tag:blogger.com,1999:blog-26878936431518497032024-03-13T18:39:25.403-07:00Sharing Ilmu TIGuru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-2687893643151849703.post-54279877549969105432013-12-27T01:19:00.001-08:002013-12-27T01:19:38.270-08:00program SPP<div class="MsoNormalCxSpFirst" style="line-height: normal;">
<span style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt;">balik lagi agan2 kali ini saya bakalan share program pascal nih kali ini tentang spp langsung aja yah nih </span></span></div>
<div class="MsoNormalCxSpFirst" style="line-height: normal;">
<span style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt;"><br /></span></span></div>
<div class="MsoNormalCxSpFirst" style="line-height: normal;">
<span style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt;"><br /></span></span></div>
<div class="MsoNormalCxSpFirst" style="line-height: normal;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt;">program bayar_spp;</span></b></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
uses wincrt;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
var</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
nomor, tanggal, bulan,
tahun : integer;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
nama, tempat : string;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
bspp, biaya, bayar,
sisa : real;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 13.0pt;">procedure isi;</span></b></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
begin</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
clrscr;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Nomor<span style="mso-spacerun: yes;"> </span>: '); readln (nomor);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Nama<span style="mso-spacerun: yes;"> </span>: '); readln (nama);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Tempat
lahir<span style="mso-spacerun: yes;"> </span>: '); read (tempat);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Tanggal
lahir<span style="mso-spacerun: yes;"> </span>: '); read (tanggal, bulan,
tahun);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
end;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
begin</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
isi;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
if tanggal > 31<span style="mso-spacerun: yes;"> </span>then</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
begin</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
writeln ('Format
tanggal salah!');</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
readln;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
isi;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
end;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
if bulan > 12 then</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
begin</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
writeln ('Format bulan
salah!');</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
readln;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
isi;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
end;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
if (tahun < 1994)
and (tahun > 1998) then</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
begin</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
writeln ('Format tahun
salah!');</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
readln;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
isi;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
end;</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Bayar
SPP/bulan<span style="mso-spacerun: yes;"> </span>: '); readln (bspp);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
writeln ('Besar
biaya<span style="mso-spacerun: yes;"> </span>: ', bspp:0:0);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Bayar<span style="mso-spacerun: yes;"> </span>: '); readln (bayar);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
sisa:=(bayar)-(bspp);</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal;">
write ('Sisa<span style="mso-spacerun: yes;"> </span>:', sisa:0:0);</div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">end.</span><br />
<br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">out putnya : </span><br />
<div class="separator" style="clear: both; text-align: center;">
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Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-9681341088236838592013-12-02T23:08:00.004-08:002013-12-02T23:11:15.190-08:00Programan Aritmatika Di Pascal <!--[if gte mso 9]><xml>
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UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; text-indent: 36.0pt;">
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selamat Siang agan2
mudah mudahan gak bosen yah liat postingan postingan saya </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kali ini ane mau share tentang pemograman nih yg
judulnya pemograman pascal </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Yaitu tentang program aritmetika nya </span><span style="background: #F7F7F7; color: blue; font-family: Wingdings; font-size: 12.0pt; mso-ascii-font-family: Helvetica; mso-bidi-font-family: Helvetica; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Helvetica; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">J</span></span><span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langsung aja
yah hehe</span><br />
<br />
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><img alt="" 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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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<![endif]-->
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Silahkan agan2 tulisin source kode di atas yah </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Nih ane liatin Screen shotnya</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
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RJ9RGaIsMJ0o/dCK3Ku005hfsYc8rLSY1lM25bTlnBa1JF3rucdKcqdmU4OfPQAgnzYG0ibF9PmpYzJOHIod/7qwxv2lNyZlDoYkY2Zs1DTJmLSGBvTrQ5rlwbUiz3KYJfM3ynx3hZ7b4s8txa8N0XemyLvLZHvlsh3W+zvlC12q1f7dYkhjB7GmRFTatSc3g6i0ywBarpSbNsBrFZ6Pvz0+56ZMGtxgpqY1B5ov3joy09/993HT105d+T6ewG/P8nQ+cdcrPQMzblnVavzmlURGpHoIjJDdOyHIy0P3R7FYxpTDLXEUUtMb43rbflm//6xfa/1R/TWOGs9W/Z61tfQq30Rds9o5srRFuTsv9/Zj/yqY9IS6z69H0HaHv7Nvk2a9Wrf6gbpYfeGHr49MZCTHm6vx7KuPrZvDu97pWeV2+vpXtWYYpOXj7QgZ27OZ/d6cOvXh/b9v68xJR5V4dav1ssLrPRExi+xuzmSN1sPXJiKjP2wYa/nZzQiM0Ty93ok7F5P3/lfIGdy0pO312NZSlvXpee33dPZ/R32opgRze314EsZ02IGN44c2nf4S01aH8hofWm1N6Vwp2SupMTBLNiYGTN5D4uPGSLD6PKAZrFXGeqWBzol3tsi702R58aC58aC5+aC5+aC58aC96bI1yENd6lW+tA4Kz3DpuSIJV3XS1egPntUej66cGlQtDwoWhoULbHSc/jr/z7xw4dPXz377I2Tz3e+HfD7GYrcKj1jIp9IF5XoY1JjTI7FlHicPf3xal8Utcb1toTBnjA6EpiTPdGTMDoTRmdi/uejLb/umLJzlX0Fz/XknQwyOBIGRR975pj7apQ944vkt5z7+WjLrzvu2RJ6ed/Blrb/ieJ6O3c+6LV3P2pFznZaErMbzvUk8s71xHU2+TutyKt9EdQaR632bx/b9+DbH/62pe3z+ZhWwp5OzuPhjnFzXCPuPdDS9tkce9Kn7bW3n2x5+PYoHpu8fKTl4dsjeEw5cP4XyJkbhpgSjynwmCJ7rkeKxxSm2Pjloy0Pd4yK+9paDn4pp3B/0hzSnuLO9aStS3nS400afdz9jXqv5/sn9iHvygz64cP7Dn+tTeIh7jTzl5q0LphBA2mNL630pOXulNSZEtmZWQs1hSfGDdER3cqgZrFXFe6SBzsl/tti3y2R9+aC9+YCJ0A35j03Frwd0lCXarkXjQ0YqUGMHsKTw+bUqCWTtSYrTlOkZ1eqT/VjWK30fNx+aUwRYY2Vnid/fP/ItdPP3Xr3hbtv/bH3eMDvl2ehKSoajURWV06f+2hSHpBicTmeUJoTKktCYyVQG9F9Zj+CHPxSnMBcJO4mB95/6msZMXDuAeRtscFN4m4SdytP7j/4tYzA3STuJjd+5br8+L6HLlsx7uO6sVe+kePDcdxNYi7lyVYEQQ5+JSUwF4m72ItlypOtB7+SEpiq/1DLwS+lBHubz/w19mL2ubt2wuhSnGhFkF93TrFXvpTrV8e5i1+vDcT0DkLvSOg5dWv7QhSfuXq05Vcdk7aEzp7Q2RO60fZWpO0LURyV97W1tH0hiqP2RNfp/QiCvNIf1doSU1eOtuRd4bqJJ9SWhIq1ofZWpO3ifFxtlb/divzyO4vG4fru8X3IO1JDICnuONaCfNgbTEvuHGt5tGculBbdPtby2+4pX5Ld5dF76Jkbz7YgH9zxMFggOfDRA8gjPTPBNGYYOdjC7fWggYzal1Z503JPSuZOiZ3JeSs1bSbGjdER3eqAdrlXtdSlCN2RBTul/lti/02x7+ZCnon8nbJQl2qlF40NGMlBjB7CmWE8NWJOj5gzI+bMaL5Z8m2HLRtQn5qMYVXS89/Pf5xhH6EwJAiSvvpz18SkNt/ypYdIJFZWVlaWl0+f+2hOG2KfIdA6KPYOZqObxjz0wo1n885QSEwBevjDB5B3JaYAbQ3Q1gA9/OEDv/rJbgnQ1gAz/OEDyLtSU4CxBhhrwHvlyX2/+slhybbkzM8Mf/AAgnzQ62Esfsbi9155cl/eR8YSYKwBZuiDBx7+yWFGhx5rOfStiua+4hq/3+uhzX7a5Pf8mHfr0MNX7LiPNvlok091aj9yfITAvTTmoTEP3f/+Awhy8CuZ89Lj+x66bDO4KcxDGd2U0e3+ga1hb/yRk0Y3ZZi42Iq8f8dB6V3U7PVnW35z556T0o/n39eDvDqU0Lmo7rMPcJ/flmjdtN5NG7XZAyjk8Ldo2rKYkdw51vJo71w4s+FcD3Lof6P9B1uQB3+06/2MMcAYdUOHWpAHf3LodEMH89r98opL4UvLPSmpOyV2Juds9JSZmMDiI/rooHa1T73co1y8qwh3ykMdkuAtcSBrftY6ZOG7qpUebazfQAwYqEEjPYQxw3hq2JQaMaVGTOkR8wYbNmdYVRqxsLbDFs9elp5aDWCF0nP+f1dEZlJkpkRmajVGrWWYtbVkmiHWMvTaWmZtLXk/RdIUSZFkPB6LRCPRaCQei54+99G8YVHrYlAXo3MzBg9j9DKYL2nyJ83czcpJS4CxBhlbKGkLZi2UtIWSNsPQYy0f9PuzHwVacIufTbbFrTWUtAZLmIUzxhxgTAHGlH2Egn2Yg338gnuqw0dj7L/5BR+D+RgsW2n00kYvbdhkHtrgofWbzEuzj4kZfUksmMRD3O3LpsWMeTFjWszgoTQWTBkDSYM/qfcxOi+NesiceUmdly1QqJ9B/YzWx2h8SbUvpfSm5J6U1JMSu5IiJzNro6bMxDgrPehqn2alR7l8V7F4Rx7ulIU7pKEOaahDGuyQBm9JArelwU754l3VSo822qdL9OuJfgM5YKAGjcwQxgxhyWE8OYynWBvCU0Om1LApPbwuQA1XH9jx2Q5jWKH0XPjqJ5mDkTsYmYN579zHBZ/Y+uDjTz/8pP1MXs13V7sl+ArqZnTsc0m+JOZPmgJJU4BbzNZQysZZ0hpirEHGGmSsoaR1q2SEN4rFFuOpz3kIpwpawQ05C+fMEkqaA0lzIGny557eYnUH81GbzZ8z3E9jftrop41+yujLmcFHGbw503spnWeLeSmdl9L7aL2PNvgZQ2CD6f2MzkfrfJTWQ2nchNqZUDniSntM6ciZypVQuQiVm1S5KaWbUrpphZuWuRipixY56AUHPWujpy3kBJ4YM8aGdJF+7UqverlbtdSlCN9RhDtloU5ZqEMWui0NZi3UKV+8q1zuUq/2aGO9aKxPF+/TJ/r15ICe1SB60MgMYMwAxgyyhiezApS/+7Njlg2oTzOlR+FMKlxJpTslsRFzxpU548qscWXGsDxjWJ7RL0/rl2b0S+y/s/qlWf3SnGF5AVtVOmiNO4l6kjovo/clDb6k0Z/C/SlTIGUKpMzBlCWYYjWILbBlayhlDeeMEwjWQikL1zhr3FOmXCFn4XxL2xbTtsW0fYm1DGtspXUxbQ1zZgmnLOEU93ExbVvM2BYzVrbNYtoSTuPBFL5+E42Xu6JkYPdlWE1Z1xf/utGYnzb4aVZr9FnTbTTUS6EeCvWQ2nVzr5cp1EOh3pxpvZTWS2o8pNpDqlyEyplQOOJye0xqjUjNqxLzisS8IjYvi83LEsuKxLoqsUYltpjEFhfbEgs2YsFGztmIWSsxbUncMyUmsPioITaERgZyurN4Rx66Iwvd3qw7wdvSYIcs3KlYvKNcvqta6VKvdqsj3epojybWq431ovFeXaJPR/TpiD490acn+/XkgJEexJghnNv9abD0NF6Amq4U23YAy5ae81/9pHAmle6UypNSeVJK1twphSspdzBSOyO1MzIbI7XRUisttdFSGyWz03IbrbDTSgetctBqJ611MaibQd3cuyYMPsbIHYkwmD+J+ZKYN2n0JjFfEvMn8ez+EWf+7KszfJytvxmDPYjLmX+D4f4kHkiagmlziJWPDPsIgnX5vnUpY13MWBYz5jD3kiBTMGuhtDmcsSxyDVgzL2ZMoTQWSBl8SYM3qfcm9V5G56F1Hlrnprk9FA+h8xI6L6HzENkyqfNSOi+Jekmtm9C4E2p3XO2Kq51xtTOuyprSGVc64wpHTGGPyu1RuT0qY80Wldmy5bxKiTUqsUYk1ojYsiqyrIpMq/Om5TlsccYQmtYFp3XBaV1gWheY1gem9aEZQ3jGuDRjXJ42Lk9hK1PY6j1sdcIYGTesjuojw+jqELrSr13uUy/1qBa7FYt35aFOaaBDGrgp9t8U+26IfDdE3hsLrHmuL3huiny3JP7bkmCHNNwpC3fKF+8olu4olu8oV+6qVrvUkW5NtFsTY61HG+vVEf0GahBj1g++Rhq+PmHHZzuMYdnS8+mXV2R2ht3rYU3hTilcKVZ3xFZKbKYWzJTIRC2YyAUTsWAiRDgpMpFiEykxkRIzyb0Ky0ops6+nWX/PFvfWCBetddJaZ7Zm/Z04HkbnYXRuBmXfieOkc6+8WXfFels3F6110Vo3jbpp1E3r3IzemzT6U1gwbQplTOGMKZwxL943L943hTN4KGMMpI2BlMGfMvhTel9K70sZAiksmMZCGVP4Pp41LJwxBtJ6fwr1JrVuRutmNC5a7aTVTlrlpNQuUuUi1C5C5UqonHGVM6Z0xJTO2Lq4KBwxuT0qs0ak1lUJaxZ232RFbF4RmVdE5pUF0/I8vjSHheeM4VljeNYYnskrzBjD04bwtCE8rQ9N6YP3dJxNosFJNDCh9Y2pvCMq97DcNSx3DsmdQ3LHsNw5rHAPq7yjat+oJjCiCYxogsOa4JA6NKgODahD/cpwrzLcowx3yUN35aE70kCnNHBL7L8p8l5f8Fyfd1+bc/086/x51nl1xnF1xvHTtP3qtP3nGee1Wdf1ec+NBd9Nkf+mOHBLErwlDd2Whjtki53ypTuK5TuK5TtKVoxWujXRXl1iwEgPZY+8Gi89jRegpivF9hy98qTn488uiy2UzM4onEm5K2sORmqjRWZqHiPZ94dN6xPT+sQUGp9GY1Pa2NT6uwq1sRk0NquLzxsSImNCghMSEyGzEHILq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" /></div>
<span style="background: #F7F7F7; color: blue; font-family: "Helvetica","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">
</span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<br /></div>
Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-47048906347807280562013-12-02T21:41:00.003-08:002013-12-02T22:00:35.639-08:00Cara Membuat Tabel Di HTML Apa kabar agan-agan semua udah lama gak posting posting materi
sekalian aja yah ane dapet tugas buat bikin tabel di HTML :)<br />
Nah kali ini ane bakalan sharing bagaimana cara bikin tabel di HTMIL
Langsung aja kalee yah hehe
Nih silahkan agan agan ketikin di notepad :)<br />
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<img alt="" 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xznHYbzi0IGJaiEpEpx02HRuXIJefSUPIu0fM+4dD9ujKdHkLFfuHZEAic6mZGSYxGfbp2Q7plblFJYGp9XGJ+ekxQS5eET7BAY6hiZ4B6e4BwStcqPaxISaewfousbqOMbou0RzPSNZEWkMRILGOklOunF+umlnOJ19ht2J+w+nn/61raHHXdeTY5/mZld4PH5gj9hIRRC0J/xhuCPY4tL/E/fZ8fffWzpab3WdOXE5aONR6pWb40p2BCauy4kpdY5soQdmoeKKMREFGCDM5F+KcpesbLOITLOQQoeYajgJMOMcq6TBMAAUTkANFBIz+jwTUcPPehoXVhYgJYFM9++XLxwLj0tRYvNXElfVjZvb+/29vaFhYWlpSXozzz8nxjkX9VKiLG0tLQSdPzxgBDyP3/6sHPHNnU1FTgMSIiLionCVZQVnT09N2zY1NnSCS1DEB8amZg8cf1SXHGWgbGFBFxcEQCqCPBVka0loS8wqE8YtAEd/DAHP8HEvaFgpsmYKQpulIofpBHeUDVHqZo9WJVWdYUupPoQmTBAp/Rr0cdxqh2aGp1oXAcR/5xM7MYhX9FQLQbUGzYWT404AyzcCBk5SicMsMkDWth+pvobIqKDhe60NX3h7/3I16lTlzpBRrzUQncxsL1MzHOM0n11mRck5ACbPEBBvMIpDxBRYwz8CB05RNaYpKGmaNgRGn6ERRliUSd0OUMcdhubvWKWvwEH2gCQzYGOEzDxBLqOgGwKNBgArSVO0hNj2Uq6RhpEZDpFZrp5x1jYBupbeLOtvNimHliOo5hHNCMu2724JrO4OiOvPCGtKDQi09Y7kukagnUKUnAJU3aOVHKMULLjKqwKkbIJknIMUnILUvMKQfmF47y4WCdfJSd/cddgCY9QeY8QpJMv3toFb+2Cd+fiApMwoemIsCy1sAy10GTN4AT1oETF4FSJ4AxYUDoIToVxk2S4ccjgGHpQjL57sI6jLzUomhabSkvKpGQXGWQWmGQWOlWujSuriisujc8qCAuJtg+Lc4hMsIhPt03OcYxJMQ6ONA6PtQuJMAmJNA6NM/GPYfjGMALjmZHpOulFNtmrbXMrLArXGFdssqre7FC302vbydRLTSdaul8Mv574ucATCv9j4AH9wQ5IKBAIoAUef2Z2Yfzd+5bul5eaLh25uu/EtZNnbl08fOn4liONVTvzs9cHJlc5xpZYBabT3aMRzqHKLiHqftHM+GyP9IKosrV5d2mERiYlTk1eWwQowAEQAUbWZjVrap88ePzl80dIyP/5Y6bpwb201GSOFkteTkZCXFRERAQAUFBQMDg4yP9TKxD5R/+SViK1X5d2Zmbm1MnjujocGABionBREZiykoKri9PuXTuGxkaXIeGP2Z+9vb3HDv0e6OmuLikmAwAbwDxl5SsIhFNarPsc6qAhe4RDec0mj9IQK9sYFTlKQQ0TMf1YdBcCMaih2IVWe4RSe0rAvaRSu3C4Xiyql4DsstbrTE7sqi7vWl/RWZz2xID9kIwarS14e/Xcp9qyl1rkUbTKKEFzmIl/RUNMMTQmFdWf6zBfr6ue6Wx533RzwMurQ1r+JY3Ynsz9uGvj4G/1z9KiO7xsOnTxnXRcK43yBKPWTcMNaxGHmJh+suYgATFJwH8gkLtoyCEGboyKfcugrBjhb8CB1AdoA0C2ANrOQM8FsFcBohGMqC9DNZbQd9bwjDCKzLT3TaY6R5Cs/KkOIUZuXFOfKEuXSE5Aol5ioWd+TVJFw+rqdWUVGwqyyqMi0mz94pjukSi3KHWXaAWHaDGHaHGHcKlVATI2Pgq2Hhr2bggHDzU7d1lrVxErN2DnC1yCpJ381Jx8iPZeFDcuPiwTE1uqmlipmFqjkFKuklCgFJ0rH5omHZIOD8wA/qnALxkEJUkExSgERSNDYkmh8TRuPDUmk5JSSM0soRRUMHNWaxdWmlTUORdV+GTl+6dkWkclm0alcuJzqMn52ulFxkk5etEpptFJdrEpVonZ1qn59vE5xuHptNAUWnSaZUqOc3axW2Glb1GNY3GdeUm9cfkmy8ot1nV7gvacKb/+9OzI9OuZ2fk/4o4/W7MQJBQI/oDHMl8483Nh6v2njsHeh21Pml40d/S9Ghib7hwcv/302cnL5/cc31+/s6ZkfWZKGTc00y4oyTw0xTI+zyWvMqq4OrF2Q+EkhfpKi9Stw7pEo63DUYKVEGSYhBgMjmHQ4uNi7ty++eP7N/4yb2F+9vatGznZmXQaRVRUVEZGRkRERE5ObteuXR8+fPh/dqf9t9FfmyZLS0uzs7NtbW2Ojo6iIjBREZi4mIiykoKDve3BA/veTr8WCpYXf8509XRU/7ZWz9pIXAzgYDBbMdlMHP0YhfpYX79PhzPJoY3TUBN09CgF84qIHqHQhojEV0TsMBU3SscNUNFdJM2XRMRdA+ozb9v2tLCPGyq/luV32pg14zXbNOR70xN+vOz6uTD/c/nz/GB7j4/fVQTu6/kLi9DS3O2rd9jUXpT6MBk7pE3voaBfMzBtigr3zTjfL52AoEXo67sRbth9ANoMmWNH9vK/f/sGQby3U982lT+gqrcbaf8sKp0uTnvpZN2Bx40hUVNoRD9KuROj0o5TH6aq9eEV+gmKwxSNFcv8DThQhnBNfYAxATRbYOABM3IH2vaAbiFFNZHVs9e08yH4RrI8Y1CukSjrAPSqELp3tFlwgk1khndUhnN6KTe7Kq60Prt6Q+maxqq8qriEXOfIjFUB8bpesRivJHXPZAXPJCmXKGmHQHlrT0VLR4TlKpSVg6q1s6yVK9zCFVi6A1sfWQdvdWcvsk84JzgNlVCmkbVBJa9RPq9RLqtePqNKPrlMNjpPMiQDFpABfFOBTyLwS4AHx8uEx6vFZ5KSc2gp+ayscq3cKk5uFae4TruoVqugQqugjJ2Zx0lI1U3MYEWmoeNysSmlyJRSzdTVuKRCcny2VkKWVUa+W365b2GlZ2aJVXqJWXyudkK2TXqeZ15JQElVWHld2Op695J6m+IGo9INJiUbTCu3OG45lnLp0ZG+sf7vswt/lkX/aNStiC+E5njL77987x0evN9y537L/baelyMTb6bffZt486W1d+Dq/duHTx/ZeXDnxh0bqzZWFK7NSisLz66IKluX3bCtetPOut921Y9S8QMcjWEK8jWL1aNHv6qD2kxVTkCo6AFRABNVIRG9EqJO3bz26cNHaEk4+3Xm3oP78aFxKAQawIG4BFwcBgyY9LMnjgoEyxAErQwdrFRz/zZ5+aME+OfD9r+9Vtquf92FIGhpaUmwDC0t8YV8gYA3PzHYH+LvIyMjJSkvLQ0AkAL6djY7Nu+aGnkr4EM83nL7YG9RSaG+jjGAw5TFgZu8VDkKe4ZJ7mMjenRYAyzaOJ08ScBO4HGTVNwQVWOArDiGwLchNZ/S0FM0/CBK7ZE2ZSgxampj/fvzpz/3dPz89nkZ4n3ve97r6/9KCfVISrQrNuHj2NgCBPF4y9DXHwMV2acVJd/9flIgWP5y784dLXY/UWWAqjpGI40xGRMsYquadIue/vtnd39CPMH4eHeIZ5MIaLGx+dz0ABJA0LxQCC28PXPiFgbfHhXy8/Xb2amp7qTQNnXYCzyp1cezg+v20Mj0HhndKSfapqbUjtIYomqumOhvwIExFcGYwLBmgGwN03MTs/CTNHIX5diJE4zEqSZSJi4oaz9N+0BlZ66ybZCKRaC0ayQxIME0KsMnIZublBdYUJOWV52UVx1Z2pBetDYpryohpyw5Lsc9KEkrKI0alIH2TpL3iJZzCVGx81I3t0UYmSMsbDVtXNVtPKQt3YGhA7Bwk7PzQLr6UkITOEml1Ix6jcIdykW75PK3Smevl8laI5taIRNTJMXNhgekA58U4J0IvGNBUJx4bKpGSi4hq5hSUKmTX62XU6GdXa5XWGtQ3qBfWKWVXUxLzaUmZJJiMtVjchSSViumVssmVygkFGhGp1CCwtnR8auS07ySUr1zijzK6j1W13tnldmmFdlnFvmU1sRv3FazcVt13ebssnUBBbWmRfUmxQ3GRev0yhrtth7Lv/7k0tDUxMzcAm9ZsLQsWOILlvjCBR7/5zzvy4/ZyQ8fukdfNbU+vHTv3NWHl551trwaHZt483Z06nX30PDdZ49OXz139Ozxfcf3/7Zvfd2WiqqNJdW/lazdUlq/reS3PWvW76gcoqlMMDFviPhxLGGIRprUoU9pM58yqcdY1ASMuqkkTBEGlPF497iEIzeuv//6GRLypqenL1+6EODv/UdrUBSoamqERUVevHjx12THSubya4Tsf2kx/vu0b/86IPcfzloICSFo6u306vJSK0tzEQBEABAFMBaDXVVT3fGyHVpahhZ5ze3tGeVlJC1tIAKoQJSrrLaRirnFpHbrGg0aGQywcBN06isqoZ+N62Xj+sjIcTLuFR7zQEm6mU4etLLp0Ncd0tTsUZG/b2Pw8/wpwduJOegH9H2GPzgydfn86OaqViuDHhTikaxMR2jE+6GBef7it0+foQXB+6M7LxPQI5t3QJBg5nHTPX3dXqJqP0VljEIcplFHaNiXarItJiafXzTNQ/z5wcEOX+e7ALR7e870dEIC6Ov0x4Wl75Nnj9+g0V7mpPC+f/v+9k27r1urGHjE5owc3T43+ezL06djJ472lBffCw2+Z2rYTcGuGObvJketRYnmMIKlCNVGgu0gbugtbe4nY+QmTrMAeAMxnVUo1xATt3DqKn8xe66kpT8w95Vw5lLdQ/WD45xjU/3zy5MrNpSUrE/Lr4ssXZ9VVJ2RXRKfURIZm+MQnqXjn4z2jlfxilN2C1Oy81WyclUxsUVbu5AcfXGO/qrWPlLadsDAUdTeW9MziBKZwsyoYBb8hi/cKVewSzpvq2TuJunsOpn0apnEMunIAtGAdOCdDLzigWc08ImChyWqJGWj88opxTXaRWv08qv0C2qMVjcYVm7Qq1inX1LLyVxNjs3RjMmVTyyVTamRiC2W8w5i2K7SMzHS09PmmBoaaGuxmXSWlaVZaJhzYppTUoZdSpZrVmFQw+byfQf37tq/aeu+NfXbM8rWe5atdy7b4LR6k+Pqze7Vu7jbT6++9Phk51DP6w+f33+Zeftl5s3nmYn3H0ffvO0dHm3p7rjZfOPk3f2/X91y6Oq2s/cPPeq439r3vLnr2Z2Wm2dvHzl97fTxS6eOnD229/ie3/bU1W+rbNhetX5XVd3WnLod2WUbEwYp8m149QEiaoCMaaehepmYcTp+hEV4oYvr12depOBLkCgjSRlZmBiKQIhLiL974ypvcZa/ODc9ObZ5R6O+jSkQgwEAlwTiZDJ5165dnz9/XrlPVm6Vvw4mCIXCX6WQf59i6srMC/QfuycQBN17cN8nwB/AAYABERhcU1m9OLPw9s07cx9n+Hx+d39fVWW5oZmBCAAMcdlwVbndeFozR7dHnzbMwU4yCGMU4iQBPYXHjmNQUzT8uBZukIrsJKLbLUwnM1LHL+3h3709klfajkAPSIs16dA/HzoG/ZyfE/JeH7vc7BrWqmfcxST0EZRHSRqdqgptPn7v+zpnf34df9kzP8vjdT2/a2PTVb1GKOTPtbU8NDfrxisPklXGKMRXVOIgUaNXVeGZrc2Pl818oeBze2uro/VNAHoT435+mJif+/nqRftP3rfxi6evGhn3rqsSCHlzL7o6zc1bJECbt++P3hcQNAstQJAAEswufB8Y/LD5t27Of14cpdsAshUcbwHHW8JpdhJaLhJmfrLmXtIsWxjDStnUgegfah2a5GblI2HlA0zcAMcOGLuqrvKi27gQvIIMY9P8sytii+qSM2sCE8uc43McolMdItIcghK0gxLpvvEYjyg1twhFlzAFZ66SfaCCpZeGczDJM0zDM0LRKVTawBXGtgbmruIeQdjIFFp2Datsm1bpHrXCXeJ5WyVyNknmrpfJXiubXCkTVSQWlAm8k4FHPPCIAm6hwC9SJjoFmVJAySxhZ1Ct7XkAACAASURBVJcz86t1itcYlzcY1Ww0rtlgWlavlVuFTVmtllQmm1wlmVgh6+BKI+IomhpoNApHwJGoZAaFRMNiiEQ8lU3TMtQxMDMytjQzs19l4+vjGRkZlpuXsnZd6dYDNVsPFm4/nL9pf/rGvbmbD1ZtOVax40zt8Zu/32q59aT76YvezmfdbXda791svn2v9WFT2+O7L+5ef3b12uOrVx9dudR07szdwydu7j59e/ex65u2Hs3euC99++G1O45s2HVs48Gzuw+c2b15/4b67ZXVjXnVjelVm2MLNwR2qWq+0NRsVZDrVZJ5hVQeo+CHcZgxAmaKgntDpw6Q8V1arItMWr66qhEAygBg0bic0qLHT59AELS8LHjW/DwvvxCLwEgAOABATEwsjBt6/uw5wTIfEv4RcaxUT3/dMyuh+79JqrKilXNfXFxc2Z2cnCyrKGexWCIwuKioKADwVQ6O+/Yf+vD+i1Cw/GZqesu+A1aenqIAEEUAV0lmO4l4T586oKU1TWOM03BDVI0BkuorouoEFdmlptIiK9OvqvoOjxpEKDygY3pKcvgDXd+hr9AS9ObCg2Zd/W5R0IxR7CzImf32YWlpcXjTtvMSSm0AdADQqijRiZV/ogZvd3b52tO2MPOx49rN8aEx/rcPTxNSmlcX8xbnF/u6HjvadmKUhsnq41TSABXfj1fpV1N86ua80N8FCaH3Dx+1mBtcA2Cwsnx27suniZHW85fnF79MXLtw1cl14PfdAuHi5OWbzWzabWnQmpPx5eP0TwH/S+dw35kLr1ubedNj7w7t7NL7z8FBsQB4c4A1A3hLQLEBTAcRPXdJQ08ptqOEnrOmZ5B1ckZ4cJybnR/Owk2ObSFCMIQzLaSNVqkbmKobWyq5cznhGU5JeW7x+TZB6dSARLpnNMvaV8M+QMM7Gucbh/eIRLuGK7rHSLvHyzpGSDiGy/snYUJTcaEpGoEpEquCgJ4DMHAATgHykSlaudV6FVuNq/dpF++WztkimrVJPGe9TFadbHKldHSRWHAW8EkC7rHAPRK4hgC3EFFunFpMBjk1XzevYlVOuWF2Cau01qBmg2H1eoPVDYz8OnT2WuXUWqnUtdK+kTgCnqipiUIhMXgcCYMmoFF4EpFGIdPJRCqRQCYRaQwam8XU5rB1dbX0tZgcPW09B1t7T3eniAj/iuqc/cc2Hzm348CpLScuHzl368zpG0evPLx47cnlS/fPnLtz/OjV3Ycu7bv66MaD9ictfR0drwZbu7vbuvuedbTdeXLvxLW9O47n/3YgYc3W0JotsRv3lTUeqNp7cvPp6ydPXT25//jehl1VBfXcrBr7vHr73Aab4er6D+vWvspNfLxKvwmh+FJDdYCA7SfhRiiEHgq5j0oY0yKN6ZE7dOmH2fRwhCZJFA5EgI6p0aZt24YGRyEe9OPD1+NHjzl5uAAYAADAAUwcLrJl02/8pWUIgvjC/7ns4pcn/PukKpAQEizzhXzBMm9pBaZ9Pb2uzi4ADkQAkASAhScX5BU2t7cvQtCnufnzt697coNlJCQxIqIuKkrriLgHNPKkie6wPnWIQRgmYobJ6CEWcpip2YVTu6+o8JBN7/Z0bbez6SHgeqXFWyjYkc3rBYuz89DCwgI0O/axNzGuWQp0aUg+C/F9M9Y9Dwmn7125a2T4RBXb7eDW6eHVo8NqUYJ12Fh/b3u2MPOx+ejh9itXl3hzbZu23i8q+Pb189LowDNv91aU/ChJfYpKHqQRBgkqfWqKzwJ9eSODkBB6c/PWUx3mdUmJsT07eUtzU4+bnmzdyfvxcfz65WshEWPXLkELsyON+5rVFe9rSEzs2bK4uAj9XBiprDmIkO+2NB2MDu32cx1ik1YM9jfgIJkDnDHAGgOSBWDYAJodoNiJMpwlOK4y5j4YrwizuNQIrxAzD399K1cyTguOZgO6iYS+pYKBOULXRMXcSSM4wSY6zSkwnu4YKmPqBXRdAHMVMHYXdQqRdQ9XcAtXdo1S8EyU8EoR9UgU8U6WC8tRis7XiM5TCc8R8YgDtkHA0htYeYPQREZuhWVlo3XdPvuKfaTszfDMDeJZ66Qy62SSq6VjSiVCsoBPMvCI+wMcLkFw/0jl5Dzj0uqo1TXxpWu4WcW6OaWs1XV6VZt0yjfRitYjc9bJpdWLh6Sq0JlYNVWEpiYaicCiUHg8noLFENFoAg5LolKYdCqLRmUxGFq6OoZ6ukZabB08nkwm0fR1jXS1dOgUOp1Kt7a2bPhtzanLhy7eOnf9/vXL989cb7p6venqxXunz98+ff7m+Ut3L996fO9ZR1vf8MSr8dcDo+MDI+Nt3S+bWh5duHN6+9Hyuh0JNdsi1+3N3nikZMvxqn3nNx27suvI+W27j23csLeicENwZo1Nbp1dZo0JJFyGoHne/LuxB+eeJ4Y9weNeoZHjNFw/Ez1ExA9Q8QMM7CgLN0LD92kxH5nqH+RQPTAoDAyIwYFvaODZa5c/ffnM5y+Njg/lFeRisWgJEbiUiIgYALWVFe/eTQshwdLS0q/h9KWlJT6f/2+0yGVl/oYvgIQQJBAeO3J0ZaZOQkpUQUoq0Mn98vHT8/OL8xC/paujqKRQDYeVAsBOXKwBj7msRe3Xok8S8EM0/CSFOs1mjJCwL3Fq3RTVPoJKj4Fub3TCq90bF18++XjzwlMH25dAdEhOdSAjZ4k39/Xb5I+vXwRC3uih3feJ6gOKUr3Wdu/vN0F86OfbseEDuyf27f/Y9/Lzs8cjAaGdIuLthnpfH95f+DnTdnDPs4a1vNmv/bfu3aiqeDv9mj892hoW8AKhME5Qm6KSB2m4EaJKh7p8S2To0tSYEIJen73QRMTdwyLfXbsqXOINHT70pKJ2/tP02M1rDzKLPrS3Cb997iisuC0PHppQvj+8IRBA3/uHW92cbwDQLQKeK0n14BEd6rIrBvsbcFAtYHgjgDcSZ1hKaNtLUO0BYRWgOsAMfRQcuaTgJLvAOBevEGufEEsXfzOOtTrHWknHRoptLKFtqMrWVdY2kreyRzl6E+181Kz9pYzdgL4T4NgBQydgFyDtFqrkEaXiEavilajkmybnlynjn6EQkqMQVSQTWywTkS8RkininQicw4FdIAhKQOdWuFRtcq3f61G73yZvi1LaOnhGg1T6WumkaumYUnFuNvBLAR7xwC0KuHKBcyAIiFLJLgkoLoteXRletia6oNI5o9gwt9KguIFZshGXv1Exa51UZIGUtoGGqqqGsrKaqipCVQ2hoYkm4Cl4HBmDJuCwJAqZQaOydLQNTI0ttbX0qBQGlcIg4Ml4PBmPI+lwdA10DUgEEgFHioyNOHJh76nrv1++f/Hag2uX7166ePfMmZtHTl07fPra0ct3Lj9oedLS0dbZ19Pzaqh3ZLRvdOJFd8f95kdXHlzZe6axfnfOpn1l+09uP33t5Jk7p47fOnjs2t7D57ccOLP5t0OVJZu5+Q3uBRvcsupWzc5/etfZ+n5iVAgtLY32jRXkdhDxr7BqXUzNt1TCABbRi9McpRMmKPhxIvo1izDKwt0zNKzDIj1VZNREgDpKNS0/62V3J7S0NLcwe/nyRRcHe0k4XEpERAQAMzOTC5fO/6LGStXj3ypJEfIFQr6Av7T8bvrtpg0b4QAmJiIKA4BAwlaUloz19QuFwrffPu/Yt8tUV1sRAD0YKMRgLtPpPTqMMQ7hNRn5gU4YpxP7iYRBHLpTQ+M5mdhOxrQryg77eC0OtguFP3jQMsTjDW7d9Ayp2Q5gHd7+M9OTn0YG3ne0L/Fm33U8v+Ns1yQKWkmkNwcPQ9+XeRDv5+xn4cL3n8tfP/e39MWEv1RQfs6if752c36J1394Z1N40OzU4Nup10/27RsfG4G+vO5MjGhGyI9j1SbJxEEabpSo1KIu25kYt/xheg4SThw8cktN5Ymh1o/Odv7P+Y7aNU9zi+c/vJ589KBt3bbZyde8N6+bgyPviYNebzeooxNaWH7X09ccGvIUT25Fa4xjUB8xmg8VxVcs9nc1DksZrD6MYCjPslTWsVelO0jQneBsZ2DmL+0VwwxJtvSPt3MPMwtJcA1Pd4pMcw+Ns+PGWFo6oChaMjRdZW0zNW1DGR1DCUNrGTNXCXMvEVM3YOIKTFzBKn9x5zA590g1j1hVrwRV/3QN/wwV3zQl/3Qlbo5CWL5sWK4UN0syKF3UL1nMO1Y8IF4hq8yxYkNg3Y6g+n3+Jdt1UtdJpNaJZ6yVSaqRiVktwc2F+aYCj3jgEgWcucApAPhFKGQVuZVVx9SsjWn4Lb+sITpztXVWhW5OLS2rGhubiw6OI5naYNAYTWVlNSVldRUVDTU1BAqFJxJpFDIDhyNhsUQCnkKjsvT1TLQ5BjQaW4utRyBQVo5jMUQigaLN1qFRGSQixcTYZPWa9MbDhdtP1h6+vOvwxd0Hz24/cmH/0ct7Tl49cunulVtP7jW1PH3a9vxh65ObT69fenj63N1jF+6cOnfn+NHLB/acatx/ctvJC/uu3Tl39/GdG4+uX3l86ezdEwcvbN10uLi0kVu00a9uT07NjsyPRw6dt7S7EZU11/dmWcD/8fjOMxOjQTSqn4LqpqI7MGrdKJUBgvoQWWOMjpxkIidoav0E9VcGnMs6OqlIBBUOFwPAfJX18bNnv3z7vLS02Nf1Mjs1VVVeXkpMVE5ORkxCdOPGjSs10ZXPf6+VtQIhJISGBl8Z6OnDAJAQE4cDmImR8bHjh358/7bE5z3ueBGdkyIpJ6EGgA+eeohG7GPrvqGxhpnEQarmKAP1iqQ+gVJ7iZR7oSbbZ2k2lpPZ6eX+AEh0mZh97Ly7DEHfPvH4fOjneG9zlMdFOGhxdJwb7P06/bHl1PnpN1PzMz86C/MfyYIODYXR6rKZT+9moYW306/7Dp/qLSpt5fq2mXB6lJSekQlfLt7gQdDI0Z23LPU/v3zyg7/cf/Pm6MgQ9ONdT1p8M0JxHKM6TsT3UzCjRKUn6nK9acn8Lx9nIP7Izn1XZWVa7E34YyPzn74/ysppzshb+Pz2XcfzgYMnF79++zE40GXudEMUvMhNW3z7lr+0PMdb/N7zfPjy+ZGKom5L0141uYeU/7wdSzGTROmI4fQVqSZqdCsllqOkgaeokScw8QYecYSQVFO/eAvPOOO4LM/S2vjK+sS8Qr/c/AjvQBM8E84yRZraMi3sGBwDBbaBhKGtqIU3fJU/zClQ1DlEwjYQZh8s6RKu4hGl4ZOgFpiOCExH+qQqeiXLeCdL+aVJB2bKcHOkw/KkIvJkw3NkQzOlUou1K9YHrd0S1rArona3T+5vxOS1omlrZZJrZGLLJUPzRXxTgXs8cIoCTlzgGAjcQ8TiMtira7kbNheta8wvqgrMrXTKrjTIKGOHxtOtbOnaunQslqCqqqasoq6ioqGioqGujsJiiXg8hYCn4LAkLIZIJFDJZAaFzMTjKWyWLkdL71cwgsEQUSg8iUhlMTl0OotMpNjaWpQ2cEsaA1Y3RlZtT167K2fDgZKdxzYeOL3z8MW9hy/uOXRxx5Eru/dfaNx0qKBmZ2Lj4crDF3afunL45MWjh8/vP3p+37lrR28/uPqo5f7DFw/uP2+6eO/crtP1dfsyKrbHVmyPW7sjt6Ix+bGv6y0ALlHon58/XRQK54cn2h3tOlHS/SoKLTqUDj/PJ64uLSqavWjVESqii6z6iqkxSpHr1UKNa2l1E7X3UVhuKsqKcJgCDhuTX9w51A9BizOfprdv28LR1oUBoCwtISEiGhYc8unDR0j4xwoXaCWE/3Om478DRIQQJICgP+EIQRCPtyAQLEPL0OmT57S0tCQkRUQAkBKFxUVFtr1onVvm/fjxY9/+gxwTYzEAdACoxSKu6JIn6aQxMuM1kTRFw3eS0S/pqA6s0kM1tQfGxj2VRcPNz6Cv79/v23dPA/VCRWRqczk0D03PffzYP7AIQWP3rl9jU29jCZ/v3vzO+3p33dbh25dmIejt+QtXiaRWGdAVEPBjZGx5eXno4qW7OtrPpEE3SqYfoTKkrvmQghg/uB+Clt5dOXlSR3dq3z4htPTh09vZrzPzX193lOc3ySkOUFCjNPQIBTdIJDzRVH1Smr/87fvC0rexurLTMNEnaUmLM19mh8fu+rg05aYvvX3/brBnrOXF4gJ/vOnOYx36dU2NqQPbZ5a+/5if40+MQu/fLkLL0OjzPh+Pm0C0xdFxxW5/Aw7GKnG0nhhSWxKjI4MzktByFLUKELcKgJn6AIdwaf9klnMY3T3SKCHDt7g8csPWgvpNGTUN+SERTlrGGlZuugGhDvZu+iS2LEVbhGMBN3eXcOXKeIfLBsWpe0RJOgbDXbiKPjEE/3hUUDoqMA3tk6TqFifhHifplSjjkyTrnybFzROPLJKMXy0bVyKdUooorXNcuyVq7baIuh3hFdsd0xtUUtZIpNTKxVZIhRWK+qUDjwTgFA0cQ4FDIHAOhHHjlLKKrcvXBJdV+xdW+eevdc9daxYcyzIxo5CpeDwBj8Hi1DWQamoIdXWkujoSoYnBYAg4LAmPI+OwJByWRCExKBQmBkOg09hslg6FzMBgCFgMkUJhsVg6BDyFSmFSyDQ2k8Nmstl0toenVUqJTUKpTeJq+6Qyp6xa/8rNKQ27szbsK2g8WLV+X9HaHVlVW2OK1rvm1NtW74jdeaz+6Pk9Jy4cOnruwKGze49e2nvtwcWmlvsPW5ruPr5z+c7F38/tbtifV7YttmxbQu2O1NKNwY/IpBtS8LaAoIXhwWUI+vL4aYuBziBS9pGCTLOv24+bVxc62trysm6zKPcVpEc0Ea9J+AmCxgQZ9ZaAesck95toXdVh5atpaAEgAoC7o+PtC9cgnkCwzL/78I6TpxMQByIAwABwdXYZ7B/4BYuV+uhfZ67/a+NDCEF/9k34fL5AsAxBAj5/aevGzWIAJgYDMACweFRDQ937N9MQHxoeGs/KylJWk5cEwFtd7aSWXo+W7jSH+ZKJHKNSh6m4VzTUABnfR6O22pj31lXM3L/H+/YagpYXJ3uma0sfUdD3RcGTwCDo9fv3szPPjp+Y7umElnn9lVWHFJTHDu6CoNmWjVs719Quz8zOj/Y/9/NrEgXNtpZzzzr4EPT2RfMNS4ub4uCFitgzNbF2BZFbGtLTe/fxIcGHe1evstmdiUlLH6Zm52Z4S9Dc3JfehppWZeQoHj1GRQ8RkQMaqg+Rqi9r10I/hJBwebyu7LSE5EBtJbTE/97TdddYryUmHHo3/fPzm/mJ19BP