tag:blogger.com,1999:blog-70163136989475242952024-03-13T22:44:24.055-07:00JUNAIDI [TEKNIK INFORMATIKA]Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-7016313698947524295.post-85492391115807262612013-06-01T21:56:00.001-07:002013-06-01T21:56:58.001-07:00dilarang makan makann yang panas dan minuman yang panas sambil meniupnyaJunaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com1tag:blogger.com,1999:blog-7016313698947524295.post-84618753735934496702013-04-01T05:05:00.000-07:002013-04-01T05:05:00.339-07:00PENGERTIAN SUBNETTING pada IP ADDRESS<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Subnetting adalah sebuah teknik yang
mengizinkan para administrator jaringan untuk memanfaatkan 32 bit IP address
yang tersedia dengan lebih efisien. Teknik subnetting membuat skala jaringan
lebih luas dan tidak dibatas oleh kelas-kelas IP (IP Classes) A, B, dan C yang
sudah diatur. Dengan subnetting, anda bisa membuat network dengan batasan host
yang lebih realistissesuaikebutuhan.<br />
Subnetting menyediakan cara yang lebih fleksibel untuk menentukan bagian mana
dari sebuah 32 bit IP adddress yang mewakili netword ID dan bagian mana yang
mewakili host ID.<br />
Dengan kelas-kelas IP address standar, hanya 3 kemungkinan network ID yang
tersedia; 8 bit untuk kelas A, 16 bit untuk kelas B, dan 24 bit untuk kelas C.
Subnetting mengizinkan anda memilih angka bit acak (arbitrary number) untuk
digunakan sebagai network ID.<br />
<br />
Dua alasan utama melakukan subnetting:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
1. Mengalokasikan IP address yang terbatas supaya lebih efisien. Jika internet
terbatas oleh alamat-alamat di kelas A, B, dan C, tiap network akan memliki
254, 65.000, atau 16 juta IP address untuk host devicenya. Walaupun terdapat
banyak network dengan jumlah host lebih dari 254, namun hanya sedikit network
(kalau tidak mau dibilang ada) yang memiliki host sebanyak 65.000 atau 16 juta.
Dan network yang memiliki lebih dari 254 device akan membutuhkan alokasi kelas
B dan mungkin akan menghamburkan percuma sekitar 10 ribuan IP address.<br />
2. Alasan kedua adalah, walaupun sebuah organisasi memiliki ribuan host device,
mengoperasikan semua device tersebut di dalam network ID yang sama akan
memperlambat network. Cara TCP/IP bekerja mengatur agar semua komputer dengan
network ID yang sama harus berada di physical network yang sama juga. Physical
network memiliki domain broadcast yang sama, yang berarti sebuah medium network
harus membawa semua traffic untuk network. Karena alasan kinerja, network
biasanya disegmentasikan ke dalam domain broadcast yang lebih kecil–bahkanlebihkecil
– dari Class C address.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Subnets</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Subnet adalah network yang berada di dalam sebuah network lain (Class A, B, dan
C). Subnets dibuat menggunakan satu atau lebih bit-bit di dalam host Class A,
B, atau C untuk memperlebar network ID. Jika standar network ID adalah 8, 16,
dan 24 bit, maka subnet bisa memiliki panjang network ID yang berbeda-beda.</span></div>
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Di network yang ke dua, empat bit pertama host ID digunakan untuk memisahkan
network ke dalam dua bagian kecil network – diidentifikasikan dengan subnet 16
dan 32. Bagi dunia luar (di sisi luar router), kedua network ini tetap akan
tampak seperti sebuah network dengan IP 144.28.0.0. Sebagai contoh, dunia luar
menganggap device di 144.28.16.22 dimiliki oleh jaringan 144.28.0.0. Sehingga,
paket yang dikirim ke device ini dikirim ke router di 144.28.0.0. Router
kemudian melihat bagian subnet dari host ID untuk memutuskan apakah paket
diteruskan ke subnet 16 atau 32. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"><br />
Subnet Mask</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Agar
subnet dapat bekerja, router harus diberi tahu bagian mana dari host ID yang
digunakan untuk network ID subnet. Cara ini diperoleh dengan menggunakan angka
32 bit lain, yang dikenal dengan subnet mask. Bit IP address yang mewakili
network ID tampil dengan angka 1 di dalam mask, dan bit IP address yang menjadi
host ID tampil dengan angka 0 di dalam mask. Jadi biasanya, sebuah subnet mask
memiliki deretan angka-angka 1 di sebelah kiri, kemudian diikuti dengan deretan
angka 0.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Sebagai
contoh, subnet mask untuk subnet di Picture 1 – dimana network ID yang berisi
16 bit network ID ditambah tambahan 4-bit subnet ID – terlihat seperti ini:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">11111111111111111111000000000000<br />
Atau dengan kata lain, 20 bit pertama adalah 1, dan sisanya 12 bit adalah 0.
Jadi, network ID </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">memiliki
panjang 20 bit, dan bagian host ID yang telah disubnetkan memiliki panjang 12
bit.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Untuk
menentukan network ID dari sebuah IP address, router harus memiliki kedua IP
address dan subnet masknya. Router kemudian menjalankan operasi logika AND di
IP address dan mengekstrak (menghasilkan) network ID. Untuk menjalankan operasi
logika AND, tiap bit di dalam IP address dibandingkan dengan bit subnet mask.
Jika kedua bit 1, maka hasilnya adalah, Jika salah satu bit 0, maka hasilnya
adalah 0.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Sebagai
contoh, berikut ini adalah contoh network address yang di hasilkan dari IP
address menggunakan 20-bit subnet mask dari contoh sebelumnya.<br />
144. 28. 16. 17.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">IP address
(biner) 10010000 00011100 00100000 00001001</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Subnet
mask 11111111 11111111 11110000 00000000</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Network ID
10010000 00011100 00100000 00000000</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">144. 28.
16. 0</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">jadi
network ID untuk subnet ini adalah 144.28.16.0</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Subnet
mask, seperti juga IP address ditulis menggunakan notasi desimal bertitik
(dotted decimal notation). Jadi 20-bit subnet mask seperti contoh diatas bisa
dituliskan seperti ini: 255.255.240.0<br />
Subnet mask:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">1111111111111111111000000000000<br />
255. 255. 240. 0.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">jangan
bingung membedakan antara subnet mask dengan IP address. Sebuah subnet mask
tidak mewakili sebuah device atau network di internet. Cuma menandakan bagian
mana dari IP address yang digunakan untuk menentukan network ID. Anda dapat
langsung dengan mudah mengenali subnet mask, karena octet pertama pasti 255,
255 bukanlah octet yang valid untuk IP address class.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Aturan-aturan
Dalam Membuat Subnet mask</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">1. Angka
minimal untuk network ID adalah 8 bit. Sehingga, octet pertama dari subnet
pasti 255.<br />
2. Angka maximal untuk network ID adalah 30 bit. Anda harus menyisakan
sedikitnya 2 bit untuk host ID, untuk mengizinkan paling tidak 2 host. Jika
anda menggunakan seluruh 32 bit untuk network ID, maka tidak akan tersisa untuk
host ID. Ya, pastilah nggak akan bisa. Menyisakan 1 bit juga tidak akan bisa.
Hal itu disebabkan sebuah host ID yang semuanya berisi angka 1 digunakan untuk
broadcast address dan semua 0 digunakan untuk mengacu kepada network itu
sendiri. Jadi, jika anda menggunakan 31 bit untuk network ID dan menyisakan
hanya 1 bit untuk host ID, (host ID 1 digunakan untuk broadcast address dan
host ID 0 adalah network itu sendiri) maka tidak akan ada ruang untuk host
sebenarnya. Makanya maximum network ID adalah 30 bit.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">3. Karena
network ID selalu disusun oleh deretan angka-angka 1, hanya 9 nilai saja yang
mungkin digunakan di tiap octet subnet mask (termasuk 0). Tabel berikut ini
adalah kemungkinan nilai-nilai yang berasal dari 9 bit.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Binary Octet Decimal</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">00000000 0<br />
10000000 128<br />
11000000 192<br />
11100000 224<br />
11110000 240<br />
11111000 248<br />
11111100 252<br />
11111110 254<br />
11111111 255<br />
Private dan Public Address</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Host
apapun dengan koneksi langsung ke internet harus memiliki IP address unik
global. Tapi, tidak semua host terkoneksi langsung ke internet. Beberapa host
berada di dalam network yang tidak terkoneksi ke internet. Beberapa host
terlindungi firewall, sehingga koneksi internet mereka tidak secara langsung.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Beberapa
blok IP address khusus digunakan untuk private network atau network yang
terlindungi oleh firewall. Terdapat tiga jangkauan (range) untuk IP address
tersebut seperti di tabel berikut ini. Jika anda ingin menciptakan jaringan
private TCP/IP, gunakan IP address di tabel ini.<br />
CIDR Subnet Mask Address Range</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">10.0.0.0/8
255.0.0.0 10.0.0.1 – 10.255.255.254</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">172.16.0.0/12
255.255.240.0 172.16.1.1 – 172.31.255.254</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">192.168.0.0/16
255.255.0.0 192.168.0.1 – 192.168.255.254</span></div>
<div class="MsoNormal">
<br /></div>
</div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com6tag:blogger.com,1999:blog-7016313698947524295.post-21315973587719866932013-03-23T18:29:00.002-07:002013-03-23T18:29:47.545-07:00PERBEDAAN TCP DAN UDP<div dir="ltr" style="text-align: left;" trbidi="on">
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
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mso-style-noshow:yes;
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</div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 4.0%;" width="4%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">No</span></div>
</td>
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 43.0%;" width="43%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">TCP</span></div>
</td>
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 43.0%;" width="43%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">UDP</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Beroperasi berdasarkan konsep
koneksi.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak berdasarkan konsep koneksi,
jadi harus membuat kode sendiri. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jaminan pengiriman-penerimaan data
akan reliable dan teratur. </span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak ada jaminan bahwa pengiriman
dan penerimaan data akan reliable dan teratur, sehingga paket data mungkin
dapat kurang, terduplikat, atau bahkan tidak sampai sama sekali.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Secara otomatis memecah data ke
dalam paket-paket.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemecahan ke dalam paket-paket dan
proses pengirimannya dilakukan secara manual.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak akan mengirimkan data
terlalu cepat sehingga memberikan jaminan koneksi internet dapat
menanganinya.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Harus membuat kepastian mengenai
proses transfer data agar tidak terlalu cepat sehingga internet masih dapat
menanganinya.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mudah untuk digunakan, transfer
paket data seperti menulis dan membaca file.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika paket ada yang hilang, perlu
dipikirkan di mana letak kesalahan yang terjadi dan mengirim ulang data yang
diperlukan.</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Secara garis besar perbedaan TCP dan UDP adalah :</span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 4.0%;" width="4%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">No</span></div>
</td>
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 43.0%;" width="43%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">TCP</span></div>
</td>
<td style="background: #EEEEEE; border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt; width: 43.0%;" width="43%">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">UDP</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat diandalkan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Jika sambungan terputus ketika mengrim sebuah pesan maka
server akan meminta bagian yang hilang. Jadi tidak akan terjadi data yang
korup ketika mentransfer sebuah data. </span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak dapat diandalkan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Jika mengirimkan suatu pesan atau data, kita tidak akan
tahu apakah sudah terkirim atau belum dan apakah sebagian dari pesan tersebut
hilang atau tidak ketika proses pengiriman. Jadi akan ada kemungkinan
terjadinya data yang korup. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berurutan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Ketika mengrimkan dua pesan secara berurutan / satu demi
satu. TCP akan mengirimkannya secara berurutan. Tidak perlu khawatir data
tiba dengan urutan yang salah. </span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak berurutan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Ketika mengrimkan dua pesan secara berurutan / satu demi
