kota;<br />
create table kecamatan(kode_prov varchar(5),kode_kota varchar(5),kode_kec varchar(5),<br />
nama_kec varchar(50),primary key(kode_prov,kode_kota,kode_kec));<br />
desc kecamatan;<br />
<br />
insert into provinsi values ('20',"DKI Jakarta");<br />
insert into provinsi values ('21',"Jawa Barat"),<br />
("22","Jawa Tengah"),<br />
("23","DI Yogyakarta"),<br />
("24","Jawa Timur");<br />
select*from provinsi;<br />
<br />
insert into kota values ('12',"01","Medan");<br />
insert into kota values ('21',"01","Bandung"),<br />
('21',"02","Bogor"),<br />
('22',"01","Semarang"),<br />
('22',"02","Kudus"),<br />
('23',"01","Yogya"),<br />
('23',"02","Sleman"),<br />
('24',"01","Surabaya"),<br />
("31","01","Banjarmasin");<br />
select*from kota;<br />
<br />
insert into kecamatan values ('22',"02","01","Kudus Kota"),<br />
('22',"02","02","Jati"),<br />
('23',"01","01","Gondo Kusumo"),<br />
('23',"01","02","Umbul Harjo");<br />
select*from kecamatan;<br />
<br />
select kota.nama_kota,provinsi.nama_prov<br />
from kota,provinsi<br />
where kota.kode_prov=provinsi.kode_prov;<br />
<br />
select nama_kota,nama_prov<br />
from kota natural join provinsi;<br />
<br />
select nama_kota,nama_prov<br />
from kota natural join provinsi<br />
order by nama_kota;<br />
<br />
select nama_kec,nama_kota,nama_prov<br />
from kecamatan<br />
natural join kota<br />
natural join provinsi;</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com1tag:blogger.com,1999:blog-787109160278250176.post-42498468990805669892012-05-18T23:14:00.000+07:002012-05-18T23:14:21.085+07:00Kotak Band - Bayang Abadi<div dir="ltr" style="text-align: left;" trbidi="on">berikut adalah liryc lagu <a href="http://www.kotakrockband.com/">Kotak Band</a> - Bayang Abadi disertai chord guitarnya<br />
<a name='more'></a><a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <br />
Hening malam ku sendiri <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip F#" href="http://www.chordfrenzy.com/chord/2451/#">F#</a> <br />
Bintang bulan ku pandangi <br />
<a class="showTip Bm" href="http://www.chordfrenzy.com/chord/2451/#">Bm</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Hari-hari ku lewati <br />
<br />
<a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <br />
Kenangan indah dengan mu <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip F#" href="http://www.chordfrenzy.com/chord/2451/#">F#</a> <br />
Masih terasa di hati <br />
<a class="showTip Bm" href="http://www.chordfrenzy.com/chord/2451/#">Bm</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Rasa sedih tak bertepi <br />
<br />
<a class="showTip Bm" href="http://www.chordfrenzy.com/chord/2451/#">Bm</a> <a class="showTip C#m" href="http://www.chordfrenzy.com/chord/2451/#">C#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <br />
Tak ada cinta sejati di dunia ini <br />
<br />
[chorus] <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Mungkin kau tercipta tuk pergi <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <br />
Meski bayangmu di benak abadi <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip C#m" href="http://www.chordfrenzy.com/chord/2451/#">C#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Saat ini dirimu telah pergi <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Berdiri menanti kau kembali <br />
<br />
[int] <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> 2x <br />
<br />
[chorus] <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Mungkin kau tercipta tuk pergi <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <br />
Meski bayangmu di benak abadi <br />
<a class="showTip F#m" href="http://www.chordfrenzy.com/chord/2451/#">F#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip C#m" href="http://www.chordfrenzy.com/chord/2451/#">C#m</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Saat ini dirimu telah pergi <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Berdiri menanti, Berdiri menanti <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Berdiri menanti kau kembali <br />
<br />
[int] <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> 2x <br />
<br />
[coda] <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Bayangmu kan abadi <br />
<a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Meski kau telah pergi <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Di sini ku berdiri <br />
<a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Menanti kau kembali <br />
<br />
[fade out] <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Bayangmu kan abadi <br />
<a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Meski kau telah pergi <br />
<a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <a class="showTip D" href="http://www.chordfrenzy.com/chord/2451/#">D</a> <br />
Di sini ku berdiri <br />
<a class="showTip E" href="http://www.chordfrenzy.com/chord/2451/#">E</a> <a class="showTip A" href="http://www.chordfrenzy.com/chord/2451/#">A</a> <br />
Menanti kau kembali<br />
<br />
<br />