3uTvBx5qqt3RYn95eHMZWv4x+Kq9sKQlImbq0MH3uzcMGJveARIT6Vkrhvy7F/k4ApwxTJMjpqEFxxjB9d2k7ILl7UIkrAKBQzjMPUbFzFNFxw7hHWKdmh1SuyG/cefazbvWp6aGRcQHBEa4R0UH+HNd8SxpHTN5cydFSxdprzDVwDjlkER1r2hpx0Axez85zzCMbzQ6MBEdkKLpnaDoESftES/tGiPhEiHpk6DIzVKJKlZIrpJJrZZJKZfPW6O1ZnN4/fb4+m3RdTu5xY0GOfWonLW4tCpkdLFMQCbwSABOUcApFDgGAqdA4BcpFZNKyyq2L6j0zqsNyK715CYaGpnSCQQSFotFo9EYDB6NxiERGBQSh0JgkQg0Bo3H4cgkIo1IoGLQhBWOkAhUFlNbi6XLoHNwOBKJSGMytek0FgFPJhEpWiwOi85iUBh0Co1GpgcE2kbnGgUksYPTTGIKnfLXxpStT6nbXrhub1HNtrTqzUkl9V751TZ5tWZF6+zrdibuPr7u+IWDx84f2H1sQ+Pv+TuOFR66uP7crSMXbp46c+X4kfOHGvaVZjW4ptXZ5a33Klwf0KIgex2hOrFlC7S4uMCbHd625Ymm6oSG4hUibvC3hqWFH7MQNP/96/szx5tCfK+rqPZqIgbIuBEW6RUNNUBV7WeqThpQXxrr7iChXRRkyABoEZnrNm6b/vBxWbDYPfAyOSd9ZWmcCAxuqG9w8eJF6D92VVYe0f+dah9CoRCCBJ8/f9ywYZ2MOFwMDmAAGBnqnjhy+MfMdwiCLl+/YefsvlLRqKCRrnM4E1q67yiUIazKKA3ZR8T2kRCjJPVBVfUxc6v3B3f9+PIBgqBPo6NTW/a3hfg+p6BfkpSHFSTbWOafz19Y5gs7T51s37F5dnb2S+/QTUfPJ6U5ywufuw4dvBMU9P558wK0ML5582156ctk5Osz5+eg5bmpN02xqSeJpMd2Zr0ZwZ2+FleJan0bNy9A0Jfu5us62resVs0PdPP5S5AAgpZmJ7Y3dmoQ+jTVx5joYQZqQFPxMVp9eHMjtAAtzXztzU25oan6/sD2OUjw/tGDh3Tmy3Au7+3Ed+EctAxB3+bHqmseikq2BgTMjb6CIOjt+Qu3tLVviIg/1WLeY9NeqCGbaMyvp0+tWO9vwKHrAsiWMIQOHGssbemv5RVn5Jug7RKOdgiXdIkWt+eKMa1FVMkiZF1lN65ZZn5sdU3h74cOb2qsKS3NDovx9At0tHMz5Ziou/tYhse6eARhvEIVA2MVAuOVvKJknPxV7L1RqzxV3YLV/aIR/vGaHjEynnGSXvEyrtGSzhHSHtFq/knKEXmKCRVyqWvE06oV08oVS+rNGrYlNGyL37AztmFnSFmDaWEVK6ecmZCPDEwXW0lVHMOAUzBwDABuIaKB0ZrRGTopJQ5pFW5RmabW9kwWi0kkkvB4AhqNxWIJGDR+hRdIBBqNxGpqopFILBqFRyKwCE00EoFGaqJRSBweR8LhyAQ8lUigkkl0CpmBx5GwGCIahaXTWPrauiwqlUVnkggkKwvT3IrwqBzbgETjoGSTyOxVmdXetdsy1+8p3XqkdufxdZsPVKzdmlBa55JXZVWyznvTgeJjFw+evnriyIW9u0+u37A/Y82u8M2HCg6c3rL/1ObGg2XFGyPjVpuHFlDDC+mxpdrPxMADU6P3jx7yIMH7ib7OyPAWcdGXsnJPYsPnBtrnoOVvPxYWv3yHFn9+6HjampfaRCP0YTX76MQBJnWIiB8jYF6T0VNM/JgO7QyHnqypigQAwODRyakdHS8hgfDLh49r1qxBIBArr/ZAIBCnTp1aaaz8KnnweLyVI/9F2fFrsE0gEEBCCBLyu152RISHwmFAFAYAHLh5uz948AASQHPffjbu2IFi0QEcOMjLHCCTenQ5w3TSK6zGMAX5io2dQqPaEOgepMYYUX1QUblLV/fTnXM8CPrBF3QfO30BQW4CoEdEpB0h80IaPEYge4oKofn5mdFX11Li208fFwigd5dvn89Pm/v6fvzu9Qt2dr07t81CS1/vPX5mZHRXRX5g82/foR/CRf6XR22vTp799LwZ+j756cyh6/qsl7ml0NcvP140PTQyv8Y2eHPi+GJ311xr28zDWxMVRe144nOU8gAT3cdEdKGVusj43rTk2Zu335878TLI8zmV8GF9xexQ+8DOndfVse1hwcvvxn5CAh4ELX+c6U7NuC0i0V9ZMft1BloUTOze2URETKnIjZM0WpHKTUryT0KDvg0NrBjz717k4wjYdnCSJdw2TCe3OrOkNjc+L9Atguoeq+oZL2MdII7RBzJIUWlNgNOV9Qq0T8/gHvz90M4du4qLs7mx7karCAx9FRNbsrMbJyraMzzRwjNExSdcwTNc2iNMzj1Y3dWXbO+BcvJGegZjfCOwAfF4/0Skb4KKd6yyR5SGQ5Caa5hcQJJidLFyQhU8fa18SoVsZiWqepPPuq0Jm7anbNmdXrfRv2S1SW6BXlI2IThNyj0eOMcAx3DgFAIcA4BTAPAOlwlKxIdlsmMKDbwj2Cw2nclk43AELJaAxRIxaDwOS0ShsBgMHoclopBYJBKLQmHRKCwGjcegCTgsnkwgYdE4DQ0kBo2nUpgUMoOApxAIVByOgkLh0Ei0NoOZGBZenp5irqdNJZLZdEZFVfnWg43FdRkZlcHxhU65a4I27Ck7fO7Albs3bzTdO3/9/ImLv+88UlW3LXHD3oI9pzcdvXDw4rWLtx/eu3z36uFLezcdyluzK6ZhT9rG/fkNe/KLNkZEFhr7pZK8E5GB6fhmUXhPcvL8108z/MXRG6fv0aidEhLPiKTR8ychgfAn70vf77sex8d/eXgfWub9GHrZHhfVgZSdpBImyfQ+FH4QjRojoCYo6DdMbB+H+siQvY5N1hMDMkDUzNL+4qVrEG95cXHx2LFjHA5HSkoKBoOJioqWl5fPzMz81TcWFxdX2i7/tRKWv76iDfoz1rhy+SJCU11CBC4GAyIAJCXGj0xMLkJQz/h4TkG+BADqcFgwVvmEkU6vNmOEjhyga/SRNEbJuAkS4RGN2GFo1mZi8IKJHkMjH0tLtiSF/fw+LRTwPj9/esNS77YorAPPHAr07/exvYeSv25lvdzdwYcEzVU1V0K850cHF3/y2q9e5H2b+dnads3CriMuTvjtx9zU2/bk5JsA9CQk/3g/AkECSLgM8Rd5Xz/Pjw98276zWY8z5OD2pap8PDexV8ugmcB65OzUxQ184OX2zGlVh5VRDxXXycaMM7AjNOwokzTCoLTRKD2GRs8NdZ+xyc/J2A4bozZv+0f2Di2aqA5Ph/dHd860N88Njry9feOps/1DIu7tpTPzELTw4UNPQfZ9Ram3eJVButIgC3VXQ2mkYc3yj7kVk/4NOPScgJ4zMPISS6wMPH7x7Ob968PSvZ3DGB5x6t4JSmbekppsIIMQUSbC1RmAY60ZGOlaXl1Usjo5PtXbwhPDNJbRNdW0cqY5eWgFBtsGRFg6eGrY+8jY+0k6Bci6Byq7+WLc/XCefhR3f2pglG5oklF4hjE3g+yfqOkRqebkj/EIJYSls5NWs9PWqmc0iGaskUmrkC2uM6hrjNiwJblxW2bj5rTqSt+sDIOEFHxIiozbCjgifoED5s6V8IlVD0mjq2KH1QAAIABJREFUxhVr23kyiAQKlUonEilYDIGAJ+NxJCyWiMMS0SgcHkfCYUkoJBaFwGDQOAwaj8MQUUgMCYvXo1EZBAJCA4lCYtFIDBGDZ5AoulSqPhFnRCVmhgTsqq05tW1rZUayobYWmUgKCgw+e/ncrqONa7bll21Kqt7yP6h7q6g4v2ztdxXuWlDuXoU7CRbc3d01aILFhYS4u3vyj7srBAiS4O4WheCFlKxzke7+evfofc7FGVu+eVV37zue8dZvrDXlmTknrhy8/ejWy3ev3lWUvyp7+eLd8wfP7998dP2vRzfuPH7w+PWLVx/ef6ioeFP27sHLB5funTx6teTw5c0X7pw+c/3krhNbc0rifJJ1HUKx3gm8lzj02I2rQihaWJjs2bb2AQLxXkWlMzN96vvgkhD++vTxgwnvkQyo3VYsFAumhLN9+/ZXYeX7tTQ7UNgqLqWSS6wnanfScY0MXCcdM6pL69JnX2ExPNXUlBGSTDbrwvnT84sLApHw5etX5pYWAIA/U/n+/v7T09P/wMT/jR3o/0wNgUAgEglEIkF7W4uigpysJFCWl5ECYG1h0dT3cSiE72rqVoT6SkkBMwC24Eg1BnrtbMYAHTPEw/XpkToYxDYyoYlMfB/rP3X5/NCds68dLOq1kS3KcpUcctNfRyF/BvKnGw9tfeHl1bLrOH+oc+793XpD9l0kcvT4Xj4U/PxQdWu5Qf3G1eKlxYXZqTkRhIPDb7wDn+lyJyqqFuDiyN1Ln7TUqqxW/Hp2U9hR9+vl7d6TB2ozM976uTeYG36mYlvwyBqCahVFvZdJ7mTRqihatRjFCqxmo7paDwnXyyQ26RCHyMR+ErGPQRvSYfeSsT0o1Wa0aj0FW08nfKZoVaPkG9Bqw3hMM4/4wYjyymXZp5iIL/GhlXRM/TKTsUc34NLUfF35Fy/XWln5YRbxiw6qk4au1mHMvXwM/355/Xeeo57A0gdYB4HV+2KfvHl34979oAxPM09NtxgtzzgtMw8VrK6sBlVamwWwOgCnD/TtVXwjLH1DeQ7+SFM3aXsfgqufjpufkbOniavXMnd/c3t3mpUz0tJZ3i0I7ROG8wnBBkVRw6N5EfGWkSkr4rNtUotc09e7hGYQvKLV3YI1QpOMsta4F25zWX/QKf8AKnsnWLkVZG/W2LTbdd/R9KMnCo8dLd5ZGp+daRKfiA9PU/BNBZ5JwD0euEUClxDgEoTwCJPzT9CKXkVLW88ysyJTyEwOm0ejMmg0JoPOoVKYJCKNRmWymFwalcVkcBh0FoVIoZCoeBwJjyPicSQWmWKvpxNsbrCcRTOgkLhEojGT4ajH9THkeOizYu0tS5Oj9+ZlHllbeGnfnozIUEOejrGh0fnL18rrPl26d3rXyfydJ4pOXTty/f6V52+fl1dXfvpS/+nL54q6mrLqmhfvP9x+ePfh8+dvKio/fKp6V/Hh+fvn91/du37/yp2nd+88vnPl9oUTl4+WHi5NXB3uHm3gn2jxwtdTMNS9JBT8bvjU6Gz7SgK8M9H/9e7xIoSLEwtvS7ZeARLv2bTGv85OQTg/P9G7YV2jilyzrFqbtV3flsKWrPj3PFYlCtlNJw+wib14rSESro3LvsFjpZDxBACwqoobt2759uO7GMLaz3Wurq4AADU1NQkJCXd396mpKfhPKY//e48bIpFAIFi8fPmipoaaioK8JABEjPae0pKxsTEogm+evjE1NpEDwFFN+jST1MzjDZHJoyT8AFGrh44d5NLbSYRaMqZlue7E5WNwcXyW/71t97ZXLEa9ivwXTYW61FD4a4gP4cRQJ3+wB04vzoimvz6702hhXCYtWR/stfDzm3Ba8CY9+SoRO/niMYRLsxAu/h57m5l2WxV837cPDndP3brcpE/+xGGW+Tp98LJ7wcW/wWpWYrGfMMgmglIfhzjIwnaR1DpJGt1MXAsL085Cd5E1exiE73jcVwa5j0VqZOK/MmlDHOYAm9nFobUzMG0MrX4eoZtLbmURuxj4fjZ2kKzyi04apmI6NKSrCEplGGQlCdNBwdQxSGU+7q3rCtpz4xv0Wb3auC42s4mJb0Gq11uZzrfX8f+u6r8Bh4U3WO4PbENB4YHk67evnTp7xjvRk2UrZR2g4RrFsPVjMyyQBD1FooEM3gAQjQB9GVjuo+IZTXSP0/SIQfnHMoJidb2D9byDLf1C3L0DnNx87Kzs2frLVJa5KLoHaflFaEYm0yKTGdFphnkbYzfvKSrZX7x2V2pysXVIGiMokZqQbVO8NWL7/ti9J5JLz7oXHFRYtQtkbZEo3qG/71jq8ZMbThzfcuhgwfp1Hkkp+Kg0hZBM4JsGPBKBWzRwCwWuQcAjRDogQTWuABufjzcwpjDoXA5bR4dnwGRyeBw9FpNHoTC4HF0dngGHpaOnY2BsYGqoZ8RhcZk0JovG5DBY7ib6Ga626wNd89xt0h0sYm1Mgy0MQ8wNIi31k+3Nt4S4l0Z570iK3Lsy8fj64qObN/g42HHZnINHTvUMjX74/OHSwyOHL247df3wX4+vP3h1/111eXVzfVNHZ2vHQENbT+WXxifvXj149eRVVXn5l7pPTc21Le3vqqsev3n28MXjB88e3Hxw88rN6/tO7M1YGxOT65Wwym/45LGFpXEohq3nTt6XBB8V5YYKsxemh2YhFE2MlJ899NDa6cu+PWO/f82K4Hztp89edtUIxBs8tWXfPv70D/FQX9/2LR/N9TrphH4qvoOGb2UR+3RpPYacp7qsHCqZLCEhJSeblrly5OuoCIq7urrCw8MRCIS0pBQCgfDz8/vDjn9eCPDf9L///xfi/xgikeDatStqaioK8rKSANCIuL+uXORP/V4UCc9fvYonElQBCEKhL+jzGg3YP3SpPVxyH4fYzsQ3MAgtDGofndFBIVRTkF82Fs3xf8P5BdjX/iY5slldvUleotJcv+/ONYEYLizNz8L56edVTQWbK608O2jcHxqqZbrM4Vev5iDsf/jkobL6hzDvya+9EELx7HTn8d0flED7cufG+LTPLt6dXEwHAf2JoPUFo9anpdiDUm1Bo7qxuEEWbohM7GGRR3W435icQT1ON5c8rMsZ0NHtMGEPcuk9eqxeHWYTjzqgz+k25nbpMDoMWD16rEE91pAus4NF6jFgfuUxx1nMLiN0Kwn/g0afwiP7WKghMnmQzOhlsofIxAY0uY5AreRg21nYEa7uZxarh0iuJ2Aql5v9qv848Xdh/w04LH2BVQCwCQardodfuHJx16FdVgGmeBNg4oFyDTPxDLG2cGNTzRWoZvJEI0AyARxbYOEDvOJQYemMiExOxEq98FTDoDiT4BiH4HDPoDAPrwB7Jw9rK3tjS0e6nZeGT7hiVCopMp0cv8p0/a6cnQdL9x4t3Xlk0/rdOWnFXjErbTLX+G7anbPzYPq+44m7ToesP84uPCCZV4pYVYIv2e9/6Fje4UPFhw+u2b49NjObG5OsGpEp86ebwyMGeIQDt2DgFizhGysXm68alobk8RhMBo/N4rFZPAado6dnzOXoM+gcKpWJQeOJOCKLQqNT6EYslgGHZ8zlWfB4y7gcZwO9AAuTUBuLZFe7fC/7rcFuGwOci73sNvk77Ap32xPpuTPCY0eM3+6UyH0rE05sXLslN1Ofww4IDOkd/DH0c+xtddn1x5cu3Ttz/dG1h28fPy9/Xl5X2d432N030jUw0jn8tbGnr7KpqexzbWV9/efW9k+N9W+ryp59ePnw5ZO7z+/fevLg4u3Lm/auytuQkrUuMSHXR/R7blEM5weaarzt7yJAs7O34HMDFIvm4eycCMJfvycavsyP/1oQL83+7GtYk1mJRL6WkKzJTBZ09CxACAVQ+G2oY+u6PiJnkETop9GHCPR+CqWNS+430a02Nikh4jkASCOAT3Rc/8AoFMy3DjSEJUZKAmlFBRkEAN5eHjMzU39vKhULhX8rzf5zvfZfZ9L/50L8t46Nfz4iiSAUXb5wHKmoJCUpB2SkCXTCnRtX5mZmZyDcf+QEwGmrIkAeGn2bRWy14Aywyd/ItG4Wu4NJ7eGS+3n4di6mhqbZxiB1o/FlOsS2+6eFovkpuDj75H6ZnXG1gkS9puy7/ALByG8ogmOD/U8iY58D0ImUbMaSauXBEwXQuX0DnJpfGBkvDwl8oizRtWfXbHvz9JOH9WEhNURiJ0b7C0ajjohqIZM6ybhepvYAW62XhuynUUdZhqNcwyE2p4vLbdLnVhmz3htTn+uT7nKJF1j4o0zcbh5hF5uwGYcqwZHWaxLWaxHXaKPXoDRKsZob0ZgdZMppNu0ij3RVn/GQx/jEY1bosuuNOO3GnG49dh9Pb1BXp1+P2MlVbmYrdDCV2rDqHVqEASp1gIfuZml30shdZGQlRaVnXY5wbPyPpP8GHFb+wDoI2ASD4FXkA+f252xMM/LCMW0RJh6q3tHLA6KdbPx1WTaKVAsZipkkc5m0gbOMQ5imdwwhJI0QnkWOzjONSDcKT7GJTPEKi3EPj/YLS/DwDLOy9zS2czew92K4BKgEx2uFp+MTiyzztoRt3pu7/cDa3cdK9x7fs3V/Ye6GiJwNYSUHinbsz99xOKHkqN/aQwar9ynm7URkb1UuLl2+40DivgOrdu3KKtkaV1i0IjENFZUuH5QJfFKBVzzwjATuIcAlEOEWKhmaKeMfo8Zms2g0Jpejx6BziAQKjcoik+hUChOFwmqqI9k4tAERS9RGeeizjZmMZTyeGYft6eWemZ+1cefmo+dOrCzI87S2OpMWcSg+cH+U98Fo70Mx3kfjfI7G+RyM9d2XEHRgZdyh1ZlHN6xJiwxn02lb1qwb+jbxub3p2fuXD18/vvf8/pPXz95XVtU0NHX0jgx/Hx/6NjH0fbJ39Efn0Ne2/qHGzq6Wzu76jrYPtRVP3j278fjq+dtnTt44sed0ybqdeYUlOSvXhsTn2s9B0cxQV/PmgudyCre0kEOHj00L+BNwbvTug9oDexa6msSC2bHvo0PPXwwXr61lc54C8CbI83fjByhcGp2b/bmwAOdneratqyBpNhGVu9j4Ji3NLhK2h0vsJ2GHycw2ffPDDLYlADIAOHv7NTa1QSj6+n00JiEeAYCSojwCAC8vjz8GyAKBCP7TSD783zcOJ4ZQIBL+w6ZocXEeQtHNmzeQSvIKUlJSUjJkJvPKtavipcXJycmNpTsVpCWIAKzRJtdxzfsNDfp0ad00zCCH0q1P66XihqmEHgahh0XspuF62aQ6JrpMUbbMzu57RblYLIaCmfaDpa9J2AYA7i3X+froHhTOz4x9rSjIfS4D6iTAOzXUJ3PmQ5rGJ3ebpfZmCEXt+za+V1f6bGLWGedb72BWy6a1MKidTEoHDd3Hxn43pHzl6H7X4Y3qsHp4jAZdZrkB544u9QwTvZ2kvQqtFams6SqpZQOQRkCdDuTRQEIBAHkEkARAShpISEhJSykhgAIAsvJASQ6oaSA0yUCZBiQZCEkjhKwDUIqV1l6pitmIIxymUa4xGS84nBodXrOezk+e9S+exTc6d4hKGWLjB5ioAQpqlEJrpdDb0NgqFqeuoPiPwv8OHH7AOhCsCANOMSBpo23etpSkoiCfRD2bIEXfeIPAODtbPx2WnQLHTlHXTt3YAbvcE+8SSfJLooSkEyKyWWEruX6JGP94vcgU3/BEt/BEt4gMx8Aki8A4+4AIe49AIwdvlGcY0i9eKzSTmLbOKb8kZvO+wj2nSg+ePHT4xMkTF86VHFhfcqB477GSLfvSNh8MLN5vlLtbLXuXbOpmkLxWOWez6frtYes2Rqxb479unVvWKnZUqkJQmqRPsoRXnIRnBHALAc4BiBU+Em6Rkva+ylQKjUym0ahMGpVFJtEIBAqFzKCQGdraWAqeEGTCiVuma0whRFjouxrpmjPperoGL8rf/UONpo7PPEPTomCfa3nxx5ICTyQGnE0NvZAafCbJ/3iC36F4vwNJoUfy0g6uzjy2aV2Ir7c9l3JiTXZje1djd0dFQ927yo/l1dU1jc3NXX09A99Gvk+N/poa+fF75NvErwn+2CT/++/pH79nRn5ONHR1v6h8eenBiSOXdx24sKP0yKZ1O/KzN0QnFjilFDl3nDvQlplSTiE+B6AmIwkOjPIhnOvtbHTyPy4HvhzcB8XwZ1v7+7Dw10C6HCHx2oLX9+TeEpzlf/3R0tQ8JuB/r/tUscK2TgW04uXKaGoVLGIdAdtFxQ6SUcNk/CCD3mGgf55BdVCSlwLA0sbxw9sqKILjYz/T01MRCKCmpgIACA4Onp6ehv8xzfHP15b/JekPERT/o+f1z3Hj/r07khJ/a3Iz1NV59/QVFMHvP34XrSmWAoAJwDoisY5nMKqr28ohNZA1eyna3XTtQQqyl6I1QCN0E7F9VHIXg9jJwXfq4Fq1NGo10LWJKdMdnQsQ/v42+Dkr/bWE9GdVRFtCNH+4VwxF/Pdv39qa3WPhWrdsmH77fuDUqU+Whh071808vNuTEdVJxDSj5d9oStRpSHYTlLt5yA5dTJ8OeZDH7tbXrzQgvdChXeXw9tI5mTiSl6KqGZDiAQksUNIA8ooS0krK0liCnK6eyjJrNXtnzXBnzYhAtchY+Zg0+ehUuaR0tYQUjfhUjbBYtdAY9QB/VR97RedlcqaGUmwSoCgCJAJoAqANpCkIGUNJaVdZ6SR11XV4wkkK7T5Pp8KI22hE6jAkdenRu7nUPi6+i6H2lYmq1ZJ9iP/PXc7NPcByf2AfBlxjpUPzdDYcyN+6tyh1jbtrrIZHDMknxsTah8tzVDd0Qpo7Y2y9eK5B5h6R+mErDcNXckNXsgNT6F5xeJ84nbjswOw1qRlFEVFZNnG5bpGp7hFx3iERHm5+PK9QZlCiTngGOyKbEleot3Kz4+YD+buPlB49fejyjTvHz50s2bVh54FtxdtiC0p883ea5e2mZe1WSSuRjC0CEdmIpNX07Hz7/HyHwkK7vALT+AxN/wQZ73gZz2hpj3AJt2Dg5IewdpNc7i1h6qCAxxHIJCoGg6eQGXQai0ZlsZg8FpNHJdPNOKxUO+PtAbbBZjoxVkYF7tZ2OmwcibH/xKH6ts+3nt7ecWR3aFy4qibKiKd3MTfhUlbUufSwy5nR17KjLqWHnEwMOJwQcDgh4FBi0M7EsM2pCbvWFIW42ucuZ10+sLtr5Gtt65eG9q6mrv6e4R8Do+N9wz8Gv/7u+/ar7+vYj/G5iemFGb5gblE0MTM//O1XU3fHu5qym09vXH94/eq968cuHC85uDFtTUBSgXP6WtcPOOVP6prVEqDBmNv/6hZcgnB6YfLQ4TIgf0sC9O0/CpegcKC/K8K/CoAXKK3+k3vh5OT82M/Pl+911TYJZ8bqthTWamp1I0AFjTiwZuX3Y7tq3D3eaaG/kFFNPEwjS7tPh9xnbXqWy/BQV5UDwNDM6sP7SiiAP358y8paCQCQlZUFAOzYXvpnhPSfXbP+/PhHv+n/ePx5Nz7/Ty5P1NzUoKykIC0lARBSWDzm9eOHcAl+Hf6ZnJUrCwBHEuzm0itM9IcM6G081GcuqpOO6yaiP6EVG9WVPmur9LJJfUxiJ4vQxMZ1snBfKbheOqUZj35BJw4cPcSfnJyFcPRT2ScH1zIAytk6Q69fTIoh/Dn/7d7Dvr+uwrkxKIQ/XlRUmBndZSGrObw6LUwvhdTLwnQwyEMMygiDMKJP7zRmlOuS7nAIh6nIdDLKV1XZWEKGCKTVAVCRAlSspJUxMiJUKyUVvW4z7vBJ3M07xHfv6U0Nen3dFuNDFuM/jCYmeFMztNkZ0uIMbXaCOvWbxh/X448bTI4aD3YYdrSZVdToP36ue+kCY9sedEaepm8I0spRi8mV11AEygCggIKhNHBVUkzXRu6lYm9yWeV6Ji2G3AFTzBiDPMig93DZzXjkH4X/fTnWwhvYhwGPRJX4IsetB4sPndy7fk9uSLauS6SGSzjV1JXIc1Azdde092O4Bll6hTn5x9qEppiEZ+j6p6D8U0g+CYzQDKvEnJC84rQ1W1avXBMak+Ucme4UkeAWFuEeGGobHGkblmAXnW4fkaHrlygdlCaZs9W15MC6/SdKz166dOjY0W07t27Yuja7KDSjwCV3s1VeqV72LmLadpnkjRJReSA0TTIxm5uVa5mbZ5q72jg9jxqULOMZJ+ERJeEeJuESBOy9wTJnCRMnScMVsjg8mkKmk4hUJoPDYvFYTB6DzsZiiEwq3d9cL9fBaEeAzWZvq3grwyJXi0BLIw0trDpSSwOlxSBg9KkkjIaGsoqGkrp2to/r/YKkS1nR1/Lir+fEnk8NORrvfzTe71C8f7anfaCVmfdy8/y4qOKMlESn5QdWRlfWVlV8Lq9vb+7sH+4f/fHt1/Tg17G2nsHm3v7mvt7hX+PjU3MT0/Oz88KJmfnu/qH6to7XlR9uPL5868nNWw/unL18du/xffnbUpIKVqxc69RPwHUTCG1aSo2ey79/fCrmz8x+rvziZPtKHtRE+IvqO+cgnGn70uiz4q4sojU1A3YPQMFC09Ubr/edmJydm6urrFphWo4A76m0hu2lcGRgfn5ivPxjS3LaJ31uHRPdwUH3c0ndHFK7ie41fY6HurIMALrmFtV1zUKx6Nu3b7GxsVJSUrLSMhIIEBToPzM9Cf9p4uP/bCr6XxN/9xlefPrkkaaGmrycDAIAlDbu3t3bUCz4/fNHcvZKgADGkmAvk1VhoNPJJPUz1Hp56qM8YhcGW0YjVwTa1wV4vKVT63HYTiq2i4nupKF76aROGrmLSh2kE2uIah943OFXjxaW5maWpn+dvvKOQn0O5Ktzc8Z/Ty6K4PyCCC7wF4d6hs4fqw0IbOZxqwgynSjUAJ7dx2Z0Y6hfmbROHv2zPvO1PvsIjZSCQTmqabCAJBJI42SBARn4OqjkpBIO7KXff8z51KA7OsKa/sWB0yy4QIYLKIFAfV6swYdaQqgtgtpQgIIidQjloUgKCpThorZIoCZe0oQQPyfQmoZaU1BjEeIWIGFhgbi4oDc2ZtbcbPz8he7p07r5eYwgX4wuHomTk9IAgCQFLJQUw1SJ23CsaxxGI4vVpsvu12F955D+yPtvwGHirmjmBezDgG8qNi7fee3unAMn9pYc2JC9KcwnEWsTpKLrqMF1ULDwUXAJo/lGOQREeYcleUdluISlmnjHY9xjkW6xqKgch4Rsr8zC0LT8wOTVATFZnjEZgXHJQaHhLmER7lEx3pHxnpEpzlHpliFJmKAk2cgcpYJS/y378nYf27JtT8mGLRuzVq2MT/dMzHZKLzbL3MzNLqWu3KmSslUirggRkgFCU+STM9mZOXqZuToZuazoNIx/vKJ3lLxHqIRzILDzApZOEnp2koZOUnQWhkJm0mgsJoPLoLPZLB0GnU0kUHgMZthyoyJXs00eZrv8rbf62W71tXXU5ympa2tqIFOcbU5mxF4vzjyXFcvCY6QU1AyZjBt5cTdWJ15flXA+PexYgv+xBP+SUA+f5WZuFqaZXg5rg923JIYf3VAU5um8PsT96aPbFV9q6tvbeoe/D30d+z42PfLjd2tvf01zU9mXytaBgV+T/MmZhYnphZ+/+d3D32tb2x+/f3bu1vErdy9fvHn+4Mmdu4/sWLU9JqlgWc5G924GpZ9GHaBjyriE8ojwgQP7O9dlvEQr3+ZqDL96AEXiST5/+MKJC+qK79zcFhoaoEjc9ezB/dSV3c9eLIrnu7dueaSo8AiD6jx/ZGF6WiSE30VwCgpFn8rafDzqcFp9VMwgnTrAIA9y6S0GrJuGbF8tZQVpwLRa9qmmWgTFo6Oj0dHRUpIIaSkJeWmplIT4P1/Ln3vK/ypkwL+9lQhCUWPDFyIBJyONkJWRwKCRD67+BUXw58/vaasypOWAngI4zKK36huP6Oj0UTFdXM1OnmYrVrOMSq3KSp5t/QC7murWFj1ks98pKvRitfsouDYWtVGP08Fm/6BR+3Ba7wD4HBk60Vkngovwx1RHXs4bIPWOQZt5+xQuTk2M9jRcPP3C0+UZU7FGVaaPzejiYPpJxB4au1uP2MfivOfRD1FwqXi8tZyaNgBSAKhqAHNjbGYS9vA+5tv3et19uj/GONN82pJIewkqQLEWFKmIRdICkcSCWGZxUVk4rQ3HcBNdhF9VuO9vtOfateCi8pwIzC9IzX5X+PpcYfiO8mIFbakTD3+hhb/V4ZyCUAAWhUAkBmIoKRZJQ6EyXMLOT9LHRhmV1UaXr+vkr2E6eBK08SrSQFoDSDIQiCSUVikN+cyI1GL0nxv5WPuRLXylbYOBXyouodA5d3P8pj0Fm3atLipJD8syXOYnqe8qZ+whaRci6xPHCUtwj0qJDE8KSMoNSi3yDV1p4BmP9UokxuTbZK6LzF4Tk7IqKDbLO2ZlQGJmdHpOfESMW2S0R0p6TEJKdEp2fMqqkJiVlpFphJAUmahs1dRC84w1LtnrolLywvwjVjh66gTHGcVl66etpWduw6/coZy+QyJpI4jKA4FJICJZNSmDnrKSnJpJS85ghCdr+ccpeoZLOQUCWw9g7ojgWUvq2UsyONoEPJWAJxMIZDKZRiJS8XgSiUjRZTIDLY1ync3We1hs8bLc7md9INzFjEWXUdIwZtGvFaVdyo0/mRr2+vDO0rx0NXUkUhuzOy7oZl7cmcSAw5Hu+yLcNwS42BroRjuvOJMVfTItpDTSsyTGb2dWUkl+Tpqb9dnSonsv7r39WNbSMdDb//Prj5nh75MNHZ0VX+oqG2q/tLeO/Bz/NTH7bWyqc2C0tqX9yftXF+6cPX750ImrR49ePLDneMmaXenJxc4phfaF26N7TLADNEofHdVBw75F4yso1Bo68r0caIoPhqN9Yrg0Vlv5zNbmJoP549nTReHcWF/zy/DIl3kFgp/Dvxsq7ppa/WVk8fPCRbg0MTlMNbcbAAAgAElEQVT+vb+pc2p2USScn7n7V8Uy0yqsZi8V18+m99Kp3VRyF4PYbcB5oMPyVJSVkQROzq4Njc1iCHt7e/39fBAAKMrKoJGad+/e/eP3A/8pOfq/pEwrFgtFIsHoyJCXp7uMtKSMNEJbQ/X65QtQsDD+aywrO1cWAF0E2EPHfdHnDNBIg3RyJx33hY2upyJrcNotcZH81joBFEEoWhwb6b5w6pWNVZkWqh6P7tJhtHOoLbqsTiq9nkR9RcA+UdNu2rFe/GNkWij+9u7RO0NGmaJ0f0LY971rG+JCH5LJNcry9QTVLgKmm4xr4ZD6Tc3qLI2e6pB2UjG+mio8aQklAKRkgZ6ZanYx9fxNcnUTZ3qMPs8nLUBNPpRdgDIQKkOoKFiUEkEZsVhOvKiwNKY606b96wnq237kyGqNhgjtMjul1/aS/QdU4S+kAAK4ID/XKlcTrf3AQL7CCl0TLN9VrPLtCHHmGU3QgYezqhCqQSi/JAKz82BJACCUgkIpCLFwCT0/Qe7rZD18zNi8lezugiQi5WQBQAOEg6pmLp70R+F/Aw6nIP1lvmq2IVLR+ctWl6Ss3blqy54NxSXpOesig1KNzb2kzL0RtsHAJUoqOM00MsU/PiMuNS95487C/Sd2r99VkFDoEpiuE5GzLKHQNrHALTprWXSWS2xmUFZh6qZtm9dvKcjKjUlKjU5OS0jLzkjKioxOc4jJMA5PQ4amyYRnqISnEQMSiU5B2mYOirZu+JB4q9R8x4z1+iu3YrNK1bJ2yqWXgPgiEJIKfCNAeKx2fDIpKY2SkkmMTdcMSlL0ipB19JewcgMmKxA8K4SBkwRTRx2DJqDRWDyeTCbTcDgiiUSjkKgcGt3VkBtvbVDsZr7Zy3Kjh8V2f1t9KllKQc1tmfnpfXuj3J1DXFz8PL29vby0kChZJY1k1xU3cqKPx3rvCXXe5GfvZsAJsTY/nBZR4Gfvb8YLNOdledqtD/c6sTZvx8rE7TFe+/YXnT5/5NmrV59qG+ubu740dZVXVz9/9+J9ZcWnus+NrR19Q987+oZrmpqfvnt99tqpQ6f37Du1beuR3G1HCzbsy8zeGJha5LJqW9jWI6s+WWKGlul362OGiVr9FEo7Wq0DK9WG024LTZh8/17we7RmX8kFjHbfts3T85PixZnqgpwXumZDDx9OC35+3Ln2pqFF0+PHfKFwqLe97O7l792tUDA/V1FR7ujxDoNpYRP7aPhaDr6bxR5g8tqI+BEa8Zeh0V1DU1slRSAh6eLq3tXTLRKJmhrrnRztJQGQl5bgcrn9/f1/vhnR39fJ/HeR4f8zRBCKVq/KlZJEyEgjEADs371DMD87C2d37t8rCaQYCOkddGaTns64IbuTrtlGw/cZcHq5zK9ESoOK9pf4WMGPb/xFODE9P7u0IFz6Pfb+UXWw33M5hXZV1WEqpoGOrefpfM/J/n5gywc296w2dujVUyGEC+1N1cGOzYqKbWRSFV2rUUWhBanZzdTqpTG7mJxFQ3qLEes+T6eQrO0P5JFAVg4AOhbERWPOXdRpqOEufmXDBYpYhIJQCi5Kwmlp+FsK/gJL42BxVkIkkp8X4ucH8ROPsQPb0Q3RqE+2WtVcrToysg6rVqmkXkVV/bGDACdRExCIxEqiDnSnn+ZrVblWDXIrTqWVpVLHwdbY42uT1DrPEKY+0uAvkligMieQnF2SmefLzE9L8mdklvgAQikI1YVQe3KO0NbCenaHm1FEtlyORAAg8/+yO9Yl2Hy5H9oriZO7IWbzrlV7ju3cd2Jvyb4Nyav8XcLYRm6IZb4I5wjgGacWnGwVlxGWtip5/fb1F6/duHLj2sFTu9ftyUvfEBKb4+CfRPFNQQUkU0LSDVKLgjft2Fi6c/u+AwfWbyqIjQuIigtNSk+NTgiLSHKJzrCLSKNEZKiHZUgHJkl6RUk7BErZB6gFRNvFpLpnFPiu2uqdU8rJLkWv3oPP26WWsh5ErgQ+YZLegbKhUcjoRGx8KiYhAxuZouUdJeccKGnljjC2A/r2wNwHmNrLY/FILSQGjyf9SXZQyQwqmUqn0Kx5LH8TXrQ5p9jFZLOnxXYfKwMqWUlVi0IkkyhUFs/QyNQKR6CoqCHV1LVkFFSdDHXPpASfSQ7eHeocbqHjb8Jb6Woda2cWb2+R62m3xm/F+gCHLWGuexL8jxXn7E8OLc7yW79p5dGTh2/ff3TvwcN7Dx7cunP7yl8Xr9++/PTl03cfyiuqaz9UVD5+8eLOo0fnr144d/ncpTuXT984sevopjU7MteUphVtS9x+aO3l+5fdsGqXyMQafd1RPfY3DuYrR3uQgWlmksp0WQ0BPo3ZKystzOoTw0U/+qYg/Hb9ySVl2YrMNOH81FBj952iTV1vngng0mB72/N1G/rvPhAtCMeGht8mxbxCKXcSkIM8Vheb3stgDDJoPXR8OwvbySa2U4jNJoa3DTm2KgoqAHgFhfYM/xAI4av3ry2WmcsACUkADHX1xn/8hCLx/NzfWgr/m9nxD98QoVAI/7H4WwzhAjxx6JCMHJBQAEASFBWvn5iYEMOl0mNngZQsB4ADbMZHE14HlzJEJfTTSc1syi8KZZRCbWNTanEqH81pg7fPzUM4OTpY9fjuxPAwFMOJxs62wvw3JPxbKdlyitJIUf78SN/C0kTjyTMvs9b8qP8yA2d/vHhSb2LRjMF2EWgDaFwHSXGQqTWuY9iuz6zh6d/XIxeTUCZASgtIyAJgqKe4qdDk9Uvjnj4cn88UC+higdrSIlhcAKIZmcV5mYVZIJoCokWwAKUECyj4gzFxm9xepFDtLFGjq1BFVqnEqnzGqbcStXsZtEa8eisNNXREe4mvCpeAEErMdKC6IpCf1dX6yYxOGqmVhGsgIptR2jVYxXKO5BcfuZ4dShMftUS/UUKB8sISWBIBuCgNl2QFU0DMB1AkIxQoiiAaQvq3Gd2KL6y9B8mBXpg/yv8bcDgHWjqGcmPzPDbvLjx25sDpC8cPnthRsmdtZKa7gYuqrr2khbekTSBwjSKGJLhkFWRsLN26/8Shuw+fPXr69Nb9O+f+ulK0LTulwCswhRacRU5ZZx+Ry8nY4Ldl16btu9dv27Fh3YaiqBjviOjgqPiYoPCAsDi/8DTbgHhSeAo+IkMlOFUiIFHCIwJ4xaCDE2zT83037EotPZqz/pBX3k7q6l2kgj30nBKtxNXyQVGKbl6Knv4KAeHKEfHI+DRMUiYlJoXsF6lp5yVn7oiw9JS0DpJ0DJM0sVXEYDAYDJ5AIBMJFAqJymGwODS6AY0cYmW4N9prm7/tGhfjbd7LzehkBRUkGo3X0NTm6RqZWVibW9rqGZg6OLlzdA20VVXyXZcdifM/HOOZYW8UZWMcttwoxsYky9Vqjc+KvVGeJ5MCDicHHUyPPLw67djqjPRwXT8frYgIZl6h/7Yd60u2r92xe+PmbatLSgsOHdt99vKJ81dPHz+99+CRktPnTl6+fv3uo8cv3pU/fvH23JVLh84cOnrm2OGT+y/cuPDi/QcNoEaSUYrG4k4ySdVGrCEd9lc29ytHtxmFrldRfacKKjW02rIShG3lE+8ePVlmfB+J+n3zr3nIH+zoHmhqmoP8r+UfbkbEle3dNjcxDOcmunfuf62B68Wj2jjoRh6pjcscYJCrMGpfMGp9NOwAj9xPwv9g8zpMjPYy6M6qSnIAxCWnjf+eFEPR3Tt/cckUGQlJGQlJPy9v/uwcFP+ttvI/degQCoV/vP/+VHzu3X+orKSAAEBaDpGSmjA3MTU3w79466acsqYGAEUMUrmpYZMup4ND72SSWnXJ7RxyG1mzj4nv49H7aNhqFfmqgICp4aGJpZ8fjux/vm7ddG/PomBh/mt/z+FdL0z0b0tIdKTFT31tmoRLUAAXZ2bEkD/dUF8T41WO125nYTs46A4Kpp/FGmTptOrq3OMhN+NQdorqqpLKUqoI90D0wYOU5lreDJ8nhphFCCCUgwJ5sQAIF4FwEUC+lGhWUsiXggIlKFRf/In79QTVkgPKTeTekaSr1FU6tEm9REYvhdxHww4xcf8KjkUghBKz7aiOMI06NdUBCrOHSe1mUDqY+F4KuZWh3YJGfVJDlxEwNV6o3kMa/DZ1sUBtCSotzUnO/waiWWnhnMzsLJibBwt8BBQowFl1uESCQr2RYeM/gv8bcPjHeybnh28/suHizYt3n9y/9eDm2SvHtu0t9kkwY9lI8exkDJ2lDJ2BTSAhLNG/YF3h1p3bj50//eT1uw/lNR9rPj989Wrvye3pRQHpmz33nik5d+NsyfG85PU2xdtTSnZt2LmndFVhclCwg0+As5WTsa2LmUegvWeoqWcYNTieHJGGDkmRCUxC+MQCr2iF6Gzrrfs2nLp45tLt86dv7dp03CFvJ6VgNztvCyOjkByVpOblq+7qpeIZIhcSo5qexSwstClc7ZSaZuoVpG3rrewYrOkape4aoWQXKEHkyKqqaxMIRAqFhsbgtbVQJCzBWpfztmT16ImN7zaklPgs2+Nv7aTLlFVUNzK2PHHu8v2nr95/rPlQUVtZ87lgzabs3OLllsuizLg7Ah12RfuG25jG2Vts8Hdc52273nfFgWjvCysjbxWlXMyKOpUTd6wg/Whh3up4K9tlwNYSLLMEHt6EkBDTgACurzcpwJ8dHmEUEamflGKXnRW6dm32gUP7L1+/9vDp82cv3jx8/PzarTuXbt48ee7UqXMnHj5/Xvm5LjNVm0SURyAAR0YpF0u9yaM3G9KHmPRBlk4nXbWfotiLJZYbG9f4uHZ6rHiBUupZnTH7a2QOLsElCJeWRt88uLDC+sHKlG/fugWCmZ6r554y2O2qGoMU7T4DdCdNqwONaibgq60N6ox5X5BaLRRsN4cwwMB3cEn1BtwTVLK1rLQEAuSuXzs3Ow2XFs+cPILS0paRkkYAsG1rCRT9T15S/paa/bvbcH9vH5FNkpRESAIJf1+/jpZmuCR4+fwVgcFGAkQyCVNuzBviUruppFGe3gCd1kBHN6PQdUx0I0u7R5/UxcB+U0XW4hi9l0+I4cJo/YdL3o5vQ0LHq2vn+AL4a+Lb8/tvXTzOKis35aaPf6kTjvHnxr79ePukMTKxikTqpGMGdHDdHEKnDuMLj/6SQ9/NILuoqlAA0JAGLm7YvYcZHT368wKqUEyCUEYsAPPTQDwnJZiWFM5IiWalBTMKcBJAobxQoAj5uIVOVudhbK2HwmeyRCNJvR2H6cPRRsjcERavh0lto+E7aPgeJq0Rr95C/1dwtIWo1ago95MZPUxqD5PazSEN0GmdHGwvU3uQTu7G06s1tN8xZVtTNKYf02A/D0KNuUkgmEYI+VILfEmRQAbOg4VxIBqXEk1KCmeBUCTxR/N/A47EVYnb9pfefPjw7cePZZ8qX7x+ff3mtZ0Ht/glmOnYyfDspHVWSHBsgKGLmleEQ1ZR1rbduw+fPvb83cfqupa2npGK2oard26u2Ztx7MbBl+/KP1bX3nn+sHhPcuZG39WbolevTY5OcHNy1be1NzBaxjFaxllub2Rlz/ENN8paG7RuZ/zqre7R2UjfOOARASIzeaWHN128fvHm/ev3nt+/9OjwpqNBxXscC7aZr1prnrXKLDaO4+ODc/OTC41G5uYsW1fgvL7QKz/HIyZBzz2M5BGF941Hu0erOQXLhvoxticFn86LPbwyKj/YPTPQ01yPvSnEffjktuo9xQ+2rM4NcI+3M4lYbojU1HZw9rr/9OXJc+dLd+/PKyr2DQomUOhsnn5OTmGwp5ebmZGJnh6TzuQx2daGhjvD3C8mB11IC7uWE3t3TcadwpSreXGnVicfWpWZH++0zApYWCJMTIGxITAzAmYGwFQPmOgDIx1gZggsDIGfj25uXvKW7WtOnjtx+8GDe48e/3Xn7tXbty/8dfX4uSOXrl98W1HZ0N4xM8kou6mXGoNEYqSVgayrrPIOFuq5ObXXiNeoj+7hMvuYzE4yu1sV/UVJ4ROF8/3WCQFcmhdC4cxC142L9831n3msGGmomhfDH68/lLu4lGso9HDxfVzcCFW7SVOxQkurPCp06ObJ0fNHq1c4lGkjm8jIfi5mgInq4eJ7DQ1P0DgkBJBQVzh49IhoYW58+teaomIJgFCQk5cAiMOHD0MIBQLBn+WS/33M+HuIRKLF+YWlhcWhgUFjQyNJeSApBSxNzcrflgkhfF9bZWJihJSSTcJqPTPW/85jjNBRjXRkF53SQCS2Oi0biEqocV7xBqncSdJs52KGKPhyJZXqKD9Rcz8fTnaeP7hPUuZFSsbE8AQUwiWxaLy+qjsx9TWeXu3h01+0rjtz5VtjnY8o9U48eZhJH2TQB/T0as05J3Q0IjFqOKCqCbQdrOX3HSQOfzcTCRlQgIRChHhaQTQlK55WgDPykC8jmkVAvqyIL7c0IwtnARSpLUygx8sIrau1yvTUvuDRnXhsM1upk6vVxkS10FGtbGwbm9DBonRzWD1MWj1BvYWOGjj6N3CIxBKz7aj2UPVaVZV/gKOLTeynUdtZ6E4WoYmj0aKvPsAjd2GI5VoKNe7y3w9R+F8J4jmkWACgEMBFKdGUrHBadmlOcmlJamlBemlWQjD9n+c4ctfnnr524U1Z5ZfGtqaW9vcf312+frpkV0FQrKWJg7qOnRTPTpJjI6FrL2/jzfGLc1xfunH/0UMPX75saO3uH/7V2TP0suzd9ZdXKxu/9PaPjnz/XdXUcOD8tsKSjNxNMdFp9t4BVtZ2bJNldB1TkoE5Q8+YYGlFi00O2bZn274jew+c2FO8IzgwUc49DPjEaBWVply4dvXmvZv3n967ev/K1qPJ+dud1+xwL9rouLrAITXdPMCf7OqhGhimkZlusb7Ac3Nx0Nr8gNQM24B4bkgKIzKNuibb9tqW5MojG6uPbni7c9XrkqwnW3M7r19pv3ruTE5sgL2Nv7evtY09g6NPozGMuVwNNXVlFXUZOUU5BSVVdU11DS1VNU01dS0UmrDc2tHOwU3feJmx6XIuV9eEzaJTGTbLbPYmhJ5JCrqcHXNjVeJf+YlXs6NOpAYfyUtPjbIzMQcWZsDMGJjoIQw5wJADjLkIYx7CmCdhrCNtqifr5clNTfcv2pCw//iOs9fPnb12/tKtaxduXTp389zFGxdv3P3rZdmbqroqMZSFM9ivPw2vXTdwd0QqykligXysqtZpJqmNod9PMxxi0nvJxCFtrVasehPLoDkzbbKpRjA51nXp6jU9/dts5vTde3BJMNU62JyeXK2h8puG7OPimjHYt+paj60t+/fsWOjrhQv8pZnx0ZvXapcvq0Mq9bOxnVRkpy5mmMX4zDFYjSNpSiFwLNr1h3eFUNTf3x8REQEAQCAQZmZmXV1dAoFAuPSve+H+S+OfnyISCOfn+Blp6SpKyrIAMOikm39dES4JvvT0OoaHKAAQjkHdYxL7DPRH6aQWNrKBp9WM137Pov48vg2O//j1+EGFrV2VokIXHdXBJdUS0R/ohJEDZ+HS7MxIb932HSOP7/PnpibGJwW/fo3DBf63gW+lOypIpDIluTJ5qXacRgdNbYhK6GNRGvWpd/UoBWSajqS6pCTQMVJat5lR12w+PsudF6sJoOLikoxoEcBZIJqWgLNS4jkJ4SwQzSNEfFkBX2ZpTnJJLL8wShi+QayJkC+jSLVo4Qdpuu1MYg+L3MdjdrAozVR0OwPVw8T00kl9DFoX69+AY679bzmOQSqrj03/A44+KqWdhR6lsjuZlAYutkOHPMBitOAwbwnyj3myTbuQC1+ocF6FLwSiJQCn5ESTSoI5ZdGsNJyVgNMIOCn1n4Jj464tNx89q/7c2t7V1907XFPfcO3mxa3bi8JjnSwdUXr2srr2Mjp2sjp20gaOypbemLSi+C27Nt56dLelq/fn2MzwyK/2voHO4eFfU7NLAjF/UdQ7Ov7o/YtTV07tOrQnZ02Gq6+5sQWZZ4Rj6mE4emhdA4KVrW5qVvLeg4cPH91/9NTh3ce3RGaT3MIQDoES0dkGJ66cunb71rU7l87dPLl+f1TmBruCrV55a6zzVtvm5jrGxRh7emBc3RXjY3hr8rw3FgYV5/mkpztEpRpFZ7J3FHh/PLCl7uS2muOb3u/Jf7Ih7U5h/P21KVWHtnZcOVYQGYjGUTA4MpOta25h6+zsTaWzaQwegUgnkWlWViu8vf29vAOcnDysrFb4egdmriwws7DWNzSzW+Gib2Jpb2aywddRz9A8yMtno4/dZj+HA1E+p5JDzqQGHYzx3JMcmZ/oZWMJrEwRywyBKQ+YsIEZV8JCR9ZCV85MR9raXCPQ3yI9M2L9lvzdh0oOnt5Vcih/+5His3+duX7/xqNXz569f3X35c3bz668ePdwfhHM8KWFS/JCMbGhmbttM1NPV10GSJGB5hYs46U+u8+Q12vI6GVg2pioNop2OdugLSG2d03+C12DF3T2yNHTwkmhaGKidefa1xqSg1oK/Si516ry77mmn3PWDFVWQKEQiiCchmII4c+hgeS4GnWlDrJ2N5feyyM1U1B9OtxPhhaJWmgZAPStTOtr6/4M4FtaWkpLS/9x7vg9Nr60sPgvrjn/1fF/jJTF8PbNW7LSMqrKKgpAZvu2zfz5qbHJifT8QoAALmryNwx53cbcAS6zl0roZBE6qdhuTe2PFObY0d1zc+Ni0cLw62dvvd3LsKh2Ir4Th6tXViz3dZtsrVsUw/kpgZg/M1H2pnZVXve+7ZNjPyaEM19vXa814FUjJXsJGiMEbJ8e5Zsxo9yMekAH76SiqQzUNDFaITnIikry1yX8AkTBBXW4IC/gg5lZIBAiFvnycFYC8iVFfFnhrKKYrzw/iRDOycAFxbmf2gNncdWOqHKMQgtGbYRO62PSm7ikfgqll0HrYFDaaPguJrqHiWmjY1tohC4W7QvxP4BDLJKY+49XlW4GpZNF6KNS2pioXxzCIAPfSSe0MQjtTGIPh95NZTVq0d7yFJqzkHN1dLEQNy+SFc5LwxkZOCm9OC4NZ6TgvBTkS/+n4FhbsvbK3VtVX5o7ugZ6+ofrGptvP7i9aVteaJSdlQvGwFFex16Gt0KKZ4fg2QFdR0RI2orirbn3XzzoHf7x/dfkj1+TP8anxqbmhCKxGMLJmYWOgdGPX1rvPX1z6vyFrTt3eITY0fU0Wfo4HSOcsTnJbBllhbPxyrz0oycvnjh16cjJIzsOb43L13eLlHQIkrT1Bxnr3fee2H7ozO5D53cU7QlKKjZNLTZMzzfOy7fPzXaMjzX1cqM42qv7emEzkiwLc9xWZ7utTHeKTzGIy2AcWuVfcWDd6115NwrjTq4MXR/qmuC0LMHZKsPDemdmgpmRMZPBVVFRX5mTU15d5erho6Nn4uMbZmpq6ejk6R8QGRgUFRAU4RcQ5u4VYG3j6OcXnJWdb7HcNm9V0arVBebLlm8J8g1abk6msTaG+Wz2W5HtYFLsYbM/ynNXiNPWCJ/1KaGOlojlBmC5PrDUQ5jrSFoZKlqbqFqbqjitwEZHu6zKT9tYsmb73k37jpfuP126fnfG/jOlD1++qKqrb+7o+9za/rL8zZ1nf915dgXOSotnFAWLUmIBgFBt/Df9+VP9lDS2NEFaSRp4keROsehVy/X69CgDPHIPE12trdGNwVQpKrxXUuxflQZ/f4diOHzjUq0+tVFJqkxL9Q4R/SkybOja1ZneAbgIx3oHKj+VT01Mw/mFqccPaqwsXilLVeO1u6jcPiqljY7u4+K+Guu9NTEJVFHTACDAz394dEQM4d3795hMJgAAAJC1MhOK/9Vu678nBAJBS1Mzm8n645yampz268dP/pLg4OlTitLSZgCcYJAbjbmtdGIbDT9Cp/SQSZ/o1GoDowdYyjMdw/4Du+HvsdmlhbHPn6rioh5oIps1NAc0Vco5pPoj20Wz8/wlONjypTLI7ymQeqvL7l6/dvDgrvqAgBomvUmf3McifWUwG010H+lSEhhoDADKAFg5qZ2+zukfZ0KIhAIlyJcVzwPBPFiYAeJZWcjXhJNSkI8Q84F4Tko8owgXZEWzAC4ow5+4H6dwH2wUqpDYLgKlh4HqZeF7mNRWDqmbqdXOQLVycJ0cfDcL083CdHBJzTr0P+BoYvwHcMy3oVqCVD4pKfYSaV10ched/I/kaCcH28XA9jJwvSx8B127m4EeYRC+kvDtOOwrslRDOppfpQ/nyUKxtIAP4G8Al6QEfCDmA7j4n+9VKdq05tj5Uy8/lH9pbGtu7fhU8/nOg/ulu7eERjssd8HorJAy80K6RRmsCCbrOiL0nUBIqu2W/RtflpW1dvb19A8MjH4f+j727efE9OzC3Lzwx/hsQ3vPx89ND5+9PXfp0qFjJ+MyQ3nmmjqm2qbLSdb2DGd3Qw8fu+BIn807t+0/erxkz5acDQmh6Xqu4bKOoTLW/hIe0fjE1Q55m/1ytjjHF1FDs2QisuQTcilp