satu. Tidak dapat dipastikan data mana yang akan datang terlebih dahulu. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berorientasi
sambungan (connection-oriented)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sebelum
data dapat ditransmisikan antara dua host, dua proses yang berjalan pada
lapisan aplikasi harus melakukan negosiasi untuk membuat sesi koneksi
terlebih dahulu. Koneksi TCP ditutup dengan menggunakan proses terminasi
koneksi TCP (TCP connection termination).</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Connectionless
(tanpa koneksi)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Pesan-pesan UDP akan dikirimkan tanpa harus dilakukan proses negosiasi
koneksi antara dua host yang hendak berukar informasi.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ringan (Heavyweight)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Ketika tingkat level terendah dari TCP tercapai dalam
urutan yang salah,permintaan pengiriman ulang data harus dikirm. dan bagian
lainya harus dikembalikan semua. Sehingga membutuhkan proses untuk
menyatukannya </span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ringan (Lightweight)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Tidak ada permintaan pesan, tidak ada trak koneksi dan
yang lainnya, hanya menjalankan dan melupakannya. Ini berarti itu jauh lebih
cepat dan kartu jaringan / OS hanya melakukan sedikit pekerjaan untuk
menerjemahkan kembali data dari paket. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b>Streaming</b> Data /paket dibaca sebagai satu alur data. tanpa mengetahui
batas setiap data berakhir dan data yang lain mulai. Ada kemungkinan beberapa
paket data dibaca per satu panggilan data. </span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Datagrams</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Paket dikirim secara individu dan dijamin utuh ketika
tiba. Satu paket dibaca per satu panggilan. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.</span></div>
</td>
<td style="border: solid #EEEEEE 1.0pt; mso-border-alt: solid #EEEEEE .75pt; padding: 9.0pt 9.0pt 9.0pt 9.0pt;">
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<b>Contoh</b><br />
World Wide Web (Apache TCP port 80), e-mail (SMTP TCP port 25 Postfix MTA),
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Domain Name System (DNS UDP port 53), streaming media applications such as
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Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-41548991119127882812013-03-13T21:15:00.000-07:002013-03-13T21:15:13.088-07:00pengertian Switch dan HUB dan Perbedaan antara Switch dengan HUB<!--[if !mso]>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">pengertian
Switch dan HUB yaitu</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> merupakan sama-sama sebuah alat
jaringan komputer sebagai central atau pusat untuk membagi koneksi yang saling
terhubung dengan port-port lainnya untuk dapat mengkoneksikan sebuah komputer
satu dengan komputer lainnya. Jika dilihat dari pengertian dan fungsinya jelas
sekali sama. Pada switch maupun hub sama-sama memiliki beberapa port dari kabel
RJ45 atau female yang merupakan sebuah tempat untuk terhubungnya antara
konektor RJ45 male yang terpasang pada ujung kabel jaringan.</span></div>
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Untuk dukungan banyaknya port workstation yang bisa saling terhubung tergantung
dari jumlah port yang tersedia pada hub atau swith tersebut. Dan biasanya port
RJ45 female yang tersedia pada hub atau switch berjumlah 4, 8, 12, 16, 24 port.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jika
dilihat dari <span style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">perbedaan
antara Switch dengan HUB</span> jelas sekali switch lebih unggul dari HUB, dan
dilihat dari segi kualitasnya switch pun lebih unggul meski fungsinya sama
sebagai central pada jaringan komputer.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Switch</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> ialah sebuah perangkat keras yang memungkinkan terjadinya
distribusi <i>packet data</i> antar komputer dalam jaringan dan mampu untuk
mengenali topologi jaringan di banyak <i>layer</i> sehingga <i>packet data</i>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hub </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ialah perangkat jaringan yang sederhana. Hub tidak mengatur
alur jalannya data di jaringan, jadi setiap <i>packet data</i> yang melewati
Hub akan dikirim <i>(broadcast)</i> ke semua port yang ada hingga packet data
tersebut sampai ke tujuan. Hal tersebut dapat membuat hub menjadi <i>collisions</i>
dan memperlambat jaringan. (Hub juga sering dikenal dengan nama <i>repeater</i>)</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Switch
dan Hub sebenarnya memiliki fungsi yang sama, karena dengan menggunakan salah
satu diantaranya kita tetap bisa membuat Jaringan Komputer, tapi penggunaan
Switch akan lebih cepat daripada Hub apalagi bila jaringan yang kita punya
sangat besar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span><b><u>Perbedaan antara Switch dengan HUB</u></b>:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1. Pada sebuah HUB hanya memiliki
satu collision control untuk semua port yang ada sedangkan switch setiap port
memiliki colloision control sendiri-sendiri. (collision control yaitu
pengontrol transmisi data atau informasi dalam kabel jaringan LAN agar tidak
terjadi tabrakan data)<br />
2. Pada HUB apabila semakin besar jumlah port yang disediakan maka akan semakin
lambat proses transmisi data yang terjadi, sedangkan pada switch banyaknya
jumlah port tidak membebani collision control karena setiap port memiliki
collision control sendiri.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3. Port pada HUB hanya 4 sampai 12
port sedangkan switch lebih banyak portnya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4. Jika dilihat dari segi
keamanannya Switch lebih ketat keamanan nya dibandingkan HUB</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5. Kecepatan transfer data switch
jauh lebih cepat dibandingkan HUB </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6. Dilihat dari segi ekonomisnya
sudah pasti hub lebih murah harganya dibandingkan dengan switch yang lebih
mahal.</span></div>
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<br /></div>
<h2 align="center" style="text-align: center;">
CONTOH GAMBAR HUB</h2>
<div style="text-align: justify;">
<a href="http://otakkacau.net/?attachment_id=2007"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAagAAAFsCAIAAAAWqbo1AAAgAElEQVR4nOy9d5gkV3nofZ/vj++P+zy+vtf2Z2MbbOBigcGWBMgII6LIIJKkTRM6VleuzqFy7DCdQ3Wemd0VkpCQUARkg8lGJCMjENGWACOChAJKq93prqrz/XGqe3pmA/KCjaSp3/M+o57anlntaven95z3Pe/5H8DDw8Njj/E/ftf/Ah4eHh7/3Xji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOLz8PDYc3ji8/Dw2HN44vPw8NhzeOI7exzgnPrxqZ97eHg8XfDEd5ZMgXUcTKbAtqbAmQJgAWfiOFPLBhMLbAEAHABsAGzHsWzbsm3LcbZ1aDuuHh1XnzYAFgC27X4rYLvyhD9uA8sCU8+nHh6/LTzxnSUOcCxgO7blTKfAcoADrIk9nVoOcKbAedKyf/nYsR/85Gdf+9Z3Pv/Vr3/69q/cfsed3/3hf9z/6BNblrX9HZypAywH2A6wbGfLdqauDe1t9wHgOMC2gfW7+7V6eDzb8MT3G+AaygLWFNiWAxwLgMcnkx/89Bcf/8LX16/7eLF7hCt1MkYjYzS4Ukdvrzc3P3zLpz535w9+8LOHHzpmT6fAnoKpA6YATAA47oDjwLFm2rOB48Ck0Vs9e3j8dvHEd7Y4AEwcsGUBewqAZTmTh449ftePfnLDp/65MPhgtrIRyw9orcvovajRZ7QuIbcp1UwUhrRSY0vt4dU3/cM/f+1fv3/3j35+/0OPPTaxpjPfWQBYs8Wzm/c5lmNNdqyVPTw8fhM88Z0tDgATAKYOAMAG4N9++pMP3vwxuTXKlPoxvYerA0wZEtqI0Ea4OiQ09zWhDUl5QEs9UjSjcjtndAuNw5sfuuWzX/7mT+9/9NiWdcKazNe0tm1bU8uxbNeAHh4evyU88Z0l1tSebtkAgGOWfdePf7px48fi+SbCV2ltEMtvREtHosXDlLGOKYOI1CO0EZ3foIx1VO7j0oiSNihpPaqMGWlAcm2KbeSMwVr32qtv+syX7/zOv//0/keOT7Zsx4LFDQfYjuOlex4ev0U88Z09EwB+/MCDN3/+S1r/Ckxtoko3tnZFtHA0zJlhro2JJqUNaX1EqQNc7hFyj9KGtDGO6eOoMiDFLiF0KalHy11S6uBSG5dNWm6zhU5tePWVN33i01++47s//MnDTzwxdWwbOKdpnfHw8DgbPPH9GpzTfGYBcPcv77v6tk/GC+2AUMPz61ThCkzdJJTNqHE4ro8YpUfLXVrpwRek2CElk1H7jNKmpTqjNCmlTSotQmkRagdXTUwzMblNCc2o1IpJ9bhcFsut8VXXfO5fvnrvg/cdn05Obz7PiR4e/zk88Z2JqQMmNrAdAPv0gHMC7uodm06/9J17Kkc+mq4cJhWTUnuxwjhqjGhtwOjDqDGi9RGlDSltSKqDXUErPUbpMkqXlmGYtNylJJOSTEo2SaVDqSYutQi5RSptTKjTakcffPjKj3/pK3fdc8/PH37o2Injlj1xN/0cAKa2vTVxJlNg28C2gO0A23Es4FjAtmfNMdttg47trpq9QrHHXsYT35lwdeHYtjUBzhSAKQDgkRNbH/3M57lKj9GHuGTSWj9RXI8XxpTaw6U2IXcotQutdxrx9ZlZGjiPufgorUvrPVI1SdWk9R4utQOZcoitMXovYzT5Urs+uuLWT33x335y3+OT6XTW7Wc7lmNPHce2HWs63ZpOtxzHAsBxHMuxLVd5lm1Z26VhBwDb2zf02Kt44jszDgA2cLXiWA6494FHrv3YZ7hyl1IauNwlZJPRB7H8iNb6uNRxPy2Maf0U1iOUPqH0KXmH8ratJ5mE2MGlNql0MbGFcA343QjZjPCtCN/A+TIllkl+jeZLwlrn8HW3/st3//2XTxx/0rKhwGzLtiwLAOA4lg0sy5najuU4p6gH27Y9nU4nk4lXM/HYm3jiOzMWcLaAYwEAjlv2nT/4ceeKG6Jqi9G7yfJmvLgZzY8pbYjLPVzuEUqf1kex/Ho0P6a0Pqn2FoNQujDInUHI5jygOmmtT8hmhG+iQotUupTaI5UupXRxoYnxVVJqxLQOIzfQXIEWy2ujK2/81Je/86OfPvzEE8e2trZsx1k48WFNt6bTycLpOPh4ttr1rOexV/HEdyYcG65wwSNPbn3h698t9q7CuTqp9uj8mNSH0fw6Y4wJpY/LPVIdwH09XO5jkkkop7YecXrrQfFhYnvXE1RoRfgmLnYWHrZxqUlITVppM0qTVhqkupau1DtXXfNPX/3Xex985IRlOQ4A8NivA6YATN0TIY7t7vLNTgJ7eOxJPPH9GqYA/Pzhx2793Fe56piQWsm1w4yxTqoDWh+T6pDWx5Q2IpQBqQ5JFVqvh8v9UypvV+CyOQ9M6mBSB5dMQuqifBthW7jYpdUBpfRx0UT5Dia4HzGhjUuduRBRoYGJTVxvRbRqUDAIpZTvbt74iS/8+4/vf+LY1nRqWbYrQGs2/cDFq2547GE88Z0JG4B77nvg6o/+U64yJNQOaYwofczo46g6oJQ+qY/p/AahjTBlgKtDXB2ich9Xh7SxTuldUusQ6o7AlTautHG5s6i8ufVQsU0qvag+JqRehGujfAcXu4TUw8UuJpi4aNJyj5Z7lGSSsolLJia2UbGNim1M6uCyiYktVKhjfJUQKpRcSRUb5fHRKz76iS/c+a17H7r/sclxa/Yrsh3bsR1g2bZlee7z2Jt44gNgR+qzODvK+e4P7+196MaYXiOUFmWMcG1IaENaGcSVXlQbENoI10ao0seUAWWsU8Y6JvdRqU+oQ1Lrkpr5nxIfJnUw0cTctM6c+a5LSD1C6mF8B+dalNChpS4htCNsI8I1Cdmk1D6p9hixF+P7NGfiXAsVGhGhEhSLfqngV4ukni+2mzd+4rbv/uiHj24XQuCv0PYSP4+9yV4XHzxxu2XbtjMF9hawTgBgOQA8/PjWV+78/tr4elzu09qANka0vhDakNSHmDHEjCFuDHEd9qkMGGXAyANaHhBaD9d6mNrFF7b24A4dKXUpsUdJbtByfxYDRunHlD4j9xipSwkdkm8vBsE2Sa5F8W0YNNeO8p242E1K/ahgUnyHWngzLrQwoYVyTVRoRpQWqjRi+U5189pPfOmOH97/4CMnThy3ppZjAXsK7ClwpsCxgOPWr+ddL87usB1g225/oIfHM5g9LT7419sCwAa2WwMA1tSyf/Hgo5+6/V+N1jopt0l9zBjjHdaD4tOGhO4G7FahlO3AtR6u9Qh1R01jW3xS7zTRpUVzMSihA4Pk2zjfIoRttbn6EzqMaNJCB37qKlLYDlRoI1ITVZqIUEFyBUoscWvN5vrRmz75qbvuvufJ48fhb4Jt27ZtO45j29PpdMu2p5ZjTW3Lsq3Zc9uyLMuaOu4ZYg+PZzB7VHzODAAAADYAU9ueAOA4APzsgUc+8g+f48t9UqpTWu9k68HOZFobRtVhVB3S6pBSZp166gDXBrg2WMz1iJ0F3EXxkWIXBiGYhGASQgfajZJMWu7CPmdKMkmxQ8xqGjAIqeM+5Fs42yS41o7cUGgTQhsX25jYifCNCF8l5AYu1VCxgosVjC9FOIOSS0Ktv37NDV/+5vceePzYlmVvATCZDX6ejQiEAf+XYINdfTEeHs9Y9or4dvWsOTvmncDh8WDLcb73458dvuEfMqUeLjUpY8DkxycrDwajDuPyMKYMY8qQVgakOiC0AaYNMH2A6YNdzStQebBLeS67ncozCcHE+TbGNU8nvojcicgdVFqoaUgdVGghXAPjmgTXgoHzLZxvoUILFVoRvkVI7ajWoeRmhK8iQpVQ24RmIlIjKNTCYj2ULSTzrdrmtTd86ot33n3vL584/uR0OgGO5e4BnLCd41PruGWfcMVnuy0yHh7PaPaK+BbZaT3HcaYAgCe2rK99++7W0esZtUlp3Vhpk9BHpDZkzig+6D5GGdDKQro3Ex+pdMlZojc/nkGK5qLsCGFRhSYpdkixM3/zdrontCNSG5HaYbGFiC1MbLu1YNjlt6C8ufVQoRUR2ijfwPgKLtQwoYFKTURqhcRWQGgFpQ6idMNCHZXquFhF2TwlFJRG9+iNt3zt29996NixiWPbwJpNvYcng515b6CHxzOavSW+ncqbPQTg4Se2Pv2VO/PmUVJq0PlBtLRJGiN6YXdvUXmUNiS1Aa0OYLoXVV3xwd0994Da4qbedq7XoYQOwXdwvoPznV3Wo8QeKXV3NTPDgBYLiy1EaEWEVgRmfAs/ivGntF4rIrQwoYXzDZxvIFwtwjciQgsRWmGxFRZbiNjGpE6YrYVya7hYpZU6xhUiWTWTr3eOfvjzX7/zJw88+PDxE8dte7rwO+iOPPDweCazh8S3y3qO49i2Zdn2fY8+eetnvyq3Nii1Q+fHhDHG1T6l9Rily2gD6mTrwVKGOqDVIQxGGTDKICq7wcgDcntHb4f1KKFDirtXu9sxEx/cyNslPlRouZ+KUGctnG/B3T2Cb+F8CzvJem7wrQjfjPBNjGtgbA1lqxhfxYUaIdQpqUWJbZyrI9kyylUIsU5IdZSvolyZEkpqY7B53a23ffbL3/je3Q899oTl/r7ZjjU93W+yh8czgj0kvpOxHecX9z9w+PqPZ9cGhNIk9AFdPIwb66Q+jOeHMbVDa/1d4tseOqANYEmX0oaUMmDkQUwaxKRBQhrEpFOIb16fpcTTFjdwoYOJO4oYO9I6sU2IHULs4EIb45pYroHlGjjbJPk2wbdPJz5UaGNCB+U7mNjGhSbGVTG2THBlki8TbJnIlmm+wQgtgq1jbA3jG7jYdr+crZB8BWdLkaScUctHrvnIHd/+zkOPPzqxJl7K5/FMZ0+Iz4aNKg785wQACwAwsZ3v/fi+jQ/fls6vR5VRXFuP6RtRfZ3RxrQ+prURpQ1pbcxoY0Yb0+qIUoYwaHVEqyNKHS7OXIFBKn1C7hFyD1O7i4VdfOH4Lblz/24ehNAmxA5cIC8qb65CROkgSgeR24jYQgU33XO7WGaVDbe+wTYXA+NOjgbGNXCuQWUbdK5J5ZpUrknmmgS7HRjbiOTqSLaKslWMq0RyRUoqF4ZXXP+ZL339h/9x76MPP2pZJ9wDwY7lVj2mAEzn98Q5sN/PcRwHWFPbm4ng8fRhT4jPsu2pPXUF6FgAgCeOT774L3dVBlemi/24Nk7oGwltPaavz8VHaSNKGy2Kb5f7Tik+OLAAXxTf7HjGUxTfKZe6MBClE5bbYWmH+Eiutct6T018biyajtj5fpxvoWwjnKlGcjVMqEW4tWBGC2U1XCxFtTWtZX74Hz75rXt+9PDxExPHgZfB2fbEcawdHc+WPd2auGfjPO95PG149ojv5MIFbLu1bdu2prZ1Ajju3OJjJ6xPf+kOo7MZ0zuk0omp47i2EdfWozPNQetR2gj6blfM9XcW4sOlzunERwpt4vTrXFRoIVIbkdoR0d2wi/DNeRcLzu+IM5huVyxqEeWa8+8c4Zso10TZeiRXQ3IVJLeG8WVCrBDiWoTLhzIaktJItsAVm4MPXv+Ff/nmfb96bGJZi3eeW5ZlW5Z71gNOhPY6nz2eNjx7xHdGbABc6z382JO3ffar+c7RqGbiSi+2diSub8SUcUwdR+er2pPEx+xc85LygFQGZxYfqpjY4pncmc7OID5c2LG2nesP9qy41hN2iM9139mKb/6tkIUICc2Q0ET5BsE3KKlNCE2UK4ezhQhbwvg1XCyTYp0WTTxXC6fykbSW1mq14dEb/vGfvvnv9zx47MnHT2xN3Xl/sH3Ssa3JdPKkY2954vN4mrBHxOcutH7yiwevvPEfhOowqnUJtU/kN8j84ai6HlN/y+JDFXNRfNiCyM5afOgs9VvMyyJ8E+PPPuNDuAbCNcILEeTdQNhaJFd1gy1H2DKSW0NyayhXxrg6yrYxro1zdYwto7liJK1hWSWmFJRG94MfueWbP7j70eMntgCYbqvOmkxP7EwKPTx+ZzwLxXfKTXQHgHvuvW989c1JvY0JTUIbRItH6PxhUluPquNF8bnFDd0tcZzdUndbfLPJK09FfGde6s5f71iQCq2TY8cb+F8vvnks6g+TmqRUx7gqylVxvoGyNSRbCWfKOFfHhVaYrSNcI8xWMb5GijWMLyO5YoQtYnwpklVyxfr42ptu/9b3fv7IY8cm0y3HnQbo5XseTxOebeKDe3rzTx3HcRzr+Nb0rrvvXb/2Fr46xqU2pg6owhHa2KS1UVR3rbdLfIyxzhjrjH6WxY3TiQ8T24TUObvihvseoY2domflLMUHe2JQtoGyjQi7Q4IIW4mwayhXIYQaKTQxro5kK+FMBeNaKF8PsoUQVwzkCoFcMcyVw0ItxFXDfD0iNgK5fIgzMD5PSQWh2t649oYv3PGNnzz44DEv3fN42vDsF59lWV+78y6jtZHKd0m5TRfW6dJR0jjMGBvx/HpcH8a1cVxbj8+qulF93bXeTvE9lXaW7T0+xcQUE5M72IL4XH+dUXxnaGeZJ4aL4oPnds9afHiugS0ENCDKNhCuEeFqGF9FuUqErSC5KpKtomwdZRtIph5my4hUiIilIFfwZ/MhthwSGgGu4WebQb4ZEmuIXA1ypUBGQ3IqmpWJnKQ3Ozd98tM/++UDW5MzXBDs4fHfxLNHfI67m+4269m2ZQHw6HT6qa/fpXU/SGsj6CnGGMeKm0x+HZ5Fi+bHUX2T1jZpdZ3WxoyxHjU2GGOd1kekOqA0d7g8nCwPg1JHlDYi9RFhjDB9gMpdTOriUo+S+7Tcp8QeJXQZuQfH6sFYnDGFSSYid92v2q57tHGpRYitXTP4FmPbgwvHNmBEuCbCN7fXxWwDzdWxbB3PNTGuieys1S6WdFG2BTtXcL6F802cb2BcPZKrIrm1IFsN8o0Q3whzDYRrwFqK2+/CNhC+jnD1MFsL5aqhXG0eYbYeZqthrhpmYVRC2XIgXQxkighbSReagw995J+/+b0fP/joI1uTifufzgZg6gBr1+gXxwGW5Viz0anT6XQ6nToLdwQDBwDLBl57oMd/nmeP+AAAtm3Z9sRxJrY1mTjOfb96/OqPfjJd7jL5HqWNovn1ROlworgZL24yxnh+GINQxpS6zhgbTH6d1seEMsDlHqUN4UFdUh3CQgehDDCph4pdTOoRch9T+ojSxdQ+oQ8pfURrI0oZULOporuUtzhZDxVPLT5MauLCf058c/dhfCsibJd64Wwrgm8RXAvndiaAC9bD2WYk14zk6ihbn3U11zGujrK1CFsOcbXAacXXRLhGmK2H2fqi9bbFx1YRrgYDfhrMVvzptUBKQ7IKwevZfHV45Ye//M27Hn7iiallTYE9sS3Lnt2TCdN2x52UPxuVNbs8znbsqeU+tz3reZwNzyLxORZwJo49gS3KP3/wsStuvC1V7KBKE1e7lDaM5tfjxc1YYYMxxowxjhU2YoWNaH6d1tapxd49fQzfwBhjUh3gcp9QBvA5rbsqJJQBJvcjchdT+7g2ILUhrQ5pZUgqAxLmfSfXLmaBnibjw6QmLrYWZ4juiu1ax8JZXeg+jG9F+CbC1iO5Oso2CKENfy6cby125+3q4MPZJpJtINlaJFeL5ODX1mBgfDXC1+e1Drjrh7KNeccfFN8u683ct0N80H2hXCWUq4SzxQhbRLJ5f0IMJLi4VKj0Nm791Od/9Iv7n5xM4T2eUzC7CdgBYGo5kwmwT7oaeN4gPbUc6xQXB3t4nJlnkfjcI1MAAHDvLx89cv1tqXyHUE26uMEUD0eNdWguxliP5jdOjkTpSKZ6Jdf8kND+MN/6ULZ2RaK0Aa/NRUUT4dsI38akHqkOCGWASV1CGUAzoqKJiiYmdQm5T8p9eD0QVNXpxBeWzIjUxaTuwvZfCxN/jfjQ+VCW2V7eYv+KW6DI1d0XfBPhXWHtst7ioQ6Y8SHZGgzYvIKyNZSrRLjarprvjvrvqdK9YLYazFZPKT7oPl+mGMiWEK4c5kqhjBFIysGExIglrTE6/JGP3n7XXT956OEnptMpzOTgjSDwXiTgWI5tL16O7gAv4/M4a55N4nMcx7Ed55577+9feUPS6NBqlzbGVOEIUzgSzW9A6yVKRxKlI9H8BqkOGWM9uXaUa16j9m9cO/zx2gc/Wb3iH/Pjm7nmVfHiOqF2I0InxDZXkuWD0fx+2jgYLfjSVYRvE0qf1kb0bPwyrGlgEkzierjcO6W5fivi21XKcN3HNQmuRfEdSugQQhvhGm7yxTdRoXVK5bkHcrk2ykL31ZFsFclWkGwFNu4hpxIf9N3plAcjlKuccrUbZqv+7FogV0b4WkSoR/hqhC2H0/lgSo9kC5GcQQqa2updcdOtX7vr+w8/cWxhZKJ78Hf+wLbt6XRqTaZeuudxdjybxAcmDvjG93/c3PhwwuiSSjde3IwVjkT1wzFjE9YoaH0MDUiqw1hhk2teU9z4qPnhz3Wu/Uxp82OSeV2qfIQxhqTao/VBtDDAFRNWTsNcYyVZOsDolxHyPkpdihcC6Uok1yTlfsxYj+c3GH2Eyl1EMlGlh6v9xaMau0q0iNgJS2ZEgnkivFytjYktVGigQnNXC8uOL5TacBLfyS0sBN9iRDOu9OPqgJK7KN8MsfUw14jA77/TejsO5/IdjGuhbCOSa0RytUXxoWxt3ubiym4xTiO+QKYSzJbdhS1bXQz4MJSrBLOVQGbNny6FMuVIzm2NDmXywbQaSqvhtJzUq8Orr//SN7933yOPH5tOt2bbew4AU9uy5nmfl+15nC3PHvFt2c7Xf/Cj9tGPxHST0gbJ8hWMvhlVxyltPaGt09oGo2+S6hiXh6QyTpY+KJs3ltZvW9v8R21wk9C+NlU+yhgjQukSSo/S+vBiXFwxCdmktD6tDwili/BNf6aykiwtJQqHovlluhBIViJcm5B6pNLHlB6q9FC1h2r9xXa8Xe77TcTnuu+k9j2Sa0X5TlTqRuUeJZmo0ApzjRDfCEttVGwvim/XVAKY8c26WLb3+FCugrE12OOyKL4AW/OztUCuFsxWT3ZfIFMJZCqBzFowW57rbzHC2XI4Uw5n1sKZMpQs9Cz8SSOwqJLJ+1NaKK2SYkFq9YbX3/SJr93x8wcfmM6GANrAcRwv0fP4jXiGie+k/8e7D2zb/tI3vlPoX0lKDVxqx9eORosfZPTDcW09o41T2pjRN2P5I4y+yeib6fJV+vDW8uFPGMOPZqsfgtVbxhgzxojWB6Tag9fgkprJ5IfR/IhQerhsEkqX0vqU1ieUbkRs+VPlg4S2H1f3E9pyrBTKNXG1T+hDRO2FpQ4cvLzovlmvSTsitJGZ+La37cQWKjSfivi2T+wuZnxsk57NlYLnMaD4AkIjxDdOme6RbJPMNdFcM8Jut+/Bqi7G1TG+irH1M4tvl/sWxQfdt8t6wWwZZatodi2YLIRSxUh2LZJdC6fXQum1cGYtnK6EM/Vwrh7KVUO5UjBXWE0rS0luKc2FBKVYb3z8E5/46X33Tabe4tbjt8AzSXwOABMbWAA4tgNsy7a2rOkEAPCkZX3hjm9q5tW42KeUAaOPE6UjybUr4sXDtD4mtFE0v5E0DkeVEaONM5WrlP5NxsZHpcGNifqVZHGDNAakMSC1Pq0PovlRorgeL4wZfUApXULtE8aInF0gyRhjSh0QUo+U+5TSx8VOmK0fYozLcOkgo/tSa8FsNcw1MKmDKT1M7eNaH1N6EbmLiJ2w0IYLYVLuUhK8UK2D8x1C7JJijxJ7pNgjBXP7YlxYtVhM6+ANajsnULnv51oEuz2a1G3N41oRroGwdTTrKgzPNebWgwP4MHa7VutWbN0xfDWErUX4OgyEq0FzBbPlEFtFctVItnLKQLKnWOrOxRfOlCOZSiRbjmQrUHxIphhO58PpPJIpRLKlSLYUyRYj2SKSKYQzBbgDGEhqwaSE5nShah654eNf/e4P7nv0sccnkxOO454FsWcD8WdtgM782eyCYMuxLWDDk3MT4Ey8ssje5pkkPjBr6nIcZzrZsqZbAIBHjp247QtfU1pjQmqT8jiqr8eMjWh+wz16kd9gSkeixkZUGWXWrpA61+VHt2jDm3Pta2Plo2RhHc+PCL1P6H1K70fzo3hxPVYYE5K5Ei9+IMLvo/UA18TVPqUNCaVPqgP3Mkl5QCp9Su3RWp+QzTBbX02WDjL6fko9yOirqbUQ3whL7iApVDbhCTZ4TRohdijRHUBPCCbGtTG2g7MmwXcJ3pzfD7lLfJjQOtl6i+47rfi47YQOZaH+tlO/hVyvuVgaRrK1cK4a5qr/WfFFspVTrnPhw3CmjGTKSKZyGvEVkUxhHvB5OJVHMgWUXwtm9ZWY4ItzWE7mi9XRVdfcfuc3H3ziCXve3+c48yuA4YuT//xMbWtiWdbcmB57lWeY+ACwgWNNTpyYTqYAgAceffzGf/qi1NjAhBoumVF9I57fjOU3GWPd7cjLbzDFw5Q2jmpjoXltaePjpc2Pi+b1sdIRQh+T+XW6uEkaA1zrEWoPrmQxqbMUy79jNfnqS4IXL8UOJddwtU/rI1i0pdUho41IGU5aNuF5MlLp4lInzNb96fIBWvsAKlxGikaryHUAACAASURBVEsJI8RVcaVNqB1MaWNyC1fahNYhpQ4xv/qW7+B8B+PaONfBOZPgOtu34u5M91ChtW3DeZUW9vEJv0Z82yOnZsXZyE4b7grY04ewtTBX3dWL55Zrn4L4gtkyXPPOt/xOFh+SKW0LLpMPZwuhTH4ewbQBI5DWfSnNlzEQtojk8r6ksESngkmOXau3j179ha/fcd+jvzpmWYujTh3HBsByHNueWvbUsi3bsezFJM8bB73HeWaJz5nNjnccAH7+8CMf+thnYlobk9pkfhQrbMbzmzFjI2ZsxAqbscJmNL9BGeu4NooVDwvtD6u9G9T+jXzr2sTaUTq/MYt1XOvDoaGk2iPVHi6bwWx1P6VeEsxegvCHUmWY8e0U34CQuvB8GKl0o8YQpn6k0sWEtj9TXoprB6Lygah8KK76s0VUqhNqi9TauNLE5RYuzSZNCW1C6hJSj5B6KG+i3EK78uLZW6EVEU49cmr7/AbbOll8KNcI842g6I7YCwnNML89giXE1iOnsV4kV4/kFsZSLQTK1tBfJz7oO3+6BGOuv5n4YJSQTCmcnokvvdt3rvVSeiBtBLJrvmzRny0G2VKILfjS2mpC9CWFUEZBc0Jx0PvkV75yz333PXz8yYnjOADYjj0bCw1nQzvbfX/z1x57mGeS+BzHsa3jAFgOAPf87P7xdR+Lam1C6RLGmChsxktHE4XDjDaOGhvx4uFYYZPWx5Q+jhYPC+b1xcO3KYObMvWr6VkHXzS/QWtjTO7hag9mfFB8hNKdT8ELso2w2CG0AakMcLlHqgNKGcAuZUrtk0oXE9uu72YSZPQBIZuo1Ahx5eWkvo8WL6eE/Yy0ms6H+QomN3CpiYlNXGoR8mwWi9jFhC7KdzB+Nn9lPnpvIX4T8cEICc0g3wjNx0+xdZRzt/lOst4pxIcuTuj7deKbW2/uvp3iWwuni+F0cdt66fxu383Cn9JXU4WlRH4poS0ndV8mH8wVgmwhmMsHc/mVJLcST4cyLC2pjY0jn//6Hb987LET06m98MdmxyFfywaW7Ylvj/NMEh8AAABny7G/86N7B9fcQilNVG7H144whSNM8Wi8cDhmbET19Vh+w7WeNoqXjgjm9fr6rfLwpmzrmljpCKGNCCg+Y4NWR4TcJ7Q+aQxoYwArtrAFj5BNSulS+pDKj0l9CCev0PqIlPuYYBJSj1L60I9wqbt4H26Eb+JSi1JNWuuiQmMppn8A5d6PsgcZNZBdC7KVEF/FlTald0nNjIitYK4eYpuo2MXl7uIMvrny4E24J48gnY/kI/gziW+e7i1aD655FwsaiwG7W06R67GzXr8zFDdmK9yTYy6+cPoU4vNnDBi+tL4rApliIFMKZIr+dNGfKQSyef8sQjkjnNX8SWmZya0wGSwrCOX6B2+59fv3/vSJyeSJyYn5HED3cgL3NIjluW8v8wwT3xZwvnH3D5tHryGVGmH06NImpg5IdRjPb8Sh9YwNRl+n9XGssJmtXSWa16vDm3nzulj1Crq4SebXKWOdNtYZfZ1WR4w6jqojXO1hWpfS+7Q+gNt8tNaPGsNYfkQZI8IYEZo7e4rShqTcx8UuKfdpdUCpPUYf0FqfUnuw0AHvEae1Pil3SaVLyl1CNlGhFWbrvtTaUix/kNEPMMqhuOLLFENcFRHqiNBEhFZEaC/09LWxWZfy4v3fc/Ftb9X9OvFFdk5XRmZbfrtmVZ1SfBjXwLkaxtbQXBUGfA3N9VTEd/JmXzhbjmQrSKYcTpdCqUIoVQiljHDa2CW+k90XTBuhTD6UKQRS+mpCXUmq8PlyUg1mSkhmLZQqhNP5UEZfiXMH6XQwyyfXqs2jV3z8c5/63n/c88RkywZg6thb1tSdWuZZb2/zTBLf1Lb/9d/vqW1eScplQu+QhRFujCljndaGcX0Y08fx/GY8v0mpQ1IdZqpXGqOb8+sf5TvXxcpHycIGnh8TxpjKbzD5DVobUfKAkYaMMiL1Pq71CGV2JZDShf4iZDMimRGli6vuoD1SHZBKH7azJEuHs9WjuGzuo9T3IdyhqIFLHUrtudP0BBMTTfiRkHtwdYxynXCueSimX0qwlxL8PlpeSRUQoU6oXUrt47KJLnTtudYTXev9BuKrw2nJi1MGtuesnEp8cNmLcw2cq2NsdS4+uLX3FMU3t96i+566+Ha4L6X54nIwqUZyhXA2H0hpgZTmT+v+jLGaUv3xYjBeDibWQqliMJX3pTVfVgmw8iorLSVToTgtrhWuuvmGu+7+t8dOHLfdmy899jpPO/E5AEwdMLVmk/XsCXDsqQMeOnbiq9++WzevpiSTls2YPooXNmOGe/6Mcrft1iltSOujdOUKybxOH94kmdelykdpfUTp7pgpOJ8quXYkVT5K62NM6ka1QVwfRtU+LXdhkGKHksyYNmC0AaH1Sa1Pqv159zImdSitT2j9gNC4LKq9bj/5ynf63nIoGsxU4vowpvYpyURkE1G7qNrHlD6m9lHFPcmLiiYmmWG+sZIsHYwaBxntIKMvR/OhVJkQO5Ri4lKLkNuE3MHlNi61MLGJCg1UaKBiE+OakVwdydWRXA0qbHtCwamWwG5wTYRtnS6gRsNsPZyrzUcVoNk6mq1HZkd3T47wQun25PBnKv5MxZ8t+7NrsyjC8GUK8/CnC/50IbgQ8+LG4gbfrKqrBDNqIKWGMkYkVwyn876YEkgawWQ+ENcDCRhaIKEFk3owpYfSRjClB1KaPyH5Y0IozmeNypHrb/rqXd/96cMPPzaZWPM/btvdMAAAYDuOZQPLsabAmgIbXhM3WyADYHnWfJbwtBMfAMB2d6PhhYSWDcDjU+f2O78n1QaMbEJPxfQRo45odTg/gQtb7WKFDbZxtdq/Qe3fwDU/BEfvRfPr7gQqfcToo0TpcLpyBa2PDkYL7wrkDhBKJFePqv24Poxpg6jaZ5QeJZm0ZNJan1R78HwFvDMoIrQwqUMqPVzthqTWarbyPkx4uy91GSGjQovRBrRkEmIH0/qoPkDVXkTuzk6ndXG5Ryh9QulhUgfhm6FcLZCprCSKh2j9IKkeJFVfogj75lChgYluDQQTGhG+HuFrGN/crvnO0jSUbeB8C+VPvf23K0M8w6gVZDHj+92I71T13Fn4UmogrfsSii+hhNJGIKH5YkoolUezxVDS8MUUf1z1x1VXfEk9kND8cdWf1ANswZ8zlpPSSpz1JXKBZDZp5Nevv/5fvve9J44/CTf9LMex4YQL2z5x4knbngDgWM50Mt2yrAkA7gXBjuW4A2M8nvk8DcXnAMd2AwAbgF89aX36q9+WGusRdo2Wzbg+jOvDqDaklAGlDuf3Y8DiA9+6Jj++xRjdzLeuiebX4UjRaH4dWg+uWCltiMu9Q7HiG/cz579t5eLLySVKo+UuzPti2iBhjGLagJG7tNYnlC4qtuF5NVj6gKtgTDYJvY9rvRDf9GUqCN+k1B6pdHGxTYgdVO5G5C6q9FCli8F5LXIPl7qYaGJiBy5jYWEkwjcDqfIyYxwglH24tJ+WfakiwtVwqYVLLdg8DD047+NbnEMFU78zZXxnFN98FQw7+1z3ZWqRTA35bxcfzO92tfIFUro/qfkzejBjwEVuOJMPJnVfTHHtFlP8cdUXU6D+YN7nj6urjLQUUw5mjKWsfiitLWdVX05ZSnL76eRSLE1IanPj8Fe+edfDx56c2PYWsCf2BAALOFvA2QKOPZvoPZ9/BRZPhng803kais8GzgQ4UwCAA8CvnrQ+9rmvp4sDVGzF8utxfcQoPUbpMeogqo9jxjo8pAGrGXzrGmN0sz68KVu7EmoODlImVbcZZX5FBiqavnT1A5j89tXUu/zplXgBVidgiZbRB1FjyOgDRh9A2THGkDGG8DWl9WG7H6n2KM3dm4OHed3LMdQeKncQqR0WW4jYwsQOrBSjQgthGwjfdMUnue0shNjB2EYkW/cnSwdo5QCtHGTU5bgRzJYjfB2XWpjURIUG9B2SrYUz1UiuDpe6cP0bme33nXKpe4ZeZXfM1EJL828uvtmJ3fJCPbcIw//UMr4d3csp3Z/UfGk9kDagGZFcIZIrhDNGKK0HEkowocEEcJf4fFF5OaYcSuV9bNmXKS4llJWUGmbzEdbwp6SVOBfKCIyaL482bvvnL/7w/vue2DphgSkAWwCcAI4N5tuBNnAs27Zs27K8tudnDU8/8dkWsI4DYFkAPPD45CP/eHva6GN8i9RGtD6OG6Oo2mfkblQbxvMbUX1MqkPaWE+Vr5C71+fHt6j9G7K1K2G/MaUN4bxl97SZPoJ5H5w4DyWICh2EaxCyOW9Cngel9mCWN0/34PmHuftgDQQT25jUwZWue3+ubJJqD1O7mNxBxTY2M6lb/1W6uNiBb8PnP5FkUmKHFDsY3wzlKr5UcSmm76fk/ZR8KKr506UIX8fFFso1MLZ5yj6+yEkXRS4c0liYuXJSPJ3Ed+o9Pig7XyrvSxj+pO5Pav6kFkrrSNYIpdVQUgml9GBS98c1uNqF7oMvfDHVxxiBeD4YN0KJfChpBGKKn5HCMRXL5AMZeTnJLcez/ngmLqu9K45+8Y6vPfDog5bjjoGZbjmTLdtdgbh4a91nCU8/8QEbAGvqgB/f9/DRGz6RLvRJyaSUIaWMKHUY04ZxfZgwRon8OqONcLGLy/1E6Yjc/Uhx42Nq/4ZU+SiUGpwdP78zaP563pgCPyXVPq0PGWMI1UZpfTiPD2Z58MW8rIEvXBBOSCYtu8VfUumSao9Qe/BALiK1odoIpUvPkkdUaPkSpf24vJoowXQPn92mBu/HgG13cJFLKh2Eqx2Kah9AuUsxfjluhLKVcKaKsg1a7jJKjxQ7KNtAsjWMa1KSiQntMFc/O/H91pe6oXQllK6E0uVQes2NTBHGGcQXyhTgkbXt5W1Sc4sbKWMlkQ+kShG2EmHXAknNF5cDScmfEJGMEkppMMub53rzQFJ5PFUKMZqfFEMxFU3lI6l8MKr4aSkQlVZS8qG4sJ/KLMdygRTni6VCiVSp1//8Hd+4/9HHj0+mU8eBOd/EsqeWNfvME9+zgaeh+MDUAff87P7BVTfScoOUO/HCBqMOGamf1MeM0o/pg1R+HNNHpNynlEFy7SjfulYb3CR3PwJLFnCzb76pB9M9qDxYXqC1Eax4wOwPHtiAbXSU1o/mR3D6HmMMaX0AP6JiG+FbpNqDC15UbONih5JMWu7CJj5S6eJqF1O7EbkTllooPJmrdCjVJBUzwtUPUsrbDjKvfpfvkkAmkKshfHM+rgqHJQu+jQut7ZqG2Izw9VCusposHIppB2hlidF98SLUH8z1ULaJcU1CaKOn38iLcHWMrZ0u/iuKG2cnPpjxnaqyoQXSRjBbCabLqzHtXavMy9986Yv//u3nX/zeN+/zrzCZQEL2xdRAQgumDFjWmC97fTF5NSoGUxqSNYIpbTkmLjHCclxcTamrKWU5IQdz+UBWW4rxK3EhmFEDacmXFBBW42rt4bXXf/aOb/z04UdO7JgEPQW2N9/g2cDTTny243z/Jz/vHP4Qo1RJuUVqfVIdxLRxSh/FJJMUOrD8Ssk9Uu6ny1covRv04c1i57p48TDM46DOZhfd9qD45stbUhuS2oCYeRCXe3DeMnQfXKjCnhVcNuPFcXJtMyK0LiOk90X41dQazPhItUsrXZJvU5LJKD3YpRwR26hiRrRuROngagdX4DT5Ji63cbEZTJX24+IlvuSlmOhLl+fiQ4UWPptKT4htTGxE+HqEq6F8AxObhNzGxGaYrfqSxQOEsg+T9mHSIUoLpsqE0KYkE+dbkVw9nKuHF0sWC+3KEa6OsRWMrWBsFWOrs9fukwjfQLjmb7ed5WzFlw9A62XywXlxI2UEUpo/qQez8G7f8gfCqfPe9L4/fvEF//uF5z7npRe87LVvfecStkQJvqgcShmhlBFMav64shqVVxlpNSH7supqRlnKyAdT4v4Evy/B709JBzLKwYziS6q+hOJLqf605kvrqyltOakuJ7QDUXk5yR+KJX3JrG72P/WVr/zykUcs216ocYBT5n1eKvgM4ncjvgkAW7AjynEcywKzGUIn7K0vf/ffiodvJfVekK9jahfXepjaJY0BnR9iSnd+bzds1pO71xujmyXzukTpMKONGG0U1ce0NpyvQCnVdMPoEkYPU7uY0iWMAW4MEKUXVrqo1ic1t0ePnB3Xha9pfUBr3eW49qp3rzznb1//vFe85Y37UH+6QCotUm1TskkLPZI3KalHiD14wgyTTUzrokqbUExS7WLu8bUOrfYoyUTZRiRbi3ANuPc3XzjDtTMqtQmhQ3Ntgm0SXIsUOrjYxueXpeXqaK4WyqytxoxDlHKQlJdo1Z8oINkKwTdCbM3H1oJ8A55L87M1X64aYOshoYnwDZSt4XydFJuE4F6bC8+fYWwdyVQj6W3lIdmFqaJsNcBXg3w1xLmxPUc+V5kdO1uDzczz9uZItoJmKmjGbWaGbwul14KpUjBVCqWLcwmGMsVF64VypSBbWU0Xl+L6alIPpAuBZN4X1wIJDcnkfXHpbQcjF7330DsOoe8PRN+6P/yqt176kle9+U9ffMGfnfPyv7nwTW98z/73rqIHiUQwJYRYeTUjLCXZ1bQUyORXU9pKyj3psZSQD8bEgzFxKSGvJFUYvqTqS6i+pOZLav6E5k9ogYThT+jLUfEQxSI5yegNb/jMZ7798//45dax4/YUgKkDJg7sN3UmU3tiAWvq2BPbssDUArYFLAvMTso5wPG6/55+/G7EZwEwcWwLzoW0LduyHABsx/nynXeqrXVc7yNyB1N7dGFE5YewawTXehicDKr0GWPMNq5Weh+RzOsy1Q/Gi5vR/DqtDeHoFEYb0togXhiny4dj+WGEr60k8v5MCVc6TH5IaX1MNVGli6l9TBsQ+RE8qQYTPRhQf7Q+QIXmuwOpv7zg7f/PH734f/7lK/7uXauryQKtdSnNZNRuTBmSvElLfUYbMdqAUvuk1kPVdlhqoEILFTuo2CZkk9b6MWMY1QaU3KXlLiHNJs6fFITQYbg2xbdJrk0KHULsoFwzkqtjXIsUO4TQJIQmKbYwrh5MlZZo9SApH6KUJVoNZiphvuHesyG04HcL801/thLIlBfHu++K2XZeDS51kdz2ZRoBturnKgGuEmTd2J4gn6vMj3AsnuKAmnNP42a2M77t+VSZ0mnEVwikCr5kcSWRX00WAulCIJUPpPKhTBHjyyi3dpDMvvKtH/jDc17+f1543jmvevPr37v8fh91eSh2yTL+qjdd8rxzzv+D553zp+ecd/7r3/7W/b59RCyQFsKcEsypwZThS2qrcWU5Ki1HpeWY7EuovoS6mlBXU9pSXD7ACAdpYTkqrcTk1Vmq6ItrKzF1OSr7E0ogKfpiWX8yGzcKpfH6LZ/59L2/+PkJa+IAYANnCqaWM3WA7QDbdqypNXEcy3EstxnLsW3LdizgeGNPn2b8Dpe60HVbln3CAeCYZX/pW/9WGlwVYSshrgm32+Y+It1heQOY62VrV2qDG43RzWzj6nkBF4ovqo9pdUgpPVhIXU0WLj5AXvhu/zuXY8FUKa4PY8aIUnukst3dsig+t9g6cx+ldkO5yrsDqde8N/jGffhBRqW1btToU2qHUrq01Me4NiGY7kRSpYvJHUxuYXJrPqpvPqx0PnBlnuthUscdPT97QsrdqNyjRRPLNdBsnRQ6lGTCS2xxqUOKLUJowtHwON9A2VowVVpmtMsi3GUR/hCl+BIFlK1BP2J8IzIbprLrdovtW8Nz1UimhmZ3nNKdX6J2BvEhucri8TVkYfRAKLUwlCUz7+NbW82trebWAtnTii+YLATjhVCqhGRKgaSxGlMD6XyYKy0nlA/gmYNU7nI0efHlgRe/+q1/8MLzfv8vXvaC81570Tv3fyDAhBnushX85Re9/bkvfuUfPf9lf/JX57/k1Re/6dKVfVjCFxcDKS2UMUIZw5dQVmKSL6EEU7o/qa7EpNWkuhSXD0bFpZjkS6j+pLYaV3wxJRDXgikdvt+fUEJpPZCUl+ncISLji/ORtKhUGp+8/av3P3bshDW7BwROB3e2gO2AqW1tTezJBFi2OxYBgMlkYlne5uDTiN+R+CwH2LZtTabWCQc4Dz15/LYvfk1sHsbFDqkOKW1I60PYbUcoPXdvblaozdauVPs3aIMb2cbVscLGrEAxIJXB7L7HPqm4TXlLMf0th+jXvDf4zkNMMFGMKf24NoBtgHCeKC5254neroDiixr9WH7A6D04bYVUOrjUIpU2rfVpFU4kNeF8PYSrR4QGLrdIpUPJJsa3UL4FV9zzOS5zzcGkbC4+TOpgs56+ULpyGSK8ZzW9RGoE3yIlE+Gb4YUlKs43YMBZKeFMeYXRDuDiQUJaopRVRgsmi0i6jLM1UmjifGOe7s2V56Z7uaq7nZdzB/PNr9cIs/UAV/U9NfEtZnyh9Jo/U/JlSr5MaTVbWpnFcra0nC35M8XwacQXThWRRDGUyCOpYihZCKbzCFtaSaqv2xd63qsufsEFb3z1u/a/PxTdhyYvvtT/Nxe94/nnXvTcl1743JdeeMHr333JvuDlPvK9B5HXvO3Sv3rF6/74Ref96Ytf8dcXXvzaSw6+e5Xah2V8cegv1ReXfXHZH5dX4/JSTDoYk5YTSiBthDL5QEpficm+mBJO530JeSUu+pPqakxepsXVqBxKFZD0WiBWWGXklWgulBKURu/62/7prrt/9Ktjxywb3uk8BZYDtgBwU0DHmk63trYs23K8DcCnGb8j8TlgemIyOXECAPCr4ydu/fztXHWACs2IOMCVEaOP4OEKQunH8huxwgYu91DRjBrr8DiaNrgxV78K+g6eysCVPrzPezYXwD1fgQrNUK4STK+huSottaNyj5a6tNyllT41EyUUEEz05rmeW+oV25jYhlkbpXbniRucWwU/YmIb4eoRvk4qHUbv0nqHUtpRpcfIPUoyyVnLC6F0SbWLKyY6099i6ucuTrnGamptHyG/6QP4hW9dfdvllD9eJCUzInVCYhOb+W6e9MGVLyW1Sb6BZatIam2V0Q7h4n6UP4RLgVgeZ2uku8fXmCeMMAdE2SrG1c9OfOHsaff4kEw5kCsHcuVAds2XW1vJrUHxLWWKS5nimcSXLiLJoj+mhRJ5NFdC2VI4m1+KCu8ORi+8ZOm55130By86/zkvfdXfvO6db7k8uD+SPISl33Z58CWvevOfvOj8P/2rl7/o/Nf+3Rvf8+6D4UNY8v0+4oKL3/Pcv77gD19w7h+f86pzXvXW179vdT+aQdIGliuGU7o/JvtgxpdQluLySkLxJdSVmLzEiCuM5I+rqwl5KSGtxOWVmLTEiEuMvBLVfNGCjymtxvLLCXk1IQaSYjglMLxS648+c/vt9z304HTx3kvbPQcMUz7vsNvTjd+N+OCWh+OA+x994pbPfoWvjQmlhak9XBsS6pCQ+qQ8IKQ+pQxjxgatjnCxR6sjtna1MbpZ7d+Qq18Fj6PNz2Pgco9U+pQ8gAOjosaQUnvwom5S6cSMfjI/jGt9SuoQUofW+vSs7Euqg3nj8cniozS3VQV2Gs/7kElXZH1K6xFqh9LMWH6QLA4puelL6odoKZwq04IZVXqk5K55MdmMzO6HxBZ6mBfdF+IaK+nySqJ4