Download filenya juga <a href="http://www.indowebster.com/kotak_bayang_abadi.html">disini</a></div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-78362896499831743172012-05-18T23:08:00.000+07:002012-05-18T23:08:39.589+07:00Daftar Lagu Kotak Band<div dir="ltr" style="text-align: left;" trbidi="on">Daftar Lagu-lagu <a href="http://www.kotakrockband.com/">kotak band</a> beserta chord guitar dan juga link downloadnya . .<br />
<a name='more'></a><a href="http://zwainiwayne.blogspot.com/2012/01/kotak-band_10.html">Kotak Band - Apa Bisa </a><br />
<a href="http://zwainiwayne.blogspot.com/2012/01/kotak-band-bayang-abadi.html">Kotak Band - Bayang Abadi</a><br />
<a href="http://zwainiwayne.blogspot.com/2012/01/kotak-band-beraksi.html">Kotak Band - Beraksi </a><br />
<a href="http://zwainiwayne.blogspot.com/2012/01/kotak-band-cinta-jangan-pergi.html">Kotak Band - Cinta Jangan Pergi </a> </div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-55533125897570980552012-05-18T23:05:00.000+07:002012-05-18T23:05:06.554+07:00Kotak Band - Apa Bisa<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">berikut ini adalah liryc lagu dari <a href="http://www.kotakrockband.com/">Kotak Band</a> - Apa Bisa</div><a name='more'></a><div class="entry-byline"></div><div id="bottomcontainerBox"><div class="buttons"></div></div><div style="text-align: justify;">Intro: F#m E A D C#m Bm A</div><div style="text-align: justify;">F#m E A D C#m Bm A</div><div style="text-align: justify;">jika aku jadi kamu aku akan dengarkan</div><div style="text-align: justify;">F#m E A D C#m Bm A</div><div style="text-align: justify;">jika aku jadi kamu aku akan perhatikan</div><div style="text-align: justify;">Bm C#m F#m Bm</div><div style="text-align: justify;">yang ku keluhkan selalu</div><div style="text-align: justify;">Bm C#m F#m D A G E</div><div style="text-align: justify;">pantasnya kamu dengarkan aku dulu</div><div style="text-align: justify;">Chorus:</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">kali ini apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">aku tahan denganmu</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">sebenarnya apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">kamu sayangi aku, apa bisa</div><div style="text-align: justify;">F#m E A D C#m Bm A</div><div style="text-align: justify;">jika aku jadi kamu tidak sulit mengalah</div><div style="text-align: justify;">F#m E A D C#m Bm A</div><div style="text-align: justify;">karena aku ingin lama sama kamu berjalan</div><div style="text-align: justify;">Bm C#m F#m Bm</div><div style="text-align: justify;">yang ku keluhkan selalu</div><div style="text-align: justify;">Bm C#m F#m D A G E</div><div style="text-align: justify;">pantasnya kamu dengarkan aku dulu</div><div style="text-align: justify;">Chorus:</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">kali ini apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">aku tahan denganmu</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">sebenarnya apa masih bisa</div><div style="text-align: justify;">Bm E D E</div><div style="text-align: justify;">kamu sayangi aku, apa bisa</div><div style="text-align: justify;">D E</div><div style="text-align: justify;">apa bisa… apa bisa</div><div style="text-align: justify;">F#m E/G# A D F#m E A D E</div><div style="text-align: justify;">Chorus:</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">kali ini apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">aku tahan denganmu</div><div style="text-align: justify;">A Bm C#m D</div><div style="text-align: justify;">sebenarnya apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">kamu sayangi aku</div><div style="text-align: justify;">D E</div><div style="text-align: justify;">kali ini apa masih bisa</div><div style="text-align: justify;">D E</div><div style="text-align: justify;">sebenarnya apa masih bisa</div><div style="text-align: justify;">D E</div><div style="text-align: justify;">kali ini apa masih bisa</div><div style="text-align: justify;">Bm E</div><div style="text-align: justify;">kita tetap bersama, apa bisa</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Download filenya juga <a href="http://www.indowebster.com/kotak_apa_bisa_1.html">disini</a></div></div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-25145691871685609482012-05-18T22:57:00.001+07:002012-05-18T23:00:06.629+07:00case pada java<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: justify;">untuk memasukkan data dari keyboard dalam pemilihan baik barang ataupun jenis-jenis lainya pada suatu program di java maka berikut ini adalah contoh format penulisannya :<br />
<span style="text-align: left;"></span><br />