2UaJCfphwSxvN4bzCpSfJzk1dll+hmdBlmdmumNiokFSGjknVO9kkv/hBK9N4R4xjpYO+kw6kaCspo5G40wtbFhcPW0sUV5RNbugcOTXiJefH5XKMjI29/QO9guKcvMO9guI8vSJ9PKN9A+KDAiOWuHoERAUsXb9VpsVjjQmSxtLSPbyvZKz0oDFNtE3PBjrvzPYJWG5frqd8SZfmw1BzmsTQvxctb1dtLxd8G6OZEd7ygobkoMd1dGBGBJulZefsmFT4a59O/Yd27Xr6KbtB9ZuP7Tu6r0bVZ+begd+jn6f7uofef+p4trDcyevbIYz8lAoKRpHwCm5pSWZhQUJCNnfB6xPniRY6CAVJRHWCMndTGw9jzrIYfUx2b9oyC6SWoO2fB1WuzE9bqLh7eT7x+89HN8C8EFBtczFs2P7nrmGTwtwBoqXhh69ur22sPzB1TnBOL+9pYMEpBMAACAASURBVN437IOWZnfA8sFE/07LFW2amO8c0gBXo4ej2WNscIOubyOrDKRAfnHR3Dx/fnFhW+l2AICUlJScjOyFc+f/xQLjv5QX/3jE8PCwm4vrH2rYWtuU1X2EYvjw6Ts0k6UFQCmZ0mps2M0k/T+8nWVYlOve6B+6exiY7qa7u3PobiSkJRUUFEFURLEV26UuY7lcdregIipKDo3d1DA99/nA2r5rr6Pv2fuc/Z7n+n1guLjmy/Pwe/5133cfHjdGx08awjr1YZ1Z8d+uHx9dufQujbVZFXpQVi0ZngYCIBx42ltZcAcNH9FTeqyh0x4VKuD0CoDow7PbV13N2uXlhwxILxCwTqzmc0PNCQqVQ6eP04j9ptRDTHSKEh6SV1ZHylRUIh530QHXFPAQIqEsmFfizcC4fCXevALgKwGuomRKTcKHwLyyZBYST8uBGU3AVwFzMuAVpvc06ZmdRruuziCCyqGjexl6ozTSEIE8wMRx6NiXFGw/nTLGoE4QsJM41CSNOMqiDv5EHIPxen9LVRZqHC9pqD46oZ+M5xDQo2TDIZLBAAU7ZGz0igTvQSFuU3R6liB4vVihVEUghqRzSmBGDcxqgjlN0dzPI46S6ry1WxqOnj7e/uRp98vBBw+fnPzt9LqWdVGJ7jZeOm6xhMKanIra0ozSOMsAVRMvKCLLtXnn+j8unrvbfq+j6/GD5487XnY97entHx7jTLzuHZ68+7jrws0bp8+dPXzscNuBtuVrliTneidkucek2rNjjIMiTMNi3UIjA+JSIgtKC7OKM6IXefknIr1i5b1iFVwiFNwiVUNTCXE5tMQCXHyhdnyRclwBFL9YIT0Xn5ZmlBDDjIlkhvgRYkNY+WnulQXB5fn+BVmu2Rkm0XF4tjtleYhDU3LglsLU7ADXTEeGJRmrqKxmgMR6+rBtLOxxWnoG6lpYPDUhJdvN3ZdMpgUERQaFRHv7Ryell+cW1x89d2ffieup2ctiEhYlpeR4+YXGxqWmpmchUViYIdrD3nljQiTb2kwfTYr1cN2SGVMV4ZfsZFbuY10WYF+TGbt+fW1zS2N94/LisozsvITkRQHsSEt2lGlablBFdf6KVSXrNjduP7Bzw4619RuXNe9ec/rS+Sfd/a/fTn36xhsYmbz+4O7BU22tbbWiOQUwKw/mZMEcBHgyEp6CmKcsnNcUzOtcv22cFovTghSYkGoWWue4Ca3X1HyCjB8la4xTkT1o9GML4ydJAQ+CHC8YwB9gKV1FxW9v3ZZ+4QqBePojZ7BxVZuj66WVK2feTwEe/0Xrhot68Pv6yG8Hdklf9w/s3XERjh00MHxDRU9Q0GNE7JCF8W4ShQrJQljE3oOHBCL+wKuRpKQkGQiSlZdhUAkT46ML81cASIRC4X92Gv3vJpIAIJQCCahZVg3JQTJKcjgC9vivR/mANzLQ6+PtJiMDxeERD6xsBwmEARPcczqGgzO8hzV8GBszf++xWAK+zXz4dPvKxYyw4xj8w9Tsd/c7gRjMvec8qy27xzS9pwzdIuCHtmzlzU+D+bnRTc23zGkjKK0+smEXAj1Iwk9QMcMM8n1rWh3R0AnSUleEXO1U9+9hfflsBqRwCV9FMq8knIMAVwFwFcCc/N+Z0QRTGmBO7htPjifVBVxD7llEp4/GE6zec6LBAA0zzMQPMXDDNOwIFTtKww1RUUNUzF/A/QmF2IXXfUk1fLvVQDSnKRJCAiAj6UMMxus90dYaw1OGKAQOGT9Iw4yQiQN0xD9/yV8g4rqpsKck3Sd0jYll+sL3aCHQEM6ozM9A4IM6mFOe5/+8OBqX4VuwNH7L3tY/Ll26++DRtRt3Dh/9pa6+OjrOPizeuHJV8abNG7ds35JXnWnqq2DkIRuV7bV+c8vx305dvH795OUTW3+t23K05sjZfacunzhx6diBU9s271u543Dz4RO/7D+yd9O2+rrG3CVLoypWJNbUZ1bVJRcui85eEp2SFRseGxgU4ekZYm0fYOAQougaKeMRI+MWKefEVnCP0AhKMozM0k8o1EkqUY0vlI3NkUnM0E1MxCVEkxKimNEhRklhlsWZftUl4ZX5YUtyPKLDTWhMOotEqQp12Lw4ZmtBUq6fc6qDsS0Z7WzOTAtwX5+dvCk6KNfWhIHDODr7xMZlWJhbW1ra+fqzfQLjswtXZuXXhCQUHLr8bPe5x2kFq/LK6iMTFickZXt4B6amZXt6+RkgMbXJ8S+3NNUmR2OwRCqVWRweUB0bnOfvXORhXuhuuio//fylm+cvX//9/OWDx35Zt6mxds3ywurElDy3jGK/8rqsurWVa7c0tOxav3pTTVVTzprtK46ePnan4+HgyNuR15+f9PafvXax7ejO1r1NUq4imFVccIeUKyvhyYl5yuJ5deG81jxgTbyxr16OJNIVVZUgL0ONNiNSj5n5OyrtFZU8QiP1ErHPDWA39bUfRwS/O7CP+/EtF0j4APCAYODcbzsQtLNuAYL+TiDkv79y7pKT9Qt1tV4UemTDasHsu7n3H3sLS67p63eRdTimqCE07K2lyS0r80oMRgmCrOytr9+9DSSg4849e3tbSAaSgaCy0hLe/JxUIvrz7KP/3Bz6wk7r//RRJAQAPHr0iEqlyspCEASVl5fOzc18mRJkF1cqysq56agdMaO9YVI+ow2Hycg3eINeTbVOF9tv104DIOQC8I07DQRT4NsbzrHDZ6IiryQlv7txh8vl8T+Oje1d85RBuiILPQrx+cx5KgEC7vGTnebmLxAGo3jtIRZ6mEUZNaLfszIrIJCwcspKEJSRZnDlmg1fbCkG2vx5BcG0smBGUcxV/LE15uRFM3JgBgJcSCiUlYjh849JXfGq1zHKzwjwHhJigIZZsMYQFfP/SRxUFMcEyaGgnyD02500Xh+Cg1kUny87xYWkH+TBnJJI+PN2bHiqU1K+3+qNy4+cPnrx+tWzFy7v3re3sipzUbplRTm7paW2bdf2nfv3huZYMVwglrucf4JV2cqCHYd27T6+Y+W2rPzVdoX11pXN3ks3BC6pd89f6lhax67bkLd2W/m6Tcvr15YsXZG8dEXy8lUZTS3FG7ZWNWwsWroqc8nytMXl8ZHJbi4BVPsAuEOwqnO4nGuUjEuEjFO4vHOYinuEVmCSblSOVly+SmyeXOwixdgktZgoeGw4NimKFh/BSI62WJIVXF0Ut7wkKj7SjUSmIVFkKhGf42WxNTvil2V5m/KSaxOCjy3Nurdl+dPd9d17G560rb67rfZEbUFKGDskPJFBZzo6eXh4hWXk1gRHJJFY9pZuEb7xlUGpy93ZOeyE4oz8muDwtNDweC/vAA9Pv5yIiLFdraNtW5oz4xkUGgZPjfF0LQrxyPG2L/G1KfM2b6kpHZ78NDT2rn/49cPnPb9dPLd1z+bGjavLVmZllQcVLIupXJW7oqmsclVWyfKEopqYqqaszXubT1/4/fbDjluPO36/9sfuo9vW7Vixels54KqAWSUwpyjlyku5smBebqF1J5lX5UshABDTX6x2HWRae2qqykJeqiobjah3zU3GmKRhrO4IwfCVAfwZATmyrkbw7Y1YJPg2MvLp5h3w7c3M+9EXrbu+XLvOA1+nOT3XIoNvI9WHCbqdMM3TVPqLvYf5AAj6Bx5ERVxCqfcR9cYoiCEGZsCYetOcHmOgrywDxaalfhn7DMRgV9t2LU1VLU11GQg6d/bMQsTxPZX4vo72//paWH37tzW4YiDhinjxKQlycnKKsnJhgcGjwyNCqeRQ20lddUMLSGEXgdRjSx2mar8mIwZppHGCwWNNhXY3qy9XTgLh/DxX8n5gcvJux7uRUQGQzI30326uPVORN3n1qkQqmOfPftl38Jq56SUCfripafzkkc640MdY2DMiapSIH6Zhh82oF5mYJAN9CNJUxahUNaDfvncWAJIIQFwuJJlXBXxdKVdePAf90BpgTl7KV+TzIQkXAiKV2VE9zlLkXYRuDwrfS0b2U9GDNMwgDcOhoDkU9DAFM0LF/k+LY5COHWahRqnoMQylHQZ7FKg5ewMn5utMSSHeZwjMyAGh8k/FUdlQtLK1etexXWev3bh66/4fFy9v3LZ+SbH/klyjhtrgzZsqt25vXFwdaRGgaOQuR3WCrAM1w9KdssqjSlYm59f65690KlzlvrjGNbvKNX4xJSYLm1PpU7wseUl1YvnyjNKalJJlMRU1aavXl29v27hz76Ytu5saW0pqG3NXrS1dviavuCYmrcgzLIPuk6jvHqPkFq3sEaPlFqXtFqnlGa0RlKwenqkalq7ITlAKZatEhMHiozHJcYTUeEZKvGlemldFbnBytDuJTEWjySQKNtQPXxrqdKAk4Ux98fa8uD15Mdcal9xcX3Fz47I7m5ff2lR9Y1PN5aayYrZPgE8Ik8F0cvUNiViUlJZPoJnbuEeFpy6t23qhsvnXoPgSe++E8Pjc2JRi/6AYVzdva2u7lrysgW0bzi0rKgn2tGKy8CSGnbFxro9rWYjr8nC3Kn+r/Vs3iqVgbl70+Ru/f+TNzfbHR04fa97WuKqlpmRFctaSgPyqyCUrUkqqEwsrY/IqIrMq/Jatzdl5ePvBU4faju3cdnDz2u11K1oKq9fngnl16ZySdE5pQRxSriyYVwBcJcBVAjMyYFoVcPWAkPnwjmVSIAIGQRY6huuo5E5L+og56hnToBcLf4EyuBvkwTlzSHT/1qP87BsWtgMNK799Gp/li8QiwJ2bGWlYfRkFH0dqDeFgtw31f7cyHTl5QiAFUin4fOv6fR/fx+qaL0mwHpbhWwq235S6z5jmoqsiC8lsad0jlYLxN6PZORkLO+X4+/l8+fwRAMn8/LxYLBaJRP/vQcdf19H95Vwo0dFfDytrqMjLyzNItPOnz4qlkgfPn9i4O8MUoDoi6bmxSb8RasgIMULGcaiMQSqhjwx/RNJr93X5dPIUEIrnZriDl29dbGgavnBZxOV9lvDedD9+eait7+4doQiI+bwPF892BIXdpVvdNaY9pGoN02Av6fjXxhb9FkYnTIhR+mqaMhDN3HDXfkv+PA0AxPy8rIALAb4SmFOVzioALiSZ/ak4wJwyf15OIFQGAuz7U/C7lkoDcMIrGnWIgePQsYM0zAAVPUhGDZJRC0HH/7Q4OFTaIAk3TEd8MKENIwj3kWp9pfpgwlwAVHlcSDorA3gqPxXH9j3bT507f+nm3Zv32u/c6zh38erOvduWVnguLcCtqiStqnEuLnb2jYaZ+yoYeyqw3GRNvSCvWGJctn9uRVLBirDixoDSNWFVaxPLVqUULU9OzPeIznDKWJyYvighdVF8eJyrdwA9Ms6upr60eeO61q3rN+9oWb95Rd2avMb1xY0txfXNBTVrUgtrA1PKLMNz8aGLiKGZ1OB0ckAy3ivWwDtGMzBRMyBezSdM1ddPLThQMzZaPyHWMCmBlBhHy0y2SIh0olIZGAyJQMAFBqESosn18b57C2PXJ/s1J/m2pgadqEw/v6rwanPVzZal15srr66r3FeYsCopYlVuKoPOcHAJKChtjIjNIDDs3INS43Lqzj58tXbPxfCU8rDMFd5hWYtL6gJCEh0c3czMrTYV5nWuqdmRHbss3NfJiIUh0CxYptXhAZVs17pI90Jv83O/nwZAOi8Qvf883T3AudnRfuzM8a37N9a3LF2+trRydc6SFekVq3KXrS4urk7KLHZLyDXOqQqoWZ9X31qxcmNF49YVKzdV1jQX1rYsAVwV6ZySlKso5SpKuQvFDnkwJw+4CuCLPODK8YSQACjxBcTeZ865GQxFGWVbSGcVkXrLiNLDII7QSG+I+F4SqcPN+amv120q+q6i/Hk64+2V6zwpABLw+fyt2y4mL3VVJlSVb2jD7oaHzd74Qzj1mi8WAZ5IIhaOHD/5wMbpFkqrxxj5iUIco9E6LGlrSTgMJEMxN79875YYCO/ev2VpbL5QoWzd1AKAZGEO/T9Y5vi+WaFAIJBIJBODfc72NnKykLysQmlJGZfLe/PpQ3pBrqocFITUOmlK4xjTRpikcQZlnILvpaH7qehnRpgBOuqRruZ1W5OXh1oFM+9Fc6LJq1fPpmZdK6yYedwL+GCGPzc+xuHPzPCAQPh1fKK+uh0OH0LqjNANxmi4QSK1z4S104jhjITJyEAuDhrXTrP4n/BAhJDyFSVcdcDVAHOyohlIPA2BOUXAVfpxuDErB2ZlJfOqAjFiuo/Sm6XfDlcZp+D7KYgRFmGEjhuiYhaswaGgv6cS/6PiGKWSB0l4jjFu0Bjxmkx6AYPdd1L99qsNEGCkYjXpPARmlX4qjoO/HLxy4/bDJy+evhi8/+DpmXOX9uzfXr8yoK7MYHWVYWUhPC1Fz5OtZhmoYu6nZOGrYOkHObLVQlIs00qCc2sCStdGNO5ctv3Qtr3HDm/ds6e6oTY2LTQs2islMyYxPcbN08TUFOvubp2+KLWsomxpdWnDuvqVzeXLVmetWpfftKlw/daS9dtLGrYsrt6QUFwfmL3MI7PKI63MLb7ALjSN5hUD94zQ8wrX9QrW9/LX8/fXiozQi4vXi42DRccYRISTjU1MCEQ6Fkv08cHExuHD2eS6OO/mlKDVMZ4tKf7rEv02pQbtXhy9Iyd6Q3rY+rTwqnDvDA/b31ZW/r66hEYh2TsHVtdvjU8vZtkE2HnFRKQv3Xf6Sc2Gw8HxBdGFTU4BKbVrdrCj0qysHehMo3WLF92qLV4T75viYGlBpuJJdDOWWTHbtyrMfUW4W66f3cOHnRIp+DrDH3/3pf35i9+vnN9/4mDLrnVrt61qbF3euLGucdPy6tWLy5ZlFFZGZxd75iwJyC4Lylsas6Q2o761ZuOelpa29c0717bubQHzCn+xxj/DlQN8WalAZX5WUQrUhMBw9JVr7QqyjqI6Qk6xAI5rZ1iMMKn9eMMxIr7bAPlCz/CZoe4zhP6dQN8PXY+4UoFwpP95UuoVDeiJtvwVJPxlVeXss2dAygeSucmux4N72r6ODQvA/OvdrY8ZhC6E2igBM0EiDZqTOywtFyFQ8hCUkpMxNfNNLBXtaN1iAIfJQJCOtmbn44f/KV8sXBKJhMfjgX9EH0KhMC8rXRmCFCHIz8f/2cseIQC72nbqaqrZqaoeMDIeNjEeJqOH6KRBKrGXZPCCqPaOgnhGRA8yWK/w6Lsq0HUzA86GBt6rz4AveXXrzpW0lKsOjs/XrPwwMQrEQAT4QpHkQ8eNRwkB3USdUYT2GwZthEntNyJvJ5PNIF1IDvKL1O24YwtEFLFUbp6rAPgQmJMFc4qAC4E5Wem0umRaSfy/RRzSWbk/4UJAqC2ZovZvQ96mqvcYIjhMVB8dM8YkjNBxHAr6n63xPy8OmgGHgh0yoT8hG4xQiaN4/C28XE8KUvCcCvgGEoGsZPrnXZVjv528fvvu46fdz3oGbz14dODY/pbNy+pq3esq4Q3VBlVFsPQUdd9wVbtQVdtgFbsQRftQOQe2vHs0PDLHIr3KeVlr2o6jW09fvHzy92s7dh9c3bQxNScjIT2+uLy8oHhJUkqci5uxnQM9Mpadk7+4rGpZ2bLK1JyozOKwivq0pq2lm/ct37p/xYadpQ2tubUb0qvWxFU0xpY1xC2uCU4scAhKJnuEG3iEIDwDsV6BSL8g/cgovYRUWFyKTlgUzMrGhEo1xuFpDvaYpARSMBsfH8bakh21KYO9ItJ1RbhzTahDsa91tA2djNR3trEN8vR2NDcpYXv+Xp3VtjiOTsBaO/qWLW9JyChmWPt7hmaEp5Ql5TcFxpe4BmdYukc5+sTWr9/tHxzHMjIlE8nbyvLPr8hfl+Sf4+xgQ6QhsUQm3Tg3xG95tHc126UwOoAz+ubzDG9gYvL+88enr5/Zcqi5cWtNY2vdhh3rNu/e1LK9ad3Ghvo1laUVSTWrCuvXLm1YX1u3rrJ8Ve6qDbVb9+7c88v+PYf3tR3Zd/jUcRH3p+GukCsnnpWXfFYEU6qAKyOYhwBAfvyAa1ptbECGtOUVs/TRN4xow2bUPgqOY0QZImOfI3S6rIze/bZfAOZFX99PNDfcg+u2Q9BdS9PO9aumh/uBBEiA+O2Dm1djow7hDAZWrQQTfbxf214yKY9VlThE5CDdsJ9iMGpufMLI1FFZQVNFYfv27UK+YGJsPCoyfCHoKMhfDP7Te/wsZCgL2crFixchWUgRghCasMMHj/IB6Ozp9rS11YegJQTMU2PLTyTSaypyAA9/TsHcJRg8Qup3ays9Qxj2GRI/kMgfyHpPdaDLZPyTmuWzfQNSIPzW/eh+etxmgt7ZIN+3e/aC9xNf7z1+kpl2FavTR4S9oxEnWLR2G9ZOhqGpvJoWBCUkoLqfmUpF+HmgO8WXlwoh4TQknIYkXEjKVZTMqEtnNaVcRdHMT8Uxy4WA0JD/kP4iTvcBTH2QQBig4cZZxDE6foSKHSKjORT0MA07Qv+zRPo/nqrQ9DgU9DCd1kPEjtJIY1RSO0Klw1htYgcWfEKJxfLSuZ9HHMfOn7hy51Z7Z2dHV+eFG1e379++Yk1KRQWldpn+qmr9pUtguYv0IhPh7lE6ThGqThHKzlFKLlHybjHK/qmGieVGG/bXHTh+5PfzV3/7/Xrrll01dQ2FS4tLayqXVtcVFuZnZGQGsT1MzA0dXVlR8ezURclxiZFBYd7hcT55lWkNLXUbdzZt3buueXtVbVNGTWPy0ob4pQ3xSxsTlqyMyqr0j84x945BerIxXsFYPzY6KAzBjtSNTtaKStRycKYzmBYUqrGpGS4qAhUdSQ4MwpTFu+3KjWtO9l8e5rQ02HZFlGdJmHe8p+3qRdG/r6k4Ub/kSM3iQ6Up55ZnH6/INMajWKa2KVlVtU2bzez83IJSAmIL/ONLAxLLPNjZJg4hxUvXL2/Y7OIegMERmGTa/orFv1Vl1rBd1kfG+ppZITBEOs1oUZBXfULAkgC7pqqyD1O8vtHRjhdd526f33NyZ9POFfUbazbu3rD7cNuBI4faDra1bm9Ztbq6bnXZ7v27jp389cSZU8fPnt59tG1T28ate7ccPHbgyMljR06fOH72dwF34VUm+19Jypy8lCsv5coDnrpoHhLyIP6sDOCrC2flJXwVIIF9+0xp22SFNNBFyigsJ8AfWVJGzRjjJAyHpDOgpzbgYPvx9nmBkMu/+uC6o+tFGeiBm/fXtsOSj5/ngUTK5b+5ePumf2iHgmKHjuIza+uR/JyeYN87Gupd6hrDRPgTU/VBImyIinvCMltNpsMgyMHO8Un7YzGQXLxwjkGnykCQnq720aNH/+MDHQtfNT09HRgYCGkqQRBUklMwPcX9KhQWlZfqQVAomnKLxfhKYb1C6g5TtYexmveIht0pUZ+qqp/GuF83IzzQ03qirvISDRtGGvbrGTxAoR5U5vEHOgFfwH37paOi5hc1xTN03Sf5Ec8iwrqQehxD9WEaftKI8dKasZ6Fc1DRkJeB8nPRnF5HICSKhJCEryKd0ZVOKUlmNCRzcqJZSDKnAHiqgCcjmZMDXK0fhxuzcvNAjTuPm9iGemqk+AKp2UPCjFLJb6mIURpumILhkFBDZPQIHTfKwP//EUc/FT3KII6QCSME3DiNOELFd2MNnqD0nhToCUZRYqkC4P+8xnH0zLFLt649ePTkxp17x04fa9yyPLfMrqBAp6YKVlOlV1miV1LESl1kFpxEcI/RdIlW9UrU8klS84iT80xUSFtmv3Z749a27QeOHD907PzaTVvrm5trm5rWb9yxZu3Gpcuq8woKA9ielvYkn0AndlRgWGQQOyIoKT05Kz+rqrZy1ZpVq9etaGpZuWp91ZLquKKl4QVLQ4qr2WV1kSUr2DkVPgn5dgEJOO8ItF8YITgSx47BsKN0oxJU3b0ITKYlg2HKNKKEhMAjIhDsUExQCLYk2nFHZtje/MhDxXGHSpN25sftL4o/V5t9raHoWlPpqRW5Z+oLdhXEna3Nvl5fkO5hAzdE+fjHVNdvLaioN3cJt/FKsPdNDEos9YnMjV9UtePA71Hx2abmNpraulFenqfqSjan+OX72OY6OjjQmRg8hUiipfm71ycElIV7xQe6bW5tHn715ulA/42OB6evXNhzdP+OQzuP/Hbitwvnzlw6f/T4iR27d9bWV2zc2nLu4tWOx93dfaNdvcM3OjrOXL946tKZU+fOnPj992N/nDp+7pRo6r8psP0EQPn2hb5hGxqBVkJDWiVog+tmuJcs5nOadjdOpx9He5yU+uFEW2dm1K8qGk9CI8avnBfOfBMDIH71dmzP9lMupldQWq/Q+q8YmD46rlNO7h4EPfV2fREV98LG/j5OfYyEHKUhRo0xl0xxEYbKihCUVVj8gS/iffpSWlAAyUCyyorxiQk8Hk8kkvx19ez3luq/bpP/OrFFChb6NUd+OSQDQfIQxGSYXr10G0jAsUuX9CkUIwjaTyL12BgPEHGTONRrJPypIewq2/NDxzXx58/SF93je9qeFhXc8PS4TMbfhan0Gap268j+oSPXkcSebr8NxEIw821o9/brNpb3lZVeIvEvKAbDDOIkhdRjit5AQZsr6MpDCoWZWoP9tgAQRXw16ayacBoCfAXprMbPuyfyYF4BcBUAVxnMqwCusnRWQTgtK5aoC8aNurPgD+HKgwTcAIM8QsWP0A2GKYSfgPkLuO9wyISnaO1Oiv7rzTDprKZQ8udalYE43Uda2qM4KoeMHyThByjYUSKpn4Zc6Nf873AYuEE6doCG6adi+yiYPhK2j4TtJWK6LeGfLsDEQEvI+3lX5eyV8+cuX7h07eqZc2d2tG2tri9JzzPLydZcWg6rqYItK8eUldrnFLiEptCdI1U9E3SCM1HhOTifZCXvZOXEJfbl9XnLV9esa21pbdu9fkdr8/btTRs2bWzduXnH/tr6dYuLi7xD7P1C3KLjo6LjIsOix9joKAAAIABJREFUgqOTwnIK88uqK1c1Na7buHF1U+Oy2urc0vTQBPuAKCN2gmlchm3WEu/cMr/0QqfYbMuAJKJHhL5fBDo0Chseg46O1/UNNKQzzRgMUyqN4e6lzw7XC43QDw41CArFxAfRNqcHHylLOlWVdqQkvi0n7GBB9L68qL25kYdLkveXpZ5fU7KnOP5kzaIrDQUHC+NZGASewgyPzm7YsLemYVtsRqVvWCY7oSC/omnt5sM5RcstbZz1YPp4BKIuNWZPYeLKSNdFnjap9qbWNIoBEovGEheH+qyM8y0M9/F38WCgEaeOnXz9ZepR97Ob7e2/XTp3+Lcjf1y5dLP9UXvny1vtD/f/crCheWXbgb33O56Ov/ryeUrw7vPswMSbZ4Mj7d0vrrXfPfbHsd1Hdv167iSY/TetMSc/MwuJxGpTM8RNrWgaQpMKya/AYe6YenBsmKMk5CRGfwCH7DFiXSXRnyzO4z5/KBDwuID/bWKgv7b6IgV/G609TMNPkWkjKJ0ePdgDOKYrKvLLzYvzQz3vG9c8RWI4SAMOHTtGxw+YmbayqFQZiIbF/XH+CpBK2h/cs7OzkVOQl5GTPXDggEAgkEjA3/YZ/Hf7LN/XzgMg+fTxvY21pbycDKQArWlo5M/yJl+9YSfGq0BQFY3cZW01aELjkHCvqMSnBnr3zRmvj2wX8r6KAZgGPJ50XjLzldv5pK95w+Ok+LuWxl1U/KCKwm0VjQ7v0LdnL0oBX/hpoG9RDEdRrgeBf05HDVhQnxpT9tJI9ooGKhBUnE8aHXYSSpg8AcSbhSSzioJvkHQeAlzln96OeQUwvzDKoQDmFABXQcqVF8/Kivk6b6+iHviqPjHQHKDgX5AxAwTUMBXxs3/sf4KK+87C6tgnVPjfxNGXqPNIR2uYSBqg4QYo2AEaZphC6GMYDpPRP2SUhhul4Uao+GEKboiMHSLihog4DgH7lKzPadWc/wITC9R/Ko4z5y+e+P30kRNH9h460LShubA8JTmVmpMJqyjRX1auX1mGLy6yTslk+cQgnSM1AtNRsYVG8cVG/hka/qna4YtYiyoiVjavbt29b93mrdv2HDr067m9h05s2tbWuGFzTnGeH9vVL9QjKi4iPik6ITU2PC4kcVFcfmlBbUP9xq1bt7ft3rCppbq2PC0z2MuX7OBsaOeMcPGCh8bRErOc4zJt2ClMnziMa7iuV7h+YAQ8MtaQHYk0NjGm0oxJJKaNvaFfkKZPgKZfiJZvoE5gCDwoAL0uPejU0vTjZYm/FMVuzQjalBqwKTWwJcl/TZxvW3HSpTUl+0sSjy3LuNhQdHZFTl2MLxqmh8SSA0ISq2paKldsLChvKixfU1zRFBmXZWJuqwfT19fVi3R13JSfvDE1qD7WO9PTOtXdxt6IgUITsHhydoh3bUJguItNUHBcgJt/YUTktynB289TL4fHr7bf+fXcybNXLj140vWyf6K7d/Li9bu7Du09duq37pej36b5IrGUJxBPzQnffp7tG5t88Kzrt4tntx/etv/kPjD34wmi/wYJX0U4ryMRKX+dxm5oNcMg1cgQVEVG9jHp7ymkIVNUD1m9Q1uW4+T4+cIZCRBKgWiq+2lHTtZFmE6/gfobCnycjBo2RN+Ba923s33Z3DQ1NiASiKVSMH3pwgt7x0FDvR46doRGfk0xumdukYOEwyEoNi55+M24WCpq2bBeBoIgCLKxs52ZmZGK/6x0/O1QhX8x6FgoakilUolIDKTiE8ePyUCQrAxk6mTd3/MMiAWb23bLy0GuitAZI9oEgzZBwE5SCBMU0hMY7BaD+fHAXvHczLQAjI9xOD09n1+9l4olfMHs9OTQ+0tnu1fW3Q12eogl3FVBXHP1nTy87+2u1k4Phy59tUkyeZCBfmyBaWNgPTWQ8jLKkckG/f0sAIhCsczsFCSZkwFzyuIZCPCg/70I+ncW5vdmZRZG+KR8eTCNHNqgdZ+p3IdBDZvQeqioEQpmjE4epCF+wo/FMUqnPMfqdtEM3myBgzmt7+LgxOt0aWtO4EnDFNwwCTtMRU0SCUM0wxEq/idgR6jY/xIHGcshYTgk3At9RGea2vRTNODr/VQcW/e3rN1S27ixvmZNVWpuGDvcNDoCl5VmUFYIX1oGLytB5ecT0nKM2Sk030RUWBY1ucQmtpARmKXrnwaLK7CtWF3cvG3z5p179v3y6+8Xb1y+9ejkH9d2HDhSWbecHRvk4GESEhmUkJqQk5+XW7g4IzehqrpwXVPtru3rDx3YeWDvhm0bq9bWLSrN9k0JM47ypwd5U308iQGBtIhYS3acsX8s0T3SwClMwz1c1z8SFh5raGXDolCMyWQjI1Osb6COu5emh4+mu4+6m7d6YCjMPwheEWV/uiK1bXFEc5Lv8jCnsgCbkgCHUAuqjwl5b1HipfqCA8UJB5ckXmkoPFmRujs3sj7Oz5yA0tTSwRHodo4+nn6Rzu6BLGMrAzhCXVVNU0nRgU5ZmR67uzhpS0ZwU3LAYh/7ldF+0c42SAwRh6fEeToVhLiZ0ummFk7+Dh7hNNqt85ckAIy9+9j+ouv8vYtX2+887H7RMzz2om/s7sMXpy5dvnDrDmf8E1/053tVIBbPzgvffJp+OTx54fatXUd27zq4G/wfH8ofvOXU578qzM/LSoDWu2/2qxusteUhnKLKVixy0NK6x4z2lIXuocDuUuD9G+sEbye5V8/eC2XfgiP60QajeNg4Dn5bV+0MCnYjLX3q4vlv029ngRjM8T91dT5cUdJlyXqLN+imIAaYpDECgWNucsCY7qimomagv+vXgyIgGerv8/X0kJWVlZWX27Ztm0Tw99nzBRH8i3HHf/lFCoY4A06O9rIykJ6udsuO7UDKf9H71M7LAyEDrcUjORaMVyTsCBY+REb3kdBjJOJLLKUzIPTN6T+AFPCm39zcvuPkoiLOvr2C0V6paF7AnZ97/3m6r2v82IGnBdk3XOzum7K6GYwBMmWIQH5nhHplxviNgQ7X11aF5EIi4f0cS4kYLuKrCbgQmJcD8zrSaXXAhYBIFvB+fi9m/rFiYBaSzEISLiTlywOxkoiDepGh+gimMYQlDhgR+2nIMRpukEQcpqF/AvYv4L8zSqd14/Se0g3fbjUAszp/iqMP0Z+g91jnzxrHEBk/TMOOE4nDdGQ/FftDOPQ/WfDRAA238PsJGOm+g9rX34mAD/+pOBYvjcgoCYjOdHENwtg5Gbq5YMKCUdlpiIoiRFWZfkWZYWEhPjObFZNCD09lRSyixxcYR+eTw/Jw0UXMovrE9TvW7T5w4Pgf5+929rwYeNfdP3nr0bO2o0dyivMCQv08A+zCE/wLSjKX15TUryxbvSKtdU3+wW11v+5d89uhTUd3rdzbUrJpRcaKPJ/CWKuMEKOkEKOYINOwQDN2iElQKN2PTfQMM3QL03QJ0/SN0bB1xpApxhSqEYVK9PTR8/LTd3LWcXbVcnJXc/ZQ9QxU8wzTDHRG7MiKOLcyd/fiyA0pQU1pYWsyY5fFBdUmhdbHeG5O9tuZHbYm3ntdnFdDpPuqCJfN6YEtyf6pbhaWJDRWXxcF08Ua6BMRBkZ4tKsJLdrJqjY18pfaov1LEncvjmhM9M/ztl0e6hbtYI7CEHAEaoiDVYCtOQpDpFGMrQnUcAq1MT9PLAVzQumzwcFN29aWl+VULM4oT02sTk9bs3jxxsU5++tr71+78f7NB4FA+P39Oy8CnFcfrrW37z6yv3n7BvDz6cOfownmIKEA4grUhVLCp/f2JYU4OTkNFzXdVhKVY2w+hqe9wxE68Zrtzsb9uYt72YG3kIY9CNgIBdWPRdxS177u5Di6e4Og/72AO88Fc5LXY6+2bbkbEXDdGNOD1Rk20HyK1uxnogeI+m9MqC+sLJeRKQoKkFuAR//wgFgk2LVtq6qKkoyMDAGH//j2HZ/P//6MfT/D6V9PWP70jkS6aeMGOVlIUUHO38/n7auPEgF/RcMKCIJCdHWvGzPeGFOGqKgRGnqIiR9i4oeZ+D4c4iocdinI69P1U2Ig5I6PPVq+chcB/7u/1+vrV4UAzEqBhCfiS4Vzb4feb264jdbm6ChNohGTDJNxc+xVJiNTF28or+juo3n7Dh2IkUCsCuY1JbOKYFYFzGhIZ5QBVw5w5f67VOVv4piTkfLlgUhl/h76ma/GC03DcTKlj4kdpKHGmbgBImGM+mNGqdj/goL/zgiN+hwL66Ih3myB/1UcL5IMHujpcUj0Phq5l0rqZxBHKLR+BnaETvgx/wg9/hwk/Ud08wFFu0/U+LCFCKb1fyqOqEV2AfE0Rz9DSwcdS2sDB3sUOwiZnYZakm9Qkq9dmKdekI/LyCTGxmMiEukRWYy4AmbsEqPYUmbRmojdJ7ZduXf3Vkfni6HxyY8zH7/x3n+ef8l5c+LC1YKqwpBI1/hkr5LSyPrli5pWZG6sz97akLlnXfbRLWXHd9Wc2F3zy9biPeuzWmujVxd7LU13LIm3y4tySA2xjAuxiAyxDAkyZrOZwWH4gAiUfyzcOQBliERiMCQSmermjfQJgLm66drZaFrbqDu4qbn4qSaHEYqjaL6O6Fwvq8sNBTfXlV5tWvLHipxzNZkXarP3FcYtC3Mu9rHYlOxXF+kaa0WOtyQXe5pXBVhXB9s2xritjvWsDHaoifRYlxnVnBu/rST9wNLFB5flHakrOlKd01YQvS07vDTIMdXVLN/HLsyGhcUScTiyrYmRMdMIhSbgkVgaAhdjYpZobfn8ac/LF88KEiKdiCRHNN4DSwygMKJMLOPNLDJsbLPtHPLcXIuCg6qTE9cUFe5bu+bm2bOvJt995oofdPfs+/WXtVvXg/l/Wxy8KU3ANRB/gcQiuXmeAgBqA4Ok2ARNZUjWG655lkX/YGQ5RWENGhMG8IYvYPAuJGaUQuwx1LijpXAZj3mSuejNlYt8/lcwBwRS/rvOWy8XZ3eiCV0Q1C4H3cHoPbMyfWJCGWThh8jwcbz+WybrrLGZv76qIgRt39YqFPNGx0fYQYGKECQHQQtbhH2//q8HSd+8em1rYyUrAyEM4Xv37AZi8PBRp52DNRGC1hFJHAvzCSpu0JgwicdOUAmvGeS3JuQBhuFjjMYVtEZHgN3HSw+BGMyOD3dVlex3tx+6fBYA4VjHvcGrF4RvXoPXb4Ya6y8TYRyc+jAeNsCiXDOhZRuiYJAOi6l55g+aQEwR8rVFM3KCKUg0DQmnIOEUBLhygKckmVYQT/1UHNLZhUxTFsxB0lkZyZycZF5ZylObPoHstNbu1cG8YpGGGLghKm6EgRqiEIZJ+B/z15IECfsdDpnUhdLppBi83qwvndEWSiCJVG6+H8lJQnbpwSeIzDEabYxCHadR3pIY43T8BPnHvCYTJimESQpugoqbpOHH6QtgJ7G4BzD1sSoU//XPUxWfGJhbiKadl6aNi561DdLZkcAOxCXHIvMXwQtztXOzVLKzYKlpxLhYWnSSaUQGPb7QJKHMNHOFy6ZDTTcetnMm3r/5NP1tTsgViOcF4nmeZPLt1LV77c2bGwsLIwoX+1RXBK5aFtW0PGpTfdKW1Qnb66P3rEvc35Kye33UlsagDbV+qyucq/OtyzPNS5Js8yLt04ItU0IdogIs2f5GESEmEWxGbBzTzRtHIFKMjCyQKIK9Czow0tDdW9vRUcvKXMvcXMPdQd/ZxTzAzSPbMzDIwjTGnn60LPn3muyjS5IOFsbuz4vclc1eHuG6OSOkiu1UEWjTnOC1KtI118M00Y6W6czK9zAr9DSrDLSpCXVojPXcmBbUmsXenBO5vSB+b1na/oq0PYUxW7LY65MDcrytMz2tszxtQqyYVCrTxNTSzNyKSmWiUDgcGkVBYAJorHAqI87FOcjK3BFDcCcxPKksLwojgG4UbWoRyDRxozA8aEbedBM/ukkw3TiDTktgsHxZpun+QReOn+kdfXfkzOltB/b8bJXUf4NgFgLT2pKvkGAKEs5BEokCX4Doekj0DDRUUYAyUOgHZlYTJsyXFGwPDj5Kgo0Rsb1Yw04q/oGfx+iObdzxESkQSIFwvr+X07a5I8j3hrruA1nldk31x052w6tWzpz+baSipINJGkDrvCIiXtMoXSxGM1JLF4LcbKyf9z8XAMnBvXuUIUhZXs4Qg3j37t3/izIAABKJZP/effJyMjIQFMYOefN6UiQSVayo04SgZG31GybMITr5nZnRMA07gsDcR8Hv6GoMoQwnmOhxFnIIB3uorXzH2e/jjbsCIAGz7953PpB8+Ci4++A+m/2HBauvIJezpOialXkXAzdohO4zIQyam9TgSSRIEYWT33fQRDDLEgrVZ2ZlAU9DMicDhLKAD4lmITAnC7gqYE4ZcOV+njYq/WPeVxZw5cCcsmRGVTytPtGscZuq/khTf4CsN4A37MOin+N1evH6fQTDfwHkd/oJ+MeGmg+JsMmN+pJpLaFYRgrkeQOoZxFqd1WU+g0xPRhED8qwF6M/hED2YnR6MPo/5CUa/hINf4mGvcTqd+P0u3F63QRYNwHWg9V5oKX+Ml33a5/uT8XhH6fqEari6KVq565l4wB3diQE+RFiwpCZyfDsDI2MVJWUJPXEBFRMNC0ilhGRzEjMN0ssN1myPvrwH0ee9vd/mZ7niyQiiUQslUqBVCCUTLz6cPve/Z1tzZXl7JICx7Ii26VLHGor3VYvc11ZZr6q1Lyxyqqu3Kyq2GhJHqUgh7QonZCeiEuNxqewaYn+jFhvk2hfaz9Hko8TMTLQLCbULDbMxNiEjsESMViCqQU5JBblxzZ08dC2ttYwM9a2MNW0M0ZQiAwy09iSyrDC49iWtHVJ/keWJO1eHL0jO2JzZujG1KDSQPvKEIftWeyKYIcCT9M6tsP6OI9V0e6ZribJDsw8T4ulIQ7Lw1xqI1zXxHutS/Jbl+zXkh68OSt066KQrYtCNqT4rU30TfOwjrQ3CbFm2dDwVBqLwTQxMjYnk+gIJIZJRHgQScF0VijDyANP8SIxnAlUBxzZmUDxItE8KIxQpkm0kRmbZeZNYXrRjP1Y5gEmlrFmlunWdpG2zpGW9pkOzie3tl2823H6+i3pzM/D4J8hUJTyZUXzitIvSoCrMj8HCUS6AJhdO+tsRoKQkEY5knDDivDGhDpIRHKYugMEnedG+N5F8XMdd8VCCZAC8HVq/M71rszUKyjD+xD0QF7lqaNVb0Xm5MWTPC6fB4DwcXunl9szmNYoCdlPxXIsGPdZGA9DohoENbau5QHRUH9fuKePkowMJAcdO3bs+25dUqlUKBT+6+1YPp8vFou/fv1qb2snA0GaGmq7d+2QSkR3ux5QrMzxigqbaYQhS+YAEcsh4TgIWDeN1hHi/NDL9pGOznMt1adw1Vc07GsC7r4CdCsw8M3ddj4QzwAgnZK8XNpwSlmpQ0n2ubbac31NDh72mYp5T8D221ltp6EtIVkEpNTUZDY1YwT4BkCgKBFAYFZTOqsB5tUkczJSrizgKktnVMGfY6M/iTh4yn+KgysHuIpgVlUypS74ojawTPEmSeOBnl43QWUApc/Bk7rwWi+wWs/xej/kGRb2F+Df6cXiH8LVOwh6Ey0w8ZT2d3HcSVY5D1N8SEY9oOu3U+EddL0nZEQHQ7uLBP8hnSTDP6EYPKIaPKLDF3iIUXugpdkVo/X+6T+nKhKJRCwWL7wNglNkfKLkXAOVnb01nTxgzm6ogABKQqxlRqpJYpxedIRsbLRaVLguOxjJjqTEZZglFVkmlLGWbIj87fq5wYk3PIFYunDghVQikYLpWV5P/+CZc8eb1ucUFdoU5pkVLGbk5RDystCZqTqpCZrZabDMZK3UBOWYWPnIeLXIRDg7BsYO1WEH6Ef4YMLdSSFuTB8nsrM1yseFxPYxjgkyd7Sh6MEMaTQjBALr6IFkJ+D8QzGuHggrCy0ThqYJQ4NCQRGJFIqp1Qlby2tG5BAzaoqz8Yow14Y4n5UxXjWRHgUBDqnejou8rOujXXdlsytCHAu8LJqi3VqTfbakBy4PdynwsSr2sysPcizwsij0slgWYr8y0rUh1mN9kk9zks/aeM+meI/6aHcfMxoZaUg1gNOQCDKZQSBQSSQaGkMk4JAOFFwgleVLYQTRWKEssxCGqSuB6ogjuxGpTniqG4UZa2oRZ2IewTIJYph4UJjedJNAlnmoiVWChW2Kle1iO/tkK5vFjk5nj5xs7xuW/vvFUfG8vJQrD2b/RMqVF/DkeXz5aZ714RaSoQGEgpS2EBg9TOY4BT9GRvWSDB4SGJObtgqlU3wg4k286t20/pwt6wKk8EBZs93C5F7JoslLZ8DMjBQAvlQ8/fb1l8vnO329H6D1x5iEYRL2GR3XyyTVE1FIOcjS3f35i24ARG1tezVV1ZRVIQcHh69fv36POP4cy/i5Ov76TApFEjEAu9p2y0OQDAQFsIMmJsakM3NVyxoVILlYPc1blsQBS9yAEXGAiL1voPg01F9067yg/V5XScU1F4f7GFg3XOM2VmcIpnVPS/Ouj8/8/QdCkUTIF4wcPnTB1fUxDN9rDn/KQg+TCFNU8nNLk99NzeKUtVRloZwcxeFRazGfAsSQdA6SfNUXfdH+tyU+LwPm5MGcIphTBHOykjk5yayiZEZ1+IB6V7ne8zy9vkqV7qVqfVWGnCr9vnLN/rIfM1ih/UPGqrSGirX7l2t9uAQHUzAghqQzkOizxthRzb4mNGcVoXe15sBavaHVyLEm/eG1WkNr9H/I8Fqd4bU6w2v1hptgw03w4Sb4cJPhcJMhZwPheT1iYK/ONEf7n8Tx1wCSnQEFJEJeEZB7kLybj4qzt05QuG1cjFtaklNGilF8jEpCrHp0hD47GBMRw0zMsk4rtc2uc63fXXb27rWRNx/5IqlUKpFKpWKJdGqWNzg6cfnmxS07KsvLHbKzcCmpuqkZetmLmanZRP9wyDsQ8g+CgsOg6Hit6CQ4OwkbmsBkxzH9g+De7np+rpgAV4q3K8nJDuHmhPX3ovq5UaL8TW0tSTp6MB0dAwYDFRpNCI7BB4cTvH1wdtYwE7o2k6JDIBDwRDLDzLrIxm4Zi+lhQg23JIeZk1KcjHJ8bErYrlXxQdUZCXWJwVVsxzWx7ruyQ4sDbEv9bZpiPJpjPZrjPevCnUp9rfO9rPI9LYu8LKr8baqD7WpC7FdFODdGuzZEu64Md1oa4uhIIVD0DMg6MBIcgcORsFgimUxHoXCWJEIAjRFMN/al0EPoxqE0o0CqkTWe4oAne5IZLiSGP9Ms0cwqzsQilGnqRzf2YZj60k18aMaRRqap5laxJuYBdCMnMsMBR66OTejtG5VM/2fEwefL86XEN++ty5cQFCEoRFf3DIPCsTYfJKJfo/S6DOC3o0I/Pb7y9fYfvekpZzV0LsgqtjNNXmZlfL1wGnx4IxByxUAo/jD54frFjoL0y5Ymj7V1+lG6w2TDCSJygEqctLC6YG3hr6WhLCu7fmMLAJKxkXFHewdIFpKXlz906NDCM/a9OPpDXwAA/tZwkQLwdeqbvb29DAQpKco3NTUCIOnuemJtYs2A5HaQqKOmRq9phAkKuQePu0004Oxv5Uo/fANCyYdPc/duDq2seOhgdxWFb8dp9CDVLuvL34kO+nTjhkgiFPK+frl89pmdcZ++4QgR9YaCf02jdNqYFqHhBpCMu4P6/cdGXLGhUKACBJB0Vkb0TQnwZf/de/GPeV/FhZ8lczKSOQXJjCrvoxZ3GCcdJkknEMJRlGScDCbxohEUmMD8EOk4+ocI3xHAJAmMIkXvtURzCpI5SDQLCflKvBld8ScW+Gom/UKSfKKADwzwmST5hJN8wvwQ6SeS9BPlTz7SpB9p0o8M6UeG5CtB/JYg+mgoFP3z5Oj3myQWi0MzocAUyDcO8oqA3AMhz2DN4Ci7iEjztGSzvCzzRWmw1CT1mCj9sFBsVKxRQpZVdo37yq1lm/a2nr11dfjNR55QsnDAxdTsfN/Q0PlrZ9ZuzsjJw8cmKIdEyIbHyJZX+zdvLt24s7aiIS48TT8uA1VY6VO6LHbJ0risIjY71ood5RgV5+HvZ+blxnBzJDs7k5ycEJ4e2EA/eqgvMzHSbklBtJe3nZq6lqkpOiHFOinDMTyW6eOHdbRDmNC0TUgILJ5kTqO72Lu42LtU21gUWTFj7I1CzUkpTqzyUMfaBL/axICKmKCiMK/m1ICacJeWRO918V4VQXZVwU7NCX5N0W41wXbVQfYrQh2XBdjUBNvXhTnWhNgtC7KpCbatCbatDratCbErCbT3Z1CsUVgjAxQTiSUQqQYGSCQKT8OS/KjMaJZpIJURRGUGUhhBVJYDgWqGJTniqW4khhuFFW5sEW9mGWlsHsQ0c2NZeLMsfKisMDorxcwqxsTCi8qyxJLs8ZRghkmcqfnBllbJrOK/+7D+OZA+tzA+IC/lyovm5QU8eYFAQQIQzzst3bx0NCAoDwm/72A8QMO9pmA4SP1uBr3bP/CJnd0VRdkrSPjzvIxX508IPo0DqVgiATwhGL/X0V5bv8vP+w86/oqp0aCN4wsm4wUB8YqM7sdhxrG0PguztWgcFoI8/X2HRyaACGzYsEFTR1FOTiY0NHiht/KzRuxCCvO3P1g4Qfr06VMIhIGsLOTp6tbz9LlUKq1vXgvJQ2H6GreMjSeZRuM0CoeA6yThu0N8Zl7084Bolsfnvf0qApKvgk+ivucTO3Y+DXJ6ZKByTx46py5/3Z/9pfOJVPyN//T2I3+zHmXYewrpNZnwlEnYRsXQ5eWRGNW9e7ASwOJLIREPAnxIsrCX1/zPaxn/Z3HIAi4k4UILQYcUyIglamKpEpDKAamaFKhJgYJYrCgGSj9EBBR/jFQGSCGpFJoRQ9/mZGc/yQs+yQK+klgECaSac1IlIVCUAk2RWI0nluWLFYQS9R8D5P4ZhQUEQBZdRiItAAAgAElEQVQIFaVcWb7on3cA+2vyGZmpFpahFJgs6xMDeUdAnqFyQbGU+GSrzHTLvGyj7HSt9GSN2Cj9cDYuJsE0Mcdq6frM5p3rWvdu/OP6laHXn2a5Ir5A8nV6vm947OLN62ta82OSdbwCILdAyMUPSs832nVw+6Vr1+51PLrRce/45V8Pnd537PTxHXu2NLc2LW+oTs+PyC5MyysqSEiJjIz29/a3cvGiuHrhfPzwYaHMhGir0qLEdWvqly6rUNfS1NTQpTMIsfGOmTmewWyys5OhGUvNjIa0d3S1NzYxMzKzN7NqtjRZxaLWulhke1kU+lktDXdZFuVREORUHhO4Ii26Ic5zXUpAXZTbpmTfhmjX6hCHqmDHmhCnCj+rMh+Lcl/Lyv/F21lGV3VtfX/HIcT12N5ny9l7H9e4u7u7Bw0aXAuU4hTXlgLFaSilLb0tBQoFikNC3A2HeE5ydL8f0nKpPc/b+3LfjP+HjDUy8mGdOX5nrrXm/M8Il0VRrsviPJbFeSyJcZ8X4bIg0mVJjPuyeM+pYa4yFkvkDLoyYYIOIijBwQUohkpQNE0gSReIonBuIk8YinDCCYEMxBQg6o1yQ3B+JE+SJnFJlbokCWW+Ihc/qUeSUFookWVJ5MliRSghdIEJVxiPJkXRPEmG3DXPz0/z9zf2/wM4fv39N3BolcYapTE1ClBDVpSGf+6sKw7aoIYmW3CbWheynYM9xZBOGLppbX+LzWnOSBu+UNHX06GlKBWl0bx5/fT2g/aHNU/rmpsuXGo5fqbnwrcvb/0yWl3bXXHy+yj/q3SbRiFWQyDdIvIHLi9svKmBEXDg4OeUmrp//75MxjMyMgAA4MSJY2MsUKlUf+nu85YX78bkqGrQz9fTysoCMADWrv6QUuuqKh8K3KQQAOyGwC6S+4SDN3GxOtT5JodemRTZfeWmTqvWqdRP7lTev3jxRXcrpR7Rj6p7appe7NtbE+593dKkwsDgWlKi+uuKxk0bLsvgepDWCCPtPMFZKeJrbW0GAKvn8F+/kmj01kNDgG7IhFIaa/oBamSCfmj8PwfHv88p+qF/g4PSGVCUiY4CKD1A6cdRlKGWAjR6A7UO+EtpqT9KRxnoKANKbUzpjCjKeIQaP6i20vRaUj3jqBEzSg3odMCwBqAogKJMqbGhB3oDSgv8tTSGlMaQ0hr8XoCWMqG046lBU93oX5Wcj31m2XlIRiEttcgxNndcRBoQkgiEJpmm5LDzCsnCfMfS/HGTi21yM52SEuG0LFHJ7MDV2xftPbL/SMWpaw+qWp/1dT/v63reU9nQ9NWP/1q9fWJinoV/FOATaeAZYeAdDpQtjjz33ddVNQ1Pnr150TPQ+uRlbWvHw5qmy9evn/7q7KfHP/94/84N23YsWbFiwfLFU2dOzy7KiEp19Ytgh0bDiQlEcZ7Xhyvn79qxY++ePUFRYabjxpmb2zCZjglJHikZkqBg2MsD8nAVpKRkEhwOjOB0JmTpxEQwbgKPn+ghmRntuSDBZ06s97Qon7lpEVnBXsmegq3FsUtTAncWxewuil6T4jsrVF7oLZzkL5keKJkWIJrsJ5oeKJkf7rIk1nNJjMfCKLclMe4r4j1XJftMCffwhBAvJuLJQjjOTAYLgVhskGEt4jBTBbJEgszj8pJwMhjmhBECOQtVQJgfxoviipKEsjSJS4JIFiqQ+YndEoTSfLG0xNUrQ+YeyBV5Yzw3mAjF+ZE8sSvKy3D1LPT0pnon/OfgeGdFqzTWjRhRr80pyqr3tWhxmWC8sUGwtXGFBGsS81tQsAVzuEcbf8/NVXflmobSjehUfUODTy5f/Xbe/MpPP1O2PVFS1ABF6SnNsF6jpShKR2mp0da9myrZ7Da6Uy3ObCUYVRLuQoRmbQjk5hW9ed0/ONhfPmOqoSFgaAgsXbpYpRp5Wwz25/vRP6yMxWRLc52xCQAYAARB/HzlJ0pHHdy/z8gQCLMx/U7Kfy7itvLgehJ8zgWfshntBO9ObHTnic91KmX/YE/1xW/+tWblT7v3jNl8KamRvurHL/YduZFT/JXC5baL+LG74C4HqsEc6zl4pZtsNuQEGJgFBju03XSlKEI7Mo5SGWn7DaihcbqeCdSQ9X90VPntnDIM6N9mHAPm/W30kU6cekpS3YS+Q6DrJlVPoZFOUtOJ/6W0XcS70nWTY+rvgtUdHN0TTN1LVw2O1w8B1BCgGga0rxmql2x1D6TrYWuf49oXsP41S99DUr3I/yb2uxodYFB9LO0rx5FBq78Ax5gvW16uIiePzC7gpOcz4rPMwpKAoDggOBaIigfS0oGCXNPifKu8TMeURDg1k5y+KGXdzlUHjh08/fWFa/erHzxuraptu1tVf/aHbxdvzIzONPGLAjwjALdQwDUEcI8Elmwuvvnw8aveIZVap9HqR9W63oHRZy8H2rp77le3/HD9+rnvLx6vOL9559aVH26YMXd6VmFyZklccBwaEMaMimTnZsi3bl1z4njFmVNfnjz9ZeGUfAQBLS3trKysQZCJIRgbYuM44eXlC9IZTBbMYEIgC2YjuCMLcaSxSBT1FpI+IlKIISCNZmVlI4XAZSlBH2aFf5DstzLBe364osxfONlPNDVAUhYomeIvmuQnLguSzQlzWRDptijKbUm0+4oErw9TfFen+M1PCvbjkHJnliedJXBmstiknyvfS8riIHZBODcAxsJxXhiERGJcfw5PzkJd2Hgwhx/NE6eK5BkSRaxAGiaQJwokOQJRgcIjS+EZJ5AFEEJPjOeF8RJ44lieRIHyklw8ywKDqb5//Bz7d9KOmIwMAhotoKeYtQ+8I6NgEwNgIot+x03YQILdhE0TaPITBr08fWbkxVPl3Rs3Fi066RV6qbjs+b27lJ7SDI+8rHvcfenCk9sXX/98ZeDiT/03r7Rt/OCxVFAH0etR5wbcqVmOH+LDrsYAyoK+/u5fOp3mxo+XeDwSAAAOB/3+++/e2pH+mRp/vN3Q63U63bxZ0yfYmAMGwOzpMwb6+p+8fJqREEsHgNUgrVIh7eIiDTxGNZ9ZzXF+4GjzyMr6OmD4Iwq3blo5+rRRrxvtvHztu4lll9JTH63fNtTcrNfqKJ12oPVx7cJZP1hYPrCa0ESwO7hEq1y+j8uQGow3YhodPSvQaoWU1kg7bEYprbS9ADUIUEpTatjsf3g9+V/BoR8Cfs04BsfpBiyr9lg+LLdonuHYMs+pfp5z83y7hrkWtfOcmv9GjeUOjeUOTXMd/6DHsxwrJztWL6W9uoTo+m0pPUBpTDU9Fl0Vjo/XWrespTVssK9Z51C/2qJ5nVXdBlrdGsd/pPZ1UNMap9ZP7Pqrf185+vYb4OnTp1Mmxpbke+fliFPSofhUu4gko5AEwD8K8A4FwmOA1FSjnEyLzFSHxFhGVr5s5aZFew998snRw4dOnjz11Vfnv/v+2x8unjz/ZfmaVN8EwCsa8I4F/JOMQ1It/WKMY3MY2w9vqWxsHRoZ61PQ6fV6tUbfOzjS3t1T09xV2dD+oLb14tXbp7/+ZvOunbMWTZsxb8qS1Uunzc3NLvLLynGfWBq1ecvKUye/OXr49PGj57bv3lxaGh0f6+0fIHD1gOSuNA9vJ3cvUMghQDqDyYQYdJANczCMZNBBFpNNo7MtbZ3tHZl2DnR7B7qDnaMnA0xzE67MCCkPVxR6kFmueLoczVRghZ7kZD9Bqa9wWqBsRojLrGB5eZhiQaTbsjivD1P81mcEfZjq/2FuTLqHi48T3Y/FFtCYLDaZEiqO9UVgtrUIQQIIkR9G+rPYyVyRD0LKWYg7TIQSwni+NFPikiiUhfNlEVxRlkBcqPDIUXimiBUxPEkAIfTCBcE4P14gi+FJQnFBpovnjMBgSvXPn2P/Dhz9RrpRQDUKDOvNKIp3+qTE2g5gmUw4xEEbXWXdXFYDx/YSw/ZWROiTheXXw4MrgHHfBUUr71ZRFEVpB2tPf/pVVOjPPNltb9H3rtzrCvF9T/cHClktn9vAhbtYzg0ks1nEuu/Kn0dn2QBA0czJAyODA2/6k5LjzMYZGRoCmzdv1GrVOp3mL69I34Lj3ZgcZwQYW44zt7I8f6JCo1J/8eN5ZwvTkAl2Z3GwWSzphKF2xLmBw7zFw2+KRQ845IMJtvcBg68B4G5m5qvbdyi9Ttdc8+PM0pMsdoVfSN3HO4YbarUvmpqWL6hB4G5Hy04e0U2KzsvxRAdbe8CoaLbDSyWhppw0I4Cm31j9ZpxuwFg/AFAjADUMUMq/dvT6vwLHoIF+aCzdsND129+aOOEbB+A6YH7L3uIKbdxth/E3rA1/crT82dH8L3XVftxV+3HXHMb/QfedLX40NfyeMO7ez9YN0jQUQI2Yq1poDyZannMEfrG1ucwy+wEzvUwDbkFml6DxVyDDv9Rl0OBXsYwus4wus0zGdMPO6ksL4IdQ4NV3vy8AG+t01uv1jx49mlgQl5fkmZ+uyEzjJyVBEbHmQdGAXxQg8wX8QoD0tHGFuTa5GU6JcYzp5Vkf79zx6ZFDnxz7fO/nh3cd/GTvZwd2fLJj2ZbpWbPE+XM95qxJ/2DH9A37V36wZeGk2VGzliSf+earhvbuEbX2rfesRqfvHRpt6npR3dze1t3b+bSvruXprcr6E998uW7n2m379m/bvWvLth1bd29fvW7lwkVzP1q3eseOXTu279yxfe/qNcvzc0NzMgKKSoIKJ/mn5ohjkpHwWFjOYzHoLBoLdqaDHJyHogSdBrLZGJMFQxDm7MSws3G0tXWg2TlGYhwvkDEz2nNVit+cMNm0AEmxN7/Ag8xzJ/I9yGJv/rQAyexQxZwwl3nhbotjPFenBKzLCNqYFbw+M3hTfvTyvOQwDh7ChMR0FhvhlqWKpiXiMNvahcdO4MtDUI4fiMbzJR5sXMZCvFFuCCGIEciypC4JAmkwKQpE8CSxIs/NJ1XikiiURfGlPqTIAxeEkqJkkSICF0STokyFZ4GXL6X+x0eVv9DYC8sbI6rHVK+xGh4GtGqT/hfCeaU0wMA8w8HxnFTSIhHXEFgDgXax6NWW5mcB4GKsT8+tS8M6itJRry98cS3I9YqZyX1zuyor4I6zUS3DqtLJtprB7CC51Tx2A+7cQkCtfHoTH/0E5rIAgOclvVv9UKuhtm7bZGNrAQBAcXGhWj06lnT8DzY/78akKQAAZkYBYWGdNc0DAwMTl860BICpEP+BCOsUiLoITj1kdwNxvlWQ3rZvc/NHi+5OiXkY6XcbIisAyy/F8ubjn4wMvepVqZ8f2X+Iz91tYnglxPXJgokPQ3zvg2ALgXYR/AacM4ewcAAspULkynWeirKi+sz0SmtKaaIbBqhhE12fhabXTNMHUCP/8R2HsX7QQD9ooBsy0fVba3sd61Y530SsOq3ITg7xGGd0YXAXCDXhnAYM/ks1cpBGDtKEo39Qo4i870T7RWjZfxCihi2HKUCvHT/SwaqdbH3N0vSVnayFjdRwGe0gvQ/nNnM4HRj+l2rH2O0Y0o4h7SjajnLaEaIdIdoRbifIueFkezfVevgO/XfgGGN8f39/fn5+eooiPVaal+SenSBJjMbCI+zi0rCsEt+kAmFM4oSsNIvSfIf8DKf0VHLR8rmfHD587Mzpo2e/2Hxg8wc7yj8+vHbvyV17T+48cu7YV5cu/vjLrZuPqq/+cr/iq/Mf71j38d7VP/1y+9mrAY1W/+ubrZ4aUWufvul93Npa1dT55FXf6z7l615l+7OeOzU1//r52lc/XDp5tmL/Z58cPPL5nv0HVq5atmLl0nUbNn3wweoVK1aXTctITVKkJrnn5fpPmhIzcVpkdpFbfCoe6Qt7clgShjOHTmexMQdn0Nae5kxnO9NAOo1pZWljY+PgYO8kZzKLFZI0Ls6l2ae6kqV+oimBklJfQb4Hme9BFnlxi7y4U/yEs0Pki2M8l8Z5r0zyW5cRsjk3bGte+LaCyK2F0TvKsjODfQlLG7ado5DPXT9Zmh7MZjBsXYSMaFISAMGhKBnFFStYqBzE/Dn8YEIYzZemiBXRPLE/SsQKZBmu3mkKj1SJa4xQHsAVexFCb1wQyZNmiBVhKDeCJ0mTu2e5e1MD1v9RsP6F9MOAbtCUUgOqYWB02FRHgdduCiR8Q76h+UdiUaVA1Ikjj7nOXRjtrr3td2F+XT/9ODZgse/mD7cTQq/ajKsnndtJ+0aJfTvq1E0QTRjeiiJ1bMd6jv0TPr0Zg5o5jA4O/D2OJThaWpsb79ixS6kcfVR5z8/Px8AAYLPBixcv/mW6MbY4Vhv2bkyOM51gbASs37SaojT37z4SS0VSE+A4V9jOEzfhSAfKuGvveMk7uLXiHDU8SA0PDgw8HWiufPnDucZtGy7n556Ojr/28aaBvg4tNTR4/97VlKzvzC0eOThWoXgljjWiTjVy0Uku6e8wwdoC2LQOHxlgUcNGoxrz97Xn1OC/p1tQQ4b6YWOd0kw7Ytb1CeuGaFytpeM93LEJBWs5cCuJNOHIvx16fq9GHHqrd9ebCbSKQXsgdHx5hKUZsdZqAZ3OZLDLtm6K3X0r+0aM2Uqy6wlWMwdt4oEtv/fyeFf1GKOJAMea6MaMC5sIsIXLroOYDx3AhmkOg0/+VDmq0+levHhhaGg4a372h2uWzJ83LSPOM9IXjo0R5BZGTy3LmLeguGxWWH6O88R854JMWna2Yv3WjRXnLl66evfKL4+Onf/is4oj53787srtu3ce1z9u6mjqfNb1oudl71B718vbdyvPnK04efbYvcranv4Rne7Xc4pOr1eqNF0vXlY2N1Q1t3Y8fzOg1Iyo9INK9et+ZfuznpqWzvu1LdfvP7xw+fLJinM79+xduHj+zFnFpaVx2Rm+MeFoRAg7OUlakB80ZUrkzFkp5Quyiyf65/nzyoJlk30FM0Pk+UGKBC9ZdrCnr1yMwug4cysHOwcHOweSRo/jkn4IEs7BXegM+wkWHggj1YUo8OIVePNSFZwkCZIqx7JcOZN8+QujXFcl+63NCN6cG/5xfuSOwqh9E+P2TozbPSlx/cQMEZPpYGktFXDchLTxE2ydnRwVIqdwDj8YgqNwfhAukLIQGRsPJkUBpCicJ4kVyGJIQTJfnOvqnePqnaPwSJe4RPMkvoTQnRD5EaIEkSJZ7OqPkjF8aZ6LR76bp37gHz/H/q2UBtSIhXYEUCsBSmuu1Vq9eOOydAliAwAxDOuLYvIFwW/l4s0M2wd0m7a5U6mRgRG9knpcWZ2UdMPY7KUz2MFHG7gOTxDHDtC2EbOvgqwfOVpctzW/DTnXsdn1fKyJALtRuJovWMJiOABAQlpKc/fT4eHB8vLZY8MiV6xY8ds31l9XgL11OR6LSSvzCTiBXLtxmaKo7bv3GRkCMdYW34ukdXyiQ4g1o05XWM4P5s/p73nyhtL09vc972p/1dWhGh3UUSO6gZ6hmsbWK790PKodGBwdHdaqW5sa1y39AWO10uHnMNpB0m4pRPOZNBgwiAi0rK7x0ekhathIo3xPG/734Hh9Hr7tY9XgANbzkVaMVUMgrSTSykP/V3D8Yf19gWPM4vTP4GiG2Q9YtLbl9soe69+BYyxj/OKLLwAA2PnJvsNHju3es3962cRwH050lEvxxKzpZelzZ6UtXpg6a7qkrBQsymYWFfmv3fTxiTNfXbv56Jf71Xeq6x/WtzZ2POt60ffizdCb/pH+IfWISqvRUkPDmpa2FxevXP3m4rc1DW39Qyqd7u2IUZ1Wpx9WabtfvW579vxF7+DgiEajpTRavVqrH1Hp+oZGX/crn/UMPWpo/e7ytcPHz8xbPDUx1i0pRhodioQHsoL8HaIimVnZbpMmRc2Znb542cTphZFzwhTLE31Wp/pvK4j8dGriFwvzzq+Y9PWqss2T00uiA0oi/aIJJBxDI3COH4y6seBIDi5ngLitA2pvHSOG8714WW5kohSLFcGxInaqHCny4s4NV6xK9lufGbIpN2JbYczeifH7JsXvmxj32Yz04hAvZxtrFgsaP8HO1tbRzs7RmebkzSFDQXYMKfJCSTETcUe5oVyxLy4II0XRBD+JK8xQeOS6eme5eGXK3OIF0mBSGIjzAzm8EA4vRaRIELv6o2QEV5Tr6lno5vG/ez3832vstm8I0CkBatRkeAjQU9i9BxIP6QRbY2AtSrSK8A4h3kxHfrG2ri6I7Glu1L5sfzhj8jcTjO9bmLTZO1XZWF03By4Zjv+JZn0eNf+WtH7sr2hJj2nKjL4hQB5i7BYu8oxEn0ulZ3g8jwmmDJh16dpNnU5z+PBnDg52AABwOJyxkPtzNcfbV5V3Y3KCkUFsQuTLl88HBoZSCwvNAWAFB7knFDcirA6U1gY6VHLxFxs+okZ6RyjdsHK0t7Kh9ot/Xd326eV9h+qu/jzY/Uw5NKyiKEo/qqE06pGe+r2bvkXALgbnKYvbJpQcE/NlJqZ0M6NPt2H9SmhUbaMaMtb/ySv0/0Gmv54T34JjxEQ7YqZ8wL6fbPPYidVGcFpQZhUGNWDsNhL8p+BoIbE/gEOvN30XHC0E9E/B0UT8OtKliQCbQfSuyOb5ISeVasIfMw6KombPnm1oaHj0zBenT39x/ETFsg9WBPmRvj5wfkn67FmTFy0oXrogYf5MWVkpOyeVlZPtPX/Z/ONnz1+6dr+yvrXzed/r/pFBpWZUrVNpdCqtXqXV6/Q6nV4/rNQ0tz+7ePXSxZ8uNbc9HVZqfmWGXqfX6Sm9TqenlCrN0Ih6WKUd0ehUWr1aq9fq9Dq9XqfXq7W6AaWmofXp95d/Onz8zMw56amxHllJ3kkxksgw2N/X3MMdCA62zM/3nT0rc9b09JmxHh+l+q/PDNqWH35wWtLpBXnfrJx0YU3Z1x+WVSyffGR+0ZRI30gOFk/i7hDbHUT8IcQPgr0hxBtEWZY2qJ2tL4eZ68mfHCCZFCgt8BHmeJCFPvypAaLZobJFMe4rUwI250fvKo3fPznh06mJh8qSd5bEefBhBottb+dobWVnY2NnbevowiFDITieK3Jlc0QsxI/DDySEAbggjBAkErwsiUu+m3eeq3eGzC1JJIvniQNJUQBKhLGgeBhJEcrihfIgjBdOCLJcvDIVbup/3h37d9IPmGoHzKgRA2oY0PYajvQCKpWJUsVZv0YIGAHBE5wuyNAaAasbF1XRwF+k7Pp5BS3lpefHW5wHgO9I6JrC81Zkys2iorr5K1vWftR5/MCraz++qql7+aSz58bPV5MyrzHotSCjgwBbJMRVqaCI6WhlAny4ZsPw8GBTU0NERJihoSGTybx79+4fSEH9Ztjz55h0tjHfsXc7pacuX/nZgc3kmxmdkUia+dx2AdooAusFzFoBpzI8vG79mpf3ruuHnlN66nlnZ/2Vi1dXrrwQl3oxLO7mpNKuz3a+/uZrqrO978rF++npD5wcnkHObRx2h0w2lc42BoDkGOhZm8sIZaJWjVP2G/wnHij/S97xm4aMKaWJbsRE95xZv8DpJt2uFYTbUFYVB6zhQO0E438Ax1+u/yU4hrrt/h4cf60/g2NsPsNDR9q9KJuB63QV9SfP0YcPH9LpdCMjo9Nfn//62+/Pnf9x0cql3t6QtycjMBzKLw2fNTN+9jSv2ZPxsiI4MwlKTRLPWjjts9MVPz943Pqsp29IParR6/R6jV6v0lEjGv2oVq/W6TVafW//SG1jx/dXfrj887WW9udDSrV+LOHQ6XXvTCf+DRP6Ua1uRKPT6Mb+SqfX65WjutbOlxev3Nhz4JPS0pikKLeUaHlCpCgqDPPxMPF2BTwVQFiQZUGB39TUgA8SvDfnhG7NC9tTEn10dvr5FaUXVk/99sOyc6umHV1YvGViSrRMEMUh/BFUymT7wRxPOktBB6UMyI0OyRzpPAc6y8Iac7AJ5EJ5PqLyGK/yGK/pYfKZIbIFUW6LYz1XJvttyArdXhRzYHLi0ZnpJ+ZkHJuVviYnEoMRK2t7SwtrWxsHW3snOYSEgrAfxhOBqATEAjkCP1IUxOHH4mSmWF7o6lXk7pel8IwXySL5kiiuKAAXunF4PhgvlBQniRTxfEkwxg0hBNkuXhlyd+3Ie3uOHXO7pFSm1JCxvs9MPwCM9AMURb/2i6enl4ETACwBwSoJ/wkfqYHpDRzeVZn0Um7+gxmL67dvvVext+vS+YH7v2hetIyqNBSlpqhRvU4zMKLroShK3/vi1Ke3BEQlzakVYzRI4EcK/iaMzQYAn5CwtrY2iqKWL19uYGBgZWU1Y0bZ6KhSrR79g5vx2JX5H2LSRcK7//AORVEfrd1oBADpTnbXhIInXLQVhx+T9GoerZnDuufg8LWj08XQwPrl5S2XrlFveiitkurpbv7m5OU5pRcC3Y85Wn7BhB4mJVSnxv9MgC2ofRth+0AMnSMRmZEVYAQcOiSmdJwhnbF2EKA0Fn83D+U/2fN3i/HeAQelcX5+nHVZYlbn5NxJwg1cuIGLtnNZf2cm/Hd6C45Xn4N/B446nPkWHH/rcv42xfjttFKPMWoR2lXHCTWz7UfbGaP6P02rP3TokLGxMQAAR7/8ouLrb05UfDW5PN/LxzYgzMk31D440j4zEyzOZk7JZ03JZ2clQxlpXsWTMtZtX/PjL7daul8PKjVaHaXV6Uc0umGVbnBEPaBUKdW6/qHR7qevH1TWfXvxu3/9+GN1bVNP//Cv2YRurKWFUmv1ut9YotPrNTr9sFo7otFqxjIWPTU8qmlsf/blt98tXDItJoIbFSiMC5Ulx7jFRYn8PMYFeRoEugM+LkB8qP3COJ+NmcHb8yP2FEcfmJxwojzz/PKSb1dP+2rl1DNLSw/NzV+aEeGHIck8rjfEjiWIFBz3dKKLnUERHfKig65OdCkN9HRmkfY00MYBsrWJc+GuzQlbnRG8MsXvwzT/j9IC1qYFbMoK3l4QdWBy4ucz00+VZx2fnX5ybvN/xlgAACAASURBVM7MxBAbO0cba3srSxsaDfSDOf4stgziECzMFcL9SbGHQJ6E4XlCcaGrZ767T7aLV4LYJYwrDuOKgwiBJ8p1xYXuQoWn0DVO4hrHE/kiRDghzHf1Spe7Ucr/7Cb/rzRspBsyokbNNL1G1KC5rs9Y3Q9QlNULtXTjR5CTKRBpYXtZImgmWdUE+xGdeUsqef71l1S/khrWjM2RHlbrB/qVqtZnL67fe3z22+qvL/fWPdFrKWpE2fft9w+8xI/Y9HYcauOx2iXk1yQRaW05nmZ7+fJliqJOnjxpa2trYmJka2s9MND3dkzku/h4C463MZmSHPe0+8mbnr6UtFTQAFgFsar4ZDfObIWYrRirmwd3IrRukNbBZDywsblhZXPNR1a/dPazq/8a6H2poShqVNX/8837S1f/ECy54GDy0N6sFrVtEDk2iFk/e8gWMSBnwDQuybnzqUytGq9SWap7AWrQRKd8b5ej+mHD38r/Tamx7gGlCaU0ovRWgw+YV9OMHzhZtXCQFi67nkRaCei/B45GLuv/EhxjE6HqUHo12+knoXH3Iaam31Gj+dN4hI0bNwIAYGNjs+vwrv1H9m3evSVrYqhviEVQjHVQvGVAzITIGMuMZPu8NOecZHpSND09zbuoNGXNlpXn/vXDo/qmV73DIyrdoHK0b1jZN6zsHRx+3Tfwpn+o+/mrx3UNl69ePXX2xBdfnrpfWfm6b1Cjo8aYoNFSgyPqV/1DPQNKpUqr1ui0Or1ao+8fUvYODg+NakbVOpVa/6p36Paj6t2fbikpjstICslMDEqL9cxNDU6M5ob7TYgKMIjyAaL8gIlh3PXpIVtyQrcXRO4tiTk8PaViQe5Xy0q+WjG5YtnEYwsL987ILg5yUzAgfxgNhVkKFuTJgCKZoJTBljHYHjSW3JHuRmN60kEZDRLRQZ4TE7F3yPASflwYtbM4ekNW8EdpAevTA7Zkh+wqivp0SuLRWRknyrNOz885PifzWHlOrKds3AQrW3snPswJhjn+EKZgE1wW5s7GPQXyAJwXyILCeOJCV+88hXuaSB7NE4dyxcGEMBAXeGI8F5TnTUpChS4xIpdAXOCLENGkMEPunix1pQbf27ffmG2EfshM029MDRprewFNv7FGNU5N2T+6IQjwMKcBwCY++7GY30jwHjAsfuQLGk4cVA++edPVMfS0SzPYP/ys+/7WXd/FeZ4Jdvu+fFrVT9+80r4eoPqfX7v6oHDuQy77PspoxtktkFMnid7mCWYymcYAsGnTFr2eqq2tDQkJMTQETE2NX758rtdr/0AN6p1Bs29jct3m9ZRKd/POXRhjeZkAx1G4gY+34PQWCecxTK/lMBr5zEYBo5nLaEGZbWzori3wk5PZJR5ZP2XWy7MX3nR16ymKGtYPtNx6lBNf6WjxhGQ24c6dUs45IRlgADiYAnt2MZQahn7YWNtnrBk2oIZNKeX7eAIfMqaGjLXKMXCY/gYO07GeF9WomfqNfc1Gm3tsq2oIbMdZtTjYyIH/ETWaSei/B45ahFYFOjzKsBi+y1arxlGq32ccTU1NcrkcAACCINbv/HDz7k3L1i+Mz+eGJliEJloExpn6xxgHRJhFRpnHR9vEhjlEBTpGhyO5RREr1i8+UnH02p07TZ3PX/T0v+wdeNXX/2Zg6GVP//M3PU9ev6ltbb1y/aczZ0/tO7Dl6MlPbz948PxN34haq9Xp1Rrdq96++vame7WVjxoamrueP3vd/7pv+MWb/u7nr5+/7usZGB5Qqnv6Rxpau7754dsNm9ZMm1g0uSBzalHmlMK4kuzArARhahQrLdI8ORjIC7NdlRK8LS9iR37k9oLI/ZMSTs3N+nJJ0bnlpRVLS08sKjw4J3djcWKYmOvDRsNRzBMEpSw2z4Hm7sxyZSFyJtvdmSlxpAUywTAWW+LMFNGYYgYoZrAJJ9qkEMXHeeFb8yO35IZ9nBO6LTdsb0n0wSmJR2eln5yXe2pezsnyzOOzM3dPTuEjkKOtszebE84hw1DCHSZEIOaFcj0JURATlDJhF4yfKnZJEMrj+ZIIniSEFAXiAh+U54JyXRBuGCFMFLnECeVBHF4oSgbhgkiRS7RIoe9/f5WjfYC230g9aEapzKlhgBo11g6b6rXjKY2ZpodYtIQLGJgkOjtel3Ke8/ltJPMx17kqzv/FzKk3UlMuTJzy5u49auDN96tW7FPgjRvXUs+eqvRq9ZPOtn0fXw5xveJs3kRzeMyFGoVYG5vxhI9XiUXrYQ4dAFJT07u6ngwODk6aNMnQEDA3H7d69UqtbvRdcLxr0vFuTF7+5SY1Qq3bssXAGMin2d2QSOtxuIXHrMKdm0moGQc7hEiTgFWDOTZw4To+0U5yqhFGFcv2oYPldZz9S2lG+4Xjo88bhtobameXfmdt2MVhPUGwDqnbCgQ1NTEI90BqHuAqyooaMKJ6gaEhQDdgTI2+t4zj78AxqjShKNtX3yJVQoeHTFYXCdXiYCOB/yNqvAXHQ5HTH8BRO9n2b8DB/BuBfwZHJcu+c4kT9QRVaYE/guPgwU+MjAxMTIySkxNXbZ7/4cfLJy6Kicy2jswyC0019o83Cogz9g83CQg1DQmeEOhlGehh7+/pEBbBzC/zXrt76fGvjl+5c62qsaGpvav7xcuXvf0vevpe9PR1v3r9qL766x++3PfJxo2byz89vOPStUt1zY0v3rwZGB7t6R9qaGm59POlE+cPfXZ6a8WFY1fv3rhXXXOvqupRbW11S1PLk+6nL3s7nry586j6zNlzGzeunVaSN2tq6aLymcsXTF40O3d6ceDEDH5R8viscOM50W5bcyN2FUbtLoreXhD1WVnq2UX5Xy4t/mJJ8cmFhYfLc/ZMS5ufHBIn5GaKhAoW7A4h7hAqc2K60EAfNiZnsN2cmIQD3YPBjgBhKYMtZbLlDEjBhMQ0thcOz4vz3pAVsqckek9x1O6iyH2lMQenJByZkXqiPOvk3NyT5VnHZqWfLM9ekRFG0JkuIBZGCMJRwotNSECOP8rzZnN8IUwGYgGEKEUkTxTKE4XyaJ4kjBQFYTwfhJSxCXeEjOBK4kWKcK4onMOL4PCCcEG4UBEskOlH3vdF3b+z6N/6aHXOSsro9g8CUmBKmADHIWGTWP4EQRtI+n2m8yOQdg8AzliNv7FpDTU42NXa2H33weibfv3o6MC92zVzZ/xEsu87WXXAzlUCWh3BesyFG3FGA+5UK0DO8/l+RoAjRF775SqlGz18+HMjwMzK1BgTwKOD/x7p+IcGlndjsv1lZ9/gaGH2JDsA+Ah0bhUQjXywhUCbSacmgtnOJTo5RDMGN5JwKwY9heAuAm3ns+sIhwbYqplpd4/mfEMqr8zMqiorqAx0a6Mx21C4kYdc57uk2LFMDIEta+DhEf7oyHj9kBk1CFCj1tSQ6X9vz/8tlZlKY6fqQRuWW9xzmtDIRGsErHqSXcNhNHLoHQS7neQ04JxqHK3FwVoO7e/A0cTFHjGcH4mdXxxm6lS2ajWg15sOddnWTXW8M8HmN3DQm3CkjmS0EHATwf5tvNO/kdFEsJtwWgPbvoVk1XLZLTjeymLcBY0fBVu+eMCkBlFKPU4z9Pvu2A0b1gEAMGHC+MWLF85fVThzeWbmNGlMvkVkrmlwuqFfgqF/jLF/pLFviImXj7mnq6WnzN7bxT4oiB6VApaWhyxZV7D3+PrzP3xz6fql+48r61u6WjqfdT5909jWdePWzYqvTm/bufKDVXnbdy89d+HM7ft3m9o6Op6+bOrovP3w/rnvz+46/MH6rTO37Ji5+9DSzyt2nv7m4NkLJ7/+seLnO9fvPqy6++DxtZv3Tpw5vXbtilllU5csXLL6gwUrF05cs3jGsvKUmYXiklTLgiBiTVrojoLIXUXRe0pidxfHfj4z7eySoi+XlZ5ZUnJsft6BGelbSpNmRPoUykTuECphsPk0lowJe9LAABbbHUJFTkyRgzOfDgmdWG4MthsdlDBhGROWMthyJsKjM0tC3FakBm7KDtlXGr23NGpvSdTBKfFHpqcenZV+cm7umQX5p+dlH5+dcWRm+vRIHzmIhhICbwiVsRAJC/NESC8I8wRRBYhGcsXxQnmCSJEgkMVwxcG4wAchXUBMykTcYSJOIE8QyCJwXhTOj+SQSUJpisQlUiij/n4E5PsCh3bYTK03e9kuTc9ydgSAZTT4plz6RIS1I/QGlFXPsq82BiqMTH+Zt0jz7LmKGtVQak1vV+PR/Zcjwq47shrtaa0I8zHXuZZHb8RZtVykmWC2ELQ2MXFTpsi2swAAsz0H91B69fUbv+Ac3jgAMDQD+t/0UO80wr4Ljndjsl/ZV1nd4ObqTRgbHSSxNiHZTLJaCLRJADURYCMCNSKseozWyGe2ipFGEm7moG0Y0kminQKsjgc9RGhVDFqjM/M2B3rEgVs5eJuYqBIxdmBs2NBQio//13m+Vs9WjRhTShPdAEANmukH/mJ04/vX8DjVqJl2xLHnK8Yjf/OH9rYtBFrPRxqFSAOPVUvQ60mwiY82knADh96AO79vcIDvUANsIthtPLwJZTfwGPUiZgfOqbWn35aaPVuLDXXaUUO21CgwOvh7cMycOd3AAGAy6cePH50yP3zi3ICMyWByiUVCybjIPOOAFMAnysAv0jAg0szTx9xFbuUidnCVOHr7MmPTZIVTA6fNj1y5Zca+I3uPVhz/7sr1a3crbz54/KCm7dqtO19fuHDs1Il1mxfPnR+9Yk36wVNbv7l8/qfbP/105+o3P3312Rc71u0uXvRRzPod03cdWL5979xNO4s37ijZuL1476EVZ785e+GH789/+23F+fPbd22aP2f6/Hnlc+cWzZqcuqgs98OF5cvK0+cUyAvC+HMifbfmhu0qjN5bEru7JPbTKYnHZmWcXpBfsaz01KLCw3Oy9kxNXZMfOzXAJYbAA1COLxtVMEEPEHGhsfxYoIgBi50YQmemC4S5M9g+LMSNxpSwEFcW7MaCXUCEdAbDhMTGwugP0wO35YftLo7YUxy5f2LMobLkY7MzTs3NPbOg4Mz8vFNzc47OSt8/OTHP19UHJt1BxIWFyFmoG4R5QpgniPqh3Gi+NEEoTxK7xAmkIbjAEyEFLJRHZysY7DAOP1WkiCUFERgZhfNiueI0qWuW1CVJJP/N7fa/CA69EtCPmlI6+MBBEcPCINDc8qiM3+mKP2fC3QJuFZd5L0DS/tFy5f1KSqOltMqBuzerls3/UYj9PMGozsm2A8dauEgTj93Mh1pxuJFEmzmMVo5zJx+tkcmXQk7mgEnx1CLV6FD3k2cJicmmAAAYAreu33j7kjLWhfCWHe/GJEXpjp36YoK1VYSl9UWRsF1EtHGYTRy4g4tVsRk3aba37M0f2ps1MiZ0YI5dHEYDF27CkUaE3YDBTXxOAwk2wg5dbPsm0LqJDbfiWKeIc1/GmMiyBwyAWdOJZ0/EespSNQpQSiNtP6DrM6AGzbQD7+9e6e82v2+8egSg9KbUM6htvd0d3KzekVnPRxpJtI4H1wigGgGrkc9s54NtPFYz8RejG98vOFoJbhPJrcSda/lOLWz2LTvrO5mWww+F1Oh4rRJQDQGqP2QcUqkYAAB3d9dHjx5klPDTiqGkAtukEovEEtOoPCP/JAPfGCAw1jg4eryPv7lCbikROEgEzu5ezKQM/4KJYVNmRc79IHP11gWb9m3Y9fn+XUc+OXz23JcXr506/68jJyu27tk+d2n+pDKX8kWBH27O//jAgu2frdh6cNWHO2bPWBpdNMNtSnnE/JXJ67ZM3LFv5rZ9pdv3zdzwcenazUV7D2/89PN9Bw59snPvziVLpk0pyZxUkpmd5lWSFTt7Ut786cXTCgJnJbiXB3uvywzZnhe5uyh6T0ncnpLYIzNST83LPb2w4PTCws/Lcw6UpW0vTVqaFhYv5hYrpNligYgOBmG4O4T6sdhedJYLCxYxYTmE+cO4P5PtxkIFDNiFhShAxA1EZSAqY6F8GnNGtPeuifHrM4O254fuLgrfXxr92dSx+9Hs0/PzTs/PPz0v7+ScrCPTU7YVRifJRK4MOADGXZiIjA55gKgXjIfiglieJFEoS5W4RpNCH5jAGWzMiSlnwGEcfopQHssVhqNEBMaN50tSJC5pUtcksTxRJHuflaN/Aw5Ka0Ipx+l1JtVV0gB3hgNgvIIL1UvJWhCtQaGfGY4NS2ZSPc80FNXX11NTcaYuJOZHBu2mg3kb7tQhZLaKkSY+Wo/DTVykFUcbuHA9RmvAnNpxqEkg2IMzYCMTbz/3qurKUa1u1YerzQwBAyPgk/0HqHd+xrwC9Xp9b2/vuzFJaagFS5YaGgDTnWmPRNJ2AacTBesR8CYOVuXGNH0wvbI47bqr6EfI/qLj+Js0y7vO42shh3aY+ZSDvuAR7SRaQ7JqxFAT164NQ7tRuEOIfS2FvM0mWFsaHPucS1GEjjJQDxvpB030g4B+YKwR9m9HOr4v6XpN1SMApQUovf3AY3pNgc0tO6tqhNWF4/Uou5pE6gTseoLWRjI7BPDvx9b/v4OD/XtwsJsIdiOMNPDxGhJqxqD7DtaXZUbtn9LUw2yKMhwdAkaHANWQ4e/AAUEsAACyszPfvHkVkeIQlWqdkGuTUDQ+rsA4IssoKM0gOB2IzDAJTxofEDLB3dVGwHUQC2m+fnhMvEdqpm/JlIj5y6bMmJc1bV527qzEsGz32CKvtOmhkxYXTV1SnDUtJC4HTS/ASsrcZiwInfdB+pzlOWVLknOn+8TniRLyZPllEWXzMpetLti2d8GBwx98emTZgcMfbNoxfdX6olXrpyxbPXXewuLJkzJKilILciJiQwSJYYq8lJDcpKDkCFGOv2RxnP/2gshdhdF7i2P3lMQemJRwfHbmmQUFpxcVHZ+Xd3BG+u7JSZsL42dG+wYTWDyfH8nBhXTQiw0rQDQMRv2YoC8blYCYF0wEw3gICCtYmICJuEKoG4S5Q5gCxBQgKqFD/lx0W0nM9qLozTnB2/NC9xRFHJwcf2R66rE5WSfn5p2el396Xv6puTknZmcemZ6yLjvMF8c9WagPhAlooJyFeCNEBCFI5IuTRPIEgcwfIUV0CHSgCxhwMMZLEcoTeeJgBA/DyBi+NF3qmiZ1TZe6JYgUiWLF/4eMQ6syp0bN1Gqg7w1n/nT+eMAg3XH8ba64mYRbENpde9tHEycOVD3WtXU83LjhoqvbTw7mVWxGB5do47DbSGY7H2xAWU0YVo9DjRhYw2NXk/Q6ktbGATv53PNixNfczMnJ6syX5/QUdbLilIOVlaGhYWRkZG9v71twvL0ZraioeDcmB94MxsTFOpkAW9lIm0TWxoXbYWY1xPjJy/3VheMa3fOhtsZXFefr1350vTT/h/Cg6zz8Zzr9rp1NlaPtY5ptLdu5BQdbYFYLyWrkwJ0IrYmPfshH7YDx4V6MutsoRdE0akA7ZKntG0cpDSmlMaU0eI+vKn+7+f3GmhFAP2yoURlr1A4vK6B7/rY3meOfYFgLG6lnc5pwTjMJNxPMRhyqwdjvDRy/tsO8+6/YTTjShII1PGYjD2tkwtcwk0eLx2u62JTOSqszGB4ENMMTNIPmvwPHWAfB0qWLKUoXEmcdHG8enGwammkYmm0QkmUQnAGEZRnG546LShkfEmHh6WEv5Dm4KaDgQH5UpDwxUVEyJW7W3NLiSbH5JfFJedE8P1tQCrDlhqT3eNzTmOMBuIVNiEmH04vEuZO9CmZEZE0Jjc6VBafyfeJgjygwLF1WPDNj4erSbfs+2PPJB7v2Tt29f/bHuycvX508b2HylLKIktK4wqKE7Kyg+GhJsCcW7kPGBytCvXmBAczSSMWm7PCdhVF7imP2FsfuLok9VJZysjz7zKLCkwsLj8zO3j81ZXtJwtrc6Hw/eQSBh3DwYASV01l8Ossd5niBsBcTdIVQVzYejHIjUCICxtxAzB3ieLJxTzbHB8bdII4LhClAREBjTg132z8l8eP8iC3ZwdtyQ/aWRB2alnR0Zvrx8uxT8/PPLCg4PS/v1JysozNSD5clL4z3cwdhdyYioLFkTNgbIUNxQaJAmiJSBHJ4QjqI2dPEDNgPF8TwZfFccTjGDUfxDIKbIXFNlXukSFzSJYpUiUu6zE0/aPDfBodqcLxm2ECnNdTq6F8eF8E0Ax4AfM3zbOXTm1CrGrbdL75erQsW1kwu/Zrh0GJr85BnW8thdOK8TozbhLJbeVArD25C4VYe2oKDtUKwSsCsFYItHPYzkrih4EykOZgBwKatO7Ra/c27N2QCgYmRKWAAVFdXj/kSU+94kWZlZb0bk4+rGzAcdTU3qiC5z+Wydi7UBNMrIfrt4Ki+y98NUMpRiqJGKKpHqe16OnDnbteBg48WLLqWmnTZ0+UHhH6FZl0JObeS7Kdcbj3B6uKw6rh4gTMEGJosXsob7Me0KnOdypgastP2mVJKU2pkvHYQ+A/sGv/x5g8a6JRmun4z9RAwojNRPYWf7UCueQF36GaNCNSJCdoxfgvJaeDCdQRcz8HeNzjY/6YGwW7CkTYup5rnfBe2vsEeX1NqO1AFUpQtpTQcVZqMDpjqldb6wd+XnBsbGzo42B06dJCidH5hE7xCTTzCDb3iAd9kwD8VCEoHQjNN4nInxKRaBofbeHjYu8mZIf78EH8iOpyXmqhIS3cvKknOK0gumpyXXpzkHc33iOBxPS15nlZ8byue9zjvKLuYDCS1QJBW7Bpf4O2fJHKPIBRhmCiQLvRjSIIYUTkuk+bFrtk6Y9veudt2T96xt3zTjuKVHyXPX5i4cEnhvIXTyqbnZmX4RQTiYT5YlL8g1Evg5UaLCGIuSwrcmhexszBqT0nMrqLovRPjj83KODUv99SC/GNz8w7NzNg7JXlzQdyy9LA0F0EAG47loPEo5EpnknS2G4z7sTFPBugKYZ4IGUEIIjncYBj3hjgebNwLxr1g3A8hvWDCBcIUECpmwH4ktjEvYvfE+C25oZuzgrbnhe4viT48LfnorIwTc/NOzc8/NTfv5Jys47PSj5SlfDolsSzEXUwDuc6gAuK4IVwfjBcjkEXxpHIWjNs5K5hICC749WkW4yZjnFyCzOYLs2Tu6TL3RIlrsliRI3PNU7jrhv7r4ND3mY0MADqVsZqyaW7gJkSMtwSAjbj8npyoFzEbcKc2jNMgEP7IsrgHWnTgjKck2M6F60mkDkfqUageYTaTUAMX6uBibRijhkt7QDo+FkDNCOs5DFe7ECvZLBsDoLBo0mD/UPfTjrSEJBPAGDAyvHjx4ls387e9bXw+/92YPFpx3mycUZq15TWxuFPC7ySheozxGGXdcZM3zJraduTT5zd+Hm1v1/T1aDUqPUVRaqWm7/VgY+2TC+fqN665l59x3U/xswCug1ltuFOnhH+Jh/sZ20ywNTr9BUdFgZphA92IATVk8SuglRaafkD3z+f1/lPphgyooQn6AVOt0lA9bESN2mka0KaNNldkBncJmzaU6OZIGnBONR9sEKAtHPS/DY4Ggl9F0H4mDe6mmfX9gFI6lloHUH2AdmScdthUN2RCDZn+MeMQi4VXrlyiKJ1ngJF7gIFbMOAeBXjGAf4pQFiOQXTB+MRi67gsu+BwJ08Pur83HhEkigrhJUZL46NEYYFITKwsKTMoMTc8It0trTiyYFquf6JI4GspCXQUBVgExNFi08mELH5cFt8nHpWGsGQhbGEAg+vlRHo68n0dPaMZKUW8OStC1m0v3rJ70uY9uRt2pC37IHbRkoTVa+YsXTJ1wbzSqVNSw4M4IV5QqBcR4IqFh8HTYj02Z4Vtz4/YXRS9tyRmV1HMgcmJx2Znnpqfe3xe3uHZWQfKUndOTFyfF7MwKShcQITCcBCChsFsBROUsmA/FA/AuAFszAPGAzj8OK44hhSGoqQfjPsghA9KeiCEAiFd2YQnxFFAmAJEhHSwOEC+e2LctsKoDZlBW7KDtueF7S+NOTw95ficrBPluSfn5h6fk3N8dubR6akHJyfuKorO9hRznVgymHBDucG4II4vdYcJwt5ZRoeDOfxIUhTLFUYheByHG0cKogWyAKEiUeKaKXdPFrski+SZMrd0mdv/B3BQfUaqEVPVMNBPjRsaQZctcDYyMilwhup5Hq0Et4kAu9hwPUy7K7Krxh1aCW4NArdz4UbYvgaxr+Eijwm4EWV0gg5tbEYT3eYhbH2bbfWQZDVBrNcQ3O7G+0QipJkAIcHRTzueDCp7Z0+b7mDtCBgCZ8+effdaVKfT6XQ6kUj0bkwu37gNMABmODjcV8jqeHAXCTVwoRoSbiGcqhytK7n4lWDPq1Ny63ZubD9/XtncplT1UVoVpaeUWvXAaA/VXjOwYf1NQlwH0wa5jDoXySrSgWlg7OtG73jE12kddEpAOwzoBgwpJaAbAKhhG93g/zh9/j1JOwhQSgtq2EinMqSGxulHTXVKB02doHEK9iPf6La9TQdH8JiD3CedG0XsZjbzfYLjd6cV9thKFSJ7CDMrg8z7j3K0vfigxkyjBqhBgFKPo0YNNQMA9YdXFQAA4uLiOjs7X7586eZn5OJnIAsAFKGARywQkAZEFRgmlJonldjGZjgEhjp7ebD8vYjIEEFagmtOmm9UON/PB/TzA8UeFvJgVlpRQln59PlL581ZNicm298rmnQJYwYnYFGp3Ng0XlQaPyAJ94snvWMIeRgoCLAVBlhJQux8452T8qGJswTzV3osX+u9YVf8jk9mbvh46kebitdtKP9w1fQPlk0un1MQGcLxk9OD3blRYVh+vGx1asjHOWE7CqN2F8fsKYndURTz6dSkY3MyT87LOzY39+D09D2TE7cWx63NjZ4d4+cOw74g5MZCFCwkiM2WseAgjAji8H1gwgMmoklRMk+cyJNEYdwQCAmBkBAE94RxEQuVMmF/hHBhmPx9DwAAIABJREFUc+QQJmVhHhx0VXrQjuKYDVkh6zMCN2YE7syPODAx7lBZ6vE5OSfn5h0vzzkxJ/vYzLRDU5P2l8ZvzgmLl/GFTNQT5QYRwkiuSESHBE5Mf4TwhTkRKBGL4jG4IFkoCxC6+ApdQoSKeLEiU+aeLnGJFSkyZG5pUtf/dgRTQ8bUgAU1YKHuBzQ601HK4fRxBB9vQo4zuSARNIrApxzmc4J8LGI3YfQOAVnPx2r5Dk0EsxFjN/PQSoZFtb1hpY3BHTvTB+PMrnDZ3/sqLkl593CwhQs2c1gtJKcCJz0BgIOzL12+RmmpT/fscbC3NTAw2L59+9tK87GMo6GhAUGQd2MytTCfBgBrQEajUNCJs+sRZj3CbOSy7jDHPQCA+4DZd0aG12wnPIaZ9xSCO3EhD8vntn62d+jnH7UNdWrtyBClaTq47xcW5y7D7jWB35fDkyHQFjCbOsWpZxCjRt9fOf9/oMHfjbDQKo1VI8b6BqJqxfh/CYDbzs5tOLeVB9WTzi0ko0HIqsPQJg7RzIdqcKdqhNWM4l3o/2HvveOiPNb/79lK7ywsbO+VpaigiAXpvRdFBQV7jUaT2BNN7L33EjWWxBhz1Kgx9gIWlN6LdBRY2L53meePNR4933N+r+/vecx58ofzuv+5x7nvZef6+N5rrrlmRtAq5FXRPUtlrq+P0hGdHYIADFK17W7Pp3vcd3AtEzAaJJx6EaORz64VM2qF7AoBs5LHspwpWSNyb5B4NfJ41TTeE47bw1SrlqveZh3HqHfAB2yh1t6s/TAR7l/AUVBQoNPpXr165Tec7BdC9B0JhkSD0VkgYjyInUzKmOGYXuAZn8EcE8EaFsQYNVyYnjh0YubIidnBiXGq4SPZ/kPd+D5kaYjTpDmTF3y14Ot1K9esXzd1QX5Y6uDhcbIxSeLUCYOzJg9LywtIyvVNHD8kKlMRliEYlU4LircalmgfnklLncicNEsxe7FqyeqQnYfmHzi2csfuxTv3rTh0bPPePWt3bP/2iy+yw0d6B/szo0dL0yN9FieHbhoXsW1C1M682F2T4/YUJOyfmnR0VtrJz7JPLsw5OjfrwMy0XVOTNuXGrR4XPS1i6AgOZzSbN4zJG8kTJQn4vl7s0QJxmEA6ii0I4UvjZX4ZCr8UqTKCzYtm86LZ3GgOP5IrHMXiRwskkQLZUI5gEE8SJJD5MLjZQ322TY7dPjlu3dgx67NGb80J350XfWh68om5WSfn55xakHPqs3Gn5mV/Pyfj8LSkPZPjv8scE+sjC+KI42W+o0VyGc0r0JszyJszgiOMlyiSZKpEhX+C3Dda5jta4hMh8YmV+SYr/FMUftEyvyz/oImDh/4XFIz2kaDeBtMBxEw0Q6eiQr8Ifw8OhXxcLKvylTZJuY0CXqWc2cJnVDNY5e6ehS4uT13ohY5ehe6sIp7weUjIw/S0Jws/q9yytunH4x1XztR/ObdQzKrluNeJGdUK4TWZLNmB4uJodejY9xCBf1y/xuNxyERSeHj4wMAAhmEWahgMhtOnT7u6ur6vycCg4XIi8YBMVKmS1EuYLQpBFY/1hM94PETRmDeucd6clun5L4cG3HGzve1o+yuJcpnidMGDdj0w4G5mevnGdQ0n9hXlpT0XMCqE9G657HepMMnBhWlD3LmPq8e8oP4vj2X8X4ED0ZMhZOgrOJUbPG6PsLrnQa30pjfJBNW+/BqBqIEvaOSw67nedWKvGoV3pZhZLhA0yWVlTPZLJb37BBMzOGAYgJBi6HSpneb81M6xgkurEzOqhYxagaBCyquQCJtE3Fc+wmoZs1Lk9UrObxBxn3m7PWK4VOfbID+L4RsRgjiYzUSoJ0AN4V/ja++Dg0AgrFu3DkL4/Plz36Ek3+Ek/1HEoBhCaBY5NpecPNU2a6ZLZj49OYMdEcUdFsgYNVyQkThsUubo8WnDUhL9A0O8+SoqW0lk+oHUKbFfrVq1bNWyFatXTV+QH58dGpkyOCEzYMq8lAXLChaszJv8WVTyeJ/EidKUyaL4XM/RqaTQdGpUtlP8WPesfNbUz+TLN6Qc+H7N4WOr9+xfcvrcoV9+/fHni2dOnz2++IuU0cPdhw9mhQ+W5Y0aujY7Ysv4yJ15sbsnxe2aHLc7P/7wzNTjs9O/n5d1fP7Yg7PS905L2Topft34mG/GRo8N9g32Zg5nCwIZvFixbBSXr/DmhgulkSJ5KFsQzhdn+gRkKgOi+eJYvihBrIiT+MRLVQliZYJEmaHwCxfIAnmSYIFymEA2iC0cyuUtTgrZNSVh88Soddmhm8eF7cqNPlAQf2Rm2vG52Sc/yzn1Wc7Jednfz8k8OiP14JTEnbkx36SNSvOTp4vlESy2L83L14s9mMkPFyliZKpoiU+kSB4tko8RykcIZCEC2SiBLFwkjxArRgjlyT6DMwOC/gsKRtQAmsi4FmAGAgapnV2Dpk3g2gGwgiMp9lfVK4X1Ym6VkFbD974rET328a8YFVmckv5i7qzS9auqDu3ovHG559kLQ32nyWSCOISovvvc8QcqSTnLpUpMrxPxnvr5z6K72wKw7Ns1KIrX1FT5BfiSAGCxWLdu3YLvLVEZP368o6Pj+5r0pjHHWNlcVEqr/YU1Mq8WCbuYxSocHlS3d4emrmygrx17fL8oLeFXiXfn7Ly+Nctq5ky9Hz36tlJ+2cX7Dw9BiVRRLvBskbk2yZmvlIrvebLBwG6wnPrgmRyF1lD/l8cy/lfg+HMbelRPNiMA4i5YC6vjoHtxtHUh3brcg9EkUlZLGC0qVouUU8cR1Ir4NQrvKqlXjVhUKeM/9aYXyd3bjnqZ9U4YBiC0NbZ7tH/mWuLqUCFyq1R4lso9y6TMYqXXCzmzhuXVIOHUSnn1EnENl3ePbnVnEKlxFrfnth3s4UDEQaMHWg0w9QPYD6D6w0S4fwHHqVOnIIQ//vij3zCy/3BywGjisBjSmDRKfB41a6ZLzkzG2HxOSgY/PIw3PIg1chgvPXFIXkbo+NTgxHgfvyB3loLIVpH4AdbBCbIZi2auWLtyzdZvF61alDcrJ2Xs0EnTo5d9vWDNui+/27Bk2br5E2YNzSyQZc8Qp05xiBlPihpLCcukhqXaRGfYjJ/J/nrLpH1Hvz1yfOvJ0/uuXL9y7bdfr/z64z8uX1m/aWFsFH2knyhCpVqWFrp5fNTWCVE7J8Xunhy3e3L83imJR2elHZ+dfnR2xpE5WQdmpO4sSNg0Mea7nJgl6WGxPpJAOnMYkxPCFYYJJAEsvpIljBLLE6SKcL40UiDN8hmUJlUliRWZCr80hV+y3DdR6hMrUmQr/TMVfpFCWShPHCFUDhPIhnJFwSxBsr98Y270zvyEdWPDNowds31i5J5JMQemJh6dnXFi3tgT88aemJv9/dys47PSDk1N2jMpbufE6O8yRucGKII9vQPoLIU3J5AjChXKo0TyKJE8XCCNFsnChLLRAmmoQBrKl4YKpKEC2QiBLFoREO0/7L+gYEsOmHkAQCMFNxNMiGLNGj4JgBw6516Ab42SVyf0LmbYloX4ln3zRcvp49prN9XPCvVvWlCTGjUNQIhACFETxPUac1c/NMHe3288GD70Ad22ROLRLhPVBASsYXq5A5A7c6rGYOx63RkVH00FgEQi/fTTT+/SwMxms1AoBAC8r0krqn2Wk/NtH3HTEGGNzLOG4Xafzy3/fA7s78chNEKIFj0pioi9oJT3XfsJIhpz/5ueksLOa7+0HD1U9+WXT4YHPGPbtEjsX0mZ5UrJd0wxH1hlptKaupQoBPDjrYL9CCbQkXEdGeknm7UAmmzha1bfFV7JNNpDpfMTN7dilku10KtezK8RiKrE/AqZV5XEs07CrpWxir3diqRO7UfoiNYZMRMh6qRtZjRN8Xxp417FYTWIhQ0SwSuxqEHGrhezm8W8Jomomisqpns/YNs9iiQ2bXODZT4YpJlNNgYNQHQA0VKQfjLUWf/r9gLvg8PLy+vGjRs4jm/evNkvmOQ3jOAXAoZGEkOTKYkT7cdO9c4p4I/LlaYkS8JG80cGsyLG8LLTBk/MGpGdFhgTLfMbSuP52ggHOciHuQ+PF81eOnXf94fPXPz18OnTX61elDc1as7nGd9tWLZuw4I16+auXL+wYNGYlHxGwmTn+EnkuFxyeBZhVAp5ZIJVWIpV9lTm0m+zN+2cvXvf0sPfb7549cfLv/5y5Zefrly5unPfNykRkjES2fTI4RvHR20eH7UtN3rXpNjd+fF78uMPTE06Nivt2Oz0o3MzD8/O2DMlcUte7IYJMd9kRc6LHR7I5wV5s8O5vCiBKIwvGsYR+nJE0VKfRKliBEcUJpRnKAMmSKRZCt8UqTJZIk+UKGKE8hSpT7bSP0vpH80XxXJFkWKf4UJZEE8cKpAN5wpnRQftLIjfmhezLnvMpnFjduRG7Z0cd3Bq0tFZGcfnZR+fk31sVubRmemHp6ccnJq0d3LctvFRq1JHRilEAndvOYMXyJOECeVxYmW0SBEtkkeJlbFSVZhYOUYkHy2UR4gUUSJFmECWIPeL+q+AA+qtzFoiMkCCJhtoABByT50XubmTQ6wcLiuk1T6ceoHHfRr5RfzovsLbiFlvwiEKIcQhNKBoR+9AadXre/eaLv9cvnnF8317tN1d2qrykqyx92iOFWLPV3J+g1J6iM+TEMDomMiWjk6dQTt19nQHMgUAcPLkyXerYysqKizjlPc1CQjkmQyPYpWw3Y9fK/IsozvdCfRvvfi92TzQ+/zlqx9/bF64oIgnvpMY1dtU3odCiEGII2ZoRCCGt9S9mD/5Ptu52d2pWcx7qBJM82C6A/DlYl5PnwxDqHDgbwGOf568pyVjajtMSzEYwABK0Zi81NWyuj3MB9mUIhmtkOnxwpNZw2Q2CNiNUmGDQlwn53YoZNUMRonM4/URJqZ3RhEChtqpm93Lpjs+cnAuEzAaZeJGqbBVIKwT0ut59HKm93M67RHL+XGQbeVse/U/6LCDjSMeOkgxmklQT4VaG6h3xDV2qJr8r7u6vw+OIUOGFBUVabXa2bNn+wcTfYMIvkPB4JFgZCwlPtspexJ9Yr4wZ4IkMU4UHsoLD2Ulx0vGZ/uPzx6UnjIoLEzkP8xDPoymGuU1Kkk1deGEHYd3/3z12sVffz1z7tyew/vnLh43Z0HCdxu/2rB5+TfrFi/6eubYWX5hWZQxWSA2lxAxFoxMBiPiCSPjKFFpdmMLWAuWRy7/JuObbyd8u2nq3uOrz547/+OPZ0+fO7Humzk5MuG4AL9VWeGbxkduGh+5PTd6T37C3oKEfVMSD01PPjoz7djs9CNzMvdNT9kxOW5LXtzanOjlaWF5IwMCmYwYPn8kTxzGFY3mCAazBEEcUbxMlSxTjGRyw4WyWIlPslieLFXGixWJYkWsxCdO4pPlE5Dt458i9wvmy4LEviFCZbBAPowvjRArQnnSGLnk23HhO/PjN02IWps1evO4sJ25UXsnxR6alnxkZvrxOVlHZ2cemZl+dGbqkekpB6Yk7syN2ZITuSp5RIRSLPPihHDF4UJZrESZKvfLVqjS5b7ZPgEZPoNSlAFxcv84mW+cVBUqlEdLfaN9A/8b2tWQca0VqrWDepJZDSDmerdQ6OtvKwfWhwXsUj9eh5T92NPq/rCAnhu/mwxmU3dHx43fm44crdy8oWj+vMcJSU+HBt4VsX8hgouRkd2NtTrd6/LP5z6iubwSMOr5rEal6KJMHEghKP19ysvLcRxd+u1yN1s7Kyuro0ePvptYuXHjhrW1NYFAeF+TFAJYwqdXKDmtUlYN1/0FzfFRXJi25pmpr+W3z+Ydpns9c3Ipsbcr+3yiqbfG1NhZeeXn+ms/vakqNpvNxtaWR3MKbrHodV68Fpn8Nz9hpJ2Diy3Yv0+o1/Eg6oCp///jxZ8jlH/ObVkq+wDUUVEdVaMDBpwAoSva69Vd4ly93vlhts0thVWRt0MF3buJpWjkyCuZnq9EilIP1nMhreuQN2ZwwnEAIUXTbl8226HQ2bFayGoUC2v53Bo256XQ/aXQ/Q6fWDjUpiLftfuYF1bDhEY3FLE1GqgDOmDUAmiwhmoypiZBLdnUD1Dtfx6qREdHt7a29vX1paSk+AcTA4YR/YeRh4SQQiIocekuY3NZuQXiceOkcdHc8FBOdAR7XJbv1MnD83ODszKGhEXKwuICcqanLvpm0fL1q9ZuX3fszMlrf9y+9vvvl/7xj+/PnP7im8lTZ42c90XCkjXTFq2amvdZWPg4lxFphIhxICoHhGWBUSlgdLJNZKp7xiTW9M+HfLk6acma9M9XxExfMHjOF6Frd3yxZe/qbzd/Njl2eJJQMjcm5LvssA3jwjfmRGzLjd5bkLhvSuL+qYmHpiUfmp58aGbqvukpuwoSd+THb8qNXZMdsSQlNC1IFSkUFPjKYyXyUK44iMkL4gj82cJomTJZKh/lxQrjS4aLVTESn1SFb6LMN0nuGydRpSv8s1WDM3wCkhR+Q6V+IbKA4WKfEJFimEA2RqKMEiuC2YKC0EFb82K25sWszR6zPnvM1vEROyZE7s2PPzgt5cisDMt1dFb6kRmph6Ym7ctP2JUXu3lc5IqUkRmDFIFsgb9AHiKUJcp8xir9xit88hQ+OUq/sb6Ds30HZ/gMSlIEjBb7RElVab7/lVkVDYA6a1Rvb9YBsxpgRuu6Zn5appsXxWUln/VEJeoRC6qYzreE3JbDRyFqrvn5zC9h4fdYnCKW5x13x7tk8j0C4SoR3LB2LJo8w9j1Rqt98+SL2XfcHVqYnk0SYbMv73e5PNzWms3xvn39dwixXUf2eLu4AgD279//DhynT5+2s7MDALyvSRaJvFHkVa1kvhIwqtleT9wdC5OjdPUvobr/ztLlZzyZDwnWN62od5LHtO/Z2L12072goReEvLtzZvY1Nhpe1T+ekPaUQWvw4rYoVacVQiXBWiQi3fxDBBE3aLY2/98f6P0XgsMS7zAQoYaCq62ghgr1ABoARMg4dDT0uKifurcd9qyc5fY4zO623Oo+1+ox26pcxnno6XpPZN90yM2od8BxAKGtrtW1brLnC6pHjRe7jsF+wXB/yne5P8TmwSj7mmXW/WdYsFwI1d4QOqEo2aADiJ6K64jmfoBrSNCy5aqeCI3Uf40BvQ+OiRMnajSampqawMBA/2BS4Ahq0CjroSOpIyPs4lI90sZ6ZU/gZWQKoyNZY0YzY2OYebn+M6aOLMgNnpATnJIxImdyyqq1q3fs2b/v8MGjP5w8fObwjbt3HhYVX71588DJXbOXxOTOGJIzxSerQJ6R7xc1jh6SSh2dSQ4fS4zKAeHZIDyTEpPlNn6G78qNeTsOrtq254vvtk6ZtzQ0I88rPts1c4p4wpyAnETfGL44bYj/8ozQDWPD148N2zwhakde7O78+L1TEvcWJOybkrB/WvLeqcm7pyTtmpK4NS9uw/job7IiPk8YGecjihAI0hSysQrZMBZvDE8YIRAFcEQxSt9UqTyUwYnmihIUAYlyv0S5X6zMN0bmGy/zy/IdkqrwS1P4xctUkVK/MIlqtFgxXKQYJpCHiZXRUp8xfGmERLw8beS2STEbx0d+lzV647iw7RMjd+ZG7ytIODwz/dCM9CMz04/OTD86I+3ojLSDU5L2To7fPjFm3diIb9JDs4epJCyBP182WqyMlPlGy/1jFP4xioA01eB4qSpCKI+X+iRKlaly3/F+g/8rOgaYlmLS26AmAE0AmqkDevEXS3gAOE7jsh/7yjVsfgubdoPu9nLdNyjUvHnw+JeAETcB+bYV8a7Q68mQwU/jE14sntN0YIvm5QuIwYGGxqcLpt1jONZ4OVerJPUq1i2ZNNnZ0cXB9ocjxyGO/fL7PwQsFoVCmThxoiXAodFoZs+e7eTkBAB4X5M+gLhXwmjy47UKOTU89lNP54dx4e2Pb+tR2NVQ9/rMsfrFcx5Nyvh9TOgfEtUVBu83it0FQLw5Nqunt1Pd23w9acQLb/s6EatRodwvEPCB7Ygwz6oqKYQUkw6YPt5+rv+vwYHqPwCHQUsxaG1MGhtES0X1RFQPML0VZrCDZjpEvWAvXVPm3XXNq2mfa+VCWuV4Xkmw232J9S0/cuMJN5PRGUOsoYmmreXcmQKuOYEihV3pKKfSDLvqRW6Nx+ld14W6WldcS8egsx4jmvUEqKEiAyStFkA1BdfaGAeouMEa6khoH4Baa6h1/I/gWPT5Aoijz4sKBRy23zBK0CirERF2oyIdxsQ6xaS6J2W4p2d7p6ZxoqK8Ro+hRcewc8ap8icNnpjjP25cUErWsLwZmWs2rt28fdO+w3tOnTtz5uK5H//x48WrPx/+Yc+KzdMnzB6UPpmbMVkUN1YQnuY9MtUxJNV2dAY1chwxejwpYiwhdrx91lTxsrV5x07t/unn02d/PLjv8NdLVo9Py+WFJBCCYsHoUNtMmSiUy88LHbxhXOTGceHrx4VvnRiza1Lcnrfr6ON358fvzk/YmZ+wIz9hR37Cpokx342NXJ4aOjsyKFTEDReKEhXKsTLxaAYzjCsM4QgjRdIkVcA4lW80m58okCfJ/eLkvoky31iZb7TML0kRkK0alK70T5ap4iWqeJlfpMx3lEQVIlIOEylGCOVhYkW0RBnClWQG+WwYH7E1L2bduLDvskI3jQvbNiFyZ27MvimJh2akHZ6Zfnhm+tGZ6UdmpB2elrI/P3Hv5IQdubGbcqK+SR+TP3qID5fv48UZyhEGckXDhPIYud84/6BEqU8YTzSMxQticoPZgtF8CdZDgCYiqqYiaiI02ECdM9QBaAJQ7/LRRDxAhXoCrgVQT8AHqLiZgkPRgT0MOwASvZk3hsjb5ewmsfdDR/uy5AmmVyWI4U3TP36p2bSpftuG1nNH++7/0V9W0d/WZdDj/RCaEP2b86eeh40spDtWcN0apdx6uajYRzrTxcYBgG82bMIhfFFcNNjPlwBAVEQkxHAMQbu7O8eNzXJxdiQA8L4mgwngjMrzlQ+/lSeqUYqKmG53+OIX3y3t1nZBHIMINL5RDzRXv3pwtfzUweLNW55/9+Wzxct6r92CeH/H43/cCAooc6G94rCKVcIV7lI3YJuRadv7RoJAa6h3eHuq61966Sh4vz0cIEEdgBoy1NtAow3WZ4toAKKloFo7TGeP6a0wAwGxHFuhJ5nUwKQGuI6MaQkmNUA0ABoBqgFmPUDMRAgdIKRhOrq+w7u1xHHgplPtSbf6cyzNcxbscYFaa6i1NvUR+37wLNtKqjvs/Po3Tt8Tlr6Foe11RXFPiNmjZorZACxL7BAj0A8AzEDCTGRDPwXTOZo1VuYBAA0A0wG0n6TRAMxg2b35wwSwrVs2QYjdu3vb2cnBdyhlyEjKqEi7sHjH8ESHyCTnuDT35Ex6fJJnWKT7mAhaRIxHaoZg3AR5ZpYyJV0RnSLKnhK1csPKrbu27dq/48iZg8fPHz10Ys++I5s37Vy9YFVmRoEwKsMhKtN5dJJTYLRDYKz10Djq8ERqaCY5KocaMZYcO96xYGHwhh1fnr9w7LffLly7/suZ80dXb5yTmasMjrYJCCfFBDDiOEIVy3tx0siNORHrx4ZtzIm0uBt7JsfvzU/YUxC/e3L8jslxO/Ljt0+K35oXtz4n6uvMsK+SRk4M8Z3oJ582yG9ecGBegJ+KwQ/himOE0kihOCdgcMHgwGiOIF4gS1IEJMlUsVJVqFg5UqRMVwaMVQ3OUAbES33iZf7JCv8EuV+EzHeUWDlCohouVoYJ5TFS1RiBfDiXtyBu2OYJUVsmRq8fG7buLTuidk2K3VuQeGBa6sHpqUdmZRyekX54eurBqckHpiTtL0jcPSl+w9jI1WljCkYP8mcw/TyZfnSmnycjTCCdGBA0VqGKE8pC+ZIQtmA4mz+YwcG0JKixghpHqKdCPQFVU819ANMCfOCjZTfi/RSoJ2AaAHUAGyAjBgAh7/wPfDaNPMbG6apS0ipnt4uYlXb2D32Hll4+jEOIo5hZq0V0OhQ3GaBJBw1GzIDo2vTVL1/vP1gdnVDBZdUKPaql9Foxo04mLPGVf+7p7ADAZ18tRTBzfV1lyNAgAgDBQ4dhCIohaHtbS3xcjLubCwGA9zWZQCVfVjKb5JwmjrBGJqiXsirZgltBQWXfrup49HuPpksDTTpUB3EEojiGQ9g/gGqMBhSaB9QNWzY/Ygtavb3bxOzn/vy59l6uRNKsWW4D/QIzJEG99V+3DujdhQyQUA0Z11GhwRrXENB+AtRZIWoA9QAayMgAwTgAzHqAmYgYYmvS2+DQFcFdcOgJIROHXihOw6AbgjtBzA0z20Fob0LIJhMJQntosIU6O6h3hUZvqHEx9wNER0A09ia1HaKl4npPXY8zRLnQ7AlRewiJGAQYJJjNRIOBhCIOEPeAuBfEvHGEDiETQicUsYPQDuJU1AigiQKNTrjOHdO7Qq0t1FvBAcIH4Dj5/XEMQy5c+JFAAFk2Nk/8ZR1yYSNLVMlnVMs9mwScYrr3PR77XmLE0y8+bz9yov3SFU1xqamuGe/T6/VaLYSd/W/qzp1/Ep1Q4u3dyGeWyxiFg/jZRDt3a7BuA8do4CI4wAYA+tdvjoLrATQDREvBdc64kWocAIiOhBgApiVAkzU02kDcAUIXDHqYEZ5aze3ukLY0CpvrpPWVsvJiQXkxp6FG0FzP7+nm9Kv5Gj3HhLMhpENoj6EEiAAdBnQoMGAAg8CMAL2GqlXbGQds1bidDtrrIdUMiUYzgNAKYs6Y0QNCllbH6Opk19fx62tkNdWSkhLv6hpWVQ2rtp7+qp3W00/XGego5gWhJ2K2x0xEVAtwDTD1AbOGDDFH1Gxl1gI4QMX6rPEBALUAaqhQaw21RKj7aDkImJoEdSRswAIOolkHIPS+e0fhr3SUA3BGIGyR8lqlnBa661Mv1q28xM4x5RKMAAAgAElEQVRb19C2RjgwALv7YV275mXJm9s3m06faN7wVXFe1gN///t0+jOeZ6kfq1TJrBdyGuWCUpV0FcvTHYDcKVO0es3r7ra4qEgCAGKhqKqiEuKwu70tbNRId2cnAgCfNPn31OQH4Pj10kUcR/cd2AsIYKIn7ZlC3MLjtPJkTSLuC6VbhcK7QcCuYnk8cXV+6OT2iCe65e/3MD6qbMr45s/ntO34pn3XusYvFz4PG/mES68WedYq2HUqye0AYRiwYriBkyckGMLEcKJJ/T8itH/FZbCDJqKxD5j6bTEj1aQHmAlAFEDM1WSg9/fxWprlz58qf/5JvH0zZ9VS1qKZjPwsp6wY+5RQh7jhVkmjrcbFO+Sm2s/Id1q5hLNtM//cOfHjIklDM3dAz0AgDTe74ogjRK0gTjHrAWqwMumtDDqySQ8gtIHQCUIPo4Hb/kpSVRJ462rA3l2CdatZi+Z55o51ykiwT4q1jgwDcTEgOd4+K8OuYLLTksWMjd8Kjh0U3brl86JE1tPDMuqYmMkVog4IQkEQEsRJiAFAAzD3WbaKANBAgXpbqKWa1B+vPwcoUEfBLO/XEs06gEPnslLFqBEOXgDs5Aub5OIqBatexWhgehd6ed0fE1A5e1zlirkvvphXNCP/Xmr83WGD7kv49z3dHri5lDG963mcWiG7RsKv4vPqOIImhbDKR7ye680mgrSM9Nc93QOanonjcigkMplI+uHUadSMNNXUBPn721lRbamUT5r8e2ryA3A8uH8XQuzbtWsAEUxiej6V8dtlglcCaTOPWe7r+VxKf0H3qKR51Lu41njTyvgeL2n2T+3Ij+xJD+3BH67kQme7Z1bWpY7Wr4Tur2SeLRJ2q0B8SSEaTLST8Mm/XZbjCB1iVH0fwHXEv9xIAx642grTAYjbQOgJcTqOCLVvAp4UBZ86LlyxxCsr2TbQl8D0BFQAyAAQiJYF3FYA2APgSAD2JKI1AEQyIJIBIAPg4gD8lCAz3Wblcq9zZ4IaywMNaj+IekPoiBmpELExGQGKAgidURO7rVV6+7Z8115h/nSP4aPsWQJgBd5+EBlQSMCGCOyJwJ4A7AGwIgAyGRBsyNZkQLQlAbnIOnSU08xp9I3reNevyltb/Pp1QoPZE+JO0ECAiEXiRKi3+fNsDquPCQ4dBeqscA0JGgE0UHA9wKB1fb0gLcmZTiZ9x5NUqyQlSna50rNJxKySiYvY3n9QrX8HpOuAcIMInthRy1yty9ytahkedSxao8irXsRokvBbxMJ6DqdJKGiUcutVsl0ClpgEIiPDW9ub9UbNnBkzSQQiAYB5c+ZCHP7x229CNpsMAMPT45Mm/56a/AAcpSUvIMQWLvyMQACL+dyXPoIGKaOUw24SsGoVzMdcVqFIeSsoqDIytGKE71M544mE/dJHUaT0KfRRXRXzbgnEjySyuzyvYpF7s9izhc9okYhPiYRiiuOgwfZP7isg4gZRW72ajOv++kCUwRrTAAwlIgiro23oowcBe7fyp2cJBqkc3Z3edparvcdg/6FJiWmzZ81f9vXyHXv2nj574aeL136+dOOni9dOnfnp0LHvN+/Y9MWXS7KycocGhtHd+SRgRQZEDwfH4SGkhYsZl6/6trQP6lEzcOhtMjHUPfwXxaN2bGeNTXcWcUkkAAjAmkp15gv9khKyZ81c8M3X3+3as/vkqR9+OH/h/IXLv/x668effzv2/ZnNW7csXLQgK2vsiJBQLkdIBCQiwYoMgJgLUuMdVy5j/HpR0VgzGNEMhagAYvbGAYD120CdFTYAoOF/TJX9f7n0VKixwjUUaAJQR4UGAoIRW9o4U/PcPQH4ykv4zFdcoxTUslxKJay6z3Jf/3zh1bYd1Yu+eDAu/W5YSKm/70uG9xNX5wdM2nOacx3DvZbrWSXwrhNxqoVeNQrvWiGz1V95XMJXEEFQ4OCaxmoEM3658AsykUQAYOL4CRiCHj98iO7uRiEAqUT0SZN/T01+AI6K8lKzyVCQP4kAwHcSUZWKVy+lVYq5NTxmIdvj0ahRndu29hXd7Xt4qXRK5mVvj7IZuYablwz37zVfvdZ99UrHP37tufhz8dzp10Xser5Xo8C7xld0kMv3ItuNDnetK1NAzAGabfQaMvoRD/L9D5dpAKBmSnsb48wp4fzZgpHBds42gArsCUQgFArHZudt2bT36pU/Xr4ob2p61dbaZdSYoCXX0HKhEDPiEIMGVKdHDJ1dr6uqG/64+WDX9gMTcyZLRHJApJDIgM2k5E5kHf1e2tQR97AwfOUKYeAgaxsKoADg6cKJCkv/Ztl3P589X/KsqKH+1cCAVq/XIqgehUajWYdDDIcQQyGGQpMJ6X7d3tJa1/yq7tHjolOnfl64eGno6GimB5cCrEgAiAXE8dleG77xf/Yg0KDnGE3ANECGBge0H6AaMjLw8QJ7OhI+QIUaK2gEUE2GeiqGE1/3sD9fwHAEYKY765Ev/5VC8orm+oTPqdqw3KzXYUYdrukzNddrnhSqb16rO3Xk9pbVhZPzn8fElw4aUsQTPvJmlnL45XxGmYJeJ/Ru95WdU4gGUQlyseB56VMcImtWrraiUImAEBcTi5qR7du2eNDcKGSiv5/qkyb/npr8AByVFWUmoz43ZxwZgHVCfp0/t8OHXi1kPKO7PFYJ61Yv16ibIQJ1WHv1l5/ddKB3bl6HaToghK8xaIaICWJQr1GfOHFbLK33pHdJBY2DZLvYbEciNTqB1tmohNAWGikGHdn8XxhPoi56Hef4IaacSyEDCgFQ6F6Mifm5B44cffy0uOtNPw4hDs2IWQchBnGI4fBx0aP9B/ecv3CqrbMRh2YUN2EQbW1va+/s0OuNEIcQhzgKXzU1P3r0YNfOralxqbbA2QqQJXxKdo4wZDSDSKIQCDYq/+DFX6369dq1surSAV0vhBjEII4hr7s7O9pbEbMRRUwQMRs0A/du/bFv95ZbN37X9BggBiHELGs9IAb7ddry8tJfLv20+tuJNPBvyqYSEjTYQ7117SbSu8rg9e/1QAkp+L32Uy+8+yfS1H/3QjDZckQTQAesoNYaGgD6hgB1VvAKCQDrmAViCgFM9GSdY1j/26eHbqvFIUQxiECIXZkCwJCNNyo6716u//Fw08Y1ZfHJ2+3ea21LG2RHFdJs31WQrO0AAGLHD94ZFDi4sqLsl/w/763db37S5N9Ck2s+AEdjQ127eiA1M8ubArYLOc+DxO0iZgOf+8Dd8Wla3JuqYgTCzu66V1d/uJcQc4mr6D96HoWY2qDGn73srXxp6u2G0Nhx49LdwQHVbq4tQma9XPA1x5VMtJqYba9tE6Ooo0EDTBgV+XgH+f7zPM63t0TMQMIMJIiSTIZBi+eKqYBIBfZODo7zF0xra++27DGl1+tv3Lhx6dKlnp4eyzru9vb2+fPnAwCysrLKy8st+YtarXb9+vUqlWrOnDlVVVU4jr9/rnpzc/PZs2fz8/NpNBoARAKBNHz4iJ07d757HEJoWXzR2dm5ZMmS4cOHz5s3r7a21rIco7W1ddGiRQCAuLi4mpoaS+O+vr67d+9eunSpo6PL8gaz2XzhwkUx3Q6QbEnAdojI/nERY2swAABsrSAjWgqmAfCldTAA20r+2Q9XJgPwfo0FIpNJ7xrUrgcAkK58cAsAIF3WUnENAWqoUEeAWiqqJ/86BQAAeBl8KwDGuXqc87SdwFdU8zhVPBcVsJ0/JurR5HHdX4YHb6g1tfV3/3j11aVLhxMBAGDQ2qcGCCGOmHqaazd+84DDqabZ+QMwjsW7rBQnOzrRObQZCjD1CrJryzZXZxciIAQPHVb8XSAAKhqNTgAgZETQW02O4FNJnzT5N9LkB+DoaG9t61HHJSXTANgj5lcNljYJGRUcRqGDffXUXN3r5jeN7Y/mzv/Z1++Wk2uhUPp63w5NS2nzpTNPk7Ovx8ZUHzoIDb19j249HBVSSnerk7NLVMKVbBqRQJ000UnXJcJwe6MWmFEK9vGmvv6jkSBV2+83f4bAgWxDBbaeNI9t29frDQiE8M2bN+vXr3d1dc3IyGhsbLR0vV6vv379+tatW3/77beenh4IoaXy/PnzGRkZkyZNevnypWVbKr1e//jx49LSUku3vnnzZunSpQAQQ0PDnj0rtlixsbHx3r17arXacltdXb148eKEhISdO3d2dnZa3qNWqx88eHDs2LEzZ860t7cjCIKi6OvXr5ctW2ZjY1NQUNDY2GgRUE1NTbDYGQAymWzny3G9f0+O1zoMA2DYBjKiI+E6AEuo74PDQoH3OfKOHe9ckn8BB9SS4QUSAAAEkms14D1wkAoAmDoFAD7dzhZkuNHOeXqe8pPXSARVHEcVoM4iW58ikh5PTtuy9vuahzePBgaflHITgCgxEADF7Keve1EIITS37N/3kCOpd3a0gOOKjyTFydnZDkR/exWHyP6du91cXAkADBk0uGj1EEAf7ulGIxGIEZGj32pyKNf6kyb/Tpr8ABxvXnc1db4eExnlCcARhbhGxqsVedfJpS/snRvmTUfQ3jcl9b8NCb5AoBQDYqmTS3lyTMnn0x9Ghd4AVucI1Pvz55r62o3FhQ9Hj3hKcyiXelcMkn/F8CIQrWZMczX1CnBog+qByWgFP94GsP+Z7qC3VzUtl+1q42hHdWB4eR85skevM0MIe3p6Vq9eXVBQcO3atd7et0cBIQii0+l6e3v7+/tRFDWZTOY/i8VgGIYZjUYMw7q6uqZNm+bjozh69LBGozGbzSdOnAAAFBRM1Wh0OI5fuHAhKioqMTGxuLjY0rEIgphMJgvUjUajpRLDMIPB0NfX19PTY/kUDMM0Gk1RUdFXX301e/bs6upKy+i2srI83McNAJKdnbOIRrtx1R9CzykADF1PRnQkqAewhPweOEhTAQCBpNr/0VfbAv8Ji38Djrd+Cmnry3+Co2oDGLYFwMsOAFjbOoMEN5dbIkGTjFct5ddwnAOA9ecunjfpzLr582HPq7bqJ3+s/PJMAtNvysb2LQkADN5ciRl1qK6tvXHD5iKBvMn9LTiuqvh+ZGDtRvvp158xaD5+8LCHO40AgK+P6sGqQcBzMM3ZjUIiJyZEv9VkANP2kyb/Tpr8ABw9XZ21Ta2jRo9hkcEhEa9NJW1WCsqlwlJb15q8HH13HdI/8PyHPVfn5j7JSXiWGPVHeOjl4JC7QcFlQ4fdT06rvXTRiBkGbv1+L8CnmuFUI/Ss9VV8TmcAAnXePBqm4UJIhUaiSW8FNR8v0/E/0h10dvhkpXhaE6xJgMzwpp8+dcygRyw9hSCIXq/X6XTvduKvqqpaunRpcHDw6tWrLXSHEPb19Z07d+7AgQMvXryw2AlFUaPRePHixaCgIXFxMa2trzAM27dvHwAgOztbrVYbDIYvvvhCKBRu3br1zZs3FgObTKba2tqzZ88ePHiwpaXF8gdotdpDhw6NGjUqJyfn5cuX78yp1Wr1ej2OoxBiODRDiNTWVqcF0gAg2Tm4MBzsfzqrqt1GBQBsKib9G3B86Fm8f73vifxbcFgaTL3wDhzkLUPB5ioAMVokAFRHcrSbw28yQbOS1yjmPfO09QN2S1MLnn39dfvdu0azSYuhJk3J1mHDtlXgqO7MJACGLLjYdPSHF8uWFcZHFgo8K7i2/gCMYzFn2AGhg7sbzfWHH8+guOns96e86V4EABQy+Z0VAYAWQHNxJxNJyUmxbzWpYtiRPmnyb6TJDz2Ozo6q+uYRI0ZxqMTjIkGzQvJKISgT8Z/aODwJGdry61kc9uM6vb6zzdjRaGytN9XW6p+VGl+WaCue6+tbes1mk8GoPnLsPo9Zz3JsUXDKpOL5NCYgUBd+7gH1HAgp0EQy66jwI6ZI/0cjkSorhAkRHjZEWxIgSsWS365eQlEcRdHu7u6zZ8+mpaWtWLFCrVZbvntlZeWsWbP8/f03bdqk1WotndvW1pafn28Z8jU0NFgqLd7gwIC6t/eN2WzU6TS7du2yDEQtVunu7tZoNCiKIghiWe7Z1dU1e/ZsAoEQEhLy/Plzy0u0Wu2pU6fCw8NTUlKePXtmqTQYDMeOHUtKStq2bUt7eyuECIRIV1fHxBH0D2ORtldQYOwnIjoS1FPhy/eGKhdI4P8IDkuU9N+Cw/LssPV/guMCCUwmISiAGHt5OAAADHJzvCDj10mYLUyvJ152AcBt282aHkOvEUKIQqhD4PlJIPtQ/ZUblV+v2SgGANBXc3jXvN0fc91K+a5lXFv/P7+Au62Li4vTybOnEMz445mzHBabAIBcKruzPAC4+9PcaSQCMTUl/q0mlV4OZNInTf59NPkBOHq7u2rqX40YMYpNBIcF/Fq5sE7EKudxq5n0R3z23ZzMrvuXoAniJoigEIHQhEGTCeI4NECIoRBCqL/3+Hly+l2aYyXXuUHFK1aJ57sxANHq88U0qGfhkAKNFLOOCgc+joX+D0ZCUXJRIW9MMM2W6EQlU4KGBN6/dwvDIIZhJSUl0dHRXl5ee/bs6e/vt/Sj2Wzu6+vr6urq7++3eIkWnHd1df3++++PHz/W6XRmsxlBkObm5i+//PLrr1c2NzdCiKnVvfv37yWRSKmpqV1dXWazube39/z589OmTbt3754lImUwGF6+fHnjxo3S0lLLe3Q6ncXknZ2d7e3tAwMDlk+0/HQEBgYKhcI7d25ZPNbXr7umhDEAINs5uNiTwIa1zJJNZADAsPVkTEuCeqsPwPHxPI4rk8GUi2QLOH5e4QwAYNm5XFRKm1T8Dob3I5q1CrhsLaw3mvteN1RU/3KqfO3SvRKQMij0kYj/yItR5GINAMh0d6jgONXyaC08TieH5g9ADou/1g0AAMi2DqfPvAUHj8N9C44VAcBd5UnzJBNJmRnJbzWp9HIgfdLk30iTH4Cjr6urvqktdNQYFgD7edwKmaBRzqsRcBqE9DKB1x0e71FC9Mvly1v27u34/kTLqTOtF//x6vqNupvXa2781n76dOWWdYUpyXcYjJdc71oxq9FH8MyH95krnUCkLvjcBdOyMGgNjTYmAxX+9RFsDLe9d1swWO5EAvZEQAgJHl78vMjyNfv7+x88ePD8+fN3x6OjKKrVapuamu7cuVNSUqLValEUNZvNOI6/G/5ZbAYh7OrqysvLI5HB/M9mDwyo1ere7du3EgggLS1No9EgCLJjxw4KhTJ8+PB348l3xymbTKZ3h4aYTKb6+vpHjx6VlZXp9fp3u3sjCNLV1XXnzp2uri6DwWDZR++LBC4AJAdnmjUgLv+K36d22zYMAEC+rCXhOur/MsZhCWH8b2McJeD92dy3hez8q0JRo+Q1s+nlDAc/4Lhq9qLKefOLo5PuKyUP3a1V//MRF+cmmWe1gF7LYbcyPS3guOmrGEUFAABx3lYUN509dZrL5liGKvdWDgKA506jkwjErMyUt5r0Ydh90uTfSZMfgON1W1tDc3tEWCQbgCNSaZWPuE7OrRFwWqRedVKvR2Tr+8D2IRlctgE/uVld8HS+4E2/JBH+JBVcEPJOst2OuJKu2pMrmZ41MkElj90hl9b6ij5zpRNJlAULnNEBNorZ4AYbk9EK/+uNZEZsr1xiqARO9hRPEoEYOmp0Q331u2gQhLC5ubmiokKn01l6sKampqCggEwmz5kzp7293dKP3d3dK1euTEpKskSeDQaDxaI9PT1nzp48/+MPCGLCMGTnzu0kEiEtLa2zsxNCeOPGjYMHD9bV1ZlMJssGE1qt9uTJkxMmTJg6deqLFy8sjqVGo9m0aZOrq+uoUaOePn1qsZDZbK6srKyurtbrjRj2dubMaDSvSucDQHV0plOA/aK50jdvvK9MBQCQtpaQcd1bL+PjzKpMJlumY2s3gOD1ZFT/1uP44TyfZg0AsP1W4VfnJ2wQMxuYzipgPZPmfIJq9SOgXCaBH0jAB4DbZPDSmVDkRnluT9xFBgCQ9rk7PGe6FkuY5ZK3HsfvKnm2g4sDFQAAhm2r+OH7k2wmywKOlmM5ALi7uHsRAEhPS7Ro0p/h7PJJk38nTX4Ajua21sbXHTER4d6AfFgiqlVJaoXMSiG3ROr11If+Qsl/6st95i98oBL84S+9ETz4dmTY/ZTEwuz0pzlZD+YWPF+xqGH72ro5BS+V4nq+V5nEq85fstjTBRCos2Y6oEaBEVpDLTBriaj+460L0JBxDemtqQZImJqA6qg4aofhzO+PsMUMKxuCMwmA1NTYtrY2BMUhhG1tbWvWrBEKhQsXLuzt7bX0Y0tLy969excuXHjx4sWBgQFLSFmj0SxbtkwikeTk5DQ3N1sqTSZTS0uLxbQW/O/atYtIJCYnJ3d2dr4bcFr2rbL8OLS1tS1ZsoTL5RYUFFRWVlqe1el0t27dWrp06bffftvc3Gx5SqvV7t69Wy6X5+dPqq6ufjv3jsPNOSJAojo42NoAq8njvO6uogIAQB6AGirU25ifg4+Vx3FlgAS1VFhBDQakK3qADBAQDGBQePS00M2F7AaAnMat9eXVspllNGc/4Lx04fqqDeuerVleNHWkH5AfKJhUmpXxLDWhMDHqQfCQez5eSgBUDFG5TFIm4b3gOfoBMJ7FuauSp9g5OLg5LYkAAADR+A1MpjcAwN/ft6PjwRAaAGQ7MgAZSSnNba231wwGzmLaJ03+rTT5PjgaXjU3drfHx8UwSVZHeJxqBbdaxmzg8mvdGTXRMf37DvRc+bXjxm/qwvvaymJNY5m2o8HU223uVRu6+839A1BvgCZNx/njl+WCF95OjVLvZgV7OdODTLSaOsVOp+EboS3UEnAdGepJf5GR8H4iZqDgqI3O4L1nG53vQbUjupEAyBmX8ebNGxxCBEHKysry8/MTExNPnTql1+vhn+Gl9xNpLENHC+N7e3s7Ojr0er1erzcYDA0NDTNnzszLy3v48KFlXn3v3r0EAiEtLa2lpQXH8WfPni1dujQ9Pb2wsBD+Offe3t7e19dn8S3fDVYtQ9n3M3MMBsODBw8yMzPDw8dYHsewKwX/0/8HAEx1RvoBHKD++X8e/GtM9ALp/ebvYeXfZ46+fXaAhL/8Z8rplpckFAcoFP20gUl+19TW8ZDzP++CN5XjNZsC394N3nSnSVNdZXha0Xl8zqB3jejDF76fFWpLD7dzdKY5Rn/4N8j9/bq7O2dOS3cgv1c78eQnTf7NNPkhOJpbXrX2dKemJNEA5QhXUCPjlMk8qzjMUnuXskkT9c11WgghBnEzgujVqL7bpOnQ9Ha+ed3V3dnTp9bpERyH5r6bl+76q+o8PFv53CYf2Wo+w5ZAnZDj2NcjNkEbqCNAAwXqPp6RtBRocQ51lHdGgpitVstf97UXy9XekeJBAGDqlLz+/j4M4hY8/8+z0TUazfXr17dv33716tW+vj6TyWSprK+vLykp6evrQxDE0pttbW0rVqwgEom5ublqtdpoNG7fvp1CoeTk5PT29qIoumHDBgqFkpaWVllZ+c7kOp2uoaGhpqZGq9WaTCaj0ajRaO7du7dr166ffvrp1atXFk28y/x586bb4rKiKI6j2M0bvzMZXvZ2VjbAPiLE5elTNsS9EA2AA1S8nwh1H3FZPQnXkKCBig2QoQagGjKERDMu+mHvEGcqeaIbvVDMa1Z4VHBcivmM+tSMvls3NC+K1HWl3U2VPa31mq4OY28PptNAiGgwHYKZURyBhoGu/QcecuU1noxyqfcrEeeaQhZv5+TK8L556w8Isd27d7u7uwIABg3y7+vrWfzZHDdXRyqREDl6zCdN/j01+QE4mhrre7XqsWOzHABhm1BYpRDWyDwrRZ7P6XZFcUNbDmxs/ulY84mDpdvWPVy++Pai+dcXfnZt+fIHe/dX/fKP2rb2AcSMQ2PPzV+eDA+upTOrxOLngUM2iBjuBKu0VJeOdjkC7aGWCA0U+DEP8n3PSBoCPgAwAwli1gManyXzvbwdnR2saAQAFi6Yq9NpUPzteegtLS1Xrlz59ddfLZEeFEXLy8sTEhIAANOmTWttbX2XbDdp0iQymZybm2uZ67YUk8lUWVlZXFxsNBrNZvOOHTsAAJmZmb29vTiOV1ZWVlVVWWJLltj469evV6xYQSKRgoOD302P9/f3b9q0iUgkslis+/fvWyoRBPnjjz8uXLjQ0FBn+eXBMAhxWPS4UCGXWlGJNgTHIB/3u3fFEGegWoCrrbABItR/vEVuAyTLryXaT/gTHBS9Sbhhg5RCBAWerEdSUd0g9kuxe5OQUSX0/d1feTNw0PWQEdciY66mZ/0yafLlRYvubtpQeO5MVeFDU0s71Jtwk6Zh1/bbTFYNw6VKwnol4V9SSCNtHGkc9sNHhTiGbNmyxdHRHgAwdGigVjvwzfIlbq6OFDIxdPjwT5r8m2ryfXBUlLw0oMb8KQXWgLhayC9TCBsF9CYpu0nmVcpzu+vhftbd4YiX83k/2Y2UlMIvllYeOdnx6Kmmo8No1EMMwnY1LCppWbvuRYB/lTutUcCr9lFsEzHYwComyqOx3g+FjmYtEepIUPNXGIn0p5EIEKf29gVMm+BBs3GzJjqSiaSvV61AMSMOodlsrqqqSk1NBQDMnTu3q6vL0ulqtfrZs2d3796tq6uzZONBCNVq9ZUrVxYtWrRp06bW1laLj/fmzZsHDx7U19db2iAIsnXrVjKZnJaW1tbWZnHzent7796929LSYjabMQzr6ek5ceLEggULfvjhh66uLkv6DYIgnZ2dRUVFDx8+tMy3QQgNBsO2bdvIZLJcLrVYDschxOGzJ0+DAgfbWJNtKfZKvteN33wg5KBagPXbQC35Y3ocGjKuIWFaAjZAhBqADlAgtFYP8BetZBMIYAad/USsbBosLxN6NgjppVLVzZCguxFhj9LSi2fPK1+/vuz44brrv3S9fNTXqdYYUYhAiEP1QEfJ+lWFXEYT3aZGwm2RSy7IpSOoNgyJ5P2O2xQAACAASURBVPnzFxhqXrt2rbU1lUAAoaGjzGbjzi0bPeluBCIIDvD7pMm/qSbfB8fLwkc4xOYtXEACYDmDXqmQtAjYdUJ+tZD1ksV84R/4bMr45+vXNJ/7QVvyAut7A1GDUdfbUl38/I+fi9evfJwx/vdBI65KxM+lzBqBW6PCu96Pv1/CkgGrEUG0l8U+GOak05IwLQFqrP5qI71+PWRckqe7FZ0AKPa2dps3bsLwt0Zqb28/ePDgjh07ysvLEQSxTHFZ5qIsZrDMQr0fBNLr9ZZmEML6+vrU1FR3d/edO3dqNBqj0bhz504SiZSent7X14dh2M8//zxo0CClUnn37t13bqfRaHwXP7fkCFrmWS1OI47jlk+HENbU1Jw6dWrduu+qq6vfgaOspHTUyBAHe2tbazueh/eFc0oIOagBoGprqKfiH3Flp4YMtWRMa3FhADpgBaFNZzdrzmfe1gB8RmdWiP3eyOU13rTHIo+yOQXqolumymdoc4256xWq64FGNdS8hn3dprZWY1OD5mFh1+Wrpft2PUpLK+UKGlnutWJOq4/slFQ4iEQSDwmoqKhAEcPS5UvIZCKBABIT4zEMOXbgAJPNIBCBn1T8SZN/U02+D44nd25DiC3/ehUAxFufyqfyqXwq/6F8AI57136DEFu7eSMgkm7duvXIh9co9+qQsUrtre4EB7ZfuYJDCDG8s6Xp6Z2bN899f/3Qrnt7tpcc2N904lTX1Suvf7vZ9/Jl582rRalp/w977x0dRb3//792Z3a2957dzfaSSoi0xK7YrmJDRQa9IgrixWsBRQG9oh8bKgJ2r4hiwQ4qghWG3pQe0klCrynby5TX748JGNT7Oed7P5zf9Xju+8zJSTa7s5O8H/uc1+v9fpWtJkezx7WzX3hhdexMUIfd6qVf+1lWn8xRuRScVnWX/6LuKRASwOcABbKpOXrRELVR5pQA+Lyud+a9jdibC5zNZr///vtp06a9/PLLPT09J3sOjh49OhqNPvXUU4lEAhF5nt+3b9/tt98ukUjGjx/f2toqPigOMd1YXI6eM2eO6E8ePnxY3AzPZrPie4n+5P79+6dPn67Vas877zzRn+R5PpVKzZ8/f/DgwRdccMFJfzKdTi9atGjq1KkffviBuAPP8yhwfEdb+3XDr5FKQKOVKUD7/AwHL7gRZVyPArPy01loN0lhhsIMgVk5ZoCLKzlW1brbevFFGj8oXwp6d/cPtpXZN5jkqwZX1737aZIV8jkhfqinbWv9lh+Wrf7gvRWznlv9+PRVk+5ePWbkuluu+OnmizddVL2lMrAj4t4esjUHPfsrS98IFEUBzrvm8gMH9hXyqdvGjhb3T2699RZE/vsvv47EwiAFi0bZl8k7yvz/ZfIPwuQpwvH5xx/x+dwH89+RSYBhmHWx8NHy4sYK1zqLZUXFGXs+eD9XyBa4bD6XyqXibCLJZ7MCx3OIecQsYgE5VkjnWhs3jr59g8W+x+naXRLbVFp+oVxuNVJz/+nN5Iwcr+ZOdOU+PUdWISRlfBIwJRUSCjYJQgEQDds3lw+KaE3KIgB1sMT78aefIKKAyPP8tm3bLr30UgCYOnWquBAlWmVHjx4VA+PEaRCDbbdv3/7OO+98+umnJ5e1Dx06NG/evE8++Wjv3g6OK2Sz6ZdffpEgJFdffeWRI4cQ8fDhw8uXL585c2ZdXZ1ocPb09CxZ/PW8uW+tXrkqnUwhLwgcL3A8z3IHDx48cuSIGN4nCJwgcAsWvO/3ex128/LlP+ZyOU7gxTcdf8dYAsBgMBAS6VP/cKdZTy4LGJdhnvh1J/H/k3CIBU0VmAPMSvNx4Dnd9k2Bs86wlBHEG6HSA6XBo17nVqdt2ZAzDrz2Sr7rMJvq4gtpAQsCIouY4zCd49l0HuO5bFecz/SkVi7bfs21GxyO1mjx7nCwuSz2dJHZTcCo28Z2J1PdXUevGXYFAEil0vfeew8R21uaqysrlDKSAOjL5I1243+Z/OMw+YtwzH9rLpfLLvvuW6vRwDDM+lD4WMRD/+EHwzDiJP2nL+TPNhiGySVBECz/6Qv57/ijDIZhBEEQt5B/EY4nn3gckf9p0wZXkYNhmCVe/76Ai6bpPaHA7mBo+8Xn7/z7+E0jr//p+ms2XfWX9Reft/6sgavPKFtZ6l8ecq91uJcqZUsIWCaTbXMam2KWtlLnvtLorsrIHVanEeBv49RdiQCiks0A1336ovSyCoZhhKRESEpomubTwBcAWeuXC4MRO2lWO6RSVe3Zg9asWYPIi0op2oHxePzgwYMntpf47u7uyZMna7Xa4cOH19XVnTTS3nnnnbvvvnvu3Ll79uw5GRuzZ8+eefPmfvbZJ5lMKpNJvfjibIKQXH/98Hi8m+f5ZcuWvfrqq1u2bBGzhhAxkUgsWLBg0qRJM2bMOHDggLjWdeDAgQkTJlAUNXLkSHHNCZHnuMLhwwe7uzt5LsfzLM/zwokzPPnE4yqKsJotANJ7brcc7vTzvBzjMj4rw9PY97SbYnuATRBCUsYwjNiQiaZpJQXDjMYlpdGOEldbzNMUDTYEQ7tCpZt9oY2+4LpAcE0kuqa8bMOAAZvPPHP7ueetvWLo5muHbf3rjXX3jG346/U7KsoaHda9QWdbLLyjquJeq8EihYcfe5LluYbGnQP7VwHA+eefL87FkcMHR954g0Iuk1NkXybPVVEik00h5x+cSSFBiUwKCerPxCTDMCeZ/EU4Jky4M5tN19XtiEbDDMPMC/jayiI0TbeW+hrKvHVR306jc6tRskUDW2SwAWAZwLdSyWKdaonDvCxUsrxmwLoRV9RPuG3vmJGbKzxNQVu7191U4f+f4oAbpFdfru7YX8EjVUgDpk+fP5mWnRAOgqZpVmyElSt6b17Mb1VaDXYA2fkXnrN161aeZ4UT8/HBBx9ccMEFt912W319vfi3Hz9+/O233x4zZsyrr766f/9+MfQlm83OmTPH4/EMGzZsw4YNiURC3EtnWTafz+ZyGZbNCwL32muvAMCwYZcfPnwQEUV7Mp/PnwwBbGpqGjmK9vp9902auHf/vgLHCohHjh396JOP77rrrqeffrq9vR0ReZ49dOjAtGlTamoGP/nE9KNHD4umLCKmUqkX58zSqxU2ixVAdtM1+raOIKIOEwSXpvA0FiuOK/gkcElpr3AUgBVKaJo2AtzpsK8tDe8v9bSVFDeWhFrC/mZv0TavdWuxZYvHvMVtEo/tbut2t3Wjy7DDZtlhsW11uet8/ia/tz7m3VzlbSuLru9XOkqnMCnkr775NiK/avWyknAEAK688kpxSf/YsSO33XarTqeRSKAvk+UAIpMdseI/OJOYlItM8inZn4lJcVn018Jx3XXXHjlyaO/ejosvHsowzMuhYEtljKbphpLiHTF7fcS5Vaf/QStd69RvKQnuOmtw/dXDGv52x+6nHt3z+pwjX359fN3qo+1Nqe5j6eU/bLjwnLrionavu73C+1Y4WgnKwdWqTZsHsJy6kAbMnLbaB5gmGIYRkgSfkNI0zeegkJPlU96ZMyJFeqXVbAOJ7Mqr/rK7pZXjc4iIvNDd2XX/xEmDBw565aWXjxw6nM/mUEAxhfnYsWPiBpW4HSUIwv69+77+avGK5czhg4fEBoXHjhx96oknJ0y4c+3a1el0kufZ119/VSKB668ffujQAUTcsmXL1KlT77rrroaGBtFTFSuyLV26tL6+vlAonNwz5ziu63hn1/HOXCbLsxzH5tOpxEcffvCXyy659pphTU0NiCjekQqFwrvz37YadVaLCUB5xTnabTuiiGYhLuXS8tMpHGmF2JFQSEoYhimwcKy7hKZpm5Sc6nVvrQwdKPO2h1ytYW9LxNte5mkt97aWe3eXedtKindH3c0hZ2PA3uizNUQsDR5jvdNc57HvChS3hgLNIX9dxNtaGvmusmSoXGo32RZ99R0i++lnCzzOIolE8sQTT5y4qSYfeWSa1WqWSKAvk24Akcm9ZcE/OJOYUohM8inZn4lJUTh+vcZx3nnntLY2JxI9o0f/lWGYmb7grpIwTdOt0eJGh3lrv+CGUZfUP/FU22uvHPri056Nq5K7d+SOd2C+EzEliEIkYIHF1PpNay+/dL3D3BbwHaoKLC4puYDSeR2Kjz+p5gt2Pgd86vSF96YJhmEwRYnCweUhn1Oke4IPPRCxqJRmowlAStM3HjtyFIVCr+nF5rdt3Vy/ayfH5k8Wn+e5AgocIt/7FXmBZ3mu0Kc6fe+Ry6ZfeflFhYK65ZabDx06wHGF1157RUQ8mYynUqmHHnpIoVBMmDBh//79J/MIe88pcDzP8jwrFlPiuIL4T+MKLAq918ZzhT0dbWvXrOjp6RInSTRHP/v0Y5NObTLqJaA5t79u9ZqYgHY+IeUzKkycNjNbSACfBCFN8WlgGEZA7a7GEpqmnYRsRrR4Z1W0PRZo81o7fK6mQPHumKctUtwWKd4d9rSGPS0RT2PUs6vEs6usuKnUuTta1BErbgp5dgU8raFAh9e3t9jXEAt+VhEZKJMEI2XrNm5DZGfPmWHUGABAXBkV73LvvTdfp9MQhKQvkyYAkcmWUt8fnElMKUQm+RTxZ2Ly94WjvKxk7ZpVKHCPPDyVYZipbvfW8jBN0+0hb7PevLV20KFPXsl25tIJNsVhGjGLmBOEfDKdPdbd2dFwfMuaYz98s3v+/Jbp09afXb3FZdkfCB4q862tKL/R7FCSkumPBvIpL7JK9jRuH2YkDMNgUs7FJTRN8wXIZzXJzuhd42NGhVpvUIMExo8fn8vkBT5XKBR4rsAWcuKUdHcdb21p2rF969o1q5Z//923Xy9e+MnH77097915b81/a+57b8/7+otFX325aNmP369csXzrlp872ncfP3aELeQQ+ZUrmS+/XJRMxnO5zMsvvyiVwlVXDevqOi7G5y5evFgs2ZRIJPbu3dvQ0LBu7epVK5lvv1ny5RcLF37+6YcL3n/n7bfenf/2xx9+9OWiL77/9rtVK1Zu/nlT/a6d3V3H2UIOUZxIFE5kOq1glvncTr1OQ0j0gyLa778r4dHOJ6RCRnsaa0mwCWC7CT6hEYUD0fPN92GapvvJ5O+XBVtKwrvD4Sa/tSlo2+Fz73A79wY8ewOejqCnI+jdHfK2Rn3NJcHGstDmsGNX1N1RFmgOu3eGi3aV+naG3U1Bb0NpaF7UH5NC7fmXtLcfyqV7Jk6aoCQVADB//vx8Ps9xHCK/ft0asVt9XyZJAJHJllLfH5xJTKtFJtm05M/E5O+7Khq18otFnyPy77z9FsMwt9j0ayuDNE0fiEXqjHamour4gnmY6cbjB7JtTfFtP3Uzyw58+FHTzDlbpkyvH/XXDZdfxNT2XxooZootm7za1pDjYDC6P+zZUlUx3ucnQTZmtDlxzI+8lj+NIdKnCgfHQj6rSxwrufWWiFauNpo0lEL+4AOTkcd8Lnn06NH2ttZNG9d/sejzV1956cHJ9980auQlFw8dPGhA/7Ky0lDIY7ebtVqzVmvSaMxardtmC/i9ZaWxIYMHXnLx0FtH//XhaVNee/XlVSuZffv2JBI92Wwakf/nP18nCMmoUSM7O4+JE3P48OH6+voFCxY888wzEyZMuPrqqy845+zqyopAscfjdNhMRq1SoVMpDRq1zWJ1OYuC/kBVZb8hgwdefdWwv9/1tyefePzd+W+tWbNqw4YNe/btFWvJ7arbUVES0atVpMRU7dcv/rq0gA4+IcWs7jQKB+ZASOowacUsMAwjCKF584pomh6mMq4sK93nDe4ORuqi9i1Ry4agZ73ducau3OjUbHMZ6r32poC7JVTcEvY3RwNN5eGGiK8t6t8dKW4tLW4qL24Ouo5EAq39Sl70Oz0AV468pacn13Xs4KibrqMkMgD46KOPUEypYvMH9u91FTkkAH2ZBEIqMtlWEfyDM9lXOP5MTDIMIzJ5inAAwBtvvMbz7IoVyxmGuVSn+SYapWm6LWAecTLHueavm6Y/unn0qI1Xn7vynOgVJx+nqO+tqv1WWaOD2OpW7LAqABTTwpGdUeOBqsEzI3YvQFjb+9zbv1QV4sDFJUKSwJQM0xSmZL+kh/+qetVCAn5blubEweegVzh6FDRNczmY9dvCVRVXtzTUfbLgvQcnTbxm2JVDBvR3myno7ZopJYFUSCmFXKpSynSqPuncpEprUOvUUq2KUMqkFAEAQADoVPKAt2joheff/feRt0R+815lEyY9Mn3UtSMGlve36ExKQk6CVAakXAoqktQpVCaNwaIzWfV6i15j1qnMBrlJqzIqtDpSo5bK5RKCAqkMKKtBUxGNnjmwZuzoO16Z/doaZvVXX34+ZEiVSStXg8FrNHz0vhf5sJABTEkxrT1d0Oe7qHQPYA74PMkwTCpR9uDEYpqmp3h9U7W/+WOrr9129bAfh5T/rU+Tpuut7tZQqMXnetd84iGFdsRvuzi5Lmrh8gcOtp1/cZ+yYWMXi+t8iHjmmaW/1AWomfnBiuUGp0Vk8rDXAEBNc3t3VZTvuen6XbP+Z9P0v0860bfqCldktc++xWlY61Q3WZUik18ZTpxMZV1ygsligPOjAKCd3eBkc8rfMokp8t9wYfgcYEEtMolZissBj3BwT/iya81KucZs0smVMHniPb9m0mnQqgi5RPJrJrVqo95gNlrMRpPJqDfof2FSTkgpKUGewuT4jz95f2fd1pkzn5MSMGrUqG2b69b+yDx1mphkGEZk8hThkEph0qT7EPldu3YyDFNFwPshP03T7VFPa8jdGPHeowIAuNjgWqFR11lkdW7DLoflWwN5vUG1O+BsdpnrDdqdWt3PNutsHQBAtd3cVmo+WF7xfkXJmXJ12AJfTzcDAAyBhgRwSdEz701MnD0I4JSGY72HWJPmd4toYooULWouTggJBU3TqSQgyjrmGgBIBWFw6h1eswIAQBdxejwqNSUBGUUpRH0g1Rab0Wo36e1mhdNsdprNDpPJbtSqAEiVzm40OkymIqvbZfM4zEUGSnyJ1WKymwxWAqSUlHDaHWf4taD1Wezm/pXRv1Q7AAAIkiDAoFdbLSabyegw2+0mW7HDXWRx2AwWm8HkMJmKrKYiq8lh1luNOrvR7DA6XCa7w2SyG41mo8lksOrVKqNOqZIDRYLJLKuqipx91uBoLOhyui26IqNc9vorlmzKhXmCiwNmT9OtMkViiuJSwOeoQppiGKa9rfy6q400Tc8piezsH9nv0AJQd1qdu1+fgR/dDABQNWX1su93znxuaa0dwPlM2LOx2LbNrG9weJoczharqtpibQ17mqO+FXYFKCwLK/2jNRotkAAANc99vmlNvwFVEoD+/Uv/UQ0AcPtiVnTNnnrqKZ1OQxBQeW0vk9GKEpHJt4wAANUWR2MktK4syhjNi2yuFRp1nY4AAKDU37oNdba+TGonkQAA13mcrSXWvkyKfelqZzoLGWATklOZlGGK4v/fs2b5NGBKITLJJaGXyZaSi4eatVKDU+8odloH9z/zwvOHevowqdNozUaL3eT4PSaNJ4++TFoNNqvZYbM4f8XkWbVn1g6pcYhMXnx2SSyiVlGE9DQwyTCMyOSvLY4RI65PJuNHjhxiGMYBMCPgoWm6o9TTGLC2hlyTtdobrADgeWDoBTudqlaPucluXawjrzYY1hXZvokFvq6t2TDq1rbnx46C2utjAJRimddwsCS8rLLqFoPaLiGfHG0YO1oLALcvBD4lwZS0d4YWEjCGGPc7wkGMA2LcmN8vookpUkgBwzBCXCokZTRNF3IEj7ptc3QApJZy+u2OkN9kUIgfZ5VObzGadQaDigSKJABATYJaJSENcrDJNU6V1qPX+cxqMwkKtdqj17i0GqvKpKfUKiAIAAIACJXZ7LZbvC6r3Wm2m7RGAABS4XBaikx6g5IgCAAgDU6zw2m024xGjUEtM6qlZjnIlUBppZRFpSgyqjwWrceid5t1LpPSaVBa1UqjXKaVSZUEoZBqKKnZarDZTTa72WQx6/U6lUqlMeitTnvA5TWazUa1RPXk43aOCyAHXAIwfxpdFRITVDZD5dIqhmG+/b4kGpDRNP1Bib95QKjDpQag7g1XHfjgTS7Z9dk4AKh5oZ7l08mWx8+AyrtXfvpW09NTtt1649pzhi6Lla4wqkY4vG3lgYaIe7lVASr7W5WhyxSU1+F9+DIAuH3qx++7i12ERHrbbdfPGjt2XC0A1L7QyHEct2LFCofDBgCBc3qZvHzYFQ6AGQHrDWCkjQAK7bKQb0ext/6mEc3PT9961QU7zeSNagUAXGc2rrf1YfL8KAypGQVw/WXDNzp0rcUnmVSogBg4CGCQuSUPhdSpTKbkmKL+jWbUQgowKReZ5NPQy+RP4SH9DDZFL5N2s0FGSUiZUmRSr9dq1Tq1wqySmKjfYVLrt2h8Zm1fJpVAyADkBGlQG22nMikBsBg17hNMyuSUwaS1OU3/dyYZhhGZ/LXFceaZNfX1dblchmEYLcB9bidN03tKPI0hc2PAMt1o3/TOA+MAAIY8rtIuI1VrbZ7P3errz7xm50OT9r79RtePTHr77vpna4Y8t3X/fecAaB80mPeFw5srS58oUvml8ivPUd/0ln92DcAQojFDCOlegV96KzF7B/lb4WiZAbUz/ldvJUkyDIMpqRg5ynNqDq0/v2AEILRaZ9jn8bpMTh0FAARhpaRmhZTSUkDpqAE+CoCsvtRy953WR6c5Zj0bemVOZN6bsQ/eC90ShvBN0fnzyt56o2z2zNCTj3nGnU/ZBxovraQACJ1OJQdSAUqb3uZymC1aAiid1xvx2lwOA2mgAEClUltJUGtJecyvO7tGNfwq/cS/Gx+d5pg9MzD3zej8+SXvvVe24IP+Hy0Y+OYbsTdfK3vtxfLnn4lOeaBozC2myy/TnXOWpizoc+gNFEhJkKtIg1Zutpo8nqJgsc/jdDploJl4jy6V9qAAbA9g7jTW4wCMq1I5opBXMAwzY5bfQJI0Tf9QHmvq52vwqQCoKf5Iw18u3DP1gcUjfAAw5s3tfKqzZXYN1MxqQMRsrmtX4/6Vy9o+X9B2Q+X10eqtHnNdyP6DXQEq+7NloTDAoAH9H+gPALfd/syTaq1GAvD++zNnj5vdgkvHAQCMXcLzPT09gYCPIMBR2svk/RMf0ALcaqD6e8r2eNQA5FSPfV9p7Pg772O6e++s576hyMsJxT0kgNr1zfBfmFx0XfXMHYtvAxh139yfKmvqTL1MTtQRCoK88hw1gGJ2M8VmpVxGepJJTFKYov6dHJYkiXGFyCSbgV4m15dFgwqbrpdJj8NtUBsVZC+TOqWs2KEYUGG45DzTyOt+y2TpRwsqFrxf0ZfJByc5xvzVcukFuv6luiLjKUza7VpXkSMkMqmn3B6r3W7XqW3/dyYZhhGZ/LXFEQoFvvhiYaGQYxhGK5PeaDDSNH2wLNAas//s1d6v1W147Q224ekBABA4a8utt+9/YeaqW0OjX1mXP3ZYYDMC8hzfMqu2dvbmzsOv3n01QJXOstsXau0f/bjEfYZM4XWSVz5Xyi1WAcALu4jeem3bidpBZEvqd4Rj9iBRL4hxv1cXr3YGiQmCYRhMAmYJmqbTKZJDx6qnDAAEQRiUlJEEtQoIADA7rZed5x9/i+syt2rUM1XffuO9BqDqIee+A45jxy3pTHk2X1rgYxz6ZtVCzWw/h6WsUFbgPMmU47EB1NTvfBvWuS4DCAwPTJto/8slJrcNZCAhCQJIrdsdirhKDCQJACQBVWHjiCuKH54ceO/tAMN4t+8o3tfhP3YklElHWS7MciGWC/F8CWJlruDJ5/zZdCjeEzh4yN/U4vtpc2j1mtgHH5zx0pzSSfe5rxlmGFyt8dhIJYBaKleAQyu3ysE4brQqEQ8jT/Lx01hIguS6pZhU5XiJgEqGYW4abbaCgqbpbVVVzeXhRq8KgHrAYP4a4Gs58YpFAQCX3nDfpo8WbJ9WDQOe3XIwzmUF5JBDTGE6+fxfrqu+aI1Z3Vzi/N5Ogco6ORoyA/ylvwUABjy17rabb5aSBElIli59a/a42S2I2DK7BgDGLUXESCQEADpnL5Nz33xHSxLVJHlvuPJgmeNGgEqjdovPeeS1N1g2fnDlDyvPCgy/6Pb9Y2sAQk8tPsFky6yaml5JunnCP9cPvGBnkWO3L9Ta33+LivKQCm9IdSVAzUwLlyO43Akmk2SvcKT+3zu8JQghLhOZzMShl8kfY3aXhpT2MqkGnV2jqArZLjvPP/6W4scfjr07r+rbb8o2rAvu2uX5DZNhHkM8Rvow6T50xN3Y6NuwLvLNV1X/fKmkL5NyGeWwW/3uYMRVYpab5QB68vQwyTCMyOSvhUOtVs6ZM4vjCgzDFBU5LqAUNE0fqCppjli3Bgx3q9WLR9/Utb9l+4yBADBk+lrM5Rtm14xZgpgppDuPHmrZuueZS+Gc8c33Tdhx2flzzACgmOvz76mKrSqvGK4yUwTU/i2SzrrHAsBtJJ+ViWbFuM8IUR1OEY6FxMn6un1L+59yiAFgCcCCjKbpTJJkedt7dxMAQILC55JfNERnBwCv4Y2FsY1rYgff1cFolyAEEJ1LxwEAtZTXIa9FVKFA8jywLMysgZpZgChBJFGQ4WICxpIoaBHtS8cBgPaT466Nm/1vzY2NGxOu8vRZTyWooReYn3mkcvHCyuamSDpTzPIWRAvPmhENyKuRp5AHFAAFCfJSoSDBPIEFClklcioUNCjoUbAh784JtizvOdJVXN8c/PHH2Nw3YlMn+kcM0w+qVBabKA3YRv5Ff3R/JfIE5k5vm3UNnyIKnATRxjBMWTmUSWQ0TR/oX707HKy3KwAUk4YM3Trxtubx51QDgPfqT96Zv2vTho2PDYDqf3z4+WffzXz24AfvsZu38cf27H/o/GtKaza4TY1RO2Pvs0DqvqwFsbm98cLaMxUqaEe/GAAAIABJREFUpQTgF+FAbJldCwC1s1uGDBkEAKRCJTK5Zu1Gp1kFBLU4UHKgqmSuAQAUz7nM20ff1LW/JZnq7n71utvfO4i5L28XpSdTSHceXTetkn5mcfub40cAXDfg/J/7RXYETc0+/56AAYy+4SozJZWMPwsADIsLFJ+jRCaFJIGJfzeyI01gRiUymeuBXibfVEiApCQKn0t+0XmOsX91zJrh+mphycY1sYP7Qol4WGQSBTPyBvwNkywLPN+HSU6GnFxkEjHA5vxdfZgcMsCoJEANCg2obZTy6tPHJMMwIpOnCIdcLpNK4W9/G4/IMwxz1gUXlIGEpummgeWNIWtHzDVZa/xoUFXXujUs4lfjAADGfNazdXr1TU+v7Jm/oOWx6ZvpES9bYbjF+7NBv7VI3+BTAQDtDO0ti24viU13enQAgXMde9srG2cSAMSsnZSQJsYBLE3Cb4Vj6Zg+Py4kfnfpFMVdlTRghqRpmi+oM2ntxxP71roFGGBvEFwCb89mYentMO5Lis8BnwP8AgBg3CISU1LMSoQM8Gng0zBrCNQ8C0IGMAtYkC4ZA2MXAmYIIUdxiwgAGLfUjOjI58PHOge8M0EFTuPAau3QCAGge3WbJ58fzAtRltUjylEAZCEfB8wTfBoKCSgkgEuBkAEuBYUEiEmoYv41ZoDPAJsFNgNCXo6CEnkFopHlLbm8P5Pt19Ls+fHH4uefdF19vuPBCcqmbS7kKCELmD1tfU8xa8hmgM1T+VyIYRgVBZfrSZqm90T8e8LBn82n7o4MmdWSyxWQzSHuml0Dtc+u3LJq4YSx88qq1l47rO2RyS3nhq73lO0I21sjjlVOFaisQ1VGIADgwqUC/8OK70qLA2qNTq/THDy4dva42Y0navOKHsuQ22aQJADRy2TbvkNlLjACvFrsaxpY3uhUAMB1Vs+awb1MFpaOu30JpuM9W6dXA5Q//eyClsduuhYCLw8atNVtvRZguNnQUO7YFjXsCQbnG+E6Ty+TI85VAcDYxWquoOQzciFNCkkCk+J6x/97cF0OMKsUmRQy0Mvk28oLayV33+F8d55/y5bqQ4ei7AkmsaAW8vJeJrMSzMgwLfsVk+JxkkmRn14m0xTmVIi/MPn98vL77/GcU625+kLNnGcDO04fkwzDiEyeIhzBoB8Ahg69YM+edoZh/jr+ziIAmqa3Di7vKHUfj/keUhneiprbF7yFbCF/dN3DMQAYeO8g8/DSAT8GAsuLHBsMqir4zdB59kXDrRXueSGvlwCzT7vuxxKeU40FgDGUsIiomUFgUoJpOEU4dhC/0xBozK9vAmwGGIbBDCnmqgh5VSKhaH3FCqB65uf+iP58ziIIKkEANkNiMzHk987JJQFTgCnApAQT5KxBUPM0wceB6wFuO1Hz25fcBpgFPqNAtNbNomCg6/ONFTu2+58cBDBOkSkQ2RzJsvJ8SppPSjBLYVqGGeCTwPZAoVtS6JawPVIhSWBahlkJpihMKDGuwoRMvMsJaRIzpJAAzMoxS3FZWT5LZrMEop7jgzm2uqG+avNm9dF9dsyY2YQE06ctXDqdkOdZwLzh2MFShmFIUI73KWiabi33NnqLlhtJAOMzizZm2U5MdXV2c11dB9ljx47/tGPr5P4Ao5cK6ULd9o0PPbbIQ31oJLYb1Dc7Qi1h+8HSYsahApXlDCBClaFJFQC3f/XKP1/SSSkA6X0T/87zzS+MfaHlRLRboVA/uxYAhlssipNMHtk6w/rbuVBZvo2aepn88KYbp39d99yT62+tHQ4AOsdys6pCrdtltrR4rDcAjPCE2kOeXZXFh7z2M357qrEqvqDmMwohTfUKRxr+jbKMbAYKcRCZxDzVy+T2wc07oonO3zDJS3PdgFkK8wohTfFxGaYUmP4VkzIhTgpxaS+TSZJLyPLdUi4hx5wasxSfFj/tvUxmBffR7qqNGyt2bI92xn08qk8XkwzDiEyeIhxDBg8UY/WY5T8yDPPKK2+BVEbT9IaqsvrK8I6AeYpO9b7Xuu2pacimj2zZueis8hgAAFxrIOvdhp1++9dWqsrubgqH9oRDe8PBvQH/XB0AGOaWGdrLitaWVo5QqQmAJ54tTmcGtcwiAKBmCDy/C4S4FrtOsTh6l0VPTIaQUHx5CwDAkgxwScCsiu2BQhyEBDAMw3crhDhJ03ShG9huyH9MABAz61X5AuTywKYMhaRcSEPL01D7PJlPKnMZNcvK+TwsGQMAxJcZyKZJPkfxWQnmYPYQGPcFcBkoZCQtM6BmBmDajBklZiWYhqW3AgD5ZVLUbEXLTAJqFC1oF1ibsIuoARj7BcUmNfkEhVkFpqR8jwSTBi5OYAb4BFnoVBTi0nwPYEaCOQXbA5gBTEoxIccEwfUApmWYIdgCpHuA7QE2Cfk05NPAZ+TIaRIpyGYUiCrkDVxWweUAU5QQlxUyIKQNhS4NZqWYAUwDZiVsgkBWWkgDlwIhKRHiMkyqMKsUkhIuCVxcIsSlmCQxI8ecCtNyPiXLZgnMAXKh7388m2GY/iB9u8JK0/T+YOygx7baQAJYHn994Z4vPt4+89nN0x7bdvuYenrMqosuX1XrA/DP3HIog5nCwd0H5zzCnFU6R0dN8YXqKsL1Ydd3dhUoLCQQI0fceGjdY4MASi+/UyqVEhLpl58vRGw56aogYqFQ6PVYAOAEk/Wzh/ivewqkslF2i8jkqzoAoJ45yeSL119cPWyJVrPZLF+kBQCySkFO9nnrov6msJMGGOUK7Q34W0KxFXZVf4e2l0mtWw7w1yEAYF0qqLAHuCzkcyKT5P+SwyIkFPkuwBzwv2GS65aKTHJx6GWyU8ZzOrbwayaFuBRz8r5M8ikJlyFzGUlfJjEHQqaXSUyCkDqFSUwA36POnWASC2qB16DIZE7K54HPyE8LkwzDiEyeIhyPP/YoSUhUSvnzz81gGGbV2k3FgTBN019E/e3V5a1R6/UK1Zc6NTPy+p4De7JH96+4ecQyigCAkb5we8zRHjZWg/afUX990NsQ8jXEgvUVkUaPthqgv93cFLY3VFTOsJoVABdeadux3Y8tqhoAGA18VobdMkzC2JPCsYOo/e2KRr2qFqD2ecA85HtASMmR04pxHGwaCimgaZrNUELBhItVADBzhyqflPM5wAKVS5KFHcQQgKWdBKYIzBFCUoY9JG6BWoDaZ0mMi4oASxPEOCCWdAKmlcJWohZgSZzgE1rMyApdwHXJCluhBqB2lpZLyPgktesZAIAlvIrLqDBFtjwPADD2C1UuAZil2ATBxgEzgFk5nwI2BYU48CkJioFbGT0mjUKa4hMgJCWYAT4NbEqRT5DZbgoTOqHLhBmTkCPZLGTjwPZAPgX5uIpLU0JOw2VU+ZSUT+v4rIzvsQoZwLyETxGYByEDXFqeTxBcVs6mJXwahKQEEzJMyjEtx5RULEf8i3BklZiRc0kSORnHkV3d4WnTXAzD3GCxLR9YQdN0U8zX4DGstCoA7I88O7/hn6+tv3v8wnPOek8l+wZgPcBqBfE3NYDvkl17mlBA4eiR7y9xg8LyrdXRGPDvjYQXudQAFAHE49MfQ8RvpvT2n5aCZG9bO+LScbW/CIcYBiYsGQcABAEqpfz5B4fVwG3Prd1UHAgPIaCXSb+xCqBSoepl8sNRV1w4YplK1mzVtkWt1QBgtLaW+Ruj/vqQ9QaAGzyhE0zq5sasvUwWV9oALhyqrQKonaXlk5CN/8Ikn/lfd1XyekwrMfdrJrkMiEzm09DLJFeESBRSpzKZJrJJwE7pKUx2AyYAMyTGAROA3YAJGXaTQqcE00ohLsU4IcSlpzAZBzYDyOtEJnMJcU1EKTIp5Eghq+Yzp4FJhmFEJk8RjpdenC0BoGTE+DvGMgxz6FjXpZddTtP0y+Hi5U71SYPuyorzjyxeXNi6bvu467a7dKuM5AhPWXtYd6IROfWIy93m9zaHfPUB88nu5KDS0qoT3xMw812XwEeW3g63f0pgSt3yzG8NR4C+W7D1fVyGQVD/GQDAkGcABTGlQolooWma57Uv9PVwbodsFwgZwIZfnJRZLcAhZFgJ10j+8txacuns3uDCcUsJRCm2kCffcXaLBVGOGSL3c5+X1JDj+rgx475QYJLMx6mZJ3oTzaojsgmCy8oQAdGCBRIFCfIKZNXIytgEsF2AOU0uDYU8CEgKCIhKntOxnIRNAWYkmJJjWo6oKnCACMgTmAbMKvkUcCnAvIrLqFI9ynwO+AzwaUCeRB4QZcgbEPWIsnxCw6WVmCEwDZgmMEkJSRmmZb2bjkmyN0oyLRfSVCFJFtKQ5i31uweffaaKYZjpgUB9/4E0TW/zmsdTff6xt3xwfNf6ztVL6t54ZdnNV62pCi2TwvcA4/suLtXcttnpaC0y7i31TFf98vCl0xcj4rffvqU+8eRbRw86+dtxS1EMPBdzsR4d7gMAiiQcvb8fGDvnchfAy+Hi3VFX9cmX6Zw3x058TylWeeyNpWVvG+FGj7MpbP/B0vfSTw5qWsC/pzz4VbDkTOhzfTVEfQ+BKTUmADPAZf+1G5iX8nE5JnWYV7NJKMSBTRO5BKAAyIPIJPIWntdzSOYRkKX4HGBe0sskS+Yz8mxGkesBQTjBJEchkojA8iQihUjxBUAOEKWIUkRKQBkWJMgTiCeY7FQgJ0OUcTxgQYWcHFGCCIhaISsyqWBTCiGrYNPAZ/9PTDIMc4LJPsKx5Ouvipx2CcC555zFMEyeFx56aCpN02Nt+p2l/fbEwm0Be3Og6OfKfo30zXW33rSutmxnxNYe8TfGSpvDRQ1hZ2OkqC3m2R/z7o14doddDWFXa7V/T0m0IRjaEfW2lbq2lgfvsRWRIB0/znno4BkodrVIqDENQhIwpfqXk5QGTAMfl+W7FIWknM9RXEGOgg55N8Mwyc6SA21lNE3v3FJat730wL4hRw+WCZwH0Ymsic+AkId8UplJqHLdmnzKm05WplLV8e5YqjvQfdzf3VmS6HYku4tyKX8uGU4lQol4ON4TiSdiPcnSrmT44JFYOu3nWHU+B/k8kUt5jyd8qVR1vLMkl4t1d5bEuyoKGScWJGxSVUgBlyH5rIzNAQq6fDYS7+rffeSMeFf/dKYqkxnUfayqkPEjp8IsFDKQyUA6444nK3tSFZ1dlZ1dEUQrlwU2CVyS5JLuZOcZPV2De3oqu45VYjrApalCEvgksN0EZtS5hCodF8Hyp1Oxzu7A8a6ynnj/Q4cDHR3FmU4Tn9JjVoEZCWakmCC4uATTMsyQmD4ZH0kKaYpNyfIpUhCgOxV6ff4Ao1bCMMyn5eG9lRU0TW9xWJZdfF58JYM8cnxvVHiBReS4xJGOI8u+3v2Ph+suveRHvfFTg6XhgclHv5rfcNt1W7y6xrCurcLVWFryQigUkMGgAQObmpoKhYLYv0Oj0VxxxRVcge1javyiGjzP92WyqW67yKQc4A/OJHJhkcm2hn5/JiYZhhGZPEU4komee+6+SyoBh93KMAwnsF8sXETT9LkaxfLyfh2l0fZgUXMkvCPo2+CyrzLrfvY6G/pFGkuDLQFvWyjcEg7UxzyNZZ7mWFFDxNYYczZVenZ5TTvNhhaPtynibSlxNVcF/1nuLZdLwn7FF59VIroxC2yczGWBTQJ2/8tJEpIyLBBcHNg4VchIECnEyIG9Zyz9LsQwzOS7w+NGltM0PfzyIvq6ojE3FU+82/76y7GlX8Q6j1QhmrBA8UkF5iGVKvrys6JpD3inTQ4/9IDtHw8VPTq1+InHfNOnFD/yoHf6lNj//KPiH1NiD08NTn80MHWqY9JD7gcfcU6c6J79gr2jo5jn9fvbTe/M9t59t+PhybFHHgj9z7TIlHv9j052rl3lQTTyOYrLAZeUChkty0JBsPz4bfCxydGHJ7r+Z1rkH9PcU6d4H7jX+tmH9q5OG8/LsaBL9XiWLIpOvd93/32BB+4unj3DurvVh6jhWALRsG1T0TOP+h68Lzp1smfyRPuGlWXpjI0tAGb1mFIJSQnm1ci78oWhS74smT41MPWB0LSpxZPv8T94V9H8N4OZThOfMp4QDvIU4chQmJKdaKQiK6RlbIZC1Ha0Vl8x3KsBkmGYzf0D7ZXFNE2v8zh2Pv4ol0wdb21f9fjjP0198MAnnyW2N2MyneeQ51HoTCbrdnTMeXnD2UOXGkx1Q0ua+gW2l7h3xiwdZUVbK0qnFntJCdx7772pVGr//v30jSMlAHK5fMWKFXjq6NsEoC+TC+bPE5m0OU1/cCZfedHTy+SVkT8TkwzDiEyeIhyI/Nw33yAJiU6rZhgmle7paN9N07RfJn2jJNpYHuuIBvb6YntKQ7ujzjavtSMUaCkvaYz69wadLaHIrkBxQ8jTESs+ECnu8BY1e5yNXs9ar7m+uqQ+Fm30O9uiwYZo9IfBsVE6hRpg0p3+VHwAciouI02loJCU4dH/JQJSxYtVJwoUIlnAolWrS8fd7AgHNQzDECCTgZymaVICSlIlAQ0FMp2M8juld99p//mnMAq+bBywAEcS0fF3qEiQSsBAACkDGQmknAQpaBRyPQAJUpAQAAASCSEBUgI6QkIqQVMdlv60boCAwYbt4SuHKAkAhQQUAAoAJZB6KTzykDtRKEOWyqch1w2FhBpRcfhoaMJYoxZABaCVaEmQkqCUg2z0SGNTY4Tl3IjWdM+AyX8vVgIoQaEAOLMSViwLFfJWRHM25/jwHbdNAUqwkgAUwJxnbT0ZR7YA+RTJpUQj1pGNV8x/u3ZgBaUGJQlyCqQqgHP6w5efx/IJA5fSYkbeG0mdpIQkgWnxOGFuJAk2JWMzFJtXZNjAt58NcBfpKtV6hmE6+nnrSy00Ta+rCnR+/SliYdubr72qhM8Afgy6frr68ubnnzm2Zu3xjv0Fjj2O+Ryb6v747TUDw6vk0GBx7Czt1xyJdpaVLY+V3GgwgwI+/vhjRFz+47JYJCoBUCtVyWTyV8LRp2DEKUzee9cEkcmzLzz/D86knACRSQLgz8QkwzAik6cIB88VPv/sExkplZFShmE6djfmcymaphUAd7otO86o2Fceaw8GOmK+jlJ3e4lrd8S3OxpqLw12xNxNMV9z2N0WLNrjczbZrRtNlpXFwVUV/XdMmcR/8dG+yZNW+ay7/b6OaMXO2vK5oWBIKqkpM3yzbGCB82JOxqckfEJT6PqXW19cN2BSzqeIQgZ49K1YGf3LUIUcSB2pZRjGoCR8LjlN04P6G8vC+kCRXiszGFQOncpBSSWXX2pcu7a/gB4UJKmjVQ9PMNulErNEX6RWRMx6j1LtVqpdRoPHavY77X6n3Wu3FptMbq3BozU4tXaLSmGUyi6pUfy8qVRAT0Orb/ilFCHRuBzmoNPvMQXcFq8SjMMudu9qHYxoyyYg3wOZbkAsWr+u6rwhFhI0Xpux2OF2FdlsVhcF8rFjjG377CyCkJPms2c8eF9YQ5mM2pAazLWV5Ia1MUFQ8IKUQ8PnH3rDDpNBFjTqTYSEeveNUCJrybFQyEtyWUAs3ru3+tU5Tr8bKACrzqcgnFaN/t67gjt2DEC+hsto2BTFpwghSWCCwqQc0zJMizm1vcLBJaVsSsbmFTyn3ttePWG0TwXSm4ssDMMcLg82lBTTNP3TudXZ9cvyQraH+X7nFZet0ulXy2QrAZbpFT9W+taPG37o83dT+/fnEPnWhs23jN5spBqd/pZodVsouqes9EW3OwBQekblzl11iPji7DkyiVRFyQcPHJTJZIRThUOsQ4WIHMf1ZfK8884Tmbz7nkl/cCa1pFJksrpC+2dikmEYkclfC0e8p+vM2iESAIZhvl38OcdmaZpWUfKhGlhdGtpdGt5W6m4OOfeF3O2l3oZoUb3f1hJyN0TczWFLW8ja6jdtsam+taiXDKjc8Y/7s8sXd3d2xZFL/PzTposH7yyyt/vCjZWeFZWVQ21yHcD9TwQ6M2ViqAmf0HD/OgiS6wHMKtgkIK85sK/qb2OccpAa5SUhrZVhmMemxJZ+NZCm6Z831q5bfu77/4xeOcxuMYPeaJArHYREf9MI79GjtQWETNKwaplzzkz/Sy+Xv/CS9dXXnbNnB155ceCwYWUWM9gtapfD2L+fbdKkgbNfKn/pdfuLM+2vvVI069nI+2/7Dx+NFtC9oyl63VVaALPfUxRw+FwWl9dlMMpNoSL4+PMixGAuAcjKuCwghua+GvOYlSajPuy2uiwut8fhKgpQoLtzrLt9j0tACeYglYzed0+RRqXW610Kqe68gfJ164MCT+RzwHGmRR8Fyz02BVisFr1Oo507uyiRsAi8Bjkror9t9+AH7rM5TKAFl9PgJyUqv0/9xLOx9sODWfQiUlhQFFLAJUFIyoQeOSZVmJULKRCS4o1UJiQJUTi4glLgNUs/8QUc4CSVs86IMAxzIBhsiZXTNL2mtHTPwk+OIx/nMuzOnc2zXt50083fhf3LzLY1Clghg0VW+6b7H+EShzHe/vP9k7Y6NdtdjsPR2N7S4h39ow/4XBIJ3DHhb0ePH+vq6rpj7DgCwGm1zZk1WxCEAvfrNY6T3kpfJot9XpHJj9/7/A/O5Hn9zCKTq1dW/ZmYZBhGZPIU4RBNxNdee00ikTAMc+/fx6fTnf9rP6c/yjh+ZAgWQv/pq/gTjo5ISXvY9p++iv+OP9BAwbnoE9epFgfPC4Lw6aefSqVShmGGnlXTsbs+jcL9jzxuBLjLblrdL7yzPNTsd7dGXHVRe2vIvcdfvN1hXm9QfEOqfqo9v/7RJ/dvWNsVP5rlcihgPp05/MOSLQ88uGnw2T8bjE0WXbvPsbc0sDvq3lBZeYXBRMrhnjtMhaPViKoEB+nuE3G+aQIzBGZkmCIxQWBcimng01BIA1cwLvnSVB4AJenSWrQ+Fzw+vay942zECM+ahIIJUc+jJC+Ev1pku39c+N47KidONDw6Tb9pdRHmTIjAslDggUMpx0sRgUdFJuubMsVplBltertWarpocNGWjTU8Ogp5RSEnz2WVuYw2l5GweVJAXVOL74ZhGqnE6LQZy4NFI6/uVzPI7rC5KIni2iuNzU1eFIoQFWzesfGn0rNqKBJIl8M4dIjvuquqgz671apVg27caNvefS6WA56TJnv6T53kMqvUJqNTDrYLhsjXrnFzvJotAPKOhR8XhYssGoXTZjLbdOq3XvNkeBcvDFj5Y+k1l8oVADaDxagyKiRw1TDLj0xpmisSUJlPyfJxRa5Hjkn5iTQtad8Aai4FXEaHWUpIAJ/QFFgQMPz5hxVKE0RJxWuhkuZwUXuxszlWvMtv3q4z7SJhjVnLXDW06cN5x5vrkRWQxwIKmXhn5/a1e956sfHZZ9uZFRzm4qu+/6ZqQJNL3+wvbomFGqpir/odMQn0H3zGzl11AsfPmvmCWqmSAFx++eV4omzPb4forfRlUq1U/ZfJPwiTvxaOQqHQ2dlZWVnJMIxZQS38dAGL+MPytS67ox/AwtJYa2XF7mCoNRJoLvfvCRVvK7J/GwosO/e8uif/cWgdw7J8No88j1wms/uLT3beP3Fjv/5LZIrFIFnh820aWPlTyFXvszbHihsqKt4JBSJAOjzUj1+egWlztgDJBIkJorenVkYmTpKQJIQkgRlCSEvZHLCcom5X4JrL9XKJ3mTxuSzukoBh1Ajdi3PMXy/ybFlbfnRPJZf1cpwPhSrESDxjPdJl7U7o80k7nwBMEWw3kU9K2LSES0qFDLBpZbIr+NBDDqPMaNHbtFLDRUMcWzYNRLQWCiSfBzYDbIZkM8DngRc0TS2BG67QyUEhJ62xoH7GP84Zf0vIarUCyIMuctFHRTxbwbKQy0Xmzg05zQQBUBI1TZpQPuWBi0I+q9Gg0UpN426xt7U7Of5fThIvaDgWkHd8/pEj6DRoFHaHxVhkVn/x+VkFvHjRosH9whoZ2JSkwmWVV/iDj02pqm+u5FCX5wBZZT4JQlqKmX8pHGwa+JSMz2pzWXkhq0HU79lXev1lXhUQjxUVN1eU7Kko3hmxrfQYtwy7pOPp53bSty5XOhggvtWotg67fP8LM1Mrl3XHW1kOs8jnsYDICliI72v+afJ9P9iKWnz2loi3vTS4piw43qHXSeDeKQ+lC5nDBw+NHHEjIZFKAN588008dQ/lt6MvkxqN5r9M/kGYPEU4To433niDYRg1wOibb/x3ez79/zcYhpGBQSsz/acv5M82GIZZ7XPtf/m1//SF/Hf8UYboqnz2of0U4eA4Tmzo1NHRwTCMViIJBoppmkYeX37/PUIKV8sNy0vdLZWx/RUlrWHPOqt2+zWXFraszSHmENmDB/Z++Pbm5585tGYDdnb+/NRTX5fG6q4b3r7gxdzBRq7AYybT9sDEn63GzT59e8zX0C/yRtRzhlxh08KbbwwsZCsxK/bF6S2CICQJIU0KaamQlmKcwqwaU1IhDzwvT2ZD89+ODCnVGihgGEZBFIHERtO0lJBLgFRINRqZdkA/2chrDC+/6Ny8pZTDWCahFtKAWZnYXAuzgBnAPHAFeTIeeOjBIqPMbNLblIT2giGWLRv7I+q5PGBSjnEFJnRCUoZZhcCZG5siN1xh1IJGowyFAurP5w3e+fOgc8/RSQm7DPRXDjU21pewvGXDmn4DqrSU1EmA+ZabrPV1Fz7zRIXTIDdpzRRo7xrn3rPXLaDkX6m7gDqek4iTFHDo1HKry2H2FenOPqM04tUoSNAbFEa70u602FWhfmHpR29F2dxggdfnEwSmpGwPYFaLuX+dNcuqMaHOd0ImA4imDev7n1VrMRGK513ebeXBXQHXzrIAwzBbHNbmBx+mabob2SRmDu9YW//C9LVnVa+Wy1ZIpT8QsjXRwKarLtn95JR9Lz2z7c7R31RG1nls+4LF7cFAU9Szsyr6hMtuk8AVN4zo7OxOp3ruu+deKUikIJk2ZepJf+R3DQ1xibQvkwAgMrmS6wqoAAAgAElEQVRy5co/OJMaqUpkEqTqPxOTvy8chUIhl8shYiKRYBjGpNGABETh2NLYUFZVHpEoXi9xbKqKdUQDhyKenTbDin6l+16Zg63Nx5Ys2TD+pq9syk+k0l1////Yu/P4KKp8b/zf7qqu3vfu9L6ml6SzEiAkQUVFcVTcEEdoQfaI4r7r6FyXGRUEiYqijuM6Lriwyo4UO4QtELJ3NhIgrEl6767t/P7oEMBhnPvc53V/18fXPa/+o1J0qitd7/5wzqnT5zyNevvDPcc7lv3Y19oQTZxDLEIp1Fdf1zhr5gGVpMaCd+VYT+Tk7A84nnVqsjDBFVeY9+wujyMtmxCd/3qiYKBCGOOjBIaiEhTDuCigFEYlgGIhSbtrDwz966sykiRL8nUWizIYDBJilVRi1Wuy5TIrD0w4aGQ4f8xo1Zo1JfFoEUcDk8CTYUEqilExPhPmsXFIJ4ThPtezz5iVuCZzka4p1x/cU4I4FZsCFONzUQEbFTExQEngOElTi+2usWIZTy0SGM06/PtP8uj4qBnTZDyQ8UGZbRN+v8SJuOv+tihgNSsIoUXCV8/7qy0eHfPKC1a9TKBTZuEgnjPL1NVto6lfqxayDA8h89IlJrdRKRMZrEa926I1KM0qQqkTq60G3GJUG3ValzFXBrJcC/zjM3cs6eY4CRUDqpePGBUbhouaJ5dMS8MkhSgiRwlASE5Hhj75iE0G+B+ylD/m2VuLPa0ed12BlyTJ/WLhT7g6GAx2fPbh2VAd4hCViJ/bsXnfQ9M2Dc3eK8YbCP4huXC/RbvRIN9l0R4269rcls6Ao83lbApkryvJvUUmUhLC9z78CLGoub7umlFX84EnFUv+9uFHv9JCQecXYb/YpMfjyZhcuHDBb9zkhDuVGZMKteT3ZJIkyYzJyzRVMp1VJEmqVAoeBsFgsK25iWGY/3j5JQzgAatmw9CijlxvlzOry2U+4HHsuHLEwfG3HRleshGHTQDLXZZtzz4VP9rFcGycTiKOSlLRvtaG2rcXrL9+zDpb9qH8vF3FrmaDvCM3J1TgWxOw3CpXCzH8sed8fX0j6JSYSYroGMFGcC7MRxEs0y9FhYGNCZgYUDFgk0qEZAhJaNoWjftIkty3r/zLL/KDweCUiZYbRlkCDnGWQqrAtGaNQ6tRiQllkce+YfVQinJyNCTjQCV4KIGhKI5SwKWF8bD1madNSlyjVuiFuPKacv3BPcMQq0FJHkoAExt4aTYFLCtubnbcNVbKA5lUaDSriI8X6RE94u/vu0xqJYBULiZeeTGv//TUB2fYxWIx8GS5btXK730sM+rl53R6CaGR64QgnD1Ld+y4g2X4v9IRxTI8hKzLvrN4TFqZyGQ1mtxmg9WuJUCYa5K89XrRu29f5XWBQmC2ZfmEfBheJF/z08g062FpERtWUmcxuh8GhmxcEhwEiuFMUoBiQhaJUinfsi+K/S6xG/jveV3dBfnNueZml+mg00WSZPOfHtkzKRgMBpfg/G1339H6/Tfx4ycQh6Knj59av3rHzNlbXdm7lOo2oyZkUbU79Ce89laXsbHA2uJxNhYH5nvtJoArr7o61NjAJWLvL1qs1+p4AFMm30ul0hlvlw73+qXDi7eXL12WMXnb7Tf/xk32nBiaMfncs9bfk0mSJDMmfxkcgz1VJEnqjAYewQ8Gg998/QVi2M2bSFOOdyTAFx5/59CCo35zh9fYkGPb69bvNcs3KxQbPNkHZk6LrFsTP9qJOIRohKKov3Z3y5tV+669aZtC/hUGux+/N7z+2wMPVu4zS0JeT6c//9DQwOv5uRZQ+B2w/BtzOi2lLnuREpAKS5mEBCFFvF/DpV3JuC4SyaISFpIkKVqYTNqCwWDPsezGOi+51vfRe44brsDtWaBXZWm1WhwElVMUp89kczSkEgI6IUQxCQpLUZyPkpJUvytzkVRKvRBXXlNmOLinFDE6lMC4JFBxoGMCKgZsUsDSmqZG/1036XigUIrMNpVk8btyxAyv3jJieK6FL5RrNcabr7Us+XzY9RVymVwJmPDWsZbGQyOo1LBXntPoxEKVVCMViGdXantOuhES/auLRDMSlgWErMu/t3pMernIajVY3GYjYES+X/vx+75wLO9ctOCNN81ygUallmaZbThk3XSt5dDBfIQMdBxQlIeikkuCI3qhyk3FgEtDHMlCnXnjrlUIQXSXS7cvUNzjy2srtByxKXfnl5AkmUj3xs4cCwaDzW/+x8YJd357zbUbJt/XuGztyXSURQxz7Fjb119unTB+g9tQEzDUB0xtPnuzx9KQb2vL9xwakjdDKwEePP/KX1Aqce5k190TJvEAeACL3nk3s6oPwzD/6q7K4GiOQZPhvkjGpEoj/42bZDlJxmS4L/B7MpkJjuXfXzpy9OJCkuRzzz2nVquDweDMmdMjkf4zZ05NmTKZB8JKZ1ZzeW6P29SSY6/PtR00qQ5bjC0Pz+xet7L/2EmE2HMomY71x7dtPfDOK5v+cOP6bO9GDNsAcHj8hP6mOoRikfUr9+QXHFTLO32mhoDuyPDAgzqnkgdjrtXU1BakkTmVBvYsoLiA68WosAJFhcmYmEpKaApOdmm+Wmz769Pe558yzXlA/uXHRpIkEZJSSQgOTFaspVBWfzy3es+NY8d4pEpQanERyMcM0XTUeRBSUGlxOsnnEsCFcRQHOiWPhrNffMKq4mt1WXohYRxVZjl8oBQxDpYFJgZslGDCMi4zMxKLt4Tsd92sAJ5CLfXaNPD2PIJD2T2nsiffI8JAplOLAl7X1Vc43B6l2eLEQPbnF4yxWElPv+WF56wauVgttitx0ZwZmqPddhbxWaQ41+9/9jGnTilTKnRSXHf1CNn23YokJeaQkGFN3y0xZVuzpOIso0GjEBM3XydftTwv3l+CGDlCiqOdZdOnZgmAUBg0Wl0uD2T3TtM1tZXTSI9oAqV4KClgwhiKyFESUEqAEsZ0TEAnAaUAceLevqJnnilSA+9mkfKH7MCxXE+nz9Tg1u7TKBvvupskyRhCHELBYJBBKH022rV9y76P5/8894Udf/+so6aZijOpVCp+pK77g/cOVpQdzJI1FZia8iyhHFdrsfvTXK8BoCAw/NDOI3GElq1Z5tHpMQyzWq2HDx8e7LxA//qO7C9KOp3OmASA37jJs2eKMiYRwn5PJkmSzJj8teBoa2tzuVzBYNDhsK1evQoh9qefVsqzLOU4/OixthZ663yWdr+rwZK112069u5ClOxlEYPike6ta4+89lLN6Gu3mdVNQqwRBKsUosMP3YvqDqYQSqaozkWf7x5SfFivO+H1NWVb23LNawtzRonFGA+efzLQ01uEkJo6I0FJPp0ElBBzSRFKA5sUMDR2rD1n4vVaLUiEgPFAek0pkCRJsWaOxYLBIEcDwwDDEAjZE9E/zp46BAelSqWQYcZrh/Oa6rSIk6dToksvkjQazn7+caUC5Eq1jMCV15TrD1QHEKPm6IFpWtgYRvUBShCIU9Y32sfdqACQKUQeh0r71qsGmvIxdMGCN9xmhVkrs5s1NpPSYNAYFRKLLUv21ZdmhAI9pw3PPeEwKOV6hV0CgjnTTF1HPQwnQBweDQdefNpu1sr1WrsUM48aKt+9w0ExGMcBSxl+/MaWY7XKRXa91qgWKt9dUEAxIxAnj/ZCOgYMa9u5Z8j1V4t5ABaTVaMUiQXwxMO27q5imhaguIgOEyglZmLARoCL8+kI0HEek4J4TEaxvq+X5DhMkMvjvea1Hi7PP5rj68n3dpqVexS8jYVekiRRkk2l2WAweGTz+uP7NrPxLoRSzKm+1rrausZDyZNnTiGORlQvufrwyCsaVfKeXEu3y9Dtc+4bkvu4SSsCePjhp9MR6sSZnhmzpwsAMAx74403OI7LpMbg6PL/ZMmY5PF4v3GT+6rLMiYRg/2eTJIkmTH5a8GBEHrmmWeCwSAA3BS4ZCaDKRbTIffgQl1QqFY1zLhx6uXmPACMWEYonjBe2FE4/qUjQ6+stmhOOrXHLaa2bF9Xnq250Pp+IODBCABs7J+N/XEbYrLiKWkqSSTOQCoNq84fvfR14xuPagkMeJhKoDRqRThJkju3jUjEioLBIGKUCNnZpKPnmP/vi2xlNgIAl0gdYtBOul13sseEWBmVFNFJPhfno4gAJXhsUvrD+YPjUoWEEPkCuprqXMRpuRSOUvBWGUAZNIQxlFAgTlvbYLvrNj3wQCaRu/XK9+dbUgkjx5o2rnWPKtJjYLRaVSa9zmExC0D0h9Gyg4f0HCc5d8r44uPZWUqhTqskAOZMN5w4ms2xAkRLYufynn7EoJLxFAqjEHRXFEqrt+WzrACxgBjz8iW2gMOklFoNWo1BRSz5ooBijYgBph9QjM9SwDCBNSuG5LvFIuA5zAa5UC/mwWsvZ/dHsum0gkoAkxSgNLARnO7nc0lgk1g6AUwyd8uuwpFXqQ0AD9my9pQVtBTZG3NzDgacdbnuQ4W5a+w2kiSb/zI3faw7GAzWLvnqbxWGy17h8nmvjbvsPwC4cjyvjr1kD04Q7Z9MvPC7CxrPTzAKAOdn4xgoF+2vqFpTdZmZJAeKbqgI4BHthTk1irX6/XZtw4zK/j2bz9TsCP31L1+5L6xDN0xEXDjhytXxvr5DixYdGXpltUU+eXC/RHr3hSloLi7Y/LoBk3Q/oAa45LTOm6ycansk/59+dajhtUW2soBSJVFIzi8sN/mry5hseXNwETupXKsWi+SjR+pqqnPRahEAVNUDEwc2Dg2vX/79cN9qqJ938RQkOt3Ff4tKtOKQnlt9YeoUXCr/pcklagBcIoVfmCRJMmPy14IjnU5XV1dngqOwMH/3d49UAFzz5yVqg2GUQvNjif8FKQQNpg6H+aBXs6c4r+3eu1d6FYDLlxh1dbmO9hxbs0M1G8c+mDWNam+rqaoAqFxx8tSy4N3rAHYL4LARGiyiFk92W2Fund+0e1j+BCkAgMQmWrVtOMf647Q6ncZQHFZOByiVhGI4lxQ3LMABwFmm50EWITOqRTaSJG+7wf3W3LxgMLj8O+fSr/0fv2t9fLYr1wSqgTdH57dpv/1sCMt4ESWi4sRAR1REgBK81TMAStWznzFK+Xq5FAcAS0B7eH8xQgY6JRmwW4qFYgSiFByS17fY77rVCJhSJpMYlaKqN0zhsJ7jNN1H86eO0/PBYXWqbQ6d3WoTg/zZx+1nzwYQp+o/bX3pyYBSBGqNTIjDnBnGE8ccCAFKq+O9+c88YtcolBq9VSLUXDlEvHurl0pLaRoQMixdYvJa1AqxzZClM2fB54s90ZgVISJ9FlCEQJQSIUMsUvDmq4UWmVCB28xGr1gsthnxTz/JidO5CInTST6X4nMRgu7D2DikojhiFUdriyZOVAt5grEa9fLc7O5AUZfPW5Ptqsk2HbzjtvCSH0NVi0iS/BATbHtodjAYpFDspxk517tG/QDC3cXWIWB89ZWPT+/eij6dUHrf4o3XX79aSoBItcqnPxrw7c73V9ocOMCNs+/rTyQi9XOtAIAB8ODee++Nx2urKi6JCJZlz89tfml0IBSqqriwJ1RVBmWP/VidlZUFAIV+UwFA5Rr28+UZk6ppUpjg9hx1XmKy5pqrt2gNO426Ore6BIjnLdr1WYL6WdOo9s2vVwAAzPj6EpPrVNjdJs+ASa8agNCDKG+YOGOydgExvwFDcaASysyUcQvrJGlad6TJc8d1cgAAXK0W2VQC6W03uJ+/RQJe7eKMyfulAAAE6CQSq04tAINfLwIAKNeHfmkSFpYBAAy5yyjl65Uag1iiuLZCe3h/cSZKK+ZJqQgwUX5oLla5UsEhef1GtRYIwFQymcQoxZxj9eGwngtJh4KkdMx5kxYpAYBfMCl/fRgMvfPyJpdNAQDARfJfmCRJMmPy39Q4EELBYJDHAwB44J6RpQCTfzgxfuYMFcB4Kdzh9Z7Mzz7mNoUK9Af8poM27RoJBoRivdvQUuA4aDHs1GTteWROtLWOZlO1L5ZA8ZMN8VNdK75cPaxow7Chhx++p2HKzbvslnqrq9Xnbik2jgWJXwIAUHa7tulIOeJyWA5D8cyUglI2DlQUp9MEFRLNecNzx41mvQzEoCdJUgiEFMTBYNBlUhg1fI0MZGBU41oJ4DgAiETPzvPF4nmINqCUkIoK6Mzw4SiBEjALYPr3lgcf0OOgkUgdAFKnW71/VzFCqlQaUEzUNBegFGtK4IgWc0ha3+C86Wol8PQSsUIrFi143dQXkScpSNGeha85AMR6g8ZqN8kIjV4i+uYfDgYFKE54rif7hUdyhYAppHYxX3ffFNfx414WAUcJYhHXkw+6JGCUyCwEpigvFuzaaaNZHcPyELJ8+5XRrJZh4JUKXFIcPnzHHk/6ORZj4oDSYpRUJxPAIuJc78inHrYTIJArtAp1Fg9k+R75N0vyo+FsllalwnwqzGdjPCrBoyld35niF580qTAYQqg+KfK1FRWf8OYcy/Y06vXbLOLQn59mo+EkS5MkufvRyne9nmAwmDp0uGnh/CUH9x24+84fRJAH8JTRUX3VyOaZtz8dKNmX7d6iIkAkX5vjaC8a9nlujhMT6WzGjes3UAy99tsHMpUBAYbv27dv1SyoXHPJgFGKohAKVVVWVg6si3D54GCa3qqAiqoQevDBBzMmjQDTloZPhU+MnzlDClCsN1QP/aXJOrW8y2JsdBta/OpCwB9R6c+brJ87MTipGACGvfTBBZPrhqtv15836ZYDEGV6CQZw9e2ai002vY4BYAtrz5tEMpLMvuMqBQ6AgVYnNgmBkAAGmMR63qQEAECqUsllfGmOSzF/umr6dDUAVK4gLjG5HGAGNh0g7+YBkzzQlBer9+9yVwIxYyZAKd4UxaiooGketoaWcEhav06rBhxALxErtBLi9rHavog82QBlILrjifMmLQoMQEQMmFxZCVO+8vwLk9h0kBfmAYBCJL/EJEmSGZP/qeCQy6UAUJxjKQCoXJH8asPHcgJMGHxV6DsyxNfpM3d6dW1+T12Oeb2JAIl6r8vWrtNscFkXXTmytv1MEqFY7aElw/WgLahpq0WJ3u4fvz/6c3WkP3p268ba665t1JhOOp1bDcQQm+UblwoAJwAenWbtbLkCIQcVhQWlAICvimNcTJzsFSMkQ0hbfyjw6pOm0VcQJEnqRBI1kRUMBgWgEQt0YkKtECpNcpDoYdKVEgDJKwesiJOzERzFBHQYZ2MYigtQlEDJTLpL7nzQoCEIApNhIB1dqt2/vRRx+hQFKAah+QBleH0UUFqIaG1Toy14K4EDiAA3CEVvv5Edj9kYlo9Q7oblw9wWnoRHECAWgmJMmX7vLhvLujhO1Xcy56WnDRoxyAUaKQhmTNR0tLsZBByrjEXynnsoWwYaMejFILqySESu98ZTQpbjI+Re9p3RYwYcNEqeJUsk+OhtVSRqSaWBjgMbJdi4LJ2GNAWJlKX2UOG4m6xSnlglNmkkejnIhgckm1fZ6KQZ0UKUJqgEUKwslir5+IMCqwHLw7Pe8Hlri/M6XNkdhfbDDm2Twbg/S1M/7qb25Z+fjRwjSRLF+06sWh4MBpdNrez+eRNNJeKtHQ0Tr8wDeFqH7TDz9upUTTZji8e0xUCASL4lJ7C3uGKCQQsAkx9/tP/suUQsPmfGKAAADB9/+3VzS6FyDUqlUjRNZ0ZqoIE7sqGLVnK7uJJxSY0jExxr1qzJmJQC3PH2HpSumxwAic54tYD3zyYbC6ztObazLlu7WhoA4ql7Z8cGTK56xFf61vjyqQAAU744b3LvQ4HxQwZMdtqkAKJ7/b6rVCopwKhS3aDJmQBQJmr8pUnPTRYAwCwW0IkkChwHkOCgFQt0EkIhwgAAnF6Y9EfzshWBk99JK1dLF5YClGKNF5lcMwMW1uPTAQpvucTksoflFQu1qZUAAFX1GBMnUoMm16t1gGG/MNmCVYDk/sWDJgkMwOrX791lWlgOlav/pcnQQrz0De9ztygAcOJSkyRJZkz+m+BIp9PBYHDOnPsBQCohLAAzfqh/ZTh4rp0oB5hs1m0ZktcT8DS59fVub53PstaAg0T7s8O2yqzZ8fTN00qeD7H08f27f5w08S86ERhG7m/uSrMIUQixKEkjtrO19r4paxX6ZqPpJRHxnMe6r8B4BYActHqAV172dp8qQshMLx1o8lXMx5iwjIkIORqYtC586oq9e+0kSVbNHfLYw+pgMDh1smLmVMODD2j/4wXVBDfxwN/KjnZ4pgOULQQqJkIJIYry6T6MifJRgkAxIUoAt2Lg4M6xznlvFvzllaKvPvYeb85DKT1KC1AcQm8ClOF1/YDiIjahOdmj/vpT1cIF1ncX5C1+K7d6mzUeETJpQIyhq8217Nvs994aunB+0dxXctb/mB09a+DSwkSMFz5l3rRWWzXPXDVv2MLXPetX2PvP2JJJiCchndLs+Nnw9jxj1QLfgnmuf3yi6+qw07SQTgITNTYfsSx+x7xgQUHVvNJFb3oOV1vjMRkVJ6h+Ad2HoYSETWJMQpJOA0WLq3dbq+Y7F77pX7jQtuid7AXzDNs3aiLn9EwCUBpDnDYaL/pxaWl+LuEC7GGLYXOx71iBv9tvqXYo1ue5mu6958id438SK7eaTPsq7yVJMhHuRYgKBoOHPvts03/85cDa9XGE6K0vDwHLbJexxak9bNZ0Zttqcow/GXCQ6DYHir9w5nsA5BLd0h07aDq9Y8eOgNsIABiGP1ZwIRIoirpUXGhwJbeKi6Ljn4NjfkMaIZQxiQEUjp/xZilM/q43OOnyJutzDJ05zlaHbZVemg/GN7Y0owGTY+9W6D6Zef+5DS+VAcDMNRmTLX8uGX9jxqStyyIFIB73u97LyasAlWjQZEhRDlC+AEtGAKUvMVnzqgKAmLogUDV3yLSrcDDgd05WzJxqmHwFDgCeP1o2/VR2tKMkTpmTq2HmUhFajgHAgoPnTdbiFWUQSmHTAca+7Fz4uve8SedLQyRV9XqUxioBKt4ELkUkB03ukngBv+O5S002QAXgL20+b/JZiwPgphccc4dD5QriV0zOK4P59dodP6sqAJy3uy42SZJkxuSvBUfmVlkwGFy1agUA4Dg22Pvku++jbLu7AHhf5Oc0+7OPetyNLmdHtmGr9tKVkMqrNh6uXf+Xt7Y988L2GX4oebGWRTE2hegTdM2O2k8/3vL60/temFN3z/SdehVI5W3ZWUfzXVVqANAaCYneCAvf9fRHAwjpqdoLswRXrsDpNJ5MShmkYFEWSZInzxmOnTYGg8FQq7Wz0378mPHkNyKYrqcTRsS5Vs4AAHx1CuPCAhThMb8IjhSeOKgYPPjkpZZoXMZEBCiCsf08FBc1vYFBGVHXDygiT/VJaBpLU+5IwhKOZieSDiopYePAhHl0VMKxciad1dfv641bzvSa2LSGC8uofqAiUjamTKeVsZQjHPMnUhaO0TIJCZPCEnFBMqpIx+XJtCqe8sZTBcmUKxUzcSmCjfCZXjWT0p7u1/QxWeeihkRKmYzLEc1HSSXbj6HowOIddL8EJWUoJUZIGY3Yz/WbYil/f8pwOqIO98vifVpEEYjmIyZ7y+aC0VdrecC/X69dVWaqK/C2eAydftE+h+3gtPvC+7agvdW7np2zTCPeCkCS5L4XXu7ddTAYDFIMfby2oWXDxq59O2NHXh8Ow5/787sHS4e3Oe09LndjrnPVLyYEtlwbCkeiVPTBRx8RATbY11e+MJT5D+l8RWOwzRL655XcfhEcXGhhOZRnnpQxeRG00PdrV13WZKdTW2vRr8917ptTUQrFC1tQy4DJB14aM+1gW1uMRbULywCg/Klvaz/9+KuxlnET5tTdM32nI7dOd+kCVBgxYHKpGgDK5+GIBioMdL8IpQUZk01VGADMWuM8ec6w49WL3pOhij2ntMmYLWOSSsnplXjlCowLY5UAMHXAZGguVrkcuBQ2HaBytSIcN59lDCejlugyHKZhGZMDqxqmJMlBk41YGYjeOHKpyRooB2xhy3mTtarhg2/X6//a5AqA6VjG5PKZAKBYdpFJkiQzJn8tODJXNBgM0jT91FNPZV7SP3rWN5MAAEyjZ4AAG6c3by0e2l3oPe6xtRfZ1+pxIKRLJ96ZrjuIuDUzy6p2Njc37t+LEpHQwjIo/Ut1XXXnNx8f+vPje8b94Qebfv1No07sWp8I1f4tD26WqvdZTS1uZ4NNAQAlepMdcL9T/uXivF4mFyFrXxTS57WUzoV4XIhSBsQISZJEjBAxwmAwiFhR5rGmEipX42wakjFheiUGADNWYExCwkSBiQNHYXRMkFlriw4TNA0IEeyqgdQrnw8obEydE3JpQElJaC4GZRCKAQqLqH4MsTzE8DgEKDPfNAXJCD8dl6djAi7FZylgWQHN8hHisylgYhDvAypO0JQYIQmXIhADLMOnKQnHCuiojI2K2CjBpQjESDJL8nEUj04TiQSko2KUkHJJMcvwU2lAtBKlheleYMK8ganJB6YLxVBCgJJCOoxzCTlKy+mUFDFyxMkRkiQQLx3BaFZLsYGdm4aOuS1LCDBV6SZLXPUj8o64DCeybV1G4x6L48QbryHqLKLTic6u9o8+JIcVkCS5FST7r7s1GAz2N9Yitj+c7g13nUK1VeVQPven7dtHXdlkNjd6bK0+yxYdAVLTw25nFkBJaf5dxc+2sOyPP/7odrsBAAcY986BTDskkx3/VC5ZV2WwxfKvgoOm6admXgsAgGHX+wAAyv5a/ejTT/6zyXqffptJs3finek1T1ZAxYI6dHzAZE3VrDfrY2dO11V3fvPxohIAgOv1+k8CikkL1idCtc1zHvxZSgAQf7I5G3Kztw2zlUi1AyZfNg4HqKgy9kUhnQbmHKCYKBLlxePC0HwcAKtqIhAjDL2FQTkeYkWhhRgAtgYRiD1vkiLiqwZMNs0FAFjYgIpmENYAACAASURBVNExrBJgTQKnw/hMgMo1BEtLaBYYBlbPhMofzptcjgNA5XJAgyZboAJgYehSk7WiMoCF9diAyRasAmDWClg1HTKpd1mTq6bBrKXnTa7CAaBy9QWTJElmTP5acGQ2gsEgQujgwYM4jmEAErXtux+WrJkFACCx5bsw3ts53sP5Oc0+R7vbtEdHAC5ZfsOY2LaNHKKWV1WFYiyXToSPN5MzveD4w4933rou17U+S75fLdvLx1vLr4quXZMMzbswPf5g0VvmWKwqEOTlwJR7nKn0SBYZGRrYiOitYQCAr4kDnRBSMT5JklSMT8X4wWAws5FZQuWXZTrG9BNsrxzF5VScoKMyFJOhBFb1JpaOyJgEPxElUgnpvFIAwNfEJFSYn+jjcSl+aB4Gw6GxD1BUgqJiJiJM9Sli/SI6okQxBR3hpaNAJ/BkBGNi8mQES8VFqbgoHcPpmICJ4lxMTEdliago1stnYlIqKkz0E2xSmo4DFQGU5LExQfIc0DGCjhHxXkjHgUkDTQEVlqEERkeBSQrSKUjHId0rSvcDG+H/Iji4OE5HACVkTFicDgOTAjYpoCLiVIRIx3AUxxDl2UYW3zheIxTBLUbd3wvy2vOd7T5rl98ecukbncbqfP/WKX/sXv99OHUyhRCimLYVX5Mk+ZMQO8RXBIPBneNuaXtvbuToYQbRyVBVKQx//q9V272+Fpsp5DV357m2WSQgMVwhF8l48E7Veyvmz995/PikSZMy770BYMbyJEJodea+QNU/Z8clwTHYYqm6XB9Hphxc8SQAYDhhMtqevx4AoPCJZQVDh/7C5Mlsy0GN6sANY2Lf3F8O5W+GEBowueHFGyZveuOl6jtvW5frWq+XPoEDAPaCUzHtlTVJlIjUVO8qtQHgz1s9oRxPW7HlcccFk9cBQJmrZcCkhDmtQDEJivMyH8uVMYyK8RvmApRiDTGMimELSgGmEkwUYich1S+O9yuSy7CZyzImJZUAMB2nl+IVc6UowUdJbCbArOVYIkqkEvJ4zeWWE5wC9KDJGrwMsLkHLzV5BCsDeKv2vMlavAxg5lKcieKrpwMAlM0lfmmyFi77QoMmSZLMmPw3wZHp48gE/JMzrs0cZ8Lku7uOdayZCQAAOFytECzx+9sK81rNxp16Agj5l0ZTzX2VVPOh012NZzfOe+7WF3aMH/etRQK4aKlc0pglb3NrOwtM3UbV81oHOXLMxvvzKhaG+n/6ac8frq+xGhs9jg/VACB9rbj4Xls2AaCTSp7+voBKlCAaUBpjfsABYE0E0nFgYxhJkmwMY2NYMBjMbLTMhfLXMZQEFFMiGhAlWjoVAGBVH6CoAsWVqSiPSQKKEUwEqspgddTApIFOSamUklmJAcCqPhzFVQgJUjEIzcOgFEIxYHqVdJ8QMQTVq0j2y6ioECWEXBxHaQzRfCrG59ISNiHikiI2IeRSBBUDlCRQQoCSRDoOVFRAR2VcQsmlCCoObIzHxflsHFBCyoTFdARSEUhHcJSWsilIxwQoJUdJIR0FRBPpJE7HeSiqoCO8gV60CxOUY1wcZ2OAYjIUlaIEoATQfULqnBglMI7SsCnn3l1Dbhln5QF/pFz1aSD7cK6vw29pzzZ35DgbvabWHHOj17LJrN9YnNf17vxYSyiWZhFLkyRZ/UTlFq8zGAxuV/K2O7L2Bcd3r/yxf9ufh0Le/dfc0KBQd2WbOrINIZ9lmUMKhEICcNPtY4+1d7Is+/nnTygUOgDwuwzFMHAnheO4f5EdvwiOwfuzF7pF2JaFmT6OTEuHblxgyYjkwYTJd39+DwCA686XecQlJo/7rHWOrM1Gc83EinIofHVb49mNWxvnV+0YP+ZhrelrnWKvXDxg0q/IrAs5NjCmZcPPiEP9L/0BQPWU0djocTTkmRvzbJuKizImbVYCQLLgyHmTYRnqBVQDZQDlc7FBh1CKtcQwNoaxtVj5QDVhwGTsO6hcDkwfoKgiNA8HgPIyqKolmAigFMwCmLViwGTTAiifB3SfYNBk5pO/etBkE14O2JsH5ZeYbMTKARY2nDd5BC8HmLl0wOSaGQAA5XPxi022zIXyedjFJldMAwBszXmTJEkOmPyV4BhsqmRG+B1e9TQGgBM4IeS/97fFLM19dBcAAI7BYy73lqGBYz7fVjUOEvlKj3VH+bD6Rx7YM3X8Q3K4VW06IJWulGMAok9ybO0eY3OOsduvmwTyBSLiC7UkH8q+7I8xDHN62fd7yofW6eVdPnUJQIkhZ1VJ/mStKtPQfPrvHi6RS1Oi10sBZmJUHGNi8ssERy1WDrAmjlO9fJTUIpagGeBConKAircUCIlTUSwez6xYA1wcm18KALAijdOMBCHpgnKA6cDGBHRMhZAUIcnKmQDleIjC6TiPTWKI4iEEdBJYFliGhygpExGghJBNiTlOxDJ8NgWIEtFxjE4BYoBN8pgYMElALJ5K8BhKnI5B7BwwYXG6D+fiGi6FIwZDNJ9OAZPCuLSETeNMSsWmAaUlsTNEPAYsTSBGjlICOo5x8fNfjY/iKIZzcZyL4ygpZMNCFBahKIEiYrZfxoYFCGEsHajZO/L2oFeAS66Xmj4pdO4blt3ty2/Ntje77U1eV3OOvTnHeCzPdMJnOKIWkBbrjgfu722uQ+k0SZLxM2cPLFoQDAb3a7A2jWy/QrUxvzh0z1UlYHjU4e6wZh11ZXU69aFheS+ZRIBhWpPx0yXfIkQfPbo1oAYMw3k83suP3FhxUXBwHLfmMtnxy5XcMvsuDo6Lmyocx9GNC4oBcJFUIhZkTK6eCQCgKLhKKbhgstOub8wx1HisO4bYisH42J3TtpWO2Gk0H5CK7sRFP7n17RdMWnuMcgC4RqHaNu/N4/0xZtUsAN9jQ4bW6eVd+fZ2j7fDX7SqJH+yViMHsUMFAKKFR3JoStIfg3RmzbDpkozGgeAAWH3+x9A8AIDK5edNrsFnLicQo0ZInDqMlQFAZcYkPx2GGQAzV+A0I0EhUTlgq+KXmKQaoAKgfMF5kw1QAbCg7lKTR/BywBaGzptswMsBZq64YHLVDACAsnkwYHI/lAO+4hcm66EcoHy+KGOSJMmMyX9T4xgMjosG8QEADBs9au/BRZfsk4pK4LJF9KFD8YLosv+iWu/WFg78UDGvIR3bvmnXzbfWaYkL679JjZ/nuUeqVCZMemGkaqUqmQY6IUThLBTDSZLMfJCCweDFS1UvrJPEevknu3KO71ENu3Dq0hDj6DvnO9alTca0XFI1fy4wFD5j8AmTTKmomqEh3Kc4eUo+9cLp4vMbROmUpueotvdkVjyi7OvTnjjmTPTnJyMqNqHrPens7s7uOa5LRqWIUSXC2mi/6eRxcyrqZZPKZD8/nZSdO5uViLgS/SI6jKOYgk4QqZgr3KvvO5MVj+qjEdmZE+r+01aO0SZTur4zqrPH9HTMQSWtx7tM4bOOeBSYpIBNCi5kRwxHMZyNYSgqpPuB7uWhmBQlCCoODCVmUpa9u6+4daySAOJare1vfmPzSGfrEEdHXqA+2xAKuJtz3EecpiafsTVXH3KrjnkMmyXS9Vddfbp6WxzFSJJMIBSLxIPB4J5xY7bbzc1yxSb5hQ6/EoOhK9t0NGC6dHToYCEAwH/xcNOKqhA3WOe4sPPiUaH/agDYRSvJQvnClksPATjAlaML7rhkH/ZSobe1uPhYtrUj37jNcuG0i7WqdeoLvfh3Odx1OdZQob3NbTui0X9iEI2bcH94/3fzLq61i4jmIlmH33bWU9hQmLcpL+d+i8HMVxXasIueBAuOEBmTKIZXXdT8rlyGo7gAMQMjuy4pQ9U1PTrE2L+bAvd8rk3GtKE38X96EgDgbzVmTGr698svHKYMXzH/wvOHv6bKmKx748LOYS+pl0+7+BUV9VEvm5TOgMsWbH7teZOH5Rf+iHJpXUpHkmTG5L8JDoZhBpsqCKHjx48XerIJAMCxF156OXK2PxWJPf74owSfN8mkXV1QFMrxdHizuuyqjmxDndvY7rI1e0x1BZbmXPMxl63H72vIdTflWHrsWYcJ2bbcvCNzX6La6hFDJVGqvXrdvhnBaqe/Xq7a55a2OeU99qyWQs/RoSXLC7z32Oxa4FtzVO9+Wh4JD0eMHNF8NgwoISRJEiWEKCEMBoOZDZQQIkaS7NM0HMYem64ePxZ/aLZv5hR82p2iNUuUPcdLPnnPef8k+OkHSzLi5ZAinfKsX+t5rDLrppHw2BTtznX5HJu7f6/jyQdh43L3yZ6Ct98QLHhZ3ds/vGZ/0SNTRF9+4O5qLX7zr+LJd+F/e88UCVvScednH2jvvZt4+Sl1c6MKIWHvGc+78/SzJmiWfOqjKCtiFS1Numcfwj5ZZDl9LAuxYo7CmLSuocnx4uOiBycJ91f7jp/wvf6C+JWn5L29+c0h+3P3qT97Rx+OBDastc8aL3vvDXfPSTWiRGyK4OI4F8UuDg4uiqEksBFASTydAApBIl24Y0vZqOsUfAGMVuv+5rMeKDUdy7GeMJtCXkOjW33Yqm5ymLtdrm63rdVjrXNZ66xmckjRsXc+QOHYqZYjJEkmO+qTiA4Gg2d2bTnw5IN7CzwHjZIaj+aI39Tqs7TmmBuyrfuLh7yam6sAGHbVlbV7DqEUTe7fnpubCwA8Hu+9995D52+dZL6f8q++R/9vy8UH+Y2bvPzj/32TJElmTP5naxyZbY7jVn33vUanBeDbrY4ffviBZajGI3UjyioUAE/bXPtzC4973Ue95vZ8eyjX0eG2djtcjU5za475eK69zWluzfXU2c3VQsGO4eXtX3/YlziRZFkUjvYsX7Ljhms2A7ZHrT2UN2Rztn+3wVBjUjT4s7r87s6cwPIRntlGgxHAZoKX/8PS012OWBtNAx3BSJKkIxgdwYLBIBPFMw9E89iEJtQsem++/6oRYq1Qne/n/enJ/L27/NXVw2+5WqsAeOI+/anTBWmk2bvLOmaE8+Yr/I/fV+4QYneM1HS2j/z+m3wFwN/fGnrs+JDJt0uuLfQfPjzxT0961ADffF3c2HD1DaN4IsDvGCs5F87r7Rsy+S6ZEOD6sqzqagtC8tZQ3vUjJTJQTPujvee0i2PlO7ZbLFKYfIeho9WCkJBiIJn0Lv8p12fAFSD45OOi0/3Xzb7XUGjDyE03fPXVcCXAhwsLEvQNjz9oVIBo9BBTXVMux4jZFEHHMSbKH8yOgall4kBFgIoLEDJGUsO+XVIyaqRCCTA6S/WR33m4wBUqtJ9wOo4bbTusWtKs2+wwbTUZ603mTpsl5LEf8tp+1im3Pngffe5sNJb6+fFnSJI8MvOe2I5twWAQ0SjdVtv87KzdHm2tRd7lt7d7naEib01B4MvioUMJqVyjn/veu4hOne0+du/0aQCA4/htt9129uzZiz/n//fBMUjxt2xy8DEI8vdhkiTJjMlfCw6WZWmaztQ4Bq9ZOpW47Z6JALiER4y+8fq69gbEcl//4xujyZYL8He/v314SZvXFsq2tHodLX5ng98TCjjr8nT1BdqjrqxTFsc6rXr1TWVdy35IxI6nEZ06Gal97+Ndw0ZsxQTrbMamGZNCS98+tuEf7fPe2FU+6kiWptYmOeDT1hV4tw0rfsbusYBcoiLufzS7rrGEQU42ISRJkkuKuKQoGAxmNrikCCWAiWrOnlL0JUoX/c1v0kj+OEHeeLwszuZ//pV2uN8sB+ndtyhb2gIMMv24RCcCeOjB3M4zd7wzf9jk2zQNzSX/+NahEcEHVdq2zvKJd8Lo4TkfLZo5vBDG3ars7B11pGX4mNEyKd9VMUIS6s4LtZWMvS5LwnPeNMawbY+TRt516x3Dh/DEPNXtN9p27HaytHl3td2hh6l3Wxvr7QjZWIRFk743FxbnumR6gerpp52nkzd89mVhrgP+/MSYSXfllfgUe2tGNLSNuuNmi4aQlAZUK1Y7ESvh0sJfBAcb4XMRgo4CovlMWnfmzPAPF/v8XiAw2USZ/etAfmNBQZsv0Opx11sUW81q8oprjs57tWPBKzX33bulwLfXoGpy65q9WbVmRds7ixGTTp86vfOeKSRJrgT+5jsnBoPBBEKJs911j9x3SKPpyTKdcGe3O53tOd5thfnTZEoJ8O+d89iJSH8axRe//7ZCJJNKpTweb+vWrTRNZ2bWGBwk+l8OjsxxaJrOZNBv2SSbEA5S/D2ZJEkyY/LXgiOzkQmOCxcPoZU/rfL4vMDnAcDLL7+cSCTOnj0784lncYAbVNIVpUOaigIhny2U6+jM83T6vQ1ebXOupsvvrFVnrVKp98+qjG3dRSWiKTZNtbcdfe2v6z32TQS2wedumv/nWHM74ugYSqLEuRM/fLvt+tE1WnWjVVzvym8NBA7kFL3m8ufjMjHgd423HP45QLMjSJIMJwiUlgaDwWgM2JQY9fOZKJ+LE4iVIqTbsDbfq5I+PFt0LmlOIvvLz6rHX+cef6Pl9ms869a6WJS7b7sxx4sX5Cr+8dWoptqrO+pLT55yffa5QUdgH1cFurqL5txv9Tp9t98QyDHxlyzJRqj8cI37rhuMZXnuG0cLN2664sdvr558tz/H7Z5wq2nvfnUq4f9ooXfsdVl/+IPujzfnffmZFqGyHftdXjdMnazq6nAiJGI5SV2zbc79WbddW3TTGOfdQUNNY+DUsT/ce7fQk53nMBteeEqait20bEVg7M2W4J2lY0qtC+bak2EHmxTQZ9RclMdRQMcxFFGhPqCiwLJilvM1N47403/kWYxCN0im6lw/FeR2FxW2D8nu9Jm7jZYas2vD1Amn1y1LRRIojaLNrR2ffrpj1LW7tFn7tap9enX1/HcRE0Z08uSGn0mSXGGxbZgzMxgMUlSk7f2qnwu8h03qY3bLsWxfU3HRjhEFU1xuE8Dw4cO3H9zLMqldmzcOHToECILP50+dOjUcDl+8utJ/OTL+TaD89kxSyJ4xSSXg92SSJMmMyf9KcLCIW7x4sVQqBQCbzfbTylWIQ4cbG2+8erQVYLZJt7204HiBN2TVNQVczXZTyGto82U1OG2b/HmHnn+u/0gNlY4jLn26ds+Bh2fvsdi2Ar7Fn9u0YB7deyKVSqVj/SfqauM9J1A63r3yx43Xlu83StrzDC0+Q0sgUF1Y8k5+zlCZXMKDURWalZ8UkCRJsTKUEAeDQRQn2AgfJWR0gkhGIZ3kM5xhxZKAFSMqJ0rCkWGnwyXBO/hPzalYVHXjbaMtVW/qe8O+VGLI9ys9ZbkaOQhe/tOQjhOeJJX9zYelWSD8ZJG3uzvv/tlSnQZceihxaqr3XYFQztYtqql/VN5xoyU4Tvv3D4pf+ZPzocqim0YPCY7T7TvgCvdVPDPHVDm1eN7CKyeO8732opOh/Tv3m/O8vFlT1J0tTsSoENJUV5vuuEH35yeunzfvuj+M0X/3gzmZqFhUpZUJcbuZt3nTUI674o158ltvNb737oSZd4+YPUMUOsOPcMAkRSjB5/og3Qd0FBArRAlFMpm9q3rY9El2rQDPEcges2nXD3e2F9iOu+2tfmejQ7/VmbV7wh3xxgMoFjl5piHSexxRNErHQ0s+21Ixokat3S8Wbr7ljv7NP6NUimGTJEm2/vBDvOFIMBg8uuzbnwqG1epNTT5znTvrjCe3pWDoomxbDoCRwD/74vM0QmdOn3h09iwMABdJhw8f3t7enrmNMrhCyn9Havw2TZ4+lZ8xiWLy35NJkiQzJv99cJD/L5TGUD6iTf/TZ/E7LCkacSz9P30W/1t+QyWeKnrk/l/9rspl0z2VSLI0gzi0bctWHoAIF2AATz32eO+ZLjqe/Mvr84EPZXLic7+71utqz7V3eq0NHmOdVXXE5+ifPx8l02mO6t669ufrb9ip1R5SYZsLzJ1Vc7mTZygasZFEw4LXNgRyNwO+qaKi99AeDlFn1644MKx8l0JWazHUOszHsu2nso0dfttPRYFJHoMR46sU/FsmaNeShfFwMUJmiuGlkkIqJktHgU4CQs4V3xYZeNgDM0RxVLT9kCvHrM6SwpXD1VoBTL7devLU0N3brH96kV9bU3ry3D3jJw3VamDXptGrvwjYpbC4ytvZVjH9XsGVZcZPF08s8Ytvu0nV2T1s74HScTfDo3PMi9+56uoSo0vNe//9YS88V3rjFaq6huGhplFX5UnMYl55UZYU4O4bzce6cw815Oc7iQdnWrqOFiFkpJD1q78XGkTyYpekNF+sANErL+SkkiNrqofm2fgT7zSdPhfoOeUJ3uZW4PwRxbhTI/C74MC+PMToECVBCVEypkwgYYpxdNYOfegZpzUbJABjJJpPA679he5QTnab199itzZ5XSGHrlkv3jtrYvzUqUQitm3uKz8ArJNnHXr08WRHG6LYdCIc+vGz7SUjtgDs05l2XnVt+9/e6208nDh5vHvl0s1jbtiuEDY5rJ15nrYCZ6goe9uQ/KBKiQGMHXd7qKMdIbR8+cr8wgLgAZ8HU+6ZlEqlMpMDDt4K+b+sVvxK+V+T//+bzLzz/wfBQacpxHIcw7I089EHH+LAk4nEWRrt4g/f51j6eM+JqffPFvDgRrXqhwJ/Z4Gvx+/pyHGGXLpam2bf2DEnv/ji2Pvv7L75mu1S6UGZZFOB7cCbf4p3dyMWcSe6jrz7Opln28yDHRZdy6vPJftPIES3fvz3zbeOPXjfhB03XrPP4Qg57B2B7OO59q4S774h3tfsjmvlejEOOXmyt/5yxcn2Uam4KpUkEEVwycxFMq1Ykq8BmHOfqo8b+sFHWi2Inn20aO3aG++6STcqX1q7v+KHz7OFAI/PCGzeeNPt45wFPu3ujdev/LpYjuFvv5Xd3nZdcLxoRHFW9a7JD1TaRABr1165a/91N18Hzz3h3bD+FqcWlMBfuXbE3L/mXzsMqvcUrf6+wsiDJ+73rF5x6z03+4stoj3bhxyqG1GYjY292vzFhyXNjQXtHXkvPpFn1/IWVRUs+aZiWI71thuInlOehjp/kRPGXa8+cyZv91ZXwAy336Ras6bi+ccDSpB9+HZ+OGmhEY4QzrLaSMy/annBnTfLVBh4ePCAw7xieF77kIIeZ3ZXtqU+oGhzOUO5/jq7usEo2TdjAnPiFE3TnT8t2XzNyPUgWK/X1Tz7GDraE0PoVOJs/T8+3T4sf6+IOCwRHikq3H/bzfun30WOLNql0zTb5Q35lsNeS1eu/0BezjMOvYYHjiFD15JbOYRam5rvvGMc8AAwGFZR1n28K6NlsCs002b5b4mN/zX5P2Ey887/mz6O33ghSfKPeq0R4H/6RH5vhSTJeoO41ij+nz6R/y2/lUKS5I+fuofa/9NfchssDMemqPTgjx0dHYX5BZk1hG+68fpjrS2I5pat35jlddoAnnW4dg8vDeXmnnTZ29yWhnzHfoe60aLpspr2KPj7/jg2tb8acSgVizf9/UOyMO8AAGnUHHrmiVj70RSLqL5T3a/P+9Zb0PD6S2w4noykm199rdZjOaiV7DQpm3zmoz5XZ6GHJMl1Jf5X3JpgMCgCyMkhXn7BtWuPP5Io4JCVQeJQu3DdcteRWv25c+r9O3W71uf3nFSxSNPe4vh5aVF7k51KuFrbAku/LPpwvnXtMntPt5OlTN1t3lXL/K2duefOWHduNW752Zjod4Z7vWtXluzZamzs1O/b4zpywBCL5G392frzupy+flNrrWXnesOp454Du00bltvOnlXRnLKz3bRpVaC5ztjba9660fb9574v3s3fst5df8S6d0fOrp36WJ+BSmbV7PevW23tOWbqO5G7e5NnzxZHOqVpbsJ/WuppbXOytPb0admatbq6Zi/LebpCeR994LrqapOcL3IBMdlu+KS4aEdZbvswW7vf1O52Ntvs2/WGPfnF+0tymrOsHT5Pnc+yzqE+8Mdx0bqaGELoXPjot59vHFa4kyfYZrLXv/gCdbQVISrde/LYpx9tvbLskEFHkmS9Q3PSZQ0GgzVeXZvT2lpY/GFB3hCJQM7jPfvEM9FonElyi99fZLNnAQZ8Pv/NeQsRQgybSiQS6KIWSmb2jf+mSsdv0GRzWXHG5AgR/J5MkiSZMZl5q/+P76pwCDHcwJoX3333HQBoxSIBD5545NHe46dTDPv2J4v1UrEfsDccliNFhWe8vpDH2Zjn6Mo1HHNktbuzNyjwIy8/RSf642mqZ/nq7QXlPwN/s0Tc/vQT/T3t4RSHEom2zxasdJvWFxWcXfE9YuLpEycPPzt7qxL2Z0kP+PNqtLr6bEOXz0KSZGORp7YwPxgMztTZLKAEDEZfrX3//ZzaIwUU62OQBnF+jgaUELJpNZNSsxzWHwaGEyKkpxkelZYiBAj5OKTnkBBxSjoJ8SggpI3RBoQkiDMhRKAEgThxKq1n05oYi3Ochk0BoqQI6RGyMTQPpQ0IEQytZVEWzWalKUjHVem0lGK0dJpgaECMiWPsCP1/7d15fBNl/jjwT46madqkSZM05+ScTCZH7xahigieoCh4IRFFRFBxXd3VXS/wQnS9oLueq+K9iiLIIeWU4T5b2tIrySTpzX30yp3M8/sjbSmI+5Pvb93dLz8/r+cPMkyb9Jl3Pnky88znyUNI3BeCaFQYZ1goykr0A5OUI5Tb1wexHjZKqKNJPhPPisZ4MaQLJQChbMQYksgUOz1m2YqCiS4nZEE2CyaKs9+zElsKRx0l9V0GdZdFTdtzDxDYnqLylj8/073uG/fTT1YrzN5cRYsVa8KUO3M1+/74e9TpjTII9ZzwffZX6hLHDjZ7v8nSOG9usq01ihDq6e9Y/Mn+oiKKovw2e5vJ7nK5Oh3EYYd9XR45JpsF6eCaPvNY13EGJdeuWJuXb2MLADgw+aZJxzuPowRCyVgqR/x6X0/+y00GCtQpk1+bdReTSYqiUiZTPX8BiWP4ua7UTYrRaPS1115LLbSTnsZbsGBBd3d3JBadv+AlzhMcpQAAIABJREFUYIEd4G+4pSmPbHfqW0lDq04fMOvqnMpVqnT6gVmosyuKkvteee57NvwgEeyf9yhyt0aYWDh8/MSX7+4pNq9iQd1UV199QwLFT+7bsXH02BVqrXve0/53/r7vltu2m+XNJgVFUbQJa7MZXS7Xj8V5C/H8MWK1kAtZwB43EnvvnfwGrymU1CQSOSgh6U/y+sO8SBTCPWnRvsxoKL2/XxBF6bFIejzGTiTZoXBa32l+sj8bxQSoH1AoEwUFKChg+tOZII8JspNhVjLMivXDWS040FCIh4KpBc1ZyX5Wsp+FwiwUZiV7uYkeDgrzUCQ90QexfkhGIBEGlAAUyWDCGckIxCMQC/KSITETywnG08KnIBnho3A6YiQRhjzUMmLFt7o596oUUgA2XAHwuiH3O9K8r8h5MN8U0KmOaQ1dRpPbrN5uljZNura7YU8YoVDAWzNt6pbsDJ9e1WjDqgyyLTpN3RO/R20BFE+gYz1HP/l4SzGxjQsbVTL6lXl9nUdR+NTxrz/aaScpimozKd0GmcvlovPJVUWOyVgOcGH8Lbd69zWgcHhL3dYxY8akJomOGDGivr4eITR0/fXfFv+FJlvVipRJXyFxMZmkKGrAJELoghIHQihVLTIej6cOEkIoFovdd+9MFkAah4th2Oeff94fCp7qPv3AnAe5AJdz2UsLbd5L8v2kMWDUt1nMzSZNlUK8Z/TI9qVfxVH0RG31vt//oX7e3HigKcSgcKSP/u7L9aPLdueK10okTS++GA4Ho0z46HuLvxCq9jw0O9jlTiR6A98urivO3yrjURTVoNP4Ma3L5WrJM/tLi35wWJ4y4OPFKimHA+kwdkLm398rbG64JBhyIpTNxNKYaDoTFYRP88In0lFfBupLRzFuMgjxEET6IdQN0V4O058e6+Yk+tiJPnasjxvrS4v1pcX7+YlgRiKYgYLCgRbKHN7i3RDvhlgPxHtZ8V5Woo8b60sV5oB4Lyv1q6K9nFhfWiKYngimo34ec1oUPiUN9kp6e3mnT0GoB1AYknF+KMlGiI+Q6nhX3oYVZbfPxrItwAIgIeMRg+U7m7GuzFY/ouCQzdqmyvKYcg6YZI0mrBPXH9Dm1I0oji5fioL9KI5Or/xh25iyPcpMn0l+xKqrkmSt1st3vTC373RnP0JM32nPO6/tznOsA+6msoK2Z+f3f/LRtgnjG3ArRVEBuyZg17pcLiq/6AGNVACQV+zcuXkXiiM/7bvjrilsNjstLY3FYm3ZsmVYAdF/d/y3mazRKVMm/SbNxWSSoqiUyVQnX1jiGFpGPPUwddXt+NFjV195FZvN5vF4RUVFFEUlEXP85ImJ02aks+EqIe+LQltTSX6Hk/QZte02wqNVb9FKD8ycGqmpRjGU7A0lg33RZKI/Em5Z8o8NZYUNkuwGDp+yF7Yu+y6MEsda6L3TH1o7ZvyJ/bv6UDKZCPsWv7ujuKx6yi0URVUT+fVipcvlajFKOkh5ZxHmLypaRVgfU2kuEWSLgCPOYl15pfDl1xwN+wuPHSbDYQ2D2AixYglIJCDUz0r2ZCRP81GfAIUFKATJICTDnESYj2IZKJKOQunJ/rREb1qiNy3Zx2f6M1AwDQXTUDD93BbhoDAbhbgozEWhNCbIY/rTk328ZD+HCfKYIC/Zx2P6M5K9WfHuzGh3ZizGi0Y50TA3EkqLhDiRCCSSmQgpUNja3W9ubjX/fbnlepfCopdmARsD7j05pk+JshpHcaDIcdhhbzTputS5XkVavUW9ZbRtf6nDb9R7tLnbDaqt11zXfWBnIolCvT3+d179wSipzuEc1ik6Sf0uGa/Sam56dX5fV+cphjl54khrxaJ9hYW7tbJGwlyTZ9+h07kJE0VRLaTa6zS7XK6HDYSSBUpcuXzVShRHvd3Bp5+eKwAOi8UCgE8//XTo7Yr+E7njv83kwTunpEz69KqLySRFUSmTqX6+sMSBhskYSvAIoaampvLy8tQ9kVdccUVVVRXDMB5vy1U33sQBuD4355uSgubSPBrXtlixdoOuRafYpVTsnTjl6A+bIpHuCNMbOXm4/aMPdo++dH8W+yAHfgAudce0UwdrEBNr3b39u+mzAitWRYOhaCR0atXKtfllu26c2OvxURRFv/PWlnFXulyumhxxAFO26FQdFmsL6axxFi3PK35MZb48S6ngiAR8YVGh5KGH8W+Xlnrogr6QORZXJRlBIpnJRDOSoXTUz2N6uMluFtPDRaEMFBEkeliJHkj0QqIXkv3ABAGFAAUB9Z3TWIONh3rTzrR+HgqmoxA/2QsoxEUhFtMPKMxGYTaKsFGcHwuxkjGIxSAUgnhMgFBuNGI6eTivauvVf5lnvOyanCxFOgvAmZX9hxz1YgOx06ptLcnzWwkvSXQYjR6ldK8yZ3W+3vvME/3U954Xn1xvUNPanEazfEtWtufR353qaDmGwsFOb80fZ2xSCztUqg7SHCA1+8Xp+zD9kfmvhg4f60Mo3nv81PuvVxlyD4jAbchtMmsb7BhFUV0W005nvsvlYrNBLsv5buk3CYS6o6GXXl7ABcgCLpfLfeutt1Lv2KHZ5f+RQcd/lcnuI/6UyXVqxcVkkqKolMlU9/7SxDFUlaO8gkZ0RUUlQgg1v3meamMAILGXPTVYV0Nqv0zA5d4gz1k2Ip8uJI4Raq9NTykGSySILO9fdWatNwsHnhcM+0Xlb3ojwcDCiWfqC/zhi62Tr6wE1q7xV55aQVEUFY2fPFq91eVybS665FPR2VVzB0MjFY3N5up4bCkALgYA3vgHi9ZXlnW0lsSi5hjSM0jOIM7qwSoF5a9Bog4WLuUle9Lpv5wpu1D+CrfynmG/dySXDvLQ98N2eJWH+s6UY5i9AlAYUG8GCmeicDoKAhOCVJlJAIBRAhqJEVKgMNl7pGj/IikAv/Q2eQkhVfHYSq5wBDdzzLD6DEVaLW3T+wmDz6jeKIINKsnWO28/uXZtoi8SXXMfgHPO2Kt356R7zCJ/bvYromGv8+Y3N06+aosw44MzS5pxKwir743Xo19PAyh79rlXa03mGo3Ab1O323Wtdj1FUVXFpc8abS6XC+Tit995DyXO1MHgAPDSOA888EAkEkEI0YsGGJxTUGOgksa5RXrOFHj5yf7/gkjdWYcQSiaTlZWVSqWSw+GwWKwJEyY0NzejZOzAwfrC8vOYDJAaN6bcjxHbLx/b+OSDXW8+53n04dV5zi/Z8IMyc8O40qpnn+6q3h9F8WQkGNi9tWbF8lAolEyiQ3s2DzcZiZ1Omdw/98nNRZdsUKvrcMNBk9Tj1LWUWL1OY0OxZZlT9bhRcsakHK4fp3nhmfOYjEcgGQQUZqMQK9EHiW5esied6eWhvsHWw0M9/POMNVItJED9fNTHRT3A9ALqAxQ6j8lEP8SDgOJpiZgEoewzJvfkLfybcdrM3BJCSlGUkiu8hPsLppwPJY7K2QDlFU3RKBoqCLmGQYOlVhiEGLqiHMqnvPQBi8XicjgAMGP6Pe5PbgMAcP7BWFjMAbhJJlpbaD/uILxOwxMCAIDbVfq9OVn7ZLwDSoEDuDOF8upxV7e8/GJw+e9HAsxezaBw4rS35Rhd+epImFXJhFu9ex+8a2t2Wqsq12Mito6+lKKoo1U7EIq5XK6+pcvXFUlv16haNFi7VlwCvOe1eJfZ3G4QFemJLQ7rq7h6pkhi5wAAcHhgK4FbpsvnvWaorDTUN1mWzAAoF9FIiZCCfpMDALNX81CUkwhDvA5GASysgWQvG/WlJxs4owBmreAmw5xUWzQSZq0AFBSi/iyml5/sSUt8xwEAGMGhg9xoT+q0EwsxXIT4iwZWLVP1hh2tXbZt223vvm2eOUNmkQ28pa0suFLEX2DSfmc1NRYV7lAKAISf5WkbMBWtzPUIs3xG7fYbr2p+770j7e0oiSIRtHI2AEDRpKfX41iTRe43yyhVxp58bCRA+et0OIHaVn5NOazNuZKPMiFfKN4ry6zOEe4tdHw1CgAgj7isFjM2WzReO9Zh0hyxkhRFPWm364DrcrlefP21aNJdUT7rqSVfZGelp5YIERvJI0eOxONxZs1sgNmrEwmGWTPrrFwwmCDOShyVswd3oSvK/99Tx9AQIxqNDh/sMAilHnzwwQcsFovL5bJSJlvrEYrv2L6XONekpcGqcluxJvOgSa2YkuSsyB40uW9HuKsLJYZMNvQHu5PoPCZrnnsyZTJx5Fjf0uVNUyY1EaoWDdZu1HaYsC6juctsbs/D3WXOIZOXciEXQJhxrskTvYYwUjJIiZACxTOZKKBE+oDJPoj1QqJn0GQ4bbBxhjXWWSZ70xJ93GR/GnOuyQwGiRKMnEHnmiwp5oolLBbwrCygKCpl8pcnjsrZw6s/JpNDIw66omINwzAIxb0LR8GoNxoj8+bNAwAej8cCuPs64s5pLgC4/pVtttIRXICbBGmVxYW0QQJC4VSAqVp9ZwFOY9nVcl4hCF7447NMze5QuCdCV5QD3PPegc2fLd61cc2KGTCzMh71e9zPPfGjPOcAl1uryKGl8rpsHkVR2++f093W6XK50IkjG6++bIEUDmYLazI5eQB/lkmrc0UeXDxfqTiJOxttZXsLiStBnJ8JwBUYeVwxgADAKU+/cbQ0H+DSOdbV6+zVDfih45qIV1RRaUIISyJpkuaNAlhEcxgGEMOJDxRi48Wj3HiMvfo+uG8VxGMQiUA0CvEkJBk2U8mZPZsDAPet5ieSmQyTg5COQc7T30nhDsn1AFfNVb74jGTqlCyLnc3PAgGACEDPBeBxX3JKVpToGwudPqez1U5QMh7whdutmv0yUZ2N2ClX7i0r6frwfRSOB8Oh1mXf7l84cwZMmXUfQNHTX987c7dC5VfLAjrpBix391gTQOEbNIqdONo1/8VVPJ6dK6i96dYDt46vd5qb5cLJILpBDMCTriWMrTYzbcP8dvPOoiKKouQsDofFdrlc0b4gU7nozkWfm3RYOgAHQMYHmLxw6O0/a/XglZTK2ecUMj+7xjBCNH12Ejlf6eILj3NuoktNWY0nE0nERCKRefPmsQBSkzvunnV3Z1crYtCmH882medsM+oCGnnAOmhSlVlXmnf4pUGTCCEm0tMwYDLcezqMzm+ykpOeMskghE4c8T49Z0PKpJCzhw8HFTnVuSIPLj1qNwyaLPvKaX0cyx2fk02kpw2ZvGm06rHf4X97e5jJpBqhQZOMIMlwkgx7wGSUH4/y4tEBk/EYpNpZJhGXYfiJZEY8cbbJ3oJm2rlpi/GbZWeZzAAwA1yflTZHxf/AKaEoKmUy1cm/JHEMDjKSyXNORKVmE0diUYauGAWjFtEMwzDTXHdy2ZyMdD4POOSEKQvKAEZVfLm9ylBalg4wMSfrT3L+Mw7tPQBTlKoGp9lrNRzUSPJB+OLr7yb7jvYidJp6vhhg/IhrVt121UtOmFmJ+kM9nvff3qDX7M8W+saU1153GaXPrhGwKYraOfexE/1HXS7X8fXb1paO2sPi7rTivtGWIhA/ai3abVBWqdhuY7bXhLcRxm1KXrHS2IxLADJdxpKndfo7ssQGNihTte6Ao9SLrhqXM3tm7ovz9N/+w1K5gty13e5ZryoFwSs1ZChEhMNm5BaVA8xerUBJacUomL1GjBgRYkTRhDyWVMaQPprEgyvE9yw1vlAKUCJdV1u8YzP53RLzX980TXLwHKMlEgAejwNsNhcyDJA1PitjtohrURg3m6QAmfPJSzts9gab0m/PbTaI10m5wBOtNmp3TRjX+uYrHc88vXLSFf7Xn0vU7K2a/3Qllv0WB4pvfAytuBeg/NnF6/bayurksmMWrCEnZ5Nc+CcNQOmLDQiF2zc/rFL98aHH4h3Np7ct2z5p9EoRt1CYeVDOB+A9YVI2W9VtBcbNuPIPehlFUQDpFa+94XK5EIr/sOL7fAuZzuKw2VypQrngeoBZlQghhl5UDuWLaAYhFIvFUg/PLVj+c8nhrAWX/oeR/CcmEUowA4VOh0ymQ9rsB2adPHEYJRA1zOSXZbi32NpDGrwm9YBJg662qOzI54MmA52tH3249oZrVt124/HtayPoZ03uEAhTJlEcnWXy2is81129O/9ck+0OLOCwNhc7txaWfGI9y2QmcAUsnum8JpudRw47untsAyYTKpRQoYQCJeUoKUPM+UyGrae7icNH8fZOY9Mwk4/O0V1/rdJuFmfz2cNNPqHO+cxKbC4sOHBJ4bHCSymKSpn85YnjZ0adw4+fd0BMMpkMBoM333wzAGTyucDhPDLJCVD6ZlNs3759o0aN4nA4Ih7vObvmNoA7TJYGO0ZbjH69LB94jxYWt819vvP9jw6ML7QCjLcUvWSH2WtQV+zw0SUrKNK4W8iqyivq//ib/m3VO5+6dyNBUhQVaWqMM8jlcu166Pbv2bzdIycE3n2PWf+nEVD0/Ndb9j7+xA8F9l06iccsasJlz/B5cw0YjcvvAChSGpvzbQfzrEsI8l2D4c8DdZGBB5ANkAFsORcsyrTRpdIbx4rlwBt3N/bq85YPFjq/XCAjAK55zvQQCROeJ39Y71i12blqk/WH74uWLSn8/NOCd94tfO1eaeFtlvuvFQBw9XlyGy7KFXMFABwABXBkABqOZLY8Zy6m+thm2lqMPyPMfD4v/1AeNg2gVCqn8dwGm6JJJ9uKST+VcoEn/N6uP7T4bYT6IqcPbf/D7DUqYZNTv0YvrpEJ5wA8Ujzi8Lb50wFGvLx339NPbZVIjmI5R0n9DiV3rUFUDDBz+elo5awRL+yNhmMRpjeybt2u8lGP8XjzTBhtl9wBUKQQ1zoNm0vyH1IrVGlciqKeX7ioPxh2uVwb11YatBoWQDqPmyXIXLb0rTMLR581GD3P459NHHRF+b9mtPGzMTQMOctkZiabzX7kkUeOHj0ai50xeZlS8JadaCwqpAsGTeKmGkyze+SgydtvW5aevrZ01PH1mxDzz0xWTbo5ZTJ+oussk+6a7kPezm3nmFTShMZnwWhc5yNMXgdxlkmF/FZhRlkaC2Oda/Km6zX33KV+/OFBkx/iS76xfr/Strkyb8Mq2/lNvlrw5BOW+2eqXLdnl5XmpkxmAGQCaIBbxM4axx1u0u4tK+gqzT+UR3bZLUeMaoqiUiZTvfqLr6oMqxh7zudENBpNAXmzOZ7acurUqcmTJwt43NQ6XvkAcOfnCKGqqqrRpJgDcJ1IMBZgCl7osxi9Fp0flxUB7zGNeKdBvdOKrxbx7UPnHxc1de/bWn3NrXUCYbtS5L7uiu4f1yMmdvqk+8DKZRRFHQ91o0TU5XL9IM/+UWv0Lf0KRRLRxlfLYWQFnUDRxPEVlTuun1Ql09UrBSCS+gmDz6L/SAQAog+dRKPT4iUJj8N+MD9vB6mxDj6vVSy5TiAvZ2fagKUB4AIIORwJiyUCUGXC0DlYvgQIU5pFD4QCtApQSUEmhOx0EHKAByAFTioblaWlXZspvDGTmyfTvIHLxwFch+m3FxXtLSo8mO/0GsQg0QSsRp/F+KEIAPifWDVuvba6oLD2vhnrL1cCX7ZEIW55/dVg+ASDkoe+/WadQd/A5rQaFbSUDxzBxpGXd65bv+o+AJi9oqZ285VX75fndNp19aacdZLM5xQAefkjYOYaFENHjx96868bR43dJReBWNlKan2m3M/FACB8vrD4AZVMBaBVKiiKioQTCCVdLpfFaMjip4uEmRw2fPP1Esa9qLy8wp36hP8fJY6fp/Qvi6FzH6mKYWdMCgQcDgcAHn/88Y6OjpTJa6+9lseC60RZn+K4t7hgwKTd3GTBqg3ZAyYlWRvKCjuWf9UX6w0y0X9i0rv5x5TJrvcrzjIZ6UOJIGLONmlUeHBNyiRtMdJ23HOOycL875y2hRbTYxrVTPlZJhUA8iGTQlDngF4NBhWYsJ8xyQYxsHKAI4U0O2vA5J3S3D9qNW+Y9V+ShjXkMJN5Vr/dkjLpMRvqzTKKolImU/15gZdjf27oQVeMglEL3QNX5lLHaWKZHgCyBJkAACB/fntnMr76drg9f+JtAgAlwKVyfZUzv81hd+tFRcB9wihpNeV4JNz9En4JwKyv21Pn/JyXTlonF3twVbNJeCDfQN18E/33D3oOtUcSSYqikgyKNB90uVzLAepn3BM6fTiC0NF1f8oD7WMvvh3tOY1izKH1ldsvH/O3TLhdqfEThoDF4NMIAWAKZnTbjS1WTZtV00ZgLVY9TRobDeLU30hqTN/Yze9bdK/pJVrgX67Xz9BobpfJJwnFEgB9piSfBwAgEgjHpqVfn86fIM26USaeLJfdLpO7RHyrWPWozvSATADAv8tAVDoNN4L0ryWOhkLNVIA7Mf1RAj+MGw6Zsc9EMFWpok2Yx2xoVokA4A6NqtZgOvzKX/ra/DVPFIJi1N8B9lxxVc/+bQxCvS0dVbMe2Mni1GpyXlbApCmPHq/dy0QiaM19ADB7Vdz79ru7TWStOM2N524sc9Y8NXkkwIg3D5yoonbMeXCn1rhHqV4sBheGtZiVHQTeZJICgEmszwbIteg+/nYJRVEojpZ+9YXL5UrjsuWyHBbA1199iRhUObt8kTc5zMOwN/9PTnj+k68qw1d7/JUiNafjLJPX38ACyBJksgDunnZXV0dnMp5obmy6YuJtGQCjOay39IMmzepmUlFvHTQpy2p79HeJo+1RFOtuqN32wF0/ZxJFUMrkrmuvOMtkU83+F+dWv3+WyQMaWbNp0KRF77MavLbzmXRa6wqc1cX5a/LJAZO4fp7F+HuzbsCkSHtjpuz6bMlYcdZlYuHYbPF5TMpyZypUj+pMT+PW9/TGf1iISqdze3FeVYmjoZDwO02ddt2QyXazJmAaNGk2eZxaiqJSJlN9+8vOcVQM/2A4e2ngM9sGRhxDK2h0L5muL7mOAyDgcQEA8LFHvphWvoimO09OnXY1AIh5vKd05j35IzrtqiLgPWu0dODaNrO8US9xAkx98h/x+t3vlgIAFAszD6jE27NZbmlmQ3buOpFk5+NPB090URQV7w16XnrF5XLV5GqPfrk4nowETx7f/fi1BMAMo6F19Yo4QqdO+HdMK86Dn4RY7if1zYS2iVQ9oZQ2OrRupyHgwDsdpvkCABB/Sjpa8vI8pKYQBH+02nflkTud1q0mvQPgOi253Gl/UgwAQEgN39nJ1RbjWpt1s9O5zenYpRffjBF1TrKpEJsKAFJVh15YolT6SJWblE4BuEODt+pzW025Ab3wPItLCMV71Kq2N1/vC4fcFeVgnfGZBV/NY3tfeoKJ9QQRal+1qlKN7RKf72dnr+ztpKvuuWsjgAfHut9+JRhdMhPg7rnf77vp2i3K7Cq1qMkgLPrpDwKnpPiS5atWRxCiKGrlkm9IHeZyuTIFfDYrlTUSjW+MnF05bGr5OYnhJ3nin53j+Of/+S+KoRqlAyZPnLz+2pTJdA7AXVNdRzq7EIPozpNTp83gAJAZgyaL8rwOZat10KRZv/Oq61qW/CNev7t+/pOrNDl+RdZ5TTLRZMrkNsg8y+Qrz36dxllGDDP50NT9SmmjXuMnTAGLwWfW+SyYz6obNIk12DXDTJJHnfZ2M9lmc7Tk5XkKCuoKnPvzBk3ayjZb81dbyeVO+xLStpRwLDFazjXpsO23EXVOsqnA5i8gWvPxDoe+za71kSo3qXFb9T7CPGASV/gJpd+q9RM6n8Xow00dZgNFUSmTqY79hSdHz04T5w5IzySOSCTCMEwsFovFYmjN7Bnfnr510mQem8PncgBAKpE8ufpgPBk7dGyJAwC4mbks/hyVYXOetgj4zxvtXjPmzcNqDRInwOSisXVTbthbmv8mHwDAmTem2nXbPiu5G7jr0mDdU3OiR49SFNW5e+u2cWNcLtdBh+XQ0sUhFAr1BDfdf5UV4H6Nqn9DJWJQf1fr6jJZnkicOkh+wuDDtYtFAJC52Kptx/GABXuaL3zfqq23ahoITZMF86gyATI/xlU+XBswSoqB/zxuOWwnD9vJw1ZpMcAdBlVLnr7TiX8hAQAo1hvbHLp2p7HDYeyyG7sw4TRMf9SmO2bHNqv4APxiPm8uJvVaZM2keArAFMxA201uu36dkleoUDSSao8V8xO6VovhExEAZP6Vy20Yf0MvtYOuKIeyF7+9b+Y/AD6xmw/X7otUVry6tWXLLZO+4nBKRk5KVP5w7JMvNoy+cgmp+WAUANy9GiUP/7ByQ0nhRokstGBeuPov0wBuNV26XZDmx0Te/NwNMm6xXEYXWHaU5C+yEpcI0jgcADD85cctKJ6M9HVTFKVSy/lcjsvlEmYJvvziM4SSidX3lVfQQymjonLgwA9R+Gkm+Oe54cy12V8t4vGzTSaZ3lMDJlO5Y9INExvrUiaPz3n8z8AbNFla7MknOohBkxZsq06/76oBk7tksiZcvWvyhJ+ajKFoyuQugLNMPvnUckhbp1cPmay7+0ziSJn04VofofEPmDR5CH3jcJM41oJrAma1D9cGCF2r1dRlHzSZZ2x1YrRzwGSng+woJv2XWM8yaTMcJnUpk34nEbAaA7jSZ0qZVLhJjYccMNlk1zXaNMNNtuIWiqKquNyG8TekOvYCrqoM53HOAU96Fw19VRk6KRVfed/sNejk8RMvPv8CAKTmT4wdc8XmrZUJtHoGwKj7PlAbHVyA20R8Kwj+TJJuUkWTsgYsswjgVolonyyjXadvl+NvywEARs3dcOzDjzcUjNgzbmzP3h9RFFEUtfWx+3erpS6Xa6s2I/DIA8nY0QjDHPvsISeIHiIs7RULkD8Q+WxOPije0SjcJp3PavBZ9DSupfXiYoAiubyZ0Hmsqrl8ABAstqhoq8pNyp8UAEhUNGn0kjqPUVIMvGeMmNes8ZjUPqOoEGCKXtVp1nbq9B5M95EIAKBYofHjetqkp00Gn1J0h8pEW0xe3NCklxYBgFBKm1VeUk075FMEpsFGAAAO/UlEQVQApmj0NIm7jbIiEL6PaxtxtZvQ0oQmQGK1RlkxQLFIWCnKbJj7dNMbZQD3rty9a8/smRvum3Xa+8EsmP19vKd10e0OELxpUu27pnyv3VrF5f0IUFlmKgMY+SqNguGW1xatN9mqiu21E5yTAG4RihtMuXUWhc8oKgPx187C7aUjHtNprADZLLjzltJCgFELG4+1ty567jmKolK1eVwu14rvl6WyxtnDk1kDAs5cVP3p58nADKCfvarya443UtXVzyl6Go/GEDNgkgXA56Vz2UMm4329kYVvDJqUiJZZybrCQZMmmRvLrVWeMVkzYuThFUvjPs85JntOHU6ZPKDknGVyE7W95DLKOWhy06bqS0bWnWMS1/oIDW1RNxM6jxXzEZoWi8o/YFLVaNP4HOYBk1bMZ9XRxKBJQllnkXgd6iGTtMVEm7CAVX/GpMnswwdN4ga3SecxqgZN6rw2o4fQ0yTuJkzNhKHxHJNWnKIovzK7UpSZ6slf/lVl2IpuPx1tDEZKQjLpPbOtvIJGaPr06RwArkDIYrGKjWcmMAIxQ4VlDj3KU+k/FQ/DyReux7VeueSsdbqcD2zfuCkWDaZG1KvKzE1ZApfLRXFhp87i/uYzuuLMfFa7QtV0Y+ngsJz3jFHvsxpoAvMaxGfG6gJJpV3xlELixcV3DG0USWkCowlsk/zMbNQihfgjyfCXJ1ltMHiuybt1+MvjC6cOLV4nkK63YgFC/YkYXBptwKrfqDj/wnbzjHo/oaMJjdsoyh/azOXeKD7f7vd8HTqzWDfn9yKuR5ndoBKv14gdQ/uMfHnfe2/vKSn4XjxswTGxtBmXlQw8yCwSy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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<style>
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table.MsoNormalTable
{mso-style-name:"Table Normal";
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mso-tstyle-colband-size:0;
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mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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<![endif]-->
<br />
<div class="MsoNormal">
Jangan lupa yah agan2 sudah d ketikin d save trus savenya
belakangnya pake (.HTML)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
@Selamat Mencoba <span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">:)</span></span></div>
Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-47466117510843755952013-11-25T02:08:00.001-08:002013-12-02T19:19:25.748-08:00Latihan Soal Struktur Data <div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;">
</span>1. Struktur pertama dalam pascal adalah.....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>a. Char;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>b. String</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 135.75pt; text-align: justify;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>c. End.<span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>d. Writeln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>e. <i>Uses Crt;</i></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"; mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 7.1pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Alasan : Setiap program pascal
diawali "Uses Crt;" untuk mengenali sistem operasi <span style="mso-spacerun: yes;"> </span>yang digunakan.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Untuk melihat hasil dari program yang di kerjakan tekan
tombol....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>a. Ctrl+F5</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>b.</span></b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <b><i>Ctrl+F9</i></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>c. Ctrl+F2</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>d. Ctrl+F12</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>e. Ctrl+F4</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Alasan : Untuk menjalankan
listing kode pascal pada menu bar (Run > Pilih Run atau melalui Keyword pada
keyboard "</span></b><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ctrl+F9</span></i></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">")</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3. Berapa kode yang digunakan untuk membuat
tulisan berwarna “CYAN”....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>a. 4</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>b. 2</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>c. 128</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>d. 7</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>e. <i>3</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa kode angka untuk merubah warna teks, salah satunya
"3" untuk membuat teks berwarna CYAN.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Perintah dasar sederhana dalam program pascal adalah.....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>a. Readln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. End</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. <i>Write</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Writeln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 36.0pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Uses crt;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Perintah dasar pertama saat mempelajari bahasa pascal adalah