aZh714HYZb4skixTSi+imCG5RcptSmzBTA3nG5TUpuUOJbUJoYlxVYKvUWKDFOqhVOEQKV6GZPeh7DItB5KFcKYcyVXn6R5c9sLiRiR72qWun62ssmU/OxNZbqFumy2fobgxv2EjkC37smsw+1vOFJfPKL5guhDKFEOZApIrhtLGpeHkRZcsXfCWy95+AF2m+PcG6Fe+9QN//rd//4cvevmfvfTCl77m7Re/f3VfOL6EZ96+P/zS17z9j1708v/1Fy/7i3Mv+vt37r80FNuPpt5xMHLeGy55zkv+7g9feP4fn/PKF1/4lje+f/VyJBGISUhaQ7NGKFfwZ4ylhHKIEZcZcSWu+BKqP66uRuXVhLKSVJbi0lJMWk2qoUwhnFkLpdYC8YI/mfdldF9KXYkLK3F2lUkvE3EyJzTXD3/6y1+7/6HHT0ynsJgBZ907ANj2dDrdcsdheTw9+B1VdSdbAIAf/ey+4dW3Jo0+JpqI0EGlNqW1KcWEyqOUISH1CbFPSP2YscHVP6T3b5K712eqH4QNenPlQf0Rcp+U+rQ6ihrjWH4UNYa02iPkDiG3SaVDKh1C6WBSG5dNyhiQxhBVeojcRReKue4E5tmuoruxqMK7Ndy1KiGZtNaP6gNK66OKiSodVG7hcgvhqpfhuddcsvp/L3jbC1/51jdfSgSiRVrokEIb5ZqYbKJqF5E7EdXElNMWNxCpHZRamNQh+TaZaVDZBi10SKUbUjurUh1hqxhXhykeITQXDUgIdZSrwMD4KspVwtnSSkzdT/AHCGElqq9EdV88H0gWd0nwDMWNM4hvYbrU2q4RVdv7fTuLG3DXL5g5dVU3lC6spvSltBbkiiG2uByV3nkIf9lr3vknL3zFn73g5S+74M2vf+/y2w4i71zG3nx58Pw3vufPXnrhH73wvOefe9Er3nDJGy7zvW0Fe8cy+rpLV855zVv/9wvP/f0XnvuiC9/895ccfPcKflkw+pZL/ee//t3PP/ei55zzyue+9MK/vegdF79v5f1+ej/NryRVf8bwJfXVmOJLqIGUHkoZgYR2kOb3M8JKUl1JaUtxeTkqrcYVf0ILJLVgSg3lNEwoIpwRyqqhtOyL84eo9CE6Fc6KQrm5ef2NX7zzWz9/5NGJ4wAAbOBsbR237emv+zvh8d/Kf6n4TpvbOwD8+Gf3bXzoZpKrRTgTl0aEPCSUDq3VGa1JygNGGzPamJQHhNyP5zf5xjV6/yatd0OidJjUBnAVPBcfPIlBqe5QeFQw4ZQ6+dH5YwAAIABJREFUUulSapeQ27jUIlWTzPfg6D1M7aJaD1G6iNrDjSGTHzGzDBEVmqjQwsQ2dB8h9+D0PVLpww1BXOzC+XqY1EWkFiI3CbVDqaYvVXjD5cifn/vG//dP/vr3/vL8V7/Dt8rkY3KPkXukbJJaH1XMsNSKaCaudk9X3EAVMyy3Eb5J8u2YYMb4Dsm3I3wzILf8cgsTmgS/ffXt4rYdITUJuYmJdUyowY8oX0O4Spgr+5L5/bi4DxMuR/mDpORPFODKF+PqEbaKpKuu+LbbWaqhXC2UrQZyFR9bDrDlILRerhzaFt+p9/jCmbVQqoSk1pDUWji9MG95FqFTVXUD6UIoXfBl8ks5YzlrXE6y7wsnDuK5FYx9+/sDf33uG/6/P33p7z3vr5933kUXvO3Sdy3jB7D0paHYa9914AXnvfb//OXf/P7/Pff5r774tfv8l1GZ/XTu4gPhF/zdm37v+S/7Xy/4m+ed+5pXXvy+9yzjqzR3aYB5xRvf80cvPO/3/vwlzznnlS+58C2vee/KJaH4SkIJ5wqBlL4aV1ZiciChBRKqL2UsJ/RDUflQTFpOyKtxeSUu+lNSJKeRYjGu1VKFZsyoh7PaPjx9OZFZTSq+lHYwyq8kMqvxdDidK3Z7/3zHHY9vbVm2bduTp9LP4g1A+O/kv0p8DnAse2I70/m27nzumW1Pv/uThwY3fJ7RzFCuQiomqZgwL6M1+Npk9AGl9nCxQ2sDvnmVMbhB6X44vXaY1Pu43idnowEiQguXOrCUEVV6UalHSGZYaoeVNqp3UcXEpDYlmbTcI5QuoZ6qiKH2iMIYEdvvD2Ve985Db3jHgct80XC6gEltVBvA2cu41IXT9AilTyoDUukTcg+TTGzWrULIZoRvHqC1N+2nLnjH6pv2kSuJIiq0MKFNwMvFlS6pdOHhXEo2/3/23jtIzvu886zylu9sybJoBYoKzGIOYACDGEAQTCABEBkz091vvzmnTm8OnfvNqXtmAJISZSVLFr2uXYezbn2uvbOlXcsr27uSvbbPts5nb61tba0cFEhgZrrvj193Y5gsbdn849b81fPHYMhGEWTNh0/4Pt+HswrGzDl7zDkT1h4D+z/Onh/cAIscjF0wdgH+jLiZEWbKgM02M2WtjHcKwck5K2X1iFICSg9pK6atiDbnc1vWyji7YK0xZSSk6mPNYUVsn2HMFcYsC+2q3MWaI0oPCT0kjJA0I9IICc3HFA9TPEoLGCOi9It286QWUXoElj3wlo+1govH2BbExJUIa4VoK6wqHqz5qBbi2lzKRygBpYS0GuEtH2uNcCUg1IBQA6zlw40R1BzBLZ/QQ0z1jmGtux8/c/mefR/d+/j+o/AJtP5sRXj02eod+49csefB9157x2U33nPbw888eQY/RdSPVNj7njp13f2PXXbrfe+94a6r7t73wKHVo7BwiqgdPI3fve/w1XsevuzGez5w4z03P/DUYyeRo7DwTIl+8NDq9fc9ful1d1169e3X3v7gvU8efxbhq802onYrDQequRXJhuvtaq1dFq2SYEKygza7hDogtAGu9El1xJsJq4dEa1SVOmustUqbq7R5hjLOUDokmWjDRuomLCmC3U4/8YkvfeXLf/zX//Xb51/eXrreA+O/xQ3MuSxmOju/s3NhZ3kNBHx7e7qz/TYP34r3Vmd80+3tCzvbW9OdKRjnb02nX/vGN/znP49bGabFwHcT7Gkt2LcBki/WnciD5/Tk0+31n3XGn2/6n+A7G3Rnne1tCv2zXGeD7awL/bPg+DdpZqyWyNZE6myynXWyO6EHm8xgk+nMlcxvOrrtbpKdjUO4fuWdT/zoe6697KN3P3USZ7RI6p+jemdJ91Vl6SJNG5NWwbgTsXcWEI2yCq69Lg+eA91AqX+OcSfzzHGX6wFY1WCsnLMK4Pc3hx04EQmWN5aOe+Dyhl0QVg7MERauBBln55ydM0YM17onMeXgGW6VtWgzYu2Yc+bTXkqPaSOjjZzSYtaMpXYhujljRGhjUBbcM7SxwphlsQ03B4gywjSf0ANyEYTikaqPKz6xODC0TNmW9zd2J4m7A1ciWPWXdTG2ODAEVM20HjN6TKgh0hjB9SHa9HAtJIyYtFLGTmnTX+Otp0vcXY+dvOym+991+a2X3Xjfnv1HHjuJnCLqJzB537Pla+/e/1NX3/7uK2/98C3337H/yMFV8hTVOIKJ9x9eufz2B37yilvec82e6/Y++vDTK6dRuUS1Hj+F3vLQ0x+4Ye9PXX37Fbc/uPfx40+vUaeI+jFYeOiJE1fcuPenrrrl1keePkbWqq021HRRpYcrfTD/hWSnItnVmos2u1irhza71ZoLyW24NoBrA6Q2BF9AUq/Et9dY9zRlHIGEE1i9IhpY3UZlrSrWSUXTPT96/vnf+OpX//47fwe4tj3dec25o+liEjKbzba3t7e2LuzsbL9tF/3WvbcQfNOd2c72dLq9M5tuzaZb09nOK7PZ//2X/238uZdw3UfUiO9sSP1zy7nBkndgA0zobprZZ/vn/mV7/Web/if49gbjjKn2hO1t8oA4nY3a6IX66AXSzE6y7glYQ/i+YE+k7lm6s0511+n+Jt3fpLrrVHvyD2hWyPb6EdK8+aFjl11/3633P30crnFWKnQ3CXeCAyP4XYOIixBcLJyRZgZW/bn2Ot/Z4Bb6leWf5TXgI/WYtbJab1NsTzg7F9yx4F4UJwPqcfaYXWzyUou8b36RciHBg2uD42hz31H0tn3HDpYETBlRRsjaKWj/AfCx1pg2UlILaDMi9YAyQsaKaTNCmoOS6J5hzROUdoo1y7UuqoxIPaDNiDYjSgtoPcSAWbwe7Q5Mj1A1QBUfcPANF9qWU11E8TE1WB4nAkUxrUWkGqJND64PsZaPaSGs+CW5fwipP3Ck9NBR6FlEKgn6wRJ1w/2Pv/faPe++6ub3XXfHDfc9fuAEvMooq4yy/xh09Z373vGhG9754Rs/fMv9dz529KkydZppHUXE+546deWeh95z1W2XXnvn9Xftf+jpleOodIZqPr1G3fzAU+++8tYfu+y6y2685479R548g68StRMw99QqcRSTKnW72upANReut6uSA8kOEL5Ua21gbgpWgCuiU+Lbq1yvJAwq0qha8+F6UK35kOyVxWFFHMJS7zSpPwtJJ/FmVbSwmlkVFUhoorJGN5XihXP/8Y/+8Pvnz194lb/VdDabzjX957enW2CRCbzt7e0Lb3thvRXvrQUfyPlmswuz2c73L7zyH/7oj8ef/9d0PyfsbDkqpe0CGDct56e0XUj9c3ry6c7GF93JF1rBi+AvCb1NprNBdzeYxS4t39mg7WJF6D5Rkh96Bju8WqOUuNY9y7XXCacgOmOyt473JkTnTcHHdja43lmms46rIVIfUq1AtAuxPWHbE6azwS1GH0DbDBhEgZVed56vie0NYFvP2uO5N7KRvp56F92u3Inc3WCtrCR0TtMW0hgB6lF6TBvpa8DH7JL7LSxFE8qIaSMh1RCSOidw5eAaf4JU4Uaf1APGmmubaSMB1TRrFaA6Xg5DwNdAALgmtU9z1knGOMNZFbkD6EnrIaUFhBZiWrg8GwT8UEkzQVQfaflvtsZLLKa6yw/OpX9qiLcCpDHCmh6phrgSoE0PzD1Ktf4xynjkFHn9x5669JZ7PrzngXsOnjoMsycI6clV7K7HDl+55/5LrrrtPdfsue6eA48crRxDxKOw8Ojx6p5HDn/4lvt/8qpb33fj3bc+8szjZ7CjsHBwlXz4mZU9Dz59+U33XXL5LR+6+b6PPX1m+ZHb9x26cs9D7732jkuuuu3Gex49VuUpfUDqg2qzDTU6UM1Fam2i3kVqbUh2qrWlwV8frg2qcr8q9SrSoCQFJSlYE30Q4JclKajUQrQRVaXhKu2cJozTpL5KaxXOxOQ2rfSRhlqSBMY0shc/8W9/66t//q2//t6F8+AnZWd7Z3ZhNruwsLbfmW1vbZ+/cH5rZ2v6dsb31ry3rMc3nW2fn023ZzvbW7Pp1oXp1m/9/n9uj59DraDqFHRng7ELysxAlsQufDrBqoM8eM7KP9fdfMnKP1cbPg9qVbF3VuyfY7sbZHtC2vP5A+2MESU8zbUPo+qBk9wRqEUqseRucPaYsgu6u0EPNvHeBG+/SjvyGh0JYSW0m4v9s/Xh843B81L3LOOMSTsFFyCF/gbXnbCdMdMuaLdg22O2M+G6E6G3AeyhgFkAZ4+BYwqoWBnnVQGQx7XXufYGaxcVqffwUfzKO5+48s4n9h0jqrU+qF5Z67UZ36vAN78vnlFWSlspbSZggEtpAaH5lBGydsJa87kHbSQLl+aEtXPWzig9BrUqZSTEXMoXY5qPql61OVgT3TOseZLSzrAmJHVI1SeNCNejOcJaPqr4mBbiekQYMbHrwO7ctmA5vmj5bwg+RAtg1YcbI7zpgdoZrg+RxghTA1QLKo3hqugeQqU7njx56c33/sRVN7/vxruv/9jjDxxZOQTRp6jaM2V6z77D77lmzzs+dMP7r7vr5geeOnACPoFKZ6jm/pPwtfcduOTa2991xc0fufVjd+w/8tRp7CQinoTFfYfXrtzz0Huu2XPJVbdddcfDDx1eO4nXzlDNx04id+w/cu/jx0+gEtJ0YaWDKD1M6QM/Z7LWwxtdpNlBmyDX68O1ASyPYNmDZb9aC6F6XKlFJSlYFbwVfrTCj1YFb00KylIAST5SC/BmjNaDCt9bo901xikzTpm2obpZVrRSvVWttYimqnT7L3zmc7/7+3/4999/ZdePzTym0/k1kLeTvbfovWUZ33S2c357tjOdzmbfn+787p/+afzJzyJqD9MTpvM81znH2BPW2RC7z/Hts6yzwTobtDVh7PXa4AUr/1x7/WcB9YBgGFg/Me6EBqmclQObPLa9TpoZqkaoGlWaPqLHfHuddyasWQjuujx4ThicIzpj3C3eDHyMO2E7BdsBf8Mm2z7Ld5/ju+e47jrfG3PdMdMumHbBdSdCf0ManpWGZ9nOmLASyppb4wEPUcFd550JiGWH7jXgA+zDteAwLH/0voM/etlNP3HlHfccXINqPak7Fto5a70249td6i7uT+bAwYUwIiBeYayYsWLWThgrpo1XDTcYIyf1hDQTwoxB023uaWqmuB7heoiqPmGEjJPSVow0ByucdZLSVhizIrYrUrci9dGmB35DUouA1wChhJQeUUY4bwhqPq56IMCsdp73LX1JtQDRgqoeQJoPN0d40wMLHkhjhDRGIJckjBg3QtwYVVu9I3h978GVj+x5+F1X3X7JtXdce8+jDxxePQoLJ/Hak2dwoGV595W3vueaPTfc+9iBE/ApqnGUkB88Wrp27/73ffTOS6667bIb9t56/5NPn8bLjHoMEe954sQVtz/43mvveM81ey6/7YG9jx9/tsojNQdrtOGaUxJNqNFGlH5FdkuchYguKrh4s0fqQ1zpY80+Uh9WpSEkjiDRq4oBJAYV0Xt9lIVRRfSqclDmhytUd5XpVsURXo8QyV+l3WOweoxQTnDaaU4tSwbatKuyVubr9Xb/4z/7L//jH/7Jd185D5batndm29szsNoLat236if0n/d760pd4Eox/fb3vvd/fv3r3ic/Q7o+Yce8u8EZm7Q+oawxbU0oc0zoOWOvA/zVBh93ii90Nr6oJ5+uDZ8HXb/lmgRtF6Q7Jt0xBYACalXgwtLeoAeblHeO7W8yzpg1C9FZr3XOCu0N2pkXp8s9XGaXpSjrTvjumOuOGXdC2hu4vUk6Z9n2WbZdME5KOSnl5AvwrXPdCaqHxxlz/wrzwLPYoVIDawS8NeatsWBPBHvCW2POLCgtpRcnNV7T4KPtgnNypNE7WBY+dhjaf5I4zRiMFcu9MWPFpB79A8ONRaGd004GLnJwbsa7Ge9mjBUvFHwRkOlxds47E84aM9Z8wEIYKabFuJ4QZkoYKZi9EEaIqiNEGRF6ABhK6gFc660w5gplrjFOheugtSGlhKye0GpENgOy4ZOKv6QeiCX7cNWb54CLNQ9YCyDNr2g+pAdIy8MaHr5L5YcoPqx4cMurNkdwywMZJdQYHCOUR0+Rdz526vLbH/mpq+/80M333/HI4QMn4MMV9pkSve/Z8s0PPHXZjfdcctVtH7j5nlv2HzpwBn0WEQ6VmYcOr12/99FLr73zfVfefvXtD9/zxIkDJ+BnSvQTp7Hb9x16/3V3feCGvQ88faYimrjSq9bdcs2ttrrVZndNsCq8TTdGbN2jlQGhDbAW8HYeAOpBgg8JESQEFWFYEYaQOKpKHghIHFWEYZkfQLJXrfmwPI+KMCyzfVj0sFoIyd4ZvneSsY+T2gpnVGpOSdJXhWalrgmdvnd284tf+tLXv/mnf/vKK6C43dmeXpzxvv3+qd9bOtXd+e757/7Kl39DiTPY6qNORFiZYG8K2jqjjRlnDjvamojdc2DbzEg+673wC1bxObF/lrILrr0u9c5x7fX59Vh3Qrpjqj1h2uuUXQAnkvnemFWg7QLuT7DOhLQLzixEe8JbY8bIeXvMtzeYxXyDcSeMO2ZBF8+dMO6YdhLWzdnOJt1+jnSeI51zdHuTa48ZJ2baKdvJmXbOtnOmnVWV0dNI7ZYDJ9557d3vuPLOPY+cKfM9ub0ptTd5a8yaOSAgZxa7qTevqe0CTCdYJ+PdlHVSvp2LnYJzUtZKWDuhzYgxkzcDH26mIO/DjBg3IsrOGDdn2znrpLQVA2a9ptRlzJzWU9Yes+6kXBseRtWDUOMU62JaTNvFgoMBaYakGVNA9qx5uArkLCHV8qt8ZwU3TmNamXZwecgoEaclrBrTWrhE3utjPvTQIkyPYD0A9gQVza/oAaaFhBJgTQ9pjNCmhysButA2w4oPt0K46aNqhCgh2vJJLcJa3hG4fvsjxy+9/p53fvjGd11+85V7Hnr4SOkM1awIxjMl+pYHD/7UtXt+7CM3vPva26/d++i+Z8uniDrEa4dXqZvuOfCuD9344x+8/gM37L3x/if2H4POUM0yp5/EaqfJBlJzIMmu1tuVertcd6FGt1prI7UO1Rgy9SFe7yPNLlzvVuVeVe5XJa8qBlUxgoSkKoawNISlYVUcQEIfEvqQsPyiXxL6ZWkIycOyMChx/YowhEUPkXxY9CqCVxZ8SPbL8ugUax8llJOcXmm6pYa9VlPK9VpFkmqdzid/7uf+4M/+/OWtrbeJ95a+fxT4dqazLfD/pOlscRptOp0CS57Z322f/7Xf+Vp3/XnaCBl9zJobjDFhzIK1UsoEzJoInU3Q3asNn3cnX+huvqRnnxG856nuOumMmfZEaG+I7obkbojWmDUyxi7YzgbIX8CtjIs3vN0J7W6Ak2aLQ46brLvBtjeZzjo1nLCjdcyOTjDGKVqn9FDqTRg3Y9yMtnOuPRG6m2x7Y75I607ozjrVnlBOwbkTfnFegzSzI5h664Ezl9766Ec/9uzhaotUE7mzyYG93YXfFAcGHc6E6kzwzhhr57ibU+6Ycya8WbBOzrQLul0w7YJ1c9bNOTvngDjZKkhng3AmuD0mnAnVXqfaE9zKMSsjnYy0YsIICSOi7JRyMtrN6E5BtSe4U1BWtuTd3J3FSCg9Zs2U1OOS3D9KaPtOUnc9VXrkFF2pD1i3AOd6FyfJM8bKGTMltRBXPVL1WSMirATWw2pzCAndEmWv4MYqaZXFHqL4mBnCpo+YAWqFuBlieoCpHqF6pOpTWkC0IrwZYq0AbQVYK0SVEFUjuBVUWwGi+KjqvWEgqrccFuOqRygepXqU5lOahzV6R7H6vU+vXHXX/vffcM8Hbrzn6rv23XXg6JNnsJOEfHCF2PvYsWvu2Peeq25779W3Xr/3kf3Prh6FqGcr5KNHS7c/9PSHb7r3nR+8/r1X337PYydKtMaqI7LZR0S3KrlovYs1e3CtU5XacK2Dtnq4OsCVfrU2KgtBRfQrol8Rg1eFFJRlvyR5a+KoJIzKwqgsehXRg0SvInprwmhN8kuSv8aP1rh+WRzCsg+JgxLXqXB9SBhBkleRvZI0PMP1zrCdNba7xnTXWAeSDLhmQ6JRlcx6L3r+pX/17//oj/7ie9/5O1DqLgWAF92gp9vbO1s7O1uzZYDzlzvgOPB0+vZU5B96/yjwTWdLu8Wd7a1XdrZfns3mK4nfefnlX/yN3+hvvsCaHqFEvLnJ2+dYc521CsZKaCulQEZj5WCGa+Wf62x+UY8/JfTPkp0J7hakO6acgjIyxshFZ112N0RnQlvFsmZkF0ha2D1NmAX1XsW+9ibX26Q72UnGuPfg2lW377/l3meOlmVGDWQnr3UmjF0wztxail8E3dmgOhNwBJK2C9LMwPSZNDOkFSJKiLQCtBnI3bO1/nNLEyrKLkg7Z5wxZWS4nmB2hrULvDMm22PaGXP2WLDGnFvQ7Zxyc8qZu8wD8DFmylg57axTzhhYKHPddWl4lnaLcmNwWrDXZJcwQr5TsO0cMyJUDwgrAbU/Y+dL+d7SuAVYVFFGUm15Jbl3nDKeqshHCQ3TQsbJwZQWSK8RJcAUH6iUST0gVZ9UfdQIETMmzYTWE7IZoNKgwndWWecU65yR2mV1AGkjRPMwI8CNkDRCUvPx1ghvjcD+L6UlhBpjrRBtBnArmFfZWoiro9118cX+oOqjarAbfIQyIpQhqY4ozaONAFOHFdl5FpHufPz4pTfc/RMfuen919310b2P3v/UqcMlepVsHKvyex898v5rb/uxS6963zW33HTf/n1HzhyucMcQ8cDx6l0Hjj74zNoJtAbLbbTexeo9tN5F610EHOiod5HFZUuk2YXkUUUMX4s8MaiIQVn0V4XhqjBcE0egr1fZBb7SgoYlYVgSBqAchsRBme8uwDeqSKOSNFoThyVhUOYHEDdao52TeH2N1ZFaG292Iclc4xuUbnbWxz/zK7/4X7/1V7s7fdPZdHt7e+v8hen2dDqbbk+3tqdbO7NtYAizvbO1vX1hZ2frbQHgP/z+ScC3M51dmM22dqbnp9Ot2Wz23VfO/9uvfs0IN7BWH2v4rL4uOs9z1lnGmNBWRlohZaeAJqSZSf1zdvEz3c2X9OTTfGeDXDTy5goSK2ftsdTeEO0JpSWUmS2dV5azYNLMWHfCuPP9itfgj2lvit1NQvH2HYbfd9XdP/KOKz98zf2HTrJc069ZWc0thM46116kjaCTaOW4neNOQbsTvr1xMalcWOzJg+fEziZnj6XOJu+uU2bGuGNhcZCIba8zTk7aKeGkmJMS7ZxqF7RbMGbGGiltZ4B6rwIf0CSbKZCbMGbKWAljxdV694lV+sYHD11x5/77j0ArgsO1c74zJswYMyLCSggzw6yMevU223KhjTFTxkpJK6XtjDDianOEqgHj5JSV4npIWSnjjEkzRbUAV0PGTFg7Ye2E1kNK9RHNh42QtBLOyjgrY/WEVIKq3F/h3ROMeZzRT4tOudFDNY8A4Luofw7IXdanhBYt57zYGyHv9eDDFA9vjfDWEG8N8NaAaM2d6El9ROkjSHaeLrN7Hz9x1R0P/eQVt/zk5Tdfvefhhw+tnsSkFbLx9Ap+5/5DH7rx7nd84Op3fPDaK+98eN+xykmyXhJMSHbRVg9r9sBZIrCWC65zYK0BGM5AjX6p1imLbwq+kugB6pWkV883hFFFGEHysCL1S0KvLPQhYQR6f/OeoDCChFFFGJbE4Zo4LEmjiuxVJa8qemhthNTaZ6jWCayxxhpwrQ3LZkVsleU63mq5gfdLv/arf/Xt/761vX2x/l3ent6ZfzEF+d9sZzbb2Zlnf2+/N33/2B7f9nTrwtb3p9MLs9nWdLY1m82+c/7Cr//2f+rm5xg9IZWU1ddF+3nOeo7UxoSe03ZGWSFlJaSZU1YOcr3u5ktG+hmhu0lZOe2O6YVMj22vC91Nuf+c1Nms1kZHEe0EZVWb/lwJvDgdC9Zy2ddtWSyDcye4Ejxdkm576PgNdx/c9zRc5TqimfNWxhgJszh4BsBHgmGCU1CddaY9YZb2BOCwxiL149wJODbEWgVtFVxnne9sUHYBzuYy7YLvr3PdCWEliBpgRsQ4ueCMBadgnDn1Xg8+zspYM2KMiLdTuVMwRnCkKt74wMGfuOLWd15+6x2PnzrNGLQdc+2CsXO2XdBugZspbmS0lbFWuvTp221dRZsJZaXL60WgwiWMGFzsBdI80kwoM6bNiDJDyggpzaM0D9MD3IhJM8G1EFcCsK8GlCjVxnBFcM7w9inWXBEcqNbF5vrnkNRDWo9JNcSaHtbygfsprkeI4lcaQ6Q1In4Q+MCNDlwZ4c0BOKOBt/qYMoQbXaTRI9UhY/qM6SO19hGIu++pUzd97KmP3PLge66547Ib77nz0WePVNgVpnmoTN3z5LEP337/j1958wf3PPCxo5VSzSFMD1b6wHoAanSxVh9cZcNaA0ILcDWoNkcleVCSB2XJe0PqLUvdSi2o1AJI8iHRKwujMqCeOELkflXslPl2RepW5QEkDsv8oMwPK6IHS35VGJWFQUkYAPBBNR+u+YgcVMVBRXTKgrPKWqcp4zRlrHEWJJtQTYNqCtpskUrLDoKXfvmX/+S//MXL58/PrY2m0+n5C9Pz26C6nZ8/f/vu+Q/3/rHg21mAb2v7/PZs9jcvn//SV35LD8eU4dFawRqbrLVJ6+u4UqBKShoFbWeEFaFaSJl5w/t4e/1nu5svafGngBR56XAHxLqAaEJ3kzSzE6S17zh9/xHsMKbherI7BVvOAZbxWkv37jrb36DbBW7EuBYydiZ017neOtWfkN2CtOaTE3BMkrJykEYRbsHOTf1ydrGgRlk5YaSkmdFWzphz2R1jj+d/J1gfdsdCf4PvrVcaw4Nl+ZET5GG4AdeHrJnxdk7bGemkbwA+pxCcAlhLCU5W6xaCk5QF68lV6qFnK4+exE5SGqH98MCEAAAgAElEQVT5vJvRVkJaKesWtJOTVsa4E9YumIVD36vYp8ekHgPMgYEpIB34DkAhYcS4Hs6nunbMOTFvx7wVkXoIQIkoPtQYomBfTQ0pLaL1CIx0keZgTXBOUtpxQjnDmnCjTxohY8S0HuNKgLU8rOWhTQ8I+lA1wBWfULw3DFx5c/A1+2hrgLaGuDLEWwOAQtbweSuk1CHW6J7A6nsfP/Whm+9/1xW3XHLVbVfc/uDdTxw7uIafJGtHycbTsHCMakLNLqz0V2V7TXIqjX61OUAb4GjvgFADQovgZlCSRqvCYE32ytKbUE8MKlIAqAfAN69zJR+WQ6weks0uJruw5MJyB5H7AHwl3oOkEJYCAL41YbAqDNbEYVkaQdKoKngVvlcWXKQ+IloR1gjLfO80aZ6mtLJoIQ2nUlOrDQWut2C5Lhr25ic++Vu/+/W/+873Lm507Ex3zl/Y2dpeHvnYWVLw7fcm759kqjs32P7O+e1f/Xe/o3nrUKOH6iGp5ZRW0PqY1HJcy0gD2NLlhJVgeix0z7qTLwye+3kj/QzXXp+7q7fXl9NPatFfo6wc0+IzfOcg1DiwIpxkHKDsW3b6duvd3hB/pFsQ3YLuTahOwXTGbGdCujnmZkg3g9sZ4475XdiinTHbnh+KpJz5dHXZT1z2+1hnzCx2bNkFfMFnhf5ZplucEu09j5161xV3vPvKu/Y+dmaNsxkrZpwUjCYoJ6PdHCRijJUtkz7gssdaGWPFnJNyTsLYEWOHnBPzdiq2c9ZJSC0k9RgsOINjRqw9Ny8A4AO53tyiWYtATgeot0z9CCPG9YiyYtKMCCOkrZh3U7GTMVZYldsniMYZ2kAbHmnEmBEhekiYCW0mhBqSTZ9uBYweAkBTWlCR2qdo/QSpnuascq1blbtYc0jpIWPGwCALUUao6uF6QGjzBuLrA/8Bpe4IVz1SC0jVw1p9rNEjlSGtjYhWn1SHpDaC6+1jWO3eg6c/dOv9P/7hG9515S0fvOXeew+eWuMNQh0QyrBaa0NyG2300eYAbQzx1hBp9tFWn1A9Qg8QJazU/DVxtCr6JTmqSG9c54IeH6hzQakLhhtwLSRaGaWmjNKmmxbZcPFGB6n1IGlQFkZlwS9LESQGkDAsC0MAvlVhUBKHFXFY4QZVcVCV+2tcd4XulLgBLAdoPazKoxLfXmGMNdGoyGZF1KuihkgqIjYEzTr7qc9+44+/+e3vfv/7Fy4sa9qdnbkVCNj8ffv9A+8fB76l0+zO7Psv7/zmb//nTvxctT7ArUnVGBNaQusJbaaUlVBWStsZ7eaMO2Hbm/LwBSP5tF38jBZ/ClS4y6CtnF2Yl7DOmFqo2DA9qbYCRAnBj/pyMLK0RKadnLQTcoGVJVxoN2cWuRtYruCdCedOuN4mOzyHdydcZ0PobLDOGFBPGjxX8z5Od9bXGqMzUg/TYiCfBryjnWK+Y9fdBMtqYnuDdeZ5ImkVtD2m3TFihYeI5nUPPPMTH7n9Qzc++NhxAm8Ope5Y7E+Ydk45GZjqzsFnpqyZcnbGWAVljxl3Qlo5pieElTLtgu2MaTej3ZQ1Y9aMGSuizXh+dcjOQGrMAL8Wd8xa+S45S8qYKbVI7sB/AlDegsD1iLYTxkkpK6atiLFCUvdKon2wxNx78PRjp6iy0CW0CLcS1IpxNyWtlFRDuhXyWszrEa0GZMujtYC1EsZOUNVbFd1TjLHKWGXegeQO2hoSmk8aIa4HmOYjqocr3g8Dvt3DDUIZksoQa43Q1pBQPEoL8NYQbXSxRo9UBkSrj9a7WHNA6x5j+Gize5JsHjgF3/XY0Y/ee+DOA0dPEU1KGdCah9Q6WGPAaCHRHCFyD6v3wQwXU0eI4kN1ryz7JTksyXFJTstS9Gbge02PD9S5kOShjYRsxZzqCKrNqR2q0UHlDiT2K6JXEaOSmJR5r8L1y8KgLA7XQJtPGJSFIcQPK3y/LParNb8qh2UhKPE+JAZII0IaYUXqn6asFcZaofXTRKvEaUjNhEUFlpuM5gzWxy996Ze+8c0/+c7WBTBm3N6ZTrff9nv+we9/AHzT130xFynPZhcubP/6v/udjr9JNga4miDGBmKdI4yI1APCCAgzIMwQN0LcTNj2ZsP/VHvjpe7Zl1rBi6ByBNMDTI1xLWbsAtyKpY2cthbZn10wzoRxJlx7nbFy4JRJWTnjTkgzw9SYMjPKyog5+FJ6F/soJ6PMlNPzmr1eMyc1ayIZY07LOGvMtdfJRULHOAUwoOc6G5gePwU3bjpw5vqHjz+2IqBKBHI9UHeD4pcy82XGR9sFZee0M6bbE9oek3ZO9wrCjld55zjcWKUMuuVxVspYMe0klJPSbs7sAh9tJrSZcFbG2GPCnpDOhHAmhDOh2mPCKVAzxeyMbueUHjJGJDiZ2C54p2AsUCkXpJkxVi66Y87OSS0CEjlSi+YrwEaybOct61zazji3oKyEMELKjEgzIo2A1H1CHVXr7dO0cgjin63WK0KPNGLcSmAjQMwI00O85TNKKOgJb8SCmbB6xOghpYe4FmCaj2o+qvlwvb/G2ccJ5SjeOsOa1XoP1wOAP0LxqTcJAngi7AIfqYxIdUSqI0r1SC3AFA9rjSgtoPSAUMD3R0SrT7QGeGuAtfp4a0CoA0ofUfoAV7rVuo3UHLo5JBp9rNYhG31G9RnFx+QeJvfJhkeoI0IbYeoIagzL8qgsB5V6XKlna1JSepPJxjLjm7f5JL8sjNa4QZkfVgQfkT1esWXDFYwe1eyiUqcq9iHJL0txSUxKrFdi+xVhWJFGZckrS6OyOKyIo6rgQcKwLPYr4ggSg4oYlYVgjRut8cOSMIRkD6uHiORXxUFV7EJiuyyaFUmH6ka1oZdrMlQX64Puiz//0u99809fXg5/327y/aD3g8G3PdvZnu2c35m+vL2zBS5Dbu1sg/Mp053ZbPr3L7/yy7/xtZb/QqUVI8YYN8akklJaQhoZZWWUlRFGguspqseomXL9s1r+WXvzi63800x/E7cywsxYe8yaOaNnrJ5xRs4aGaVnjD1h3A3SGuN6TpvrgnNWtDcEo+D0nDQywspwO8ftnLRyxsh5Pcf1BLVTpp1zbsZYIan7jJ2w3THeLnAj5ZRE0HPJKCRzLJljQc95PReNQjTHnJHTesIYCWcXnJVV5e5jp+hr733qnR+57R0fvP3OR1ZgeSR2NucWA+0N3ioEcyzZE94saCPD7ZzoTsj+JtFdx+2cAFprG9hM5ZyTs07OugXjppSTUE7C2sCFJeOcnHUL0kwwPcKMiG7nrFswRsoYCe8UQnvC2TlpxLgegbEsYySsmXKgLgZ31Mx5Ki20c8YInoVrdx44cfMDh/YdRUq8xRgBZ4WsGbNGPg8zZc2UMWLGiBgzpo2I1kPWjGk9JNWAMWLOymg9JloB0QopNaL0hR/fruVcUosIPULthHBSykxILSLViNRj0kpQK0btmLQjcB3tDGecotTTtFZiTUR08VqXbvhMM6abEdWKyFZEqTGpxrgaoVqMLRZ+55c91ADVAlQPwLmP105CdruZqkNEHYCAlT6iDlB1gGoDVOtjmocqYVXuQ7U2pnRJvY+3unC9jbf6rB7SekbpGdaK4HoAyV5FGlUkD5L9ai2A5RCWoqocQVIISWFZDstyWJKCNSkoSQH4ZVkOV9jhKjsklIIzN8lWgdYSRApgKUDkEJFDiPfLnFcVQ1iOytyoxMcVMYeEEJE8vOah0hAWhhU+KHFJiQthfgjxQ4gfVoRBWeyXpO6q1F6R3TW5h9YiWA4h0YNED5Z9pO4hjUFF6pQ467RonmnYq3WzUtONIP+5f/Nrf/D//PnffPd7W0BTNp3NptOd7e2drZ0ZOH+5s6sxuDP/xXRnurO1/Vqd4P/s74fK+C5sbZ+/sLUDqLc8mjedzmaz737/u1/6v76ieevl2qCspLAxQdScUlNWz0gjBX5NhJECYRrjTmTvBS3/rOR/nOiMCbcgnIKyC9YqWCNn9YwD4NMzUksps6CdddIaE0ZBGRNGnzBKzuo5Z+S0mRN2DsBHWTlr5JyeC72zsv8C1y6gWuck0VplDULzWDeHjRhRI94swFoF2CpjjZwBd7uNHOxa8HYhtSeiO4ZrvSdX2FseOvL+6++/5YGjx2CVVGLWHoMRh9De4O2xYM3Bx1oF6Y7JzoToTlA3R82UWniisFbB2Tnwf2acnF6Aj3cLsT3hnYK1c+BCCBwQSDul7VTurMud9Xmbz0gZOwNZIWWlu8HH7gIfZWe0EZ4kmtfff/BHfuqqf3HJVTfc99RJokUbPmsGjBFyZsGZxVyVYmasmbBmzFkJZ82/YM2Y1iNKi2g9ZoyE1lJGzxjjDfQxc4WKESNmhJsxmJ9QWkxqESiKcTtB9RFmjAjLp8yA0j2s2YcEe4VST6GNCmMTtRHZ8GklYrSY0iJCCTAlQBUfU0NSjSgtJowY08Jqy6s0hpXmCFb914Pv1ewbArHLMtBWH2310VYPVUZIK0QaI6TZQ1s9TOniSg9XBqQ6opQAbURIPYJrYVUOlgHXQqQewXIES1FVei34SlJQqUXVRlKWwzXRX+NHeCvXg8+NNn/B2/zFdvoSra7DUlQVQ0SOYSmq8H6Z8yAhKHNeWfDhWojXR0S9jcsaLCiwYMJiD5L8iuBVuMECfP2y2C9J/TWpvyr1VsV+Vfarkg80MVXJQ+oeUh9CUq8suCcZ7SSnr8lWRTbhmkE0dE4z/WLyf3zlK3/9N98GktrpbsZNp9Od6c729mzh/Teb7RoD70x3LmxN/3lsB/9Q4FucSJ5ub23Npjuz2fbW9iuz2YXzWxf+w3/6vV66Ack2ogS4Oa4qCdSI8FZMqQmuJ4gaYVo8H9HahTR4Tok/1Yo/RbUniJFQ7pgB3TEjJfWUMTKQmDBaSqgxpsW4keFmQVkT1t5gjXVGzTk9Z82ctnJyEZSVM2bOGbncfU7obJ6izLsfO/3RvY/f8/ipk4RK6wnnbrD2OnA5XhodM2bOLGpV3pmA7S4apFpuwVgxpoygehdrepyR8/aYMXPCSGm7YO0xb41FeyI5E94uOKegnQx3UtROcCuh7Ix1CsGd8HP25YydgSkEoB7tppxbCM6YNVNSj0gz4TpjcbDJtIu1ev8kY0Fil7My3ikAbji3AEatS/CBApa1MsbKlt061kkrsvvAkcoVd+y/+u4D+44j1XqHd1OhnfJ2yho5Z2X8XC6TMEZE6yFjRK+OGIxrWTPlzILRM1pPdoNvqY9hzJQ2UxKcu1RCSgkZNaK1mFRDTAlQ1UfUIaaPaCvknJhzYsYI0EavLNgrjL5KaWu0XuLMquQSypAxQ9aKaDPA1QHSHCLNEVDA4FqIagGqzC9VIqqPaz7xJuDDlSGxK8A8BATaGiGtAFc9XB2irT7a6hLqgNI9SguIZgBJXkX0AewA7wAH4VoIwPf6pG+Jv3ItLMshpU10/7PRx7909vNfPvf5L/tnf0mwziFyDAkBYB9AXoX3ISGoikOi0ef0LqvpVEPEJA6Ta1jNQKQOJPQqfK/C98AKMCR6ZdEv8/4a760JXlkYlfkBkMVA4rAqD4FHFiT1ILFT4Z011ijzBtawiYYFCQ1YrPOG5a9v/OpXvvzfv/fdren0wnSeAW5vnd+6cB5sVm1vb29vb8/xtzOdgttIO/9cpsE/BPjABGN7Otvanm1vTXfOb229PJ1tfff83//6b321Ha6jsonUO6SZVpWkVA8RNcXVFFciINzH1Ji0MtLMGHfSDF40ss/WvY9T7piwc9oZE2aGqhGmxQwAkJEzWsLqCaWnuJ6gWozpKWmOGXuds9Y5fQxciKmFgg8E+CbvbFTE4R37z/yv77vxRy+5+qb7Dp7CNVbPWKMgjYugvEhMMIR1J4K7DkylaD1hzISzct4peDcX2rnUnoj2BNhMge1gwswYMxesMWtmpBEzbr40kWacnHMLxkxoI+GsgrXGrJXTCzYtwcc6OWtlDECJlVJWWmkMnqhIN+0/fs29Tz9wCC7x7YVLVcYu0z07Y8w3BR9wK6CMAG70gTEfa8dz1xYrARUuZ2WclYLCltYDxggYI2TNGMwWGCNmzZQxEsZIWCOntZTSLqZ4rwEfmB0j9eEKZZ1CtRJp47URsFZGmx6uB6QRkJpPaB6hebjqgR1eUg/gWqfE6WusvspoJcGEay6u9EltSOkjSvMI1ccUD5xbI/SANCLCCFHVg5Uh/kZuCAB/hOItG4Vky7sYzRHWHCEt8A8wwtUBrg5IbUhpPqmEWCOoSj60oB6IqjxXqFSlAIBvN/squ8Enh2uij7WyRu9FJ/1ib/yvesXPt/o/TbaKqhgC0oGPQ0IAOFjlR7g84NWeqBuCVufVGttScNmC+Q7E9SGhXxH6FWFYEUYV3qvwQYUPK3xU4aMyP1yAr1/mexWhD4mDqjSsyiOqGbDNkKyNELEDcWaZ16s1HWkaUE0tSXXesYuffvFX//1X/uy/fWvR/pvO/YGB99XupO/tUve1bwpuJU9n053pzoWtC9+fzrans9lXf+/rdpQjtTZc65J6gKphue7BSkyYBaql6AJ8hBpTZkZaOddeV8JP6ulnxP65pZ/wnHrOGFgxl+XhKuui9RGpRZSV4kaCajGqJriWkWpGKSlpZKSZUcYcdiAA/hhrAomjR46S1+196taPHT60ypNNnzNzSs1JfT4aBhU30BgD9lF2wZhjzlrn7IngrgvuOu+MOafg7JyxUsbIGC0FBiekXWB6QpoZ54w5s6D0hHIyqb8pdiaCO6b1mLMyqT0BW7fg3gVjZrQJ2JSQdrwAXwaqTsEd850JqgZPVWvXPfTs//KhW991+R33PlVeZZ3lKTXGmquOWadgrZQFGr0F+wATSTMhjZA2I97NxO5Y6k7EzpixEkIPKCPk7JS3c9ZMGSMCha3gpKKbim4qOIngZIwRUVrAmgnIB2k9BqUupSXLpt7rCYgrQZnvHC7XDjxLPHmcOUMYpBJywE7VXJhWaT6u+dgicD0gdY/UhrjSh+vtFVY7jtdP4I0SpxOtHmsEnJXQRkiqPq6McHWEqiNU9cBnX+uD8CozmFdNh3drAzFlBIOjveqQ1D3a8EnVw5ojrB5g9RipxXAtrsrRMqCFigWWQkSKkAX74EXNC0khJM/9+FYFD5JCopWT6pjW1ml1gtaSZZELCUGF96tiCCrfMu9XWB/lA1IeMHWHb5mS5vCtDi70YNar8j4kDiBxAMAH8SOI9yA+qApBVfArwqAi9CtCv8z3FjEAZW+V68NMj5R9Ro2I5miNs04z6qqglWtWuW5AjVa10YBkWR2OvvhL/9uf/MV/eWV7ezabTac7O1Ng/rKzvbO9Ww/4dsb3qjfd2p5uXZjtnJ9deHk22zm/M/36N//Cf/4z5Vob02LaykkzRdUI1xPSzGElrDQ8TEsoNSGUiFBjSksoI+M6G03/E0r4SbF3dinWA0YD4Bok3AqerNQfPckcR5SK1MO1EDdjzEgwLcbUmGgllJLiegrqYlpLGS1ltJTS5z1EwigoY0xqCdYckS2PM2LWTEgtYax11t0EGj3APgDBJQdxLSP1gjLHpJmDpiRlzutTUH0zdkHaOWqmmJUx7XWhs8EaOW1l/GDCtLMV3j5Ulh4/QR6v1snmSLBSub24nvE68FFOAjI+2kg4J+c7E9JMTnL2/hV2z5Or9x2qnsQ1Ug1Bj4/WEwp83M4YZzGaeCPwgbzvYnYJhh5WyrmF2J2Ibs5ZCT0fCidSO+PtmNJGSKNblbuUFvB2ygGqgp6dmrBGTusJqYWvZx/QBqKKjzRGa5x7BKofKsmnSQNrerSZEEYMtjXADAQY1oMBBaIFhO7TZkCbAal7aKNXEewVWluhtTJrQIINliho3WeMgDJ8Qhth6hDTR7jhvYEHzEXwXXTAx3dddMOVAFN8pDUEDT5CG1LaCG+NkPoIkQO0lsDyxWwOxJKAiByjcozK8W72VUHeJwUlOazUopIYlMGcV/DLvAcyuwrvo7UEq6egyAW5XoX3S+yoKsRkfUw3MkL0cL5Hy0NKDjAhQIQEkZKqNILEESSOqsKoKg5hcYAIfUTooWJ/XtVKPUjsVfg+yP4AIlHJR0Wvyg+q4gCRR2hjhDSHcLNfkTtQza02rLKklgWlKjZhsa4NRj//K//7n33rW9+7cGFJu62d7QtbW8sO4MXi93/294PBN299bm9NL3x/Nr2wM9358te+3s5fLCvBmbpfqoewkkCtCFEjyspwPS43RpWmjxopqSakEhNKhCsRpaWCu14fvdDwPi71z/Hu+hwNdsG3N8TeWcadrMmDA2vSQ0eJw2VxTXAR0NU2EtLMSCOltITWUsxMcSOl9Dn1GC2ltZQwUtRMMasgrAltjzmr4O2ct3PGzHAtRfQMNwvQ1wM6vl2RUXpG6DlpjGl7nTInhDkfywKgMGbG2xPWGRNWhpop4RS0O+GcCWcWrFsQnfQoqdz04JFLr7n30iv33v/oaYi1OS0UrJRd/P40EDDaKWnHIBg7ZcyUBhCxUtYtgLSFbue0k3Fmyi/2dkEtTC+6hIuZbEIbKWdlrJ0vd85oO2OAO7RbAIEerseUldJOzrm54GSgwmXNiLdjUh2dopR9x6t3HDh2z5MrJwmVt1PezigtYoyEnf+rvjjc2I28xXAjQs0IN2NKjwklQBsjpDFEFR8xQtSMCG1+YQNTwGQ2RI0ItWLUTlA9wsBZXi1i9JgzUlqN8NqoynVWKfMMpa4yekWw0XqP1DzaCoG0kNBGu73/XgM+TAuWYF0GrPqw6sOKh7SGmDJAWz240YHrXaQ2QGo+IkeImLwGdrtjCb7d7KsuCt6SFJTksFpPkEYC12JICku8Bwa4kBAgcgxSP0C9ZepHa+PW8KdN/3M18zmUC2DGQ4UQEaOqFEBSUBEDSPJh2UdrI7w2wGtdTHYxyUJFsyp3IKlXEbsVoVcRBovl3xGIquTDclARRnMXLNlD6x5a8/GWj7cGFcE+QymQaKANo8zXq1K9NRhtfPrTv/nbX/urb/311s728md8Nt9D+GdBvdkPJ2eZbs/tCHams60/+JNv2t74WVQ9IQUlbVJVC0QrYCXGtZg0ElwPUT1CjRRWY7wZkq2IaEVYM6S0RGhvyIPnasPna8Pnhc4mAB8NRMt2QZhZpekfZ5xnMXWFMtDmiDBizIgA+wg9JZWYVGPMSDEzpfSUVVNOTTk1pbUUN1LMTFEzR8wcM1JCS+YHbsyUcsaoVWB6xhgZY2TzSa5ZiM5EsCesmVNqgrZiQs8Ze0IbY0Kfr8pRVk4YCaUljJkzzpi0C8IpSHdMmBmup6xZiN0NzI0PrLHvu+7+f3HJR9/7oT0Hnoa5li+aCavHtJEyZs5Y2e7hBmnHhBVRRsyaGUDbfGfWLbjuhG4XrFsIds4YCfAXYK0MJHG0ndHWskmXMmYyv0zk5PRi2XZ5po5x5lrl+XKuEbNmDOpcwUlYMyrx5gNHypfeeO+PXHLluy7f88gxnDEiwclJNWTNhLdzWktJJab0hLFetfm7hCBpJqidwHqIqgFtJKyZUkaMGRFmJ6SbLUa9EbDkQ/QQMULECGEjxM2EMFJcSwg1ptSY0VJWS1k14ZSEbgaw3F6htWNI7TjWKPEWoQ4ZK6QNH4Dv1ey76PyMaH5VD14Vml/VfEjzIXWEKH1CG2FKvyw5a5xdlfpYI0LltCpEVSmpyglcS+FaCtcSuJZW5QSS4ooYImKEAfDVEkSKqmIICSEsRYgcV2txpRahSl4bfNKMv2BGn28NP8WZm7vLW5D9AVxWeL8qhbQ6aQ4/3j/7c9ELv2z5P0PIGcT4sBBWZW9N7K7y/ZIQVMQAqQVYwycbA7LRIWoWJiqo0IIktyJ2KmIHgA8SvarkQ6JX4f2yOCrLXlkcrc2LXx/ih2W2BwtDRBrB0gCtDSu8XeKMimhUa3q1rkENtSLVhWbz+Rc/8Tvf+Mbffuc72/9sYLf7/RAZ387Wzs72dDZ7ZTr7/T//y/CFz55m1KNoqyz24WYAt0JciRgl4Vup0EzZZkyrMaEnhJHSWkorMdmKCCUitISycra9LvbPyaPn2c4GaebLW9qkmSFqBDV9qBUgrXB+5VqZn7um1IRSE1pLaS3DjRzVY1wNaS1i9ZBWArwVYFpM2WPSyAk1pvSUNjLaBJcYc3B3gjRSykxpa76qxdiZ2J3gevgMXLv74Orex1dPoBpv5bxTkGpEaSlrFZSeEWpCqAljZrwz4d111h6DPJE2c9pIaaug7HG5NnyiJO07Sh6CGmhjyBoJo0WslTAOqKznOjvKTEgjIPWAsWJKj2gt5na55lFmQjs5ZWeMlfFmxlkZZaWkPQ/aSlkz5YyUd1Kxk1FGsMqZJ/BWWbBp3RechDMjyoxZt+A7E9pOCSOi7ZhxE8oOCcunrHDpTc+7Geek1XrvyTXuxgcPf/CWh+989PQJXOOsTHTHtB5TasgYKW/lvJ2/RvUC0Am+APo+Uo/J1yWDlBGTSkypKWtmrJmSWkRpEWslnJXgiocrHgUOuRkhbUS0GZN6gCseqQecFbNGgLcGkOSuMPopUjlNqWucCdfaeGtI6xGlxZQGNDfzC79AgoMrPqb4uBoAZ3xMCQgtJPUIV0K0NcSUPqV5WGOwxjsrtAPLPq2NyVYBS1FZjuBGgipJtRFVaj5cC+B6iDT8qjSCZK8i+3AtwJppVYrWGA+rF/XOp/TRF2Tnk3htTLfOehu//OJLX3vhC7+ZfvzfjNb/tel/jjc2ETkuc16Z80DmWBK8ihwy9lkl+KybftHwPyuaZ1E5rgqgfxdCgl9mR2V+VJEDqB6UxT7R9BjV47SRoA24pkPJJt7oIfU+JPdL4nANLIqIHiKMEG4ACb2K2KuI3YrYLYu9stgrS52S2F6T2iWhC4sjRB4h8qAqdSqCUxHMimBUJbMqG1VJhWWVVKzBxnNf+s2v/oClCK8AACAASURBVL/f/vZ3L2zttr6azSvfuQn0dDpvAM6m07lKZlEXTxff+f/X+2F6fPNhz1/+7Xde/LlfWOVaB07jT5elk6S5ynfXpD4kD/G6T9dDth7RrZhUYlyLcT0BwAJBaAlpZmx7XR4+3wxerI1e4DoblF1geoLpCaJGsBIiaoQbKWlk4COkEu8OSk0IJa40AqjpY0pAaSGrh/8fd+8dJVlannnusquR9uxqtAPaGZBBQjAIEBpAgCR82+rq8iZdRFzv/Y0b15vw17uIyCzTnnZAO1pAS3hhhBo1HmF6WjjhJYaZs9oRLN1VafaPLyIq28D07jmMpM3znT6VebJu3+o++av3e9/nfR7OKWi7wK0CtyrCKukF+OaEmqft1JRdgikK5Za0X5FusSH33nCKfPbvv/F//LcvfNbzX/36wxjWjqS5RcqmEGyy7pTzZpw32/8o1p0sHJKntDOh3Zk0PCcOzvLBptDdFLszzq1Yu2DdgvYmpDdhutPFQm4N6CN0a7E7BTrhZe/s0uasWwpuzXv1E8Hn1qI/UUcz0o6uXKOf96orfu33Xvuqq1fWWFvwcjkoSSsFLntcd8L4Jdet2W5J+xkT5EK/Fro165egaGL9EiRMUnZKmDFjF1J3JnU3gaUK79ViMAWdPpC1BiYGIGIcgI91ctYpnnz/vTQAsWvGqlin4v1aDKZKf0vpz2grXWWcVdbF9JDzC84vQckGpr2sX/B+wTopOLQV450RrPQagrfG2uusg6hD0ojBa7BOThoJ+JT3SsYpGHueCoLrCabFuJ6QBsjzTRg7Zp2UNKKG0D2OWscQa40Z4FpBm5twu4S1EtaqVjsDJnqwmuBaTnZK3CgxvYSVpCGEWLty07edvfNjN937qfy6D2i921jrfLd8+23v+OsH/uLbdz7whfjsA1Z0e6+8Ozn3gNq7kdQmiFIg7QJRi5acbshJq53DWomqJSSmG0zY4CJYygitwtsVKueImDXFtCmnkJKu80NUDUktYvVItGLZCkVzROojtB1CyrghhY2FEwwqjlFhAAsjSAjBWTT+opYcteQIkiJYjGExgqUxoowxdUxoI0ztQ5Lf4G2IMzHZxtoOqtlYx2z3hrfec98j3/z2o9tA+rd7YefixZ15LXjx4sWLFy7sbu+ASfB+zO3u7l64cOHRRx/9F3dHflrgA26uX//+D3rl5sEmdfkKcfWGcLChHsHMU2ywxvUgcUQoMaNljF5QRo7pKaqnlFmydg1+DAirwK2C8afy6Lye3dJJb5ZG59mF4yaYMxBOhdklaVfgtwD2UUaxPKRRYGZJOjXtlIQe4+qI1GPGKSm3xqyKMEvaLmm7mhd9QPji1LRdse5kYS4wEQdbbDA5zXmvurb5rBe95n957ste+objx1GdsUulvyUEsyUoKWfKODWz6O4vgixmQjDlvIpxasabmxeIvTO8P+W8ivNqwat5v1qYJkworySdkvYuFVxSbyZ1Z8BBYD408OZbtHwwAeOLJ4CP82ohmAj9ekVwfvf1h3/hWb/zr575Oy9+7aE11hb8gnMyxi3Y7pTrzgD4GL+k/Zz2M65XSoOp1J8K3Xp5QMHFB5XUn8q9Oa+Ba+niT3dJ+7Ks8p4g+nuyxG+pdxHm9XJBWTljl4xTYHp4gjBedwx9zRH4KKbhRrQEH4j6ZdycNGPSCBk74b1cDErBL1gnBQLANdY6SXRWGQuSu5QZgW/gvZyxE7DGSxjZ/sg38GvSzLFOiGlD1kkFv6LMbIX2rjotXXFKOIbYiJJR9iZqTJpK1lIyRC0wrcK0CgxhUa1AtBySE9qaxufedecDX7j5vk952V1UZ0sJbqlv/tDbP/j19z30g7f86ReLG97Xq+7187f263vDrXeY4W20MWuJKSRnmFYhagEiKFtqDskZJKSQmCxHvXN5s5hCUt6Si5acrTIjSIoxNSHaMa3FlDrC5T6ujtD2GFLChhQ1pKglxZAUYVKISyOUHyHcGOFChI/AWUyEU1hMISGGhAgWY1ROiXZKaAmmjiGx12A9iDIoySfVAGu7mObAqk7pVrR19p0f/NB3/tMPLm5vA7bt7u0u6r3tvQsX9i5enONgZ2c5BvkXmoj0tMAHGP/V7/7dcHK2JVmnaP0w0j6wIV/TUA9BnaOIcZJw19keJI3xdkroGa5nWCcFUj7KKkmzwPUMNzKQ9gByxC8F6S6ydCm3xq2CsIqnBp+eM3YtDs6Lw3OkVawx3jFIPU2YqBbRbk26U9A5oqw5+/Yfyq5wq0T0FLcKxp/wvU3SKRrK4ARtn6AtWB1yTgk0H7RdUnZFOhXpVIy3STs1ZWbgZ2np6s55NeMUjFPT7oywS8qtOX/KeRMhmEi9TSmYMk4O9ovpYEK6Je3VYn9T6s8oO90QgyNw+wRuYp0YdPFop6CcYr58Np9dVJRfkd2a7NZUt2Z8IJ2r2aCCtNGVG/zLrjj9ygPrx3CN90p1sMm7BRfUfG9GuRXpFLRXcN2a71dcr+R6Jd+bp1CyXiF0a7E3AeUe7WQsKJeckvNqEG3OeTWgBu9PBL+WexOlPxP8itAjtD2izIR1ctbJGSf/aeBj3Qr8ZTMfg1g5YSSINlrjvcOIetlp6jCiYnoIAs6XEeaUnZELv+X5fq6dcG4G6Eboo6bkrPPmhmA1RBtSPKzTo6wR44ScGzNuStkZaSaEGVN2ynoF71ecX5J2Cp6Jd0LSiBm7oK0ckkYnMPtQs32o1TmC+SfpQUvOaGuTsbewdtXkU0jI8faEMGaQmrPOmfj8A9ff/WB23buV7k1q7+bqxve//QNfff8n/tM7P/Ktm+/7TFDcg7cnsJTLwfXJuQduuPvj8dl3Sf51LSltSSmmVUi7WBfjhpzCnQrv1LhaofvELkDuh6kFJOUtseLdG5TezfrozZy92eLDJjtAxTGhxpgSwvIYkqOmHDflGJITREkIJaTUMSUPSaGPC31MHGDiEBUGqDhCxTEqhrAQL8fKsJxCcxV0hCgJrsak0MMZD+E8XO1iWtBSjA1Jg9sG0bGH9eQd73/vV7/znZ9cuLBo/+3u7Wzv7Vycb+bv7e09Xv/8L5F9T/Oqu7ezt/fFr31zPD3PeyHc7m0I3RUmOIqaBzfUa9aVAxvKtS3tGGatsl1ICYlORhkFSI3BzBw3csLIAQdpu6LtSuyfbYc3qOH18ui8uPB6or0J7U9Zb7IffJeuumbJOhNxcJ7rbcHt8AjUvvIkde2GuM53MTPH7YqwLoHv8adk3Cnrb1HOlFjceUlnvrov9jeFoOa9mnEK0swou2AWzgi0P6OdGpRCQvA4uyfOqxh3QjlT0qnYYCb3z4KUbs6rea9i7JxwStKb0H7NdidCf0vob0Lq4A0n8N98xeW/9JyX/trvvemaDYmyclBeAepRbknZxRJ8RFARC/CBgQblFVyvFvpTJqgYv+SDSujWnA8sW2ommD+H69bgqssEOeklbFBI/SkfVIB98xRKr2C9gg9qqTcDgsEltpaRHaxTsE4OK4Nrm9IfHWy+5hB0DNUIPWKdjLF/FvjA/wXGmQ9DKGeOXdJOEW1EmDF4gf3DCsYreL/kvRyQDpju0VYM2Mc6KetGjBMSxqAlu6usfopqr7J6S3YJY8D5OedXjJs9Wd7MuhnnFqQR452QMhPBr8VgxlgFrIxWWf9aSL9yVb5yVTmGurCSMeYmpU8JdYLJFaxW63yijW6948++cPf7H47OvDM598A7Pvy1v/j8f3nrn31xOHuXPr4zKN9ev/nPJ7d+KDr3QH9y73Dz/uS6Px1M7lOCG8CcF1ELGGy2