<a name='more'></a><div style="text-align: justify;">import java.io.*;</div></div><div style="text-align: justify;">public class swcs1 {</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> public static void main(String[]args)throws IOException </div><div style="text-align: justify;"> {</div><div style="text-align: justify;"> double harga,tot;</div><div style="text-align: justify;"> int kode,jmh;</div><div style="text-align: justify;"> BufferedReader br;</div><div style="text-align: justify;"> br=new BufferedReader(new InputStreamReader(System.in));</div><div style="text-align: justify;"> System.out.print("Masukkan Kode : ");</div><div style="text-align: justify;"> kode = Integer.parseInt(br.readLine());</div><div style="text-align: justify;"> System.out.print("Masukkan Jumlah : ");</div><div style="text-align: justify;"> jmh = Integer.parseInt(br.readLine());</div><div style="text-align: justify;"> </div><div style="text-align: justify;"> switch (kode)</div><div style="text-align: justify;"> {</div><div style="text-align: justify;"> case 1: harga=2000;</div><div style="text-align: justify;"> tot= jmh*harga;</div><div style="text-align: justify;"> System.out.println("Buku");</div><div style="text-align: justify;"> System.out.println("Harga = "+harga);</div><div style="text-align: justify;"> System.out.println("Total = "+tot);</div><div style="text-align: justify;"> break;</div><div style="text-align: justify;"> </div><div style="text-align: justify;"> case 2: harga=3000;</div><div style="text-align: justify;"> tot= jmh*harga;</div><div style="text-align: justify;"> System.out.println("Pensil");</div><div style="text-align: justify;"> System.out.println("Harga = "+harga);</div><div style="text-align: justify;"> System.out.println("Total = "+tot);</div><div style="text-align: justify;"> break;</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> case 3: harga=3500;</div><div style="text-align: justify;"> tot= jmh*harga;</div><div style="text-align: justify;"> System.out.println("Bolpoint");</div><div style="text-align: justify;"> System.out.println("Harga = "+harga);</div><div style="text-align: justify;"> System.out.println("Total = "+tot);</div><div style="text-align: justify;"> break;</div><div style="text-align: justify;"> </div><div style="text-align: justify;"> default: System.out.println("Invalid code.");</div><div style="text-align: justify;"> break;</div><div style="text-align: justify;"> </div><div style="text-align: justify;"> }</div><div style="text-align: justify;"> }</div><div style="text-align: justify;">}</div><blockquote class="tr_bq"><div style="text-align: justify;">o iya lupa gan ngasih tau , maaf nie ya bila postingan ini tidak menyertakan screenshoot tampilan saat program dijalankan.</div></blockquote></div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-81154953427350681442012-04-20T10:20:00.000+07:002012-04-20T10:20:04.655+07:00ubah nilai matriks matlab<div dir="ltr" style="text-align: left;" trbidi="on">
a=magic(10);<br /><br />for i=1:10<br /> for j=1:10<br /> x=a(i,j);<br /> m=mod(x,2);<br /> if (m==0)<br /> b(i,j)=0;<br /> else<br /> b(i,j)=1;<br /> end;<br /> end;<br />end;</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-62272960102448623222012-04-20T10:19:00.002+07:002012-04-20T10:19:30.132+07:00crop matlab 3,3 : 5,5<div dir="ltr" style="text-align: left;" trbidi="on">
g=magic(10);<br />for i=1:10<br /> for j=1:10<br /> if(i>2&i<6& j>2&j<6)<br /> h(i-2,j-2)=e(i,j);<br /> end;<br /> end;<br />end;</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-9016000116392009352012-04-20T10:01:00.002+07:002012-04-20T10:01:41.983+07:00<div dir="ltr" style="text-align: left;" trbidi="on">
http://ppk-upstegal.weebly.com/uploads/1/0/4/2/10425402/diktat-matlab.pdf<br />
<br />
http://rieko.files.wordpress.com/2007/12/cepat-mahir-matlab.pdf</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-22568230728863254472012-04-18T12:11:00.002+07:002012-06-06T13:13:37.950+07:00buat class sendiri part II<div dir="ltr" style="text-align: left;" trbidi="on">
class kotak<br />
{<br />
double panjang,lebar,tinggi;<br />
void cetakvolume()<br />
{<br />
double vol;<br />
vol=panjang*lebar*tinggi;<br />
System.out.println("Volume = "+vol);<br />
}<br />
}<br />
public class ctak_vol{<br />
<br />
public static void main(String[]args)<br />
{<br />
<br />
kotak k=new kotak();<br />
k.panjang=4.5;<br />
k.lebar=2.3;<br />
k.tinggi=3;<br />
k.cetakvolume();<br />
<br />
}<br />
<br />
<br />
}</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-85360789832893684292012-04-18T12:08:00.003+07:002012-05-15T14:20:35.010+07:00buat class sendiri<div dir="ltr" style="text-align: left;" trbidi="on">class kotak{<br />
double panjang;<br />
double lebar;<br />
double tinggi;<br />
}<br />
public class cetak{<br />
<br />
public static void main(String[]args)<br />
{<br />
double vol;<br />
kotak k=new kotak();<br />
k.panjang=4.5;<br />
k.lebar=2.3;<br />
k.tinggi=3;<br />
vol=k.panjang*k.lebar*k.tinggi;<br />
System.out.println("Volume = "+vol);<br />
}<br />
<br />
}</div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0tag:blogger.com,1999:blog-787109160278250176.post-27689917662292606092012-04-13T10:47:00.000+07:002012-04-13T10:47:02.839+07:00ubah matriks<div dir="ltr" style="text-align: left;" trbidi="on">
p=magic(10);<br />q=p;<br />for i=1:10<br /> for j=1:10<br /> if (p(i,j)>=40 & p(i,j)<=70)<br /> q(i,j)=0;<br /> else<br /> q(i,j)=1;<br /> end;<br /> end;<br />end;<br /></div>Ahmad Quzwainihttp://www.blogger.com/profile/04868021381352916276noreply@blogger.com0