"Write"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5. Tipe data bahasa pascal untuk TRUE FALSE adalah....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. String</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Char</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. <i>Boolean</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Byte</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Real</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa jenis tipe data dalam pascal, salah satunya
"Boolean" yaitu tipe data yang hanya mempunyai dua buah nilai (True
atau False)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6. Siapakah penemu program pascal....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Greyson Change</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Prof. Niklaus Wirth</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Kondrazuse</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Prof. Niklaus Smirth</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Dr. Hercules</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Sejarah bahasa pemrograman pascal menyatakan bahwa penemu bahasa
pascal yaitu "<i>Prof. Niklaus Wirth</i>"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7. Struktur bahasa pemrograman pascal paling pertama adalah....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Var;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. End;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. <i>Uses crt;</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Writeln;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Setiap program pascal diawali "Uses Crt;" untuk mengenali
sistem operasi yang digunakan.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">8. Tipe data pascal untuk karakter adalah....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>Char</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Boolean</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Integer</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Real</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Byte</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa tipe data dalam bahasa pascal, salah satunya
"Char" yaitu tipe data untuk memasukan sebuah karakter</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">9. Kapan terbentuknya pascal....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. 1981</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>1971</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. 1961</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. 1991</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. 1987</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Dalam pascal disebutkan bahwa bahasa pemrograman ini diciptakan
pada tahun "1971"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 10. Apa kepanjangan dari USES....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> a. Unit
Secure</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> b. Unit
Syntax</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. <i>Unit System</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Up Software</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Unit Semiconductor</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : USES adalah untuk pengenalan sistem operasi yang digunakkan dan
merupakan kepanjangan dari "Unit System"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">11. Berikut ini adalah penulisan
identifier yang benar dalam pemrograman pascal adalah....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. 9Program_Satu</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Program_Satu</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Program Satu</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> e. Array</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Dalam bahasa pascal penulisan identifier tidak boleh memakai spasi
atau simbol lain atau angka didepan.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">12. Tipe bilangan bulat dalam bahasa pascal dikenal sebagai....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Byte</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Integer</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Char</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. String</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Boolean</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa tipe data dalam bahasa pascal, salah satunya adalah
untuk bilangan yang dipecah juga menjadi beberapa bagian sesuai range dan
membaca bilangan bulat atau bukan, untuk bilangan bulat memakai tipe
"Integer"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">13. Istilah “perulangan” dalam pemrograman pascal dikenal dengan....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Repeating</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Again</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Function</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Replay</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. <i>Looping</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Bahasa pascal terdapat beberapa istilah, salah satunya
"Looping" yaitu istilah yang digunakkan untuk perulangan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">14. Perintah untuk menutup program pada Pascal adalah...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>END.</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Program</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Uses crt;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Finish</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. END;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Setiap listing pascal harus memakai perintah untuk mengakhiri
program, dan perintahnya yaitu "END."</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">15. Menggambarkan program secara logika merupakan fungsi dari...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>Flowchart</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. DxDiag</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. SI</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Sistem Operasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Gambar program secara logika yang berupa simbol dan mempunyai arti
dan alur yang benar disebut "Flowchart"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 16. Deklarasi yang digunakan untuk
mengidentifikasikan data yang nilainya sudah ditentukan dan pasti, tidak
dapat dirubah dalam program disebut deklarasi....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Deklarasi label</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Deklarasi Konstanta</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Deklarasi tipe</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Deklarasi Variabel</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Deklarasi Prosedur</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Pendeklarasian yang sudah di tentukan nilainya langsung di listing
kodenya dan tidak dapat dirubah merupakan "Deklarasi Konstanta"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">17. Dibawah ini termasuk dalam Deklarasi dalam Pascal, kecuali....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Deklarasi perubah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Deklarasi proses</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Deklarasi konstanta</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Deklarasi tipe</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> e. Deklarasi prosedur</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa deklarasi dalam bahasa pascal, yang tidak termasuk
adalah "Deklarasi Proses"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 18. Bilangan yang mengandung
pecahan, palingsedikit harus ada satu digit sebelum dan sesudah
titik desimal termasuk dalam tipe data...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>Real</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Boolean</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Integer</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Longint</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Byte</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada beberapa tipe data dalam bahasa pascal, salah satunya adalah
untuk bilangan yang dipecah juga menjadi beberapa bagian sesuai range dan
membaca bilangan bulat atau bukan, untuk bilangan desimal memakai tipe "Real"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 19. Prosedur yang digunakan untuk
membersihkan layar saat program dijalankan adalah....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Writeln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Readln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Write</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. <i>Clrscr</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Untuk membersihkan layar pada saat program berjalan dalam bahasa
pascal haruslah mendeklarasikan sebuah perintah yaitu "Clrscr"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 20. Bentuk dari suatu statement
IF berada di dalam lingkungan statemen IF yang lainya,
disebut IF dalam kondisi....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>IF bersarang</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. IF bercabang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. IF tunggal</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. IF-THEN</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. IF do while-until</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Ada logika bersyarat dalam bahasa pascal yang disebut IF, dan bila
ada IF di lingkungan IF maka disebut "IF bersarang"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 21. Tipe data terstruktur yang
terdiri dari sejumlah komponen komponen yang mempunyai tipe
sama, disebut tipe data...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>Array</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Byte</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Longint</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Integer</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Boolean</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Tipe data yang terdiri dari komponen-komponen yang mempunyai tipe
yang sama disebut "Array"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 22. </span><span lang="SV" style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perintah untuk menampilkan atau cetak dilayar monitor
tanpa pindah baris</span><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">, disebut...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Writeln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Write</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Readln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Read</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Dalam bahasa pascal untuk mencetak dilayar monitor tanpa pindah
baris menggunakan perintah "Write"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 23. </span><span lang="SV" style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perintah untuk menampilkan atau cetak dilayar
monitor </span><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">lalu </span><span lang="SV" style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">pindah
baris</span><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">kebawah, disebut...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> a. <i>Writeln</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> b. Write</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> c. Readln</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> d. Read</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> e. Begin</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Dalam bahasa pascal untuk mencetak dilayar monitor dengan pindah
ke baris selanjutnya menggunakan perintah "Writeln" </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"> 24. </span><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suatu identifier
non-standar yang nilainya tidak tetap atau nilainya merupakan hasil dari suatu
proses,disebut....</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. <i>Variabel</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Tipe Data</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. Prosedur</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Deklarasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Array</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan : Identifier dalam bahasa pascal yang dapat diubah nilainya disebut
"Variabel"</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: -21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"> 25. </span><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suatu program terpisah
dalam blok sendiri yang berfungsi sebagai subprogram ( program bagian ),
disebut...</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Variabel</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Tipe Data</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<b><span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. <i>Prosedur</i></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Deklarasi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 21.3pt;">
<span style="color: #3d2a14; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">e. Array</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alasan :
"Prosedur" adalah subprogram dari sebuah prgoram pascal yang bisa
dideklarasikan di program pascal.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;"> *tulisan yang bercetak tebal itu adalah jawabannya :)</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: 87.0pt;">
<span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></div>
</div>
Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com1tag:blogger.com,1999:blog-2687893643151849703.post-54283810582008388062013-11-24T19:36:00.001-08:002013-11-24T19:36:33.554-08:00Tentang Diri sayaNama saya PAJAR PURNAMA umur saya ? kalau orang bilang sih twenty my age alias 20 tahun
saya tinggal di tasikmalaya bersama keluarga tentunya dan alhamdulillah kedua ortu saya masih ada :D
kalau ada yang mau numpang ketemu kerumah silahkan saja rumahnya deket di Jln.Bojong tritura no 13 Rt.02 Rw.20
rumahnya terbuka kok apalagi bagi yg bawa jingjingan di tangan
moto hidup saya : hidup adalah sebuah pilihan,pilihan yang kita pilih hari ini akan menentukan masa depan kita di hari esok lantas apakah hidup hanya untuk memilih ? tentu tidak pilihan tanpa tindakan sama saja bohong kalau kita sudah memilih satu pesan saya " lakukan sekarang atau tidak sama sekali "
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpX3eDiGZh_pIilIOVFVuJf2zOeHoS0KjEzQsqiuIpOv2vV0JGcxendzUGT_M18WfremPijqCXKIgiKFzsP0jfNBc8jwDnDhhtZgL1Kg_XpkNf_CUZN6ZTlHhehwQ3slhZm9uE3dm0j4s/s1600/988722_656947214325459_1101346804_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpX3eDiGZh_pIilIOVFVuJf2zOeHoS0KjEzQsqiuIpOv2vV0JGcxendzUGT_M18WfremPijqCXKIgiKFzsP0jfNBc8jwDnDhhtZgL1Kg_XpkNf_CUZN6ZTlHhehwQ3slhZm9uE3dm0j4s/s320/988722_656947214325459_1101346804_n.jpg" /></a></div>Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-4498993397325407812013-01-22T05:38:00.002-08:002013-12-02T21:46:18.001-08:00Bahasa Pemograman Pascal<h1 class="firstHeading" id="firstHeading" lang="id">
<span dir="auto">Pascal</span></h1>
<b>Pascal</b> adalah <a href="http://id.wikipedia.org/wiki/Bahasa_pemrograman" title="Bahasa pemrograman">bahasa pemrograman</a> yang pertama kali di buat oleh Profesor <a href="http://id.wikipedia.org/wiki/Niklaus_Wirth" title="Niklaus Wirth">Niklaus Wirth</a>, seorang anggota International Federation of Information Processing (IFIP) pada tahun 1971. Dengan mengambil nama dari <a href="http://id.wikipedia.org/wiki/Matematikawan" title="Matematikawan">matematikawan</a> <a href="http://id.wikipedia.org/wiki/Perancis" title="Perancis">Perancis</a>, <a href="http://id.wikipedia.org/wiki/Blaise_Pascal" title="Blaise Pascal">Blaise Pascal</a>,
yang pertama kali menciptakan mesin penghitung, Profesor Niklaus Wirth
membuat bahasa Pascal ini sebagai alat bantu untuk mengajarkan konsep
pemrograman <a href="http://id.wikipedia.org/wiki/Komputer" title="Komputer">komputer</a>
kepada mahasiswanya. Selain itu, Profesor Niklaus Wirth membuat Pascal
juga untuk melengkapi kekurangan-kekurangan bahasa pemrograman yang ada
pada saat itu.<br />
<br />
<h2>
<span class="mw-headline" id="Kelebihan">Kelebihan</span></h2>
<br />
Kelebihan dari bahasa pemrograman Pascal adalah:<br />
<ul>
<li><b>Tipe Data Standar</b>, tipe-tipe data standar yang telah tersedia pada kebanyakan bahasa pemrograman. Pascal memiliki <a class="new" href="http://id.wikipedia.org/w/index.php?title=Tipe_data&action=edit&redlink=1" title="Tipe data (halaman belum tersedia)">tipe data</a> standar: <i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Boolean" title="Boolean">boolean</a></i>, <i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Integer" title="Integer">integer</a></i>, <i><a class="new" href="http://id.wikipedia.org/w/index.php?title=Real&action=edit&redlink=1" title="Real (halaman belum tersedia)">real</a></i>, <i><a href="http://id.wikipedia.org/wiki/Char" title="Char">char</a></i>, <i><a href="http://id.wikipedia.org/wiki/String" title="String">string</a></i>,</li>
<li><b>User defined Data Types</b>, programmer dapat membuat tipe data lain yang diturunkan dari tipe data standar.</li>
<li><b>Strongly-typed</b>, programmer harus menentukan tipe data dari
suatu variabel, dan variabel tersebut tidak dapat dipergunakan untuk
menyimpan tipe data selain dari format yang ditentukan.</li>
<li><b>Terstruktur</b>, memiliki sintaks yang memungkinkan penulisan program dipecah menjadi fungsi-fungsi kecil (<i>procedure</i> dan <i>function</i>) yang dapat dipergunakan berulang-ulang.</li>
<li><b>Sederhana dan Ekspresif</b>, memiliki struktur yang sederhana dan sangat mendekati bahasa manusia (bahasa Inggris) sehingga mudah dipelajari dan dipahami.</li>
</ul>
Bahasa PASCAL juga merupakan bahasa yang digunakan sebagai standar
bahasa pemrograman bagi tim nasional Olimpiade Komputer Indonesia (<a class="mw-redirect" href="http://id.wikipedia.org/wiki/TOKI" title="TOKI">TOKI</a>). Selain itu, Bahasa PASCAL masih digunakan dalam IOI (<i>International Olympiad in Informatics</i>).<br />
<br />
<h2>
<span class="mw-headline" id="Tipe_Data">Tipe Data</span></h2>
Dalam bahasa Pascal terdapat beberapa jenis tipe data yang bisa
digunakan untuk sebuah variabel atau konstanta pada program. Tipe Data
tersebut antara lain adalah<br />
<table class="wikitable">
<tbody>
<tr>
<th>Tipe Data</th>
<th>Deskripsi (range variabel)</th>
</tr>
<tr>
<td><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Byte" title="Byte">Byte</a></td>
<td>angka dari 0 sampai 255</td>
</tr>
<tr>
<td><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Integer" title="Integer">Integer</a></td>
<td>angka dari -32768 to 32767</td>
</tr>
<tr>
<td><a class="new" href="http://id.wikipedia.org/w/index.php?title=Real&action=edit&redlink=1" title="Real (halaman belum tersedia)">Real</a></td>
<td>semua nilai pecahan dari 1E-38 to 1E+38</td>
</tr>
<tr>
<td><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Boolean" title="Boolean">Boolean</a></td>
<td>nilai TRUE atau FALSE</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/wiki/Char" title="Char">Char</a></td>
<td>semua karakter dari tabel ASCII</td>
</tr>
<tr>
<td><a href="http://id.wikipedia.org/wiki/String" title="String">String</a></td>
<td>semua huruf, spasi, frasa</td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr>
</tbody></table>
<br />Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-6403852473045492242013-01-22T05:26:00.002-08:002013-12-02T19:21:35.808-08:00Contoh Program Penjualanprogram transaksi_penjualan;<br />
uses wincrt;<br />
var<br />
no_trans_pajar,tgl_pajar,jbeli_pajar,bayar_pajar,hrg_pajar,jbelanja_pajar,kd_brg_pajar:longint;<br />
kembali_pajar,potongan_pajar,tot_belanja:real;<br />
pembelian_pajar,nm_brg_pajar:string;<br />
begin<br />
write('no transaksi :');readln(no_trans_pajar);<br />
write('tanggal :');readln(tgl_pajar);<br />
write('nama pembeli :');readln(pembelian_pajar);<br />
write('kode barang :B00');readln(kd_brg_pajar);<br />
case kd_brg_pajar of<br />
1:nm_brg_pajar:='pepsodent family';<br />
2:nm_brg_pajar:='lifeboy';<br />
3:nm_brg_pajar:='biore facial form';<br />
4:nm_brg_pajar:='formula sikat gigi';<br />
5:nm_brg_pajar:='handuk';<br />
end;<br />
writeln('nama barang : ',nm_brg_pajar);<br />
if kd_brg_pajar=1 then hrg_pajar:=7000<br />
else if kd_brg_pajar=2 then hrg_pajar:=2500<br />
else if kd_brg_pajar=3 then hrg_pajar:=6000<br />
else if kd_brg_pajar=4 then hrg_pajar:=7000<br />
else if kd_brg_pajar=5 then hrg_pajar:=35000;<br />
write('harga :',hrg_pajar);writeln;<br />
write('jumlah beli :');readln(jbeli_pajar);<br />
writeln;<br />
jbelanja_pajar:=jbeli_pajar*hrg_pajar;<br />
write('jumlah belanja :',jbelanja_pajar);writeln;<br />
if jbelanja_pajar >=200000 then potongan_pajar:=0.1*jbelanja_pajar;<br />
write('potongan :',potongan_pajar);writeln;<br />
tot_belanja:=jbelanja_pajar-potongan_pajar;<br />
write('total belanja :',tot_belanja);<br />
writeln;<br />
writeln;<br />
write('uang pembayaran :');readln(bayar_pajar);<br />
kembali_pajar:=bayar_pajar-tot_belanja;<br />
write('kembalian :',kembali_pajar);<br />
end.<br />
<br />
<br />
<a name='more'></a><br />Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-21454517534850654462013-01-22T01:42:00.001-08:002013-01-22T01:42:15.882-08:00KELEBIHAN DAN KEKURANGAN JAVA<span style="font-family: inherit;">Kelebihan Java :</span><br />
<br />
<ul>
<li><span style="font-family: inherit;">Berorientasi objek ,
Memudahkan untuk mendesign dan mengembangkan program dengan cepat dan
teliti , sehinnga mudah digunakan . Salah satu bahasa pemrograman yang
berorientasi objek secara murni .</span></li>
<li><span style="font-family: inherit;">Mirip c++, Mempunyai sintaks
yang mirip dengan bahasa pemrograman c++ . Sehingga para pengguna c++
banyak yang hijrah menggunakan Java . </span></li>
<li><span style="font-family: inherit;">Multiplatform, Dapat digunakan dibanyak sistem operasi . </span></li>
<li><span style="font-family: inherit;">Perkembangan yang luas, Dari
game sampai sistem operasi handphone menggunakan program java . Misalnya
Handphone Sonny Ericsson dan Opera Mini 3 yang bertipe .jar ( Java
Archive ) .</span></li>
<li><span style="font-family: inherit;">Mempunyai pengumpulan sampah otomatis .</span></li>
</ul>
<br />
<br />
<span style="font-family: inherit;">Kekurangan Java :</span><br />
<ul>
<li><span style="font-family: inherit;">Proses Compile, Mengharuskan
pengguna mengcompile programnya sebelum dijalankan, berbeda dengan
bahasa pemrograman python yang tidak perlu mengcompile terlebih dahulu .</span></li>
<li><span style="font-family: inherit;">Penggunaan Memori yang besar , Berbeda dengan bahasa pemrograman lain yang hanya membutuhkan memori sedikit </span></li>
</ul>
Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0tag:blogger.com,1999:blog-2687893643151849703.post-15710995733907922422013-01-22T01:29:00.001-08:002013-12-02T19:22:15.165-08:00Pemograman Java<h3 class="post-title entry-title">
<a href="http://belajar-pemrograman2.blogspot.com/2010/07/apa-itu-java.html">Apa itu java ?</a>
</h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpdJsWxZeJgeZoykWahW6KkB5HoXf99c3kS6KO-0T5uh-dIsVv9z5cXX3ui8_zIRP4xBocDvhh1jutC5H-jFN8Q0Emn__1eRYHZqCGAoxjTZXBd3t8jD0XJ9WvvXLLAwaAPA_gIlr66kI/s1600/Copy+of+java.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpdJsWxZeJgeZoykWahW6KkB5HoXf99c3kS6KO-0T5uh-dIsVv9z5cXX3ui8_zIRP4xBocDvhh1jutC5H-jFN8Q0Emn__1eRYHZqCGAoxjTZXBd3t8jD0XJ9WvvXLLAwaAPA_gIlr66kI/s320/Copy+of+java.jpg" /></a></div>
<span style="font-size: x-small;">
Java adalah sebuah bahasa pemrograman pada komputer sama seperti
pendahulunya c++ . Bahasa pemrograman ini dikembangkan oleh Sun
microsystems yang dikembangkan pada tahun 1995 . Awalnya java diciptakan
pada tahun 1991 oleh Patrick Naughton, Mike Sheridan , James Gosling
dan Bill Joy beserta programer dari Sun Microsystems . Uniknya nama java
diambil dari nama pulau jawa ( bahasa inggris dari jawa ) karena James
Gosling " Bapak Java " menyukai kopi tubruk yang berasal dari pulau Jawa
. Jadi kita perlu berbangga menjadi warga negara Indonesia . </span><br />
<br />
<span style="font-family: inherit;"> </span><br />
<br />
<span style="font-family: inherit;"> Java sendiri merupakan bahasa
pemrograman yang berbasis objek , maksudnya adalah semua aspek yang
terdapat pada java adalah objek sehingga sangat memudahkan untuk
mendesain , membuat dan mengembangkan program java dengan cepat .
Kelebihan ini membuat program java menjadi mudah untuk digunakan oleh
banyak orang . Bahasa pemrograman ini juga dapat digunakan oleh banyak
sistem operasi , seperti : Microsoft Windows, Linux, Mac OS, dan Sun
Solaris ( Multiplatform ) .</span>Guru Ngajarhttp://www.blogger.com/profile/01557597988424540981noreply@blogger.com0