yemGlDSlBJKylpRCcrYU0EBytsGHmFbb8d3p+fdUN32gvPF9TnIn3i432GGTG6NyAkshJIUtKW7KSUtJESXF2gndiTg94jo9tu3SbY9QXVx2MclDpQCVuqgUINIQErOFyCZuCOMGP26JEapmZKfk25nQTtlOgqnDNc5e5Tst1UY0F1IsRO6Qmt7pD87ddsdDn//C//Xj/3sOgd3t3V2Auznjtre3L168CKqif3FtvqcLvou7e5/+8iOD6ozgR5QdMU5BmnlLGq3RwXHUOtBsX74mXrYmXt1Uj+LWOtNtiaNWO4a0GNJixEhxqwBRDLRZknrOOLXY3VIG59qj69Th+UubZP6McyfLC/L+w86VK1PcLlvK6BRhHYPbpwmzJQ9RI0PNgjBL2iqpxdnPPsquSXtKuzPanVFOvej3VbRX0S4Q3JZAd0a5FYgfw+0Sd2rKKYRurQ63pP6UcXPSSlmvBLjh/Anrb5FuDSwJaLskjJS2C8Gveb+ivQnlT+lgwgQTNpiSTn6M0F/y+qO/+OwXP+NfP+/XX3rZNQ2ZtguxO+O8GgxkwQwEbMLOwRdU5OK2y3o15ZVsbyoOt6ThljjY4oIJZeWEkbJuxXenbHfK92ZCf8Z1a8rNGT8HRR8bzIN3lyMOcOHlg5LzK74318SAJiPtVUJvJvRmlFMwboG1R5efpn/tJa9/xjNf8K9/6xWvPrDREIKffdVl3ZoNppRbk05BuSB9vGD8kg0q0slYvxR7E0BhQEPaycCeBuvmrJPyXs65GWMntBWDT0HLj3VTzs04d97+g+TuBu+usfYqYzUlH9EGhBkybsp6GWXHuDHG9BFpR6QVLzuDjJ1RZkLoc28r1s1JK1lhvavXhCtP80dhs8GPMCXD1ZJQS7Q9aUqF6N+w9ZaP3f3+R+5538Pv+atvfeBT3zt754fU3o2kfqYpFGr/1uqWD15/z0Nn3/qx5Lo/1Ua3YFqFyDki54iSI2oByVlTSloLwXNr4e8CeDffhJPSNW6MtSszvLNb3usXdwXFXZ3BLZQxg5WsKUZNMYKEEJIiSE5aSjrPLFdjujPmjJAzeqzh0rpLai6uOqjswXIAy11YDhBliCgJJEVNYdwSQ1hOUDVDwWqKFGNChEsxKkeQPEa0MdoZNgRnhdIwxaeMHt5xYdmAxXanP77tvvu//I1v/NdHH72wiC/a2dm5uE/69y+uuwc+ni74LuzsfupLj4xn58VuwvkZH9SMU1FmQes5qsarQv8QaV8Ja1c0lAMN5VCjfQTSj1PuSa67Jg6aaoh0EkLPSD2njII2CkLPSLMA1nhS74zcOyv3z4LVMW5hJcI5cwIuD2PXpDPBrALtJKgywtUhoYWEkeBWgds1YZWkWYDzBPyRVokZFWHVtDtj/YXHn1sRTkHaOeMVrFvSLnDrrHCrBGMWyptxwVTo1rSTrfHe1Rv81Rv8KdrCjYjzCwC+edibP+P9KaiVRL8Wgprxp7Q/pfya8iraqym3QLTRUUx7/XH0TSepk4SF64nYnYGdXMotab+mvIpyCgC+ueoNFH1gvuFPmO6E6U0ovyKcnPYqdmFpJfhT1p9QfkV7NRvUtFcwfikNp9JoSvtZQ+mu8R5hxkK3lvpT0FDj/FIIKh7Yq3gVG0zY7hS4NANxDGamrFsSenT1Gvf8Vx141vNf/Vsvv+KykySiDnmv5L1l5fsUB3QtSKekvYqeywwrrlvTXkHtyyAHV2/WKxY65ISxYlD0sU7K2AnnpIJfAA7Or9h2Bg5tZaQRY+1xS+qtcc5p1lwXXEjt4eYY6P5IKyLtiLISygQZIMuljpg0QkIPSXPMeDHrJ4yTYNpojXEPN9vXbqinMA+VE7wzwzpblHFG6t002nrnzfd94t4PPHzP+7542588dO7Oj5Y3/Xlx4we37vjLs299MLvxvXb6FsbeIvQJ55wlOxNUyWElBzshTSnZkJKWmkPtAlrIBgHvWlK6/BRVC87ZVHvXyd3z7cENrLMJqxmspEg7RzsFLCWQGENy2pSzhpw0pTEkDwm1T7f7tNEnzR7e6aFqH1Z6kDyEpHFLDltSDMkRrI5b8rgpjVryGFJipJ0i7bQlRy0pQtvlOh9uiBHcyaB2CClDshORygBhnVVSX+VMWPUwzUPbNqqZYhDUt9z855/99Hf/z/9y4bHHABT233N3dnb+/1nx7e7u/OjRxz7xhYejrevFbsJ6KWWlpFWwdi1YNWNVmJltdKKTUu8I5RyEO9euKwfX5CubyjVo5zjtrgi9hjyE5DGiRGQnY82StkrSzEmzIIyMMHLWraXeGXV4Xh2eV/pnRX9L9DeX7LtU99k17c8Ip8L0lDJSzsoYKyOMDDdz3K5Jq1qCb8G+grJK2ippZ0I5M8KqcbOi7AntTginxK0CtwvKLTm/5LwK+NbRQGjm1qRbE85E7G/yQXmSMn//spPP/Pd/+H+86DWvPLC+wjqsV/D+lHanAHyMO2HdmnFK2ipYp+C8knQqwq1JryLdAgw3hG4t9aZSbyp1Lw03wO2Y9SdMMKH9mnZL2i4pp8T9kggqIqjJ7oQOJqw/4bya9EqmO+H7s/lWCQCfW3JuxS1XOLyK9SuhNxUHU1gfXrZGvegNR176phPXQjJhxmDKAUotzi+5oOK7U+CGAq7Ji8vylPFr3q84t8C0cIP3VxmnJfVoOxODGshZngJ5bgXGO7Q3IZ2acivGryi3JOyMdDLg80wv/tUAf6D5uGg45kJQSt1a8AvKjND2AO+MGLDFYSe0lTN2CVaJWaekzIy2MtYpea8mzbgh+Scp4zihrXI2rPbAghrtxIyTMlYBwMc6c6TSZkzbMeNElDMirQFpDhgn4tyM1pOW0D8GGwdOSQcb1gqToOoE12Z4Z8K7Z930juyGB87e+efX3fWXt7zj8/d/9Jtv/8jfnr3r43b2NqwzaUiJPLgxu/E98bl3Sf51DT5uignemWCden7PBc4uao50KrRTt9R8Q0o2pKQhJRtSsiGETX4ESVGDH0FKDCnxhjhuSNGGHDekCBJjWE5gOWvKaUNKWlLYkoao3CPkLqEN8U6EtiNYjlpS3BSTppA3xKIhTVpyDreHSHuEqGNYHTWlYUMcNsQRpMSwmjbldENOW2rWUOMNOUTbEaGFuNCnxT7MByuMfZoyVmh9QzQhzYI1E9L1ptkZTOu/euihf/zRj3afBIifC5x+nh9PZ1d3d29v78ePPfbRz3xusHWe68eMlzBOzjm14M44e0pbBWUnhB3i1ggxhuty9zjjHcKtyyH2cpi+CuavQaTjlL7Gew2h1xJHhJaRnRTvxHgnJvSEBJE0oEEWTMXeVntwnTI4L/XO8f4W405Je0LZU9qb0f6M9GrCqXC7xO2SBDNcq2LMkjYK3qp5o2L0nLFyxi4IIyPtjHIL3EkxIyHNefUHZr60XRFGTpkl607AKGPpoDX30XIqwi7ZYIqb6VVr/G/8h8t/8Tm//2u/96bLTtJoO2SdgnWqS8bRi1034AhNOhXulUS3oro17U9ot2bdWvBmgrfFO5u8N92fjLHvVLw/5dxN2qwFfyL1poJX8m4p+jPR2eLN6cJo4HEHrHMwTsm4FefVQFjHBxPKyg82ld982RX/0zNf8Mu/9fLXH8dwIwL55aDBx3oFF1TCYJPpTgi3oLwSwJT2KtLKaaeYm8F4Ne/Xyw05Nri0EgckikK35v0SmJiyTir4Je9OWWfC2hU3lwGWnJdzXsr7GRCyLJuM7ELTB1jMBhXl5og+PkHoV6wyByEJVge8WzBOTrkV7dTgL7NF7kfOOjnnFIJTcXZJ6QkiDzY4Z4XS1xgdkh3S7LFOyNkpYye0ldBWDCpByopIOyadmHbGtB1RVkiaY8qKWDtlnZTQx02xexTWDreUU6S9wfdacgi1M7hTwcYEMmaoMeG9iZvdlpz/k9HmvaJ/tiGMSb0ez+6//q4H8xvfq/RuEoMbOuNbOfd8S8qbYsY653jvOqIzaQpxk4/nwmYphaSsJabAvqXFxy0xaYlRa76VEUES+HUEZhTgsNaWEd5qx7cr3esJrUKUrCmELTHC2jksJ00hBLZ9kJSgckYoGa5EuNpHVRdWbUh2W1IfklJIKppi2JRCSIlayqihDBvycEPpN5RuU+sj6giWhk2+u844q4y5zlpN0YZkF2n7cNvk/GB2x51/+YUv/vAf//Hi9vbS9WBvZxE0+zh07O1s7/3zDPh92uB79LGPfPpx4OPtSvY2xWCTcyvGTkgzJM0RaUWEmcJauqFEp2X/GKNfDYmXrzNXN8QjSOcYqp/AzTU6gKURrkWEnoCDdWKsExNGSto541aSvyV3zyiDc+rwvDw4xy+mH5RbU96EAD04q8CtgjKLS6MPo+SsirMrxsxJI2XdSh2fVcZnoM7oCGGcJF1US+amBuD+axZg5PIzwEf7NevVSDs8hhkHm8op0iY6Ce9PRG/CexPGn4LXIJ0StwvCLkm3Ip0Ktwo6qNn+lO3P6KAmbfCeFWtPeXvGu09JPbAgUXPeZnt4tj3cIo3wJKGdxDuYOhacCWNUrF0uhLvzAyogbjGUWAZUCsGUc+tV1v/ja5Hffc2RVx3cOM3YQEUIoMP5JecVrF9yvSnTnzHdCbVMIPLnE17Bn/Juxe97vaUZDOWWuJOTfkUHNQVKOS/nugXwoWLdgnMK1slpK6WtBFRbQAezn3f7qQcO8GKBtNFpxr6mKR7B2nB7yDo5ZaWkU1J2Rdsl7RTM/I+fM3bGWhlrF3NrVSenrRjTBk3JWWE6x3HpNK0hSp/QR4ydsE7KOAlpRYQZElZE2BGm9wljRJpjXB9inQEYp7BOytgpbSRYe7jKuscx/ShqnCD9VTFstnNIq5FORXRSrJ1g7RSWk5YYUkbtZW/buv2j173tQb+4K6jvSa//M694G++dE/zz7eEtVnKHm79V8q8jtJrSp2CTF1NL1tqi9Oly0wOWsuUiGtjbnXsWyFmDi1pCQhszY/Tm0ez+/Pp3D6dvl4PrsXbZEqOWGCFK2hIjML5oiVFLjPF2ynRiRh8xZkAYJqp1YFWHFAeSB7AcLu6/IaSETXm8IY825FFTDVvtMayMEHmEyENEHiBKD5a6LdFvCk6Tt1uShXYsXLcJzXDC5E/e+77v/fCHOzs7Cwenne3ti9sXL+5t7+xu725f3Nm5uLtMp/jn9vF0wLezB6JyP/WZweY5oRezfsq6heBMpLmpb7mQnmbzUsickp0a6aQb8vAE4x/FzMOwdrAhX7XKX70mHEE6K5SzwXUheYhpEd6JUS1C2iGqRageY0ZKmyXnTqTuGWVwThmckxaxtvTCdH6+VeZNGbsG0xKikxGdjDFKzqkZu6DMXAimenxeGs5WBf8NJ8nXHSVP0z5Y7VgueIDQa8A4cC45pzoVbhWYmVF2saSJ0t8SgynrlKxVsE5FuSVmpqRTALMAyi0pp1xYBpSMX9Ie2G2oGKcG23K8O32CwecTRXDdKe+X65zzxhPw777m6hf+0dVXrdCEFvFOxdrAMu8p2LfcJwNatuVwljQyWB2hnTGg3lLBJ/YmvF/Sbk66BelXlFeSToFbGWnn4DVou2CdUljaIjwefHRQU70J3Z+S3RrzciooheFUGNSoOT7BGNc0udNUhzRDbm61kjB2wTkT1qqBd8sTeAesXBg3p70CpHOgnXFD6raUPmWnglcydk46JX3JG6YEMuYF+HLGyRk7BQoYIcg5LyXNEaR465y1SptrrN2SAkwb0nYMLBIoJ8HtkJjb88W0HZFmSOhjvDMi9DHeCWkzZp2MsTO8E65xwVHUvBY2jpNBU0kwvSQ6BdEpcK1oiUmDCzG1Uro3u9k9XnZPe3Az758jjSneqb3ibTfc+1dn3/oXRnQbohbrbKgEN2TX/Vl89l3t/k3t/k2DyX296h7OPgM4iMj5gnoJoiSIkgD2tcRonR1i7Vzt32BGbzbCW/ziLU56B21OECUFyIOkuCVGsJxAUtwUQlhO8XZEdQLWCnjXpSwD7ahwW4PbFtL2YbXXkocteQgpY0gJW3LYkiMQjo6oGSyHiDzE1DGhRWQnwrUhLHcbvLNC6Q3exDS3JRlY28JVE1O1XlG8/8EHf/CP//WxS7fdRcTb/PwztXt5GuDb2dnb2/vxo49+6JP7wOcUojMVnZpzMt7NODsV3ELpTkVvylm1ZG9KzhnaqgmzJIwCVeINrncCNw+1lIMN8VBLPtRUDrfaJ3BznfVb0gBWx6gW4Z0YN1PMSHEtJfWcsSrWmcxzLbpbIPEHXC257iZwqwcUmzf1DLDiVsyX7f0J6xaINlph7StXuTccp0/TPmkWNFgUBeBzatquKLcmnGpRuz0OfIRdUE6xpAnw8qTtgrNLfpHpAxBD2wVp5UDkzAfTS7c5t+S8WvCnoj+bOz//FPAxTiV2p/Jg1pSDV15z+lkvfPkzfvW5/9tzX/xHB9dwbSQFly62Tz7LduEltz6v5v2J4E/5YLLULQPdnNibAIEL65dst+J6c80z61fsvBc5Yd0CdNCeuuLzazyo8G6NuDlsJ7if071yXQledbjxqy/541953ktfdvmhdd4Sg0LwS8YuWHvCu1uMNaXsgnLz/Yd0MnDATIZyc9orOL9knIyyU84rxaBm3YK0c8ouWKdiF475rJOzTsotBsGX1H9eynkp48SEOULb/Zbog/nvGms3RA9u9wkzpN2U9lPaCWk7pO2IskOQxEbN4ysjTBsR+ph1Ms4tKCuF1dEaF5ymvRW2u0IHq3QflmPKqGljRmgTTK0RuYalGpFrXKthJee9c6Ot+zfv+HB1y/vt9E7G3mKdM2Z0e3L2ga3bP1ze+F5jfKvgnjPGt45m95c3vjco7gK+Bk8GHyzHiJJucGNYTkT/rDa8UR/f7OV3OuntjDUFF9tl0YdrBaKkTSGE5BRvx7Q+EN2xHIw5t0eaLq67aMeDFL8p+i2535KHjzc+iGEpQ+QSliJYGqDKGFNDTB1h6ghVhpDYawrdVdo8Tagt0YFlB1EdrONCqk45bnLTze/71Ce/+/d/fxEonPd2dna29/Z29nYu7lx8bPfihX+GmW9PG3w/efTDn/j0cHpW7Ma8l3FOKVoTyalFv5CCkjUS3soUr+KNlFbHkp5qXiX7U8Gb8E5F6SmmhIg8Ds2p9gAAIABJREFUakn9NdY9hmoHN6QDa8KBdfHapnIU6ZymnIbYh9UxrEVoJyY7CaUDe4mMMjMgHha7M7m/JQ/Ogfkv789YpybtEjg8M/6U9SYLB8CcdSvOrXA9akndphCsc8Eq20W1ZP8lF+ukeCcDV93l3RkUfeAQdkk6JQO66VZO2wXY6AKbs7x7SdZH2wVl50IwVYdnhWAKKcOThL4heJSZgF3XfclnE/anV3yMW7FBiVvhVQ3qxW+45nmvfuMrD5xYZQ2pW7FOsc9FuV46tSz7/UsKgwsvqP5Yt2K9inEzUFItFS3gcEHF+AXfq4X+VB5uir0J0H+AbF/eq54SfKxfk16F+yWQWON+QXcrys+P0p3nv+bgM/7dC37h3/3Oi1531SlKY92U9wrGLjlnKnhnOGeTdkrKzZ4SfNTiqkuChF+/nPf+nJxxcsopKLug7Zx2M/BFcMngnJTzUtbPGDehnZiyI8qOaSdh3JTxMs7LOCdl7ITQx03RP0F0jqDKSUpvKl3cChknZJyIcWLaiShrDDJ8aStmnYw0Y7QzxPQRbowpK2aclLFTQo9gZbDBd1eo4ATmHkedNWaAtUvG2CI7M0QuW0LWEEK0nbv5neXN7+1P72HsGedu9af3XH/PX97y9k9MbvlAuPWOoLhLDq4HaxucfcZN32KGtxFajSoFJCWQFENSgigpqqYAfFg7A3RD1QzXClKvaHNC6mVTCEFTD1R8wKYFXHibQtTiRxDXw+UxpYVEe4y3x7gWou0IksKGMGxKvabUb0nA+GCMSCEmxZiYoEKMiGNYGi4PIo8QeYQqISJHeDvG26MVyjiOtU/TnTXeWJeMjbbZ6FgtzbD6w/sfeOA7P/jBxZ2d3b29nb2dnZ2Le3s7e7tP1f77p/54uuD70U8e/fBDc/BxXspbhWjWol0JXi65pWDnslOKRkqKPi27ku4LHZfTB5wx5s2It2LOilk75eyc1JOG2D9N2MeQzrVN5apV/soV7sCGdBjWTlHOChc0pAHejggtpvSUNnPamg8rwA+24M2kYEvunpF7Z8TemWX6OOnWQP9M2iVhpJSZsW7FuQVlJFQnos1svsJhlUtraFRLCD2jF/RcHoA/QEDMyiinWKIE3C4Zu2CtgrWLebPML1mvELoTLTzL+eVhWH3x6448+8WvecXlJ1dpW/AqqVuzznzpbb/TyVNIf+2CdAu+NyHdBDX6qN6lnFDuT9TB1ryM3Ye85cswdgEeu1zYWpqGSr1NoTtl3AzccIGAjrLTJQTZoBCHE75bYvroBKFdfpK4ZoND1L7gF8AJ5ikrPiaYcP2ZMNzi+jMmAGqVCjXGRzH19cfgN51ETxBtwhjz3rw0W9rZ025J+QXlF6SX7z+Em1He/KoLwMf7JesVDKjs3IIGzqZORjsZ42TLlV7KCHF9gJt92o1YL+X8DMhZKDth3IJ1c87NBL8Qg5J1UqQ9WOXsk6R+gtJPskZLdlGtT1khKBIpM8K0IaGPaSshrZi0QsqOqMX0g9RHlDFmrIixE0wL17ngGKofx6x1tg9qNFTNyc4E75TL+A5YSTl3a7h53+TW919398fe8qefP3vnR/38bWZ4W2d4C2ttEVqNtysw3MDbFaoU4K4K/Ff233ZRNUXVFJKAFTOwpYoAEJvzjLcY/BrE8mLtHFMzUslxKUWFFBEzVMpQpUSUChKLlpC25FFLHkLKCFHGmDIm1BGpjHCpRwhdVOxDl5AXInKISDE4qJIQnYzUM1gZn6TMQ7B0ktbgToCZPURz8bZBtHU/yf/sw3/x9//wD49evPjYzj9frd/TAR8IFXo8+OxCMCrBrFgr5cxUdkrNrWi5S4lmP86m52ZB1FVcl+lYTMcV7KHsp6Kb807BOiVtlpgaNYX+GuufwM1DLfXqdfHqdfGahnwQUo9ixjrjt/g+qowJLSYNUPqlhJESRkobBbDJlHtn5ME5sPfGBDPSmwAtMe3VhJVRYN/erzk756yUs3JQ6xFGDkyhAftoq2TdyRJzy9IPM4HCuSadkvEq3pvbqIBNfsrKOKcUvXq5xMp7pditBb9aYewXvfbwM575/Gf878970asPrBK65JVSMOHcgvPLuc3UUzncLaxNJrQ3o72KcnO+V8nDiRCUjFNw7oR3N0EA2/6z9JTnF7MR1r10250XfV4ldCtQ6C11JIB6tJMB0e9pxnzFVaef+YJX/dJzXvz8V111ktBoM+LdEjisPBl83CLwiHFLys5oO+PdQgxKuVtJQSX3pkp/JvemYlA/wdaF9goAvv2H9ArSy2m/YIMKXLrnUPYL1i14t+T9il0UgIyXcYsFD8IYoWrvYJO+bBU5QatIp8d6KR8UnF/Qbk7ZOWkmlBHS83FzIQQl62WYPloX/ZOscYrWVmh9jbMgxSeMMWMnQDjN2CnlpvSihKTtiDZHjDGk9T5j9Cm9j+tD0gjR9qAl9RpCd53rrjFBgx+gaoprBWnUeKeE5ARWUtqayv3r5N51dnb7Dfd8fHLzB2hj1hKSuS2zkIIhLyj3EHkepQY6d0vwIUoCqLfBDZvCeAlBUA+Cey74jQ1+jKqZNrzRiN7sJLeN6rvMwU2cPiOUGpMrTKlgKQercpASw2qEtENMG1P6iNOHXKfHKA4tm5gcwDKYb4xgaQyLYP83hsUEllJISSAlhtUEbUeYFjYF/yTePom3G7yDGj6kWuu8ylhBtHnujvvu//hnP/8PP/7xz51h/58+/t+A7xOfHsyvuiln5bxRinbNOwXTSSW7Uu0CZSyp477l3rse+sxH/+Tdb5lcv2UNB4zWIdsGa3Y5O2TMjLEqxprQRkEZKWmkqDpe54JjmH5gQ7pilbtsjbt6XTjaUk6gnVXKbgldRB1i2pjoRLgeEUbMWCUL9Ct2yXgTrrvJ988Ig7P88CwdzIAxPTVvq01YOyc7EaPHjJHiC94t5c2EkZNGTlklbhVgo5Z0KszMED1F9HSRkVSRTk4YGa4nlJUvRWSsVfBOCTSxpBGzTi4GE8GvGkLwx4eg3375FS/940PXrrKsHqrdKe8UNFj5CCa0Vz2FldP8VLRTUyAhxJsn3nJexbo140xYZ7YvOmNhXt+dyf1NuTdj7IIwEtJMabvg3GrZ7AP/HfigmtdKbr5s8/FBRVoJ62Wcn5+kjN97w9Fffu7L/tffeOnLLz+Jqn25W4k/veIDvgmg5OTdUvBKwSsENxOdVHRzwZ9y7pR1KtYByCs4N+P9TAhyNijooGSCkg4KOijpoKD8nPRyChw3n8v9gM7ZSYGtPOvkLOhIegXr55xf8H5O2xGi9RuCe6BJX7aOHqXkhurh1phyU8rNSScn7Jx2cnDVnW8B2zHjJqyXsX5GeyluDNZ56ygqH0bE05SBqP35t5kJboa4OaJARocTMtaYNYesMeDMIaX3caPPuhFtR4Q+JvQQ74SQ3F+h3ZOEvcYNkHaCtBNIieGFZrgphow97db3dMu7Re88odWQlC6NS5dpRLCULZCXwjJAHkBbCMsx4B2iJC0xbPCjBg8M6ONlgw9092hzMpjend3wp/n178rO3WcOrifbOcSHwPwK7Opi7QxRM6SdoFpM6RFvhoI1FEyf65isquGKjyhjWBpC4rAljFr8GBJCWEwxOUfUvKWkTTluSXFLHCPymNQiShvDnHsaa59kO5DuN9v2hqjDsoGIbdnxbr373ke++e3HLl78b2Lmv/MQ5GmAb3tvb3fvJ489+rHPfrI/nYrdlLUz3i5lN5fclHdz3ik4OxfsDONdUfPufOtbv/43f/3tb3zx03/94Ls/9K6zb55ZQ0uw26xl0XrAmAltVoxVs05FmDnWibBOjGijVd47ThuHcOVAQzqwolyzJh9uasdRa4V2N4RuSxnC7SGijVA9QfUE1WMwTgVqW6475bozsTeTepvLzVPGKUk7J+ycdArSLkBf7wkrw7RVUXbJeBXfm/D9KaqHR9D21Rv8acamzIRzcszNEL8k/JLwSsItSKdg3Yp3Kt4uGTOnjQx0MEkjBd5woCNJWTlj5RwYDsyrs0tzWNqcsNaMc6acs4z+yaVgJvpbrF2DhbAnuaEUnFfyQc3NN21zyop5L1eHU97PV2jzshPQH15z8qpVHFEDzk0Ft5SCmeBOWLsSvSlwmlrMfGrBn+wrGEveK0gjbgjBacpaoW1EHdBWOq9huzXotQFWCt0J51esl1NugbsV6dZ0UNNeyfql1K0FL6ftiLVjxk1BIbn/cH7O+TnnJmKQSUHO2hHW7q0y+nFMbvAW78aCn1NmQtsZ0L4sxhfzHh/tVow/YYMJ5ZaknVFORrk5bkewPtwQvQ3ehZQu3hnRVsy6Gefm4IANEMaJWTdh3YRxQtoe0/aYtke0PWbsmDRDRO1vCO5pyjhF6iu02RR9VBsyi/4MY0W0FRLmmDDHuDU/pDmmrJCyQJbb3FgB08YtqbfK2quMvc57TamHKCGu5bhWoEqBygXcLhGtQNV5qtFidhEhcojIydzgXs32Uw9rZ7iWI0oCCrrlWehdEkiJWvIYkUJCTUglQbkhzA15e9KbvjW74Z1BeSdjTWA5RuQY4BIAFJKjphxtyOOWMsY7EW3EvBmJViiZY77TxbQB1ImgdgTJUVOMgbk0JMawHLekcF0YbAjDlhhC4hgSh4jUx5Ue1Q5I1Wuy7gbjbNBWg7Vh0UFlG1cdzuqqvfD2u+//2je+++NHHwOuBzt72zt7F/d2L+ztPba799ju3vbO7vaF7ce2d7f39vYu7mxvb2+DfLOfHwufLvh+9OMffegTfzmYztqjSgwmolsJVszbIQAfa+W8lWKCK6jubbff8bWHP//9b/3Hb3zn4W987+GHv/7Zj3zyA3fcf/uoSjjDxBWb0vqMGYl+IfoFbSWEHmF6iOkh1okgZXSado/BxpFm5+C6cvWaeGBdPAypJ0lzjfcaUg9WR6gWAdEfOKSZgYGmGEzl3qbc35L7WyCzAuxj0V5FLyxDnrDTRhoFYea0W9B+QTjpuhgcaAiXnaaOEzqmjRkrJdwc80vCL0m3wK0M1xPSSGkjY/SU1hLWKkRvwlrAa7Pm3Iq28oU102T/8OFx91N3xtpT1q4Fvwb2SoKfS92J6IM08SchDyjg3IK0U8pJOb/kg5LzcrlX8V52BJGe9weX/8/P+q1f+Le//aLXHlhldNZOOLfg/Zp1as6Ziv7scS/jVKAtCIpHECguBvVioFEKfgU2WxknY/3ikqNBt2LcnLQS1s2Fbs34Je0VfG/CL1QyoEzj/IJxs6emnp9zXiYGOWmODja5l7zu2l994Suf/eI/+uNDG5Dii0Ep+BW/QN4TXLBApiXjVrRTLNc/5vEd9tzWZS7WsxPaimkzAl8Eix+AfYwTUdaINIe0PeLcmLUTkO8B2oVoe9AQvFOkfgxV12gTk7qUNmTtmHMS2onJeVr5GDfHhDEC4COMEaYN8c6IMmPayigzxrQRovZaUneDD9a5boMfAHUxqU8QrYLUHFYKRC3Qdo4u2IfIMSKn8yS2J1Z8yZOpt/+g7QRWQkgYosIIF0NMGEPsoCUMSSPnvRll1C0xbArjpSoQURJMTWE5bshxU4lbStiUhi1xgEkDUhky6oBR+rAy2FBGTWWhcQGQVUJYGUAKsDsNYTkB919EjHBpTMgjSh3SWogrQ5gPmoy9wZjrdKfBdhDJJDsuphqS361vvOnDn/jUPzz26O7e3vbOxZ2LP9nbfmxn58LFnQs7e9u7eyAIafe/T0/w6Vx19/b29n70kx996BMP9iZTqZexbsnbpexmkpvwbsbZOWtlnJWgvM2I5s03v/lvvvzZ7/3tl77xzS9++/uPfP+HX/3+f/n6V779hQ987D3X3X79IIs1zyHkDq7YvDUQ3Uj0M9ZJCT2mjIJzp5SZQ+JgjfaOI/o1a8KVp5krTtMH1vnDkHIc11dYD8x/cT3BOjGqRagWgTBWxil5txKDqdidSb1NqbcpLMK8uWDKPV77Mj9GQZo57ZWkm6FG1JB7xwn9MKKuci64wFJOjts5CTJ3rJwxc1bPOCMXrVKwSs4uBbfm7BJErHFutXSFe7LG+FJLzpvy3lQMarlXsW6CdXqo1iONkHNzAJ2fAT5wUWXcnHVzqVtxbnYYkp77sjc+498895ee84KXX3GsJfmCD35LxTol704EbwqEKctc3f3vth98y37cXCXn5NzC0eAJRn5yfyK4KWWMeS+XehXj5YSdkU5JeRMmmLJe/kTeLY4QFHK/wvXha4+2nvWCP/gffvnXf+nZL3z5FSeakgfAB6wEWCdfOj8DFi+dU8FkZmm0xQcV711yMAV9uuVZfpG2I9qOeD8TuznvJ7Q9JowBaYyBhAW4IfBeTpkR8H8+hWunUXWdMWE5II0x56WcnzFuAuI7SHNI22PGjoAAkDRCyohIPSR08MAQ74wRddQUBxtcH9RZWDvH9RrtVJCcA4MWYGSPtUtUzmExm992ZTDPzcCtFtDqZ4APaSewGkHiCBXGhBRRSoLLUUsYbvCDDX6wzg4a/GhfNzBc5vM2hAhWMlKvSL3E1ASRxqg4RIUeJvYhcdAQx00paskRpMSwHCLKCFV7aNtDVB9W+pA8bIkhJMSwkKFijokpJiaYGGPSiGyPGT2mtDHEe6cw9RjErxAKItmw7jQMY0NWOce/5d77vvat7zx64cISMLu7uxe3L+7u7i7s//Z2tne2L1z8ud59ny74Hr342Mc+98lePWHckLFz3illL5fclHPSfeBzCFY7f/76R770me/+7Zce+cqnP/25jz74ifd/6ZGH/u4/f+XvfviVh7/6qQ9+5J23v/V8WEQdP+A6Bi5pVMfj7TFnZ5xVUkZBGxlvJ7Q+RuTeOuOcQDqHmtI1G8KBdf7AOn9tSzmKGSuM15KHQPOMdWJcT0gzA0sg1KIA5P0JSLwVB1tCbx4iDuq+Jx6vIuwcM1PcSFAthJQh2onAXhQIzaHMjAZ9PbPgjUI0S9mpJbdmrYIDd975ElXJPAl8T8YfAxxcvAJS/MMw99oja687unGCbFNWxHtPTT1wGL/i/JrzK8pOCSPmnFzq1oQ+PgLLbzyBXLFCrLEW62aCXzB2tpC5gFt2vlT8Lr2UGTunrezSw+0MRDLSVjofRyyGIUuNsdCt5cGM9UpE7a7i4ilEwBRf9HO+WzFBzXS3yGCL8GdcUPL7YMcHBTicn7NuwvspYYwOw9Irrz794tcefMWVJw9BAqr1WSdlnRy8AGAx75XLFxa6JXgCH8wHvvMy085oK30C7ICZFdD38V4udSsxKGk7xvUhYYxoGwhZQs7LWCelzAgAa1kwUmaEtvst0dtg7dNk5zTZWecsWA4Ifcg4MevGtDWizBFpDCljRJshY8esndBmROpjQh8R+pgyY8qM8U6EtkNYGUHSuCWNNoRwQ4yBfwGmVahcwFKByCWu1rgyDyfaB77s6YAPdBJRJSGUlJRTQkpwOUGVBFHTlhS2xBBr51g7A3Xf8p+wksBKTupTbXBzULzNjm7lrCkmxYgQItwQEsfAw7kFVITqCFW7WNvDOjaqmZBitiSrKbgtoQcJ+0cfESKPYGkAi31UGWLqCJa7YIPwNNlZE41m22rKRkvWGcN1w/TNd93zxa98/UePXdgGNvcLsfM833Jndw943v+Tg++xnQsPfuEzQT1hvFAIJkpvU/Qy3oo4J+PsnLNz3k5R3oFJaba59fAXPvX9bz38yNc/97a3v7ltsqYj3H3vTV9+5K9++J+/8vd/98WvffXjD33yz9/57vvP3XjWHXRFw+J1lzf6opPwTsrakegmopPyVkwbIar2G5x3ijCOwOo1G+KVK9zVa8K1TeUYqq8yXlPsI+oY7PxiWgT2QAAHKSun3ZLtTsXBljQ4M7d+8ab7A3kBBwk7R40E0WPCymi7IM0MCGJII2XMHPTyKD0Fh+mkjJ6yesaaOe9UrFWw1pyPc1baBbN/mcx54p4Z65SCX28I3suvOP5vnv+yZzzzN3/lt1/6plMoZYZL/cdTHtqrmLncr6BskAJeAKdi3i/4oBKCGnjJEGbMuOXCZa8Ej11ujwn+PEkD0HA+lQ7q5Rfnxy9BkbWkjNib0E52oCG+8NVXPef5v/+CV7z2ypMIqvZYN2P8iunNqN4ZursJwLcs+i5Rz8sYNwVfYZyEdhLSiig7Zr2MDwrOy5d3bfAyjJ2RRjwHcZBxXsp5CefOMQfembEB5TNwY71U4lkxbcWUGTN2Bh6LqP3DkPTGE+hVa1RTcoXgkg3M0v10qYJm7ZixItoMsXZ/jTGPo8pRWFoldVQMaGPIuWPWDmlzRBtDSh8SnSHRGZL6iDJCyowII8Q7I7wzwjtjQo8IPcK0MdoebYjDNX64zg8bQggr8xRKDMQeiYs03sVUF4wyFnXfTz0tOYKVGFczUslwMUa4EOFDWIphNYHkCJZjolMgSgImIcsHEp1S8q9Tuzd0i7uqG98bbd0vOFtNbtziQ1SIYWnuXA9JMSxHqDLC2z1C7zJmQFs2Zqhopw0rBiQ5sBzAcg+W+i2hC4k9VB3D0nCD6zb5HiKPMDVElREsDyCxdxJVTmEyJNiIZGOKDctGU9Lk/rC45c1/8bnPP3bx4s7e3oXdvbnt1fbOzsXtvZ3dn+uW79MF3/be7me/+uXebEZYA9JKeb9WuqXkpUCdxzuF4OS46DUxvqzqL3/+k9/92y8/8q2/vuc9d8H0xu+/4ndf+4ZX6Qb33nff/TcPP/itr3/ye9/5wte/8bkH/+r9995/59kbtnrxmDd0UtNZyxOcPm8OOWvIWWPOjBgzJvUxIvebnL9K2Yda6oF18apV/qpV/mBDPop0Vmi3IfQgeYi2Q2B8AGpAwkgJK6O8ig0mQm9zaXu1CM2YLcEHtrVQMyUWCa2kmVFmxtgFbeaMkdFmDjhIWzko32grJ42U7CSEFrNWwdolZWaMlS/d5J8MPtBZY+yCd6eiv7lC2y9+7aFfed5/+MXn/Ptfe+lrrm2JnJOD6uynnILxJ7RT0nbOOCXrlqBGY+yUc3L+kkPqcosDKELKpc+d1K2kbg0udECpy3v5QmdXikEtdSf7L7xCUDML3oF7rtCt4fbwDw+1fuW3X/avnvVbv/6SP7z8JIKqPc5NOTdnvJL2a647FbrVTwMfIB3AnzKcKsMpHxSsl9Fuwjjp/mCj/S8m9yZCkDDOmLZDzk0YJ6HMiHMKEF3C2HPeLfEHWEaZEWXGwIMP74QtKbi2Kbzq6tVXXb1yBBFJM6TMEPQB9+MSPIeyIqDvE7yMMUNUCjZocxXXVrD2Bq0jskO0A9Yc8nbIWWNS6+Nqj9SGjD4mjRDXx5g2BJJA8HzSCPHOCDMiWAs3+O4pyl2hg4YwQtUMb8/jKwH4Ft29S+ADYr2fWvGBqBApxsQEFxJCTHEpReW0JcVNIYSkCGunwPQFCKFRNW0KY0xNzfHN5vhmL70t3Hy7n92Jq/kq2WtyY1TOYKBwBrWhGKFKRGgRY4aCHQpOj3NM1rYo3cE1D213YaUHyUFL9pqSD0kDSBrDcoiqMaJELXHUFIaIEpF6TqthA+0cW+NOIwosOojiIB0HtbxVRWPc4I773vnIt77zjxcuXNzd3d7d2764vbOzvTtXPv8Tgm97zr6v/P138ptvJuzhutBrCH3KGAtuzDoZZxeCW0peQcpBA+XSLP/S5x763rce/trf/cd3fOQdpEq97NUv/83f/s3f+PVn/8HLXtJYPVQn/sc+eO/ffvXj3/3O57/57c//9Zc//p4PvfP6t9wwmiZK16D0Dmt0Gb1L6z3GGHJmxFoxbcZkJ0KV8QbfXaHd45gBCHj1mnCwIR+BtRO4ucb6TbEPyUOkHQL2YWaKWxnh5LRbLbN0eX8mBPPAb1AAAvsD0qko4FoKDIStinMmAHnMogxk3EoanJGGZ5hg0pSHx+HOacLG1HB/xTf3qX+qQm9+7XWmnDMjOuka5x1FlMOQtEKbpJGwTs1YP6PiKxh/wrgTepFlsVzU5+ycMnLCKCirYN0KiOz2mxGAkAoxKAh9fBxrv/E4+qYT6ClSp6340tLr4jq8qAorsTt3DKWdDFjm8UHFesUa7125yrzxOHoEljFtKAaF1CvFoOCchLVj0c+FbskFBajvluwDIeK0k7JezngZ46bg2yg7YdyUCwrWzZZZQiDeaHHhrWgrQTVvndcaosU4kdSreA98T0GbBW0mjB3vb+otCci5OecWS9URrPRO4NoRWF7jLMIYsc6lJiBYViONENx5GScBxi20GdJmyBoh2xlTSp8Uuy3GPI2LK4TcYDuY4rHGkLPHnBUKVsJbMd4ZAeSRZggai5QVkv8Pce8dHWd95/snBLBlS664YTC9Q7KQhJIQYCk27pYtS5r29N5m5unPM+3pZYpkGxsTesJCIAkBQtqSAglJ6JCA6RA6ISR372azm4Jl6/7xHY0FhCz33P2dn84HziDPSGNz9PKnvD/vj+aiioOoDqy6iOIWSo1RvjpE2UNEZZRxYSlBi23gYAqmuj0RH1Dw/SPwiXFOiPJciHAxLqSk2MKEFBaSPJj8CuG0ejkCqyCjjJfjfN4cE61tgrlNsLdTWifPh8NUY5RxC2KUF70M18hxXp4LCnwEiQkqpUQppuSYVn1arVFynSi7aNGDpSAv+FnezQqNnNgoSH5e8LOclxN8SOp+O6CsLrAuzDUwyYXYylasPAgLW3Epxylw2YKLOlbWzDDZfdPNv3j8iX/705/2T07um9y/d+K9/f8/g2/v5OTE5OTk5Bv//vtr7rijFI7nJGcTqg2i5TxvUXrMmC3e7ojVNlmsZ2AmipOnHn/wzVeffubNp+786V2MJpxz0ZdOPv2MI1asWLRwwfyBvmOWL159yVmhw91/7zffeP2J19749XMvP7Ln5Ud/+ev7vnrndfWmz1sOrVaJskXIFVr1ODNmzJRUE7DKhpUjSPSGSXt+Y6fkAAAgAElEQVR9vrxqmL9siFm5lb18RFiXL21E1CHSygoNqOQjcgSrMazGsBYjaoKrTVxtgsNDXHWHUN8Jgq1sJ8wOuIdJgtVdoPVTW6TWxtUUWGahegorEW62WGcH09iOWM31uH7+WvjSLcwIVQG1Nqk3wZWJ7vrEtHhfp8/cQajjtDEu1Xfy1THGbvHVMcZsE1qHMjo9x80Ps48w27QFPLXapN4EKjnGatF6Splt0hrDzTZutCi7Q1fHwQYYVe1w9XGxPsbazYJUv3QrefSZF/ctO+WwEz5//voCUvZ64OvNc8H34uw2bbYoq8lWOrTV6t6yqHaF0GxtjKl22GqHq7VpK6GMiLcToRILdlispXytTVeapBmTZvw+8FkxYcaU3QJiPaBVJqwmsCml7RZjNYG+B5gks5U2Y7XykrOuIH720vUnnXvR5y7buIUos1bC2U1SSxijzdvbOLtDWwn9/mp3alybUkaTtdtcpU0ZKaYEqOzhakiZMW3FH6pzQ1IPQapIGhFlhJQRUnpAayGrhZweCXosajGrBWjRHiZLGwvsIMxnGQ0r1SjVo5UAZHzdnV8tQBUXlR1UaYBhCKa7kFqDlRqiNFDVx7UIlcMM19gI6YOwnePivJCAIheSDohaCgAcfz+igpQUpBgSY0xIcCFFuChP+xnay3AB8LYCp9fAcKMbUpwXghxThQUHFrwsXc9yDViK8kKQYb0s5+dFtyC6BTGEhBgWU1hsokITFRNEiGDeRwQX5QOEjyA+znNJlo2zXJgVwrwUFsQgz3s53s0LfkEIclyQZf0cHxaEuCBFGd7J8Q1CDomylyG1wQy7JcvksSLEyhlRLhQVtKQIVmXXDdf/6rln/+u9v05M/n/rZvUx7up2/5n8t3//9zt/eE9lbJx3I6aaYJKXJ+0sbRTEOioHhB4RqjuKso7r/erhB9555dlXX3niiWd//pU7r0dk7DNf+uyyY45cuGTpvMWHz158eN+82YuXzLns4vO8Svn2f/nyo/d/753Xf/3uO3uefe6nP/7Z7Td968Zt14xrrsmoZUY1KaVGKA6pRZSeMkYTl0NSjQk5yDHWVkwZwuRNBXHtKLtqhLk8I6zLS5uw8hCtZwQ7X6pDigNrDqb5pBwScojLIaFGlNmkK226NsY0xtnGOF/bDjZwabN7CZvUmyBovUWBqhYMjq0OZbUxLS3IwSbSvCwjbITVLFvHiyEtJ7TapPQmZbZws42oLVwD3n9NYJtOm01Sb7LmOGN1gI3N+4a2U5UdV+nQZhMYpgPXT1JPuOqYWN/GWSmtBqyZcpUW+Pmk7RZpNTEjIYyU1FOgg+sdgQT0BHkTbTZHGPvzK0fnHHXmp+Yes/D4sy/chGFK2OvxTS8wAQdZa4wxOozZZswOa0/NWCstodERGuNdL/vuNKbJmi0QnNUWamNctcXaTa7S4mtt2k7A+hdbS7lqi7Wa0ycPYJ+Mr7b5+hjvjFHVJm5GhJ2QlZRrjLH19kZCPv7clf0rTj940bGHn/6FyzM0aYS0FYNSlK+1uXoLtyLSirlai7ISrtqhrRapNxmrzdit6aJCykpIM6bMhAJHyvWENg7IWTDNw1SPNELaCmnDo9UG6LdQuo8rDqG5lBkCFQsY7+al2gitb0ZLm9HiCFGGOBOTarjiUXpI6SGu+lONP5/UAlzxph77hBZgqoepHq4HiOrli/VRvrKVtoZoaytVybCNghihpTZW6kB8K8+mKJ9ifIIKMSrGqBghQgCJASR6BcGDxBBQEiSJBTHK80GO87Kcmxf8ghTmxAAqRoViCHyooFIEFaOs4Od4P8f5eSGAALAEPy/4BcnLCU6Bc1A+gFgPYlxGbonm9qJ1hVrfLejjMO/neS/PewUhKIC30X0zASQGqBjikktIVYLXcU7BOB3nKwjvQmyQ58O8GEJ8iIkhVQxJycPYWpbQtiDFTYi4hVbyRRuVq1BRK4hyse58+eZbHn322T++/2rl/sn9YAYysQ8sVbwfUr3ByP6PtRn8scAHvv2//8cfv3/fvdVt21gn4Bst0RqTjDZnxAWxvglV1hbEjRC/fgSqNZzHHrj/5acfe/G5B199e8/Pnrq3Ot44b9WXlh1z5OLDly9eftTA0iNn9PfPmHHQwOwZi+fOOm7Z/MHVF1yzM37ikXtef+2x19584sVXHnvyuQd/cN/d19x0rdNMBLNKKhalNUjdwWQXLTcoPWTMGJM9uNhAS06WrQ5h+pqcCCa/K0fYVaPcmoKwESsPscaIZBdKDbzkY+UAl0NMDhA5QNQQ1WPCbtG1MaG+Q5wKYQqC1JR+hdS64AMJHcjpYCUaldxhrl6QPFyOabXJqk1abVJakzCauNnGzW2EsY0yO5SZEl2hWUIZLcYYY8yPbOSBISbg3fRcrOjs4Ow2JFS3ouUsa1F6xNlN1u7q6XAb+DJ1DdY/LAAGPKWMdJStXJ7hLxrEV2eFguSAGQJg65RHcZe8jNVijDZrdDgTaLBb4JfYSgvMartWplPg7oGPNcEkJGGrTcndJjQ6cLmxmVS20iqmuqzdrUN7ASDI2k3GblLdcjjuTUJoO81JtQsGkaPPuuiIT59/1qWbt5AqWALpLtjqAWFFZDUFboCUlfSgD/5AAPh6Ab4+CMpIe3UxqG1JI6TMiLYj3g45w6O1BqO5tO7jioMpDmEElBVTZoTrEWFElBmReogrHiRWMrQ6hEibIWGE1gpiFeAPlMmE6gPq4YpHagGth6QWoIoLleqw3EAUB1U9VPMQxc1L9RHWHiKtIbKSYVxIiHG5Q8jbUCHBhAQrtrBSCyumsATMCwJICiApLojJgQRQjADFcryX4z3gO58VvAzvZni3C75SmJdCUIfm+CAnBDney7BuXvThUpAXXYj3MCEs0E6OrFOltGhtV+u768lXatENnD6W4z1IDGAphMSgIPh53isIPiSFSDFEJYco1WjZpssqVSpSRZkqmnixjghujvcyvJdjvQLjwJyDCR4ueZjkwqKbYSug/7AJlXKCjpYtRFKxosqblXDb9gcefeQ//vxfk5OT+/bve2/vexP7DxCvZ3m//30uWJP7J/bt3/vf18gfD3z79k9OTv7Xn/9838MPOTt3UjWPqSZKY6dWv0K0m6zdxJRwlLXX5ZiL1gyqmvHIL376yrNPvPjCI6+98+x9v/qJkVY+/8/nLT3y8CVLD198+JFzlhw+sGBB/0D/7L6+gRmHzj74k/P7Dj7+qCVbNl12/fXbn3vuod+/8/S7v3v29Teffub5x3543w+uvPEaOw5Yw0CLJVw2CbXCmC5rhYQKpAMxKkdIMc4w9c2ovr5QXjUqXLqVvWQruyrDr4NLmwh1mLELQgMpemDKBss+VHYh2Ye1EDdSxu7w1W1CbbvUuEJqXCHWd0wlgG3aaFFT2V8PfKTRwvQUuNdRRos1O5zRZrUWpaSEkuBaihstwtqGqi1EDnE9AgpbykxYq0VqKaklvdsRHwgAoOnJF1fpCLVxqOhevJk4/QtrTjjr4vMuH82wFgt+XK0mbqYYUA5PobOHMICA3kXwA26gUwrh6SfDGasFJhuknuBqhCkhoUSU1p1c0Wb3y3ZXaKfcGXqHdzlrKuw2VeuQtRZda5FWMojLZ1286dgzL/r8JZtHKZW1YpDrTY9uo81MpvwFplzzpnxWMC2Aig245BBayFgpY6c96wHKiHvTEtBGBBjlq23ObjJT+uS/q/ID4DsQVtwNO0LL1WGiOAjzo5SCluuU7pN60N3bNbrlMGVGjJVwdsoYIVaqZRltC1rcAImbkNIwpUFSjdQC1koYMwb4Q8sOWmoA/BGqDzxQQSCqgygNXPcJPYBKja2UuRGWBxE9yzpIMUKkFC02kWITKTWB90FeSvJinBPjfNeWKgLOBQUxgqQQJHGQFIIhA+AgyOmyvJfl3CzvTauCu09GywmmxAXJy9A1iPPIclqu7Qq23drafUe47dZG86ty/UqsFBcEH5ZCpBjBUpjnvSzr5DgXEgOkGGJKndJrvFERdJ1VZKok40UVFs0CX8lKjWzRywlujnMLrAuzHsIHiBQipQSVU6QUZNjKEKENU1qW1SHeQAQDEXVEVAVDv/Ebt7701ut/nZiYlvtNTHc33Q/u3+57H/7+h8C3f3JycvJve997eM9T0dVXUzWPtELJHi/b46LdlOpjJfcKsT4OSZXVW7KaYT7y85++9vyvX375V7984t54d3zZ8Orj/unkI49ZsWLFUUuXHTl7wWHzFi6eP3fRrL6BObMHFs2bv2jevP6Zh8yeefCJxx9dyG768nbn3h/c+trLj//hD7957Y1nH33yge/d+93rvna9Px4VaxapKlhZxssGpTVoM2LMJqG1MLlFKClWjvK8s5WwNsDKmlzx8mzp8mx5da68DpI349ooWylIDioHqBLAig/LPiz7iBJgSkioca+bPj04e4y1Drih9E5Wd5fhjG45TKtNWk5IOSHUhNBT3GzjxhiiNDE1Zqttvt6mzIg2E746RustUvv71Js+Yejp6cCq/yCmnnzumtnLThk4/JQzL9yY5Wyh2mbsJjDvJO0WZXWhBhr5U0qXTnf6MQ1206tawDjwZKE2LtTGwWdos8lYbaE6xldajJlwdpOvthmrReopZaa9s5YfBh9vtVmrjVWaWK1JVNMRwf7syqFZh5/yqf4jjjn9/MGCwBgRV2n1sjwAQYAk2kpBKxDwbiqvTNlqi6u1GSvlq22h1gHHJ8Hd8anLkyldSQkzJowIAJExY9ZKODtlreTvUm/qk016yuiFthLGTmgrpsyINIIcp63aip6/ZuTSLcgordFGxFZSyoxQxSO0kDVTUguxqSSO0gOgbsFkJy/Yw5QG9va3kmqGNSGphiseayWMHpKyS04VvzTIGY0QU31EaSBqDVEbmOpgqofKTkGqZRhrC65sQuTNWGWU8SApQcotqNjMCcmoEOekFCp34FKr58f3AfAB2PUedCHI+zney/N+gQ8hIUKkBCnGkBgUxAAtxbgcQ6KXYxow52NSxGodw7/Gjq4v13YxahvivAxVLwg+KGxBupfj3Bzn5nmvIPqI3CB0hzNd0WoIeo1VqkS5AhdrBameLTq5kl8o+rDkI0IA8yHEBTkuyHBBXghB/phl61sxfVOhuBkujhIaLFSxUhUuyXBJMqLo69/97guvv/aff/tbt/id2Ltv30SvC9j95P79k/v2f0zD5/8L8L03MfH4c8+m117HOiFlR5zWlIy2VGkxZspVOpKzjTGCwRymm9YDP/3xa8//+tVX99xz/3f5ivDpiz674tRjVxxzxBGHL1+0aMm8wxbNW7B4/rzFC+YvXrhg8bx5C+bPXzh/3vz+WbNnHHzIjE996rCBvgvOPqVqcPd8/xtvvP70//7jG79996XnXnr8wcfvve3uWztXbVMaFlGUiKJCKhVCdjDZw5SQ0mJGTwglQop+jm9sJe2NsL42K68ckS4d4VdluTUFaSOubGWsnFCHSx4qB6gcIGUfKfuoHIDDgyA5AumP1Ngm1bYL1e29+heAD9dSTE9hLYGVCFPirrhPTkglIbWUNJq42cL0McoaE50dSnwlX29nBGuYMXA1ZMw2pXezsA8HyNR67Tnwb67Sgcv+xZuJ48+6+MSzLr5kM4bJHmc3CT0izZS0W7jVJM2U7cqS0w+Ar1f8dmvVKVQdqFKnGaiAJ5fcK0ruTrE+hpQaQ4SS4SzaTITaGGu3SCOl7TZb+Qfga6FGQlSbbKMDq95lo/Sp56854fOXXrA2h4gVvtLkKq3p0WNfL4kDOOtmbZUWoBIgHV/tgCSx5zRFGTFTaTF2i9RirtKSvR1SY4zUfKzc4KxIqrXel9O9PxirRZtpl4YmWOaNCD3AVIdQGiNEeeUQumoYH6E0QvVpI+6ZHdBGTBtxr5glNZ/UPFLzKN2njZBQfaTUyPH2VlJdXxDW5fktuAxJNUYPOSNm9YjWQmqqBMYUD1N9XPcw3UHUBiLXEaVB6B6p+4TqwsV6lrM3IfpGWB9ErK1kPcsHcKmJKh2k3MkXWwUphaZ0LVNDjLAgBj3egYwPSEzygp/l3Bzv5TivIISQEIGjvVnGGaUbec6FpQCSPKwYEaUE5v0c3YA4DxVDmPch3keEAAHjC849wDvBz3FuhnFG6fooV8/xDVh08aJHFH2i6KOiD4lBQYxGBXeEr+cEBxJcVPAQ3oU5L8+5GdbJ8z4iRAXWhQUfL0Z4MczS1U2IsrFQ2kLIWUnNiuWsUITFsmRWrrjmukee+PVfpi69TXY976dSv/37J/ZOTOPh/zP4wMd7E3uffOml9o03Cn7C1lLB7Ih6izMTUgspIxVqY6wZbc7jsqL94t4fvvHiU6+++sxPHrhHrEmnXXDm0uOXL1qycPGCBYsWHrZ06bJlS49YMH/xwNwFCxYvW3T4EfMXLZ41e2DGoX19h/T1z5jZd+gnDv3UJxbMnXHO504zVPae73/j9Zef/P1vX/j97154/a1nH3/ygW/edWtrR9t06rymY6KMl0xGb9CaS6kurQe0EVF6hJb9HN8YIq1NiL46V7p4lLl4hLl0hFmV5dfDpSHSyHI1IDFHyi6meEDNAALsePLVtljbJta64OMq47TVAewDpS6mp4SWUlqT0Vqs1mK0JqU1Cb2J6imsJmx1mxzsksMrEMW5bIT40sbCIKbgckDp6UeBr1eWAgABigFJHa6EeMnFig3GiMVahzETUo8ou4WbKaSGuBZP38HoDYV7j6dnlB8YZTBWqztFndoP46tjebGxapT8zIVrjjnzgrMu3riFVBkr5Spdmz+m0vnIUtdqs3abrba4artrHqX5qOZTVszVm3yt9WHw9VI/yoi5SgvMoOlp1srd7KzXtpv63QG4c5UOrsa4GvKVFmenGVa/fJS8eFN+C8qTqksZMW3EDPBqtlLWSsFj2kgYqwnA1zVu6XrQ+5jqsGZIyI0so+c5G1c8So+A3oXUI0qPKCVgtIgzYsaIKD0kNA/XXFx3ScOn9JA2ItZKWCvBFW+UMQbR0gZIXF8QRkkNFqpYsUGrAWfElB7iiofJLqkFuOYjiotpPqF7mOoich0uVdFyndQ82gjxkptjKpsRZUOhvBk1MqwDSTEkJT27+YJ4YLjR6/HlBR+WQrQUw1IIytIM04ClkFRbSDHKs36WcvKMB3E+zPsQ58G8j0kBKvoF3s1xbp47UMYWeD/LOlnW6ZEO/GeOcwuCXxC6vwqXE6iY5PmgwAYwG0JcmGeDDBuOcmGW8/O8W+AdhHNwtoFzNYyvokIVFmxYqCFcUGAciG3AvItIASz5Wa6+lTQ34+ogXh7hNKhow0ULFlRUKKs172t3fPvNd/+wd+/ExP59k8DpdErq/PEPXX7sHt/+/fsnJ1/+7du7br1NCptsLZWssaLZEayUMRNCSxiryVfSUYxTNf2+e773m6cff+nFp37y4I+5avGkc89YcvTS5cuXHHvkkUctX75s6dIli5YuWbx06eFHHHHcccuPP27BsqUz+wdmzJjVf+is/lkDM/r7Dzr0kE8e9IlDDv7EYfNnf+aUYzKbVl7Zcp988Me/e/vZP/3xzXd/9/KTTz30vXu+ffVXr3GbUbliEaUiKmmEXKW1Bmv4jBnSRkSoAVLyCpI7zFbX4coauLQyJ1w2yl42wqwe5cE98lHKzPHVglQH9wx70d1hMpqM2QH7/Hx1GzChA8fMcLNFWm3abDNGm9PbnN5m9Taltwi9iWhJQY5pe5yvjVFWkhGtS7ai563NrIcktORR+keWulPs624sTFfYUUYq2k3eiBkjJrUQvEOm2ulKQ7qmxM1eBgeOz/bmFdNb/tNHyWAxtqfdA6/F1WhNTjz2sxccsvjIQxYdfdznLloPi0D0R5nATrXzUcMNzmwJZpvTE0oLKT3iKi3RHRP9bazXwesxZSec3eq1+XrU63EQ/H3DVVrggMbUUd2U65K6BebLvVwVHPkltJTUY0qPNsLSyedetvDYM+atOPmML1y8lSjSU+BjrZSzm5zdBOyjjZieutTRAx8I0ghoLaBkj5Q9zoj5SpMxE1ILCS0m9IRUI1oOGCWk1YBUfUL1cdXDdZewfNIKaCMCWx+9mQZSdvJidZQxRgh1GJOHMTlLG4hYpxSf0gJC8wnVJ7QANyJUDZCyi8gOqriY4mKyg5RqSLFGlxts2aHKDiLUMoSxBVE2Q+owamUpJ8t4WT4siAfWe/NC0Ktwc5wLiX6PVgXBl92rwp3fqLVvKlV3keUmxAUIH+BSiEkRJkWYFMC8m+ddQExIDMCrQGELAkx1Qd7Xo2Ge99ByrCRfLvlXkloLESOYDyE+zHN+hndHBBcSQ1yIcT6geI/lHU6sskWbLplEUcF4DWHrmOAiXCNHV0ZpOy800JJfkJwsXxumKlswY2NB2oKUsWKNUhuwqGFF3QhbX7v9jmdfeO7Pf/0LYN/efRP/V9YGHwt8+/btm5zYNzk5+e6f/nTjt+8ux23KjgSzIxlt3kqlOlgUTxkjGIZpWdF+8oPvvLjnsZde3vPYM4+0rt22ERk656JzTz/95FNPOOG4FUcdsXz5EcuPPObo4445/oRlRx3dv3jRwXMGPjVzVl/f7IGZs2ccMuuTM/sP7p8zc2DOjJkz+w79VN8nP9F/0CePXzRndM0/33z9tqef+Onvf/v8//63V9/+7UvPvvirex/88U233xSMhbxpYmUDl01CsQmtTqguofq4EmBKAMn+aKkxItY2M+Z6pLxylL14M3npZmr1Vm59VhrE5K2UnuUroIMOopsGKhGppsDkjquM8/XtQn07X9vOVMZJuwPA193h1VqM1iK1Jq6liJYgWpO2xwg9gRUXKleHKHk9LGb5CqklzLTD2B8GH8i8ekMJsD8LfkRpNaTVgJmquSgzIc0UeLVT0+pivjrGWE1cCdGyT+oxM6UHnj4pJo0DqeV0+R747ozV2ozrJ5936dyjTz7ijLO/tCELleoH2nxGh7bHaLv5UeCTtJaopbwec2ZC2wlRidFKhFRitJ5QlZQxP6i2A+wrNsbL7jZCDQg1oPSINmKQoNFGzJgpYzVJo/uHw9it7gJvBVj+jTH2GF8bY8zk4s3ogmM/c9Dc5TMWrfinC1fmOJXUI0qPQaeyBz7aiCk9nvqbYKr3Z0a0FTNWwtoxa8asFnFGzJsJ061pYhb87aLFnBazakSrXXkzqYNa1cX1bv+uBz5SCxgzZs2Y0kNK8SDeHoTEdaPMpoKYpQ203MAVD1ccXPVxYPushrjq42qAKz6ueIQSEIpHlSp00WbkGqu4rByQRbfAVIdgdd1IcRA2R1kPWDQjJZD0dYcVBTEAgwgwhC0IPqW1gyu+fvXX79t10w+3Xfu9RutmTt8G82GB8yDeh3kf5j2Yd7NMI8u5U323A1lenvcKvA++JviCGaYxQtWyrIMUY9Yar2y/Vkt34lqYZaujVCXDVLNcbZSvDAsWxLk4E5NswAmeVPLLqlvWaiXV4uUyVVQxzkHYOsTVIL4Oi05BaOSFek6sQyUPLyWIEI0S9mBBHsKUHG/BJRsqW5BsYrw0tmP7nuefn5jYNzk5ObEfTDc+ruHzfw++9yb27p3o+gj+x3/+5Vt332MH44wRcpUxvtLhjbBYa/J2LFgRo9SzGKsa1ne/8+3nnn7ixecfef6FR5567tEfP/DDnTdeSZbYi1ev+qczP3vqyaefcvppZ5z1mRNOO23RsiMH5i2aMWv+wTMG+gcWzJ4959BDZ86Y1Tejr2/GrL6ZM2f29fX1zZw585AZh37q4L5DDl2+aNHgmlVXbW8/9cj977z+7G/ffO6t3z7/wiu/vv+Rn9x851fTK1OloVGKSGs6odhouUZqEa7GhWIdUkxErSJqIytWBwl9TV5ZNVq6bGvx0q3S6lFhbVbYUCgB69OC2IBEB5ZctOQTckjKIV4OMDnE1Yg0UspqMdUO19jG1ManDqqNUXaHtNqE2cLNFm62CKu3oNYktARTIlSJUDnC1ZjQUlJLCC0C82XQjwN0w1WwWxqTejy9H0+b3cSHNBLww39gGKKnlJ5SekrqMWXGQq0jVNtIqbG+IJyzcvjMC9evyzKMHrHTHApoYDpvt2m7BQYjQAmI6TE4fEHaLcJMUS2CSg4k1pCSQ6hBL2Ni7SZnN2k7JczuCIKyEkKPwTyEMTuc1WGsJsizuuWqnTJ2SpkJbSXgfA+Q/h34DVoJV2mylSgnKBcNZs9eNbhqhMBkV6x1GDNljJZQ3cbU2mQ17Z7RqLRoC4C+zVXGaLON602mMsbXx6Gyc+kIcdbKwS+sH9lCFwnDm+5cMG2CHNNmwtltzmrTekKqMa2nrNmk9ZTUYtpIGT1htOiDoceMFrFGDAa1YFOFNiJSCzKsOULrhObTiscoLqv5nB6wesBqPqv5rB5wekjrDq7VMLmSF7QthLABpjfAzBApQkUDU6qwXMVUh9A8QvNxxUNLLl70yXJEKTGhuLjcwOQGLjdI1SU1j1BcpFTN89YWXFsPKxsRbTNujDDVvODBxQgppVAxKQgRJMSwmEBCXOBDobIz3X3n7pt/3L7mrkbnX4Jtt6dX3m0nN1P6DljpIMoYLDULfJxnojznjzKNUaYBOoM53huh66NMoyD6BSHMcyEkRHkuyHFejnMzTCPHuazRNqJrlOBqyugURH+Uqec4lzHHFf9qqbGL1FuYlCJcgnIRKUWsEgtaIBlu0XIks8IoVaToIZILCU6er+e4WpatguXfPF9H+AZRDMhyUOCrQ2hpMyJmWB2Vq5hah0omVNLtdNu//vzBP09M7Ovul33cc5b/PfiATgZA9D//8rfv//j+enIFY8VkpU1aTc6IWCuh9JAzQ0ZzMjjPldRbbvv6nj1P/ebVPc88/8gTTz/41AuPPfnir3/5qwfu/P4d7e2tApr751UXn3vBF088/fSFS5bPW7h03oJls0puDtgAACAASURBVAYWzB6YP3fewoE5c/tm982c1TdzVh/4mNXXN2tm34xDZ8w85NCBGTNmHnTQ8sPmlzn0kV/c87u3n3/39y+//YffvPLOC79565k9Lz78/fu+vfsrV9ZSn9F0WFRwtUZbAaH7pBHQVkQZMar4UMnNS06Gqw5i+uqstGqUu2yYuWyYuTzDr4dKg5g6RBoZrgoVXbwckOUALwdAAwgUwqTVpCptpjrGTVlg9dxPgS0VOSWBBvgjtBRcTQJrbVMikhjwDrCP1BNCAwPZCFTZYMcT9JVIPcLUgNBj4E1woBuodQNXAtKIhGqbUP1LtuDLT/vCQXOPmrXkxPNWbcFKDc5qTwdf13Rgyuu4Z75y4KhFt3butsN63bFeMHZK2gnweaftlDZTvtrhq2OM2WKM5rSx6ftyOjBPmKbW7o4vSCMi9HAjKhz7+fNnLj/20GXHnnr+5cOMzlVbrN2ijSZttQk7wa2YBFJkqzm9bKetNq4nuBbTdpOvd5hKSlohXYmYWsRUDryTD7wryogJNSC1kNIjSo9oPQb1L6VHtJmwRsLq8d+PqbEGbUS44sHF+gitX7aVOPfykZXDJCpWaMWlFbeLPM1nNZ9RPVbzWdOnTI/UHUJrYEoNLtlZXtuMi2uy5OocuYUs5iUD11zWimgjwmUPKzqo6KCSi5YbmNxAy3UQSLmGluuY3CBUFym7OaExTNuDmL4BVjYi6hbCzrAOVIzgYgwJcZ4LRyk3z4Vm9JXdN//kypt+YidfkSo7682vlevX0PoVRnqze+VdJf/6gpDm2AjmU1iM8oIHuoRZzh2h61nOBbORUcbJMX6eC3JsNwfMss4oXYNFj1TTghhkOW+UcQpiINV3BTu/kX75Tn/H1/0rvq5519HyGMpHEOuhgkdJLlVyqFKNkat4sZrn6zm+3oNdLwp8HeYdmK2jkkuU/RxjbSwIg6hUEG1ccTC1XigZBUlzO1c88Ks9f9u3b3Jycu/e9yYm3vsfAt++ffsmui3DP/3lrz954KF6ZydTT/FGC7MTvtLiK23GbnKVllBtw4JZoIq2k9z4L7fe99DP9rz862d/89TTzz/+1DOPPPfir159+7mHn/yZ07JXbVx55tmfO/rEExYuPfywxUcsXrpizvzFfbPnzO4fGJgzd/ZA/6z+2X2zZ00HX9+MmTMPnTHr4ENnHfKpmQd9YmTT5Q/d/4M//O7lZ55/9OFf/fz5N5757bsv/OH3z//2nef3PPvw3ffcObZ7h1Kv0JqKK2WsbFJKxGgJqcaY7OOyR+oBrvtQqTbC6JtwZS1UXJXlLxmmLxmmV2a4tVBxkNBG+SosOVjRw4oeWvJxOcTViNBiUJWQRgpOmvG17SB6zs+U2e4ZVfVWQXrgo4wmqGRBljf93jZjNUk9whS/20fvnoDo1raEkXwU+Ag1AvMlTPEv3AQvOuFzB8076rBjz7p0ECGVgJ3ufTB11Zu0mnj39Fr3pNl06hFGQhkf5F1vMkBZCW7FhBExlSZf74j1MbE+xthNQg1JLQIOdwd0KmYCuniMlQLfrQ+CTw8xzd+ACMd+/oK+I06Yc/Tpn1u5JSfafLXF2i2wkQI0LqQZk1YMNmHYqboVFL9AmMLYKVdtCvU2X29SZkDqQe9tfMi6KmHMiK8kQjXl7Ji1ItaKgCqFNgLW+Ajq6TGjR4TW1aNgslsQq8OUtnKYPHvl1gs3FvKcQcgNUnFozWN0n9F9WvMo1aVUl9IDXPHRsgNeC9Y54GJ9lDE3oeJ6hN6Ec8NsqVA0MaVBaR6teYTsYMUGJjdwxekFJjeQUg0p1dByHZVdXA0ILULKwShTWQ+VVmfEdYXyEGnlBQ8WkyzjF/gIFhOs1CrVr6q1bgl3fivY/s1y9SpYSEqNq3d97b6dt/1Mcq/OCxGtbSvaV+LlZpZzR7sFb4SU4rzgZ1gHkiKkGAMn+izjZVknx7s5zhul68OkPUpXwUuyrENq7Wr7ptY1306uuiPY+Y3kqjvCHV83/OsYpYNwPsL5mOBjvIswDYRpoLwLiy6weOlFnq8XxAYsuQjnZfAaxLq0msBCfUNOWJfjM6yJlh1ca2BqNSeoeMm45ubb/vCf/zXZ9a//H8r4pnllTf5l78TDe55xdlyJVVzcb+K1lNBC0oxJMyWMJmN3OCulZJcqVkS9Xmsn19520/d/8q+PPfHQc8898cJLT/zmraceeOrHZiKdv/LcE08/+agTjl1+9DHLVxy37IhjDlt6xNz5C2f3988e6B+YO2f2QP+HwTfjkEMPOeigebNnzT70oNHNax996N4333j29ju+ajuq23K+fddNex790esvP/a//vDy27978Yk9D971r7fvuvHKalrnDY0s2oxcZzWX1VxGdUnFwUp1pNRASo18sT7C24OEsg6WVmXZlRlmZYZZnefXQuJmXB2l7SxbhUQHKXq4HHZ3P8o+Ivs9X8zpNxvZWoerjtFWmzEPGPD1XAxIvUloCXCI6oGvN52kzSZUbAyR2lZKh4qN3vkbgL9/AD6ye/GnTVvNDGdfOkScvy63OsMgUp0zUsaYthwy7YY3biZAX91TDgMlMGUluB7S5vsGEe+zfrJTspKSZszXO3y9g2vBZly5ZBi/eAu6ESnCJQcc9+nNZIH6hLFSykgoozm1rpdOkT2irZg0ghFWu3QYW5Uh81KVtVPObjJWkzFblNHd4qDslDJjygA9u5SvNDkbXNSNAVtpKyG0ANd8sNYGpM5/V8fHWAlrh0i5spUqDZFFqGjRpkcZLqE1aNNjrLiX7X4ggJAF7A71Jhg53gbCPbRY7YEPRJd6qktpAa74mOyBHLP3mNQiqFgd4UqbSWEjxm5EmS2EkOMVtGiRSp3SHEJxehkfrjik5hGqS6guJoMWoYfJLlp20bILFxs5rjqE6xsKxbWZ4iBs5bkQLTYLfAQJMQiputsd+3q5epXmXbf9xnuuu+Oh+NrvaslXgp3f2n3zfeNXf09uXC1UdpYbV5FKJ0O7WcaDxQgSohzrZxkvzwUAfBmmkWWdPO8XBC/L1nNcAxKDPO+NUDVYCllrnNY7WDnB5RQtJ6q722ndVG9+td68yXCvZZUxmA0RJkSZGGFCiHfybCNH1/JMvcA2QECcA/MuxPh5yoF5HxWDDGmvz4kbICnDWnCxAZcqSNlGyxYsaXbS+smDD//xL3+ZnJyc3L/v47gbfCzw7Z/YP7F3YmLfvn2Tk+/88T+uu/0Ozg0Kdh2zA9ZOaDNh7BZutjA1Ya1OqTYuGglRrEJFlTFtw/W379p1193fevix+19+4+lHn/t5uKty0ZrzTzz9pFM+c8Znzz3vs+d84biTTlu07Mj5CxfNnTd/zry5c+fP7Z8z0Dd71sy+mTNnzuyb0Y1ZM/vmzu7vnzHjkE9+MrN1w2MP3/fWG8/dfue/4Dx04ZoLzjnntJFN/3z1rmjPk/f/7p0X33r7uVff2PPMi4/98rEfffPuW9q7xgynQhUljJeokslpLqMFtBKRcozJPlx2ClJ9lLU248p6SFqd5S4boS4ewlcNM+umLh9l2Spo/IH6Fyv7SNnHlHC6UI6vjkmN7VJjB1/t3gMCGyDUtOJ3qqR9X8YHBhqoHAyR2iVDxKVbySFSAxvvwO3jH4OP0pu4lqBaSJopa7coPaaMiLObtBGRSkBPszygpi40UlaTsJpkT9BrfVjmln5U0FYTN1PCSLhqG1X9S4fJ5Wd84ZAlx805+vR/umhDlreB1A7IWcCgdkp2l3ygx0ebCWunfK0lOh2h0SHNiLET0RljKk1MC0gznrIgbbN2m7V653Rjzo75SiJWEtoMwREMyowYO5kuDOxR7wOGfbSZEFqwGZc+d9nGI04/+5gzv3jRYK7HPtr0GCv6KPD1Wnu0ERGqT6g++Ayu+ITqU6rbQx7dvc3mgE+yZkzpMSZ7AHlIycFkj9RCUoswxcXUOiJXcpIxTBc3IMz6PDkIM6NUEZb0bl9PdTH5QM0LSl1MbsDFKiRV4GIVKzuAyGjZzXGVEdocRPTVo+KGgjJMVnOsB4sJLCUFPoL4mCi2itXdsnctro2PipHkXr3txnu233CP2rhGca4Or7h92/U/GLv2e2Z0I1pMs4xX4MNRyhkhGwU+BKVulnWzrJPjPEj0IdErCG6e93KcN0rVsqwDIJhlHVgMIcG30xs6197VvvrO9lV3eZ1bTf+GenKL1/xG0bwaYiKIc3J0LUNWCmwDETyYd/NMPUtVs1Q1TzUwIUQFfwS3NuZKm6DSMKXnhUpBrCLFKla2UdlGyiZp2J1rrnvlnXenErX/kYxvin/79+/bv3//3sn9T77w0lfu+HZt2y7JSXgrwBWH1CO22iH0FCtHjN7ktYRXI1r3adXBixYuyCXD3nblrh/d/6M9L/36Z4/du/uGXYIsrh3ccN6FF5x19nnHnXTqgsXL5i1cuHDRwoWLFsxbMH/OvLmzB/r7Zs3q6+ub1Tdr9oHo7585c2DmoYXRzQ/8/IevvPL0nd+5jZOpz//z2Z/57GmnnXr0aacdMzy8dveu5OEHf/jm60//9q1n337z6VdffeKBx+655fbr4o6nVDReUxnZJEs1SvZoNSKUALR7CDVASk5eqA5T+iBaWpvjV44wlw2zqzP8+nxxM6KMUlaBq6GiSxYDouyjsterScGPE7C9E+td+QuIHvtAkHoKevzAaBOwj9QTTAmhojNEapcNUytH6GHaAOAD34UyE0KP8WmdQUKLSXUq9CahtzAtxvUYSFsYqynUOrQZ40pATxPQkICeZkpZTbrSFuod1gJJU8RY3WO1PSnJh1EICkzKSjE9Jc2Ur3cQxf3i+uy8Yz/9yQVHLjzh019cNwIV69M9kAEEu4apdm+fJKHNBCxjcNUWbcWkGQE3F67WBtRDFA9sblBWb+WuyVdbYq3FVxLGDFjD402fr8R8NWXMiNQD2ojA6JbWE1JNaP3vQBz8z0Jl75ItyBFnnHfQ3CNmLTn+rEs25XizV+2C+7kfEdE06XIAUj9QuhKqTxsBbQSU3pU0E6oLcjRK93svAc8EQWo+uGeEa90rSJjSyAnGVlIahNmNBWoQZkZoJS9YaBkIFVy0XAd1Lq44WKmKFW1CrlGqQ6kuXq5jpRpedmglIBWvIFa3kuraHL9ymN2MagXBy7JOhnHQYgpxASIlkBgN0Q1YaVW33dq65ju11s2CuYPXdwjGTt27vrX77uauu4r2lTAXYWKKiSnEhQU+7N5dE3yAtizr5LhGlqln6ToqhrAQZKl6nnEQISiwLlBBF2s7y+6uUmOXv/22bdd9L9rxzUr0VSe9pXPld5Id31QaOxk1BbwD6V6OruWYeoFpFJg6JroFrrapUFyX4bbickG0IamSFyy8XMfLNahkIYpFVxrhrqteeed3k5OT+z7ejaKPIWfpfp39ExN/e+9vf9m/f//Evv3/9qc/v/D6O9+/75edq25Q3RZaqhKqT6gRIYe0ErNKLKgJrzWJUkDKAaN6ZLnKKrbZ8Do7dt329dsff/LxH9z3fb7En3HWPy0/6ujlK45evGz5ksOXLVu+dMmyxQsXHTZ/4YKBuXP6+/v7+/sH+vvn9g/M7R+YOzBnTv/c2TP6Zh16cHZ48Jc//+Errz79/XvuiLYFW+ChM8/7/HEnn7jsyGULF81bsWLpxRedU+bRG3a39jz04//12+fefPvXL/zm0Ud/9dPv/vDOq278ciUOWF3rrr4VHVYOBS0StIhVAkb2qZJLCDWYsbZgyjqotDYnrR4VVo/y67Pi5kJ5FNUKhAWxNairevF7ymdCCykDCG7bjDUGVoCF2nZwkWMKfz3z9xTMdoGyBFNCpOzBJWeUtbJ8BSm7BwyBzYQ2E/yjwYfrKW61CbONaylhJISe4GoE1lopPaa0pCcSBPQkzZSptJlaB9eDzYR8yRC+cpQaZnRwmIIBN8k+tNt/4HZapU1Xx5lKW2iM03YywuqXjWAXDmbXwSQqV3o+dx8ebrB2i7V7i3TdTJCtNCkzxPUQXBQBDUfCOOBWQJoxqaeknjJmKtbafLWJletbcWldFl+bQTOszJiBWE2FSsqYMWMmrNnkzDZvj3H22AeL9Kmal9DCIUL90rr8qV9Y85kLNqzJcrjiA6UL/ZHIiykjpvSoRy4gV57uRwAYB6JXk3bBp7uU4RBaAylX0HKV1B1Sd9ByFZUruOpiSogqPqYEhBZQekAoDizaWUYewoR1eXZdnh1EpRFahaQKdoCkHqU1KKVKyBWiXCHkGgi8XMeKNbRUQco2Uq7gah0q1oYpfQumbsb0zag+TFYgLkTEBBLjEdbNiCFt7yg5XzbC69tX3bXjuh9E22+vxjdV45u8zm3JFXckV9wRjH/Dad6iOtfg5Va35uX9KTFzI8vWM3QtQ9UgzkOEIEc38oyDiiHEeRmyBvN+hm5kOZc1xor1XcX6LqWxuxJf73VuqiXXu+2bom23qfXduBjlyHqOrOfpRp5qQKyL8j7M1XKkMYSUNyPSMFHKc1pBMguSDpcMRLIh3syJOmrUinHauuHGV3//+8nJyb1/3Tu597/XMH+M4cbk5N59+yb27Z2c3Ld/38TkxIEjIBMT+979jz/d84tH/PGrBSuhtZjRm7ze5OWIVxJe7uBSQsopoUaY7DKax5aqBCXLpUp723h7V4fgqbO/+MUTTj3tuJNOW3bkUYuWLVty+NIlhy9ZtGTxwkUL582fPzBnTn//wJyBOfPmzJ0/b/6CeQvmzpk/MGtgfn8/nB2+7yffe/XVp3/z2jOPPv1QJame8YVzFh993KIVK+YcNn/2wMw5sw+ec+jBJxx+GDm87q5brn75xUffeuvZt995/qXX9oDl32u/dn297XFmmRBtWmowJYcpOkzRYUseJ/tc2WeKHiI2RtjKIKauzYqrhujLBolVW6j1I/zmbHEYUQGhIKmBlLtNFrTsojKw3k0oo81VxqX6jp7xAWN3aLNN6t0lCkJLUDmc8oZqk0ZKaFEv4aKMGFN8YJVM6hGmBLgeEVPDXzBmobSE1BJSS1A1BqYJmBqTZkpbQLuXkHqIqwGl9arjGNciAD62Nkba6eoMc9I5K+cd/ZnDTz3vwo0QKjtSvSNUW5QeUmYMLFIOgM9MKCulrISutKnKGKZFmBYQesjYsdRoiY2ErfhcJWDtlDbT6dTuyZWBMyhrH9hUo4yYNiOukjCVJmm36eoYMOkjK02qCiKlq03GatNGkzFTzk4x2V2bo//pwjVHnXH28lPPPHf15gynsVYo1VqslQDwMUaL1luM2eoxd7r1HnhXnNVijJRQIlKNGaPJWS1KS0g15u02Y6aEHn7Akn66MT3AXNeBaspyilA9MIjo4Q+wD2R/rB0wljNMly7dWrhsGBphSrhaI7QaoVUJ3cPVGFMiTAlByUyqHqW6lOLgcj0vmJvx0posvTpDbYSFDKshpRquNNByHSvbhGLhso2XbaxkoUUbLdpYqULINaxswyUNlW1MqUBFGypWkFJ9hDHX5vjLR/iNOW2UamDlJiI3R8VwVAjyQoiVmqpzdevKb49d9V3du45Wxq3gxu3X/iDdeafp39DefffY1d9lje2wGOfYA3rmguBBogcJHsz7OaqeZxywCpJnnDzjgOwvy7p5IYDEIMM2cnyDM5pGsLveui7ZeUtz522V6HpeG4MYN0fWIdaDWQ9i3ALlFFgXEWpDiLQ+Sw8TJbRoIUUjy8k5QUHKJirZsGChapV3Y62zrfPVr77y7rtdYH2M3Y2PX+r+nY/9k/snJif+OvHe6+/87l9/9svdX/l6Ld3N6Qle8ik1RdUEUUJE9jDFZ4yQ0VyqZNNFiynbZKmGSbWtaPHCNSNnfunyUz5/wdGnn7X85NMXHXfCYUccsXjpkvkLFx62aMn8BYf1D8zv75932KJlK1Ycd/jyY+YtPHxW3/w5h84mR0cf/NH3Xnvh8Tff2PPE0z/Xg9Ip533msGNWLFxxxNzFh81ZMGfOwOz+mYfMPfTghTNnnnH0cjyz5oYr44fuv/uV5x99561n3npjz9N7HvjxvXd99Zarom2B5hicKlHlIqNatO4QioeXI0JJSTnGRBfi6lnGHkLVtTl+dYZdk+XWZLk1WWF9Xt6M6qN0NS8CzbODKA6qOrjm0WrMagmrp4zRZMwWW+nw9XG+sU1wd3DVcdpsg2sYlNHCzRZmNDE9RY0U05OewKLnCYyrAaYFmBbgWgLGxKgcwaUATI0JLQXH0ii9+8IPxJQJewjQ093qNxNSj0YY4zMXbZh95CkHDSxfdMJnL9mK45oPJhKUEZFmRNsJXUkpM6HNlKt2+EqHtdqM2WbM1oFlr6mgzYQ24w+kex8I1k7FRluoNUFJyNkJZ8WU6jJ6wNvgOR+sr2lg3KIfkDfmxeoX1+cOO/FzBx927MCKU89ZlxmVqoQZ8/UOU2nieu832wJsBfu/4A9huqjl/QPrmDEjxgwZM2SsgDRDXI8IvWvHQmgBqfuMETJm2CtmCdVFyg1UdingD2hE2LRi9sNBqG5BtDfC/JfWZ89ds/XSYSwjGKQVEKaHqQ6ueEC0jJYdtOzgikeqPpgCY6UKKlmQYGRoeQsqbCwwmyB2mCjmOQ0rVwgFZHlVrFQBgZer3ZC7D7ByBZdrhFxDSxVEsgq8sQkprYeKm1B5iLBGGScvhLCUQmKzIDQJeUxxryk3vizYO92x2+Jdd2r+9Xb81fFrf5DuvruS3tTo3KoHN5QbV1PqOCwmBT7Kc2GeC2DWK9AOzHld6rFOlnVG6Xqe80Z5d4R3s5KfE/0M72Y5BxIDVm/r3pfl+k5Y8jJMLcvWC7yX49wM3cgyHsSHedYbIbQtSHELXBqlVEiwYNEuCCYkGIhkIaU6rvpFp1lpjgfj22/7zl3v/vv/6mLpY3z8v4Jv3+Te/ZMTE5OTf9u3749/fe+pl9+65c4f1dLdtOIiZQeVfbhYh6U6KjtYuYGX66TiEHKNKDlUOSBLPlasw7y1IUd/7uK1J33u/OPOPPe408889riTDl9+1MCcBXPnLVx+xFFHrjj6xJNPOfvcs089/fSjjztpwcLF8/r7sezwz39492sv/uo3rzz5o1/cjYi55ScdPbBk8dwlSwYWLpwzb+68efMXzps7r3/2rE8dMuuTn5jfd9CKJQMXnvvpmiH89Id3vvnqU2+99vQbrz75+itPPvrk/d/63q1jV7VNr8LpKlpSEMlE5TqqeLjs4ZKLFR1C9tCSO9X+U9bkxUuH6IsH6Us3M6uGubWF4hZCy/J2oVgrlGpQuUbIAaVEpBIRIPQY1HF0tcNVx7uNP3D13Gx1r56bLcJIu7QCLr7vBx9wVSC0mLFaQnWcsVo5ob6F0KGiS+nx36UeWIGgzYSYujPbuzZLmwlUbKzJM+euGT7zkk0XbUYygs1OVYV8tc3YKWnF9IH5QIs2UkKJaT1lrRY3bduMnVKT9FQsHxV8tcXYyQhjrBwhV2eYglgRK02p0mL1iNHCf/BC4KTSlTdqwShvrRylvrQhf+kwtoXWIc2nKilXa9N2+oEDu0Ag3VPVsJUDbcfu4lp3UtElWpdroF9hxKCLx1fSYr0l2DEhN5BiFZMbAHyY4gILP8IICTOmzJic1v77UPiY7GQ5YwPEX56h1iNCXrQJ08dND9Pc3tN6C7y9+QlWquDlCqnUSaWOlew8qw5h4oY8vWYU34zwWUaFBBMvV8ETAAHBv9Fi5cBjyUIkCy3apFKntAZSrmfFyhCpbURK6wvlDZC2Ba9mWL8gJgURbPhGeS4oN76cXHln55rvNq+6u9G5Ndhx+7br/7WS/ku5cbU7/nVn7DbB3lXgowzt5Vgfop0cUYNYF/ga5BhnlK6PULUc52ZFf0T0MqKX5d1RpjFC1UboWp51ECFEpCDPO1m2PhWNKYWguxWvDkKlIbQ0Suo51shzRp4zCrwJCQYk6Kjc4KqpHo3V29uuuP76x599+i97/9atSv9Henz/4GNiYuK9997bt6/rDggkNH/8898ef/rFG2+9Q/favBkQ5TosVTDZwRQPVTxcC1E1wMoBWQ5JOaSUgFFDvFQfJkqrtiLnrBz89LmXfPqsL5xy+meXHXHM4SuOPvbEE48/6fiNg/+HuvcOk6q+98djge1L71WxGxNj12hiQeksy7Jt2ul1zpzez5w5Z+ZM3V2KGAKW2JNo7NgQFVAQEEFRFFTAluTe5H5z7y/3m5tchd2Z7x+f2QFj+eX55X7v/eXwfnjYeXaX5XnY177LqyxKekYE7r7quqvPvfDcqdPG93Qt2frSxo+Ovv3kMw9zJvf9H18y5YxZk6fNmjBl+tgJk0eNGd/SOqalZRSo5qaW1qbm0c1NjSNPb20cefXl38t6+vaXN37y4b7ffXbw17957+jH+994c9vDTzxYWFNSPIuxdExTIUkmVJdUArRqo5bD1SwiB1He76btpTHplk527nLqpuXETSvI+b1sGyJ2Ulp33AonkoiQRk9Yn+YQOQsrWVTLY3qBtgbiw5pf2l5FWSsJawC3BnBrgLT6azTavwI+XM9RWp5UAtYoyv4aJX0rIQdLw9yNbXBbJAELPmkUCC331QLf85iaRU8yRq9Cg1mghy1JCDMHmjXQW5FGkTAK5EkTIl0FghxjluJOf+11ajiUtuao/E3YR1slVMksjnEX/WjJ1AuvPvuKm+d1k4jks2aRNQqM8W2tIhiQgScVZRbjbj+b7KPtQtwtMU6pZrBMWsPIaxRILU8aedou0lYRyNEYp0RZBUB2YZzSl4EP1DDw6TnKKNJGgdZycbPImUUobi/swq+6qf3KucsXhEhYdAktQxg5yi4CayncLJBWEQy/X1uUkQNwCYluhLMivA3LKUxL40YGUTxY9MC8jJ1wu8qB7SGpeoTikapHVk2h05jkRlitE+PbYszSCLUcjveQEsxblObTeppUPVR0YN4CM28NEBHBBtiH6WhgsAAAIABJREFUiA4sucACKyq4y3FlQSi+IJRYjhphzo/xVZ/RXtrroVKY1Jdw1iWcdZR2a2rglwN3PJtwfppwflpY92R27WOyf6fs36nn7hXc9Zy+GmYDcNaAuWyESYcYv5f2wowf5jK9XKaXTQN7mKrFC+2HiFQv6YZZL8qlQ0yqm3RCTAroiztxpy2mtseEXlKDEg6UsCOsEWb0arvHW4ydU/NrnL61+ds2PPrsc3/8y58BIg0O/k1JHX8X8FUqlWoWUrkyNDj4+eefHz9+vFKpDJaH/vgf//Hhp//0wiu7V66/J2EFqORCkh+TA1gvQnoJEfMYn8PFHCpkEN7HpQz4mR9mrPYwO39p7yVX3Tjngot/fPP8CAK1d7UrhvDS1qe3bn/uwUfula3Ej2+6AsG6Xnz5yQ8+2v/go/d14+EzL71wysxZUybNGD9+ysQJUydOnj52/JSW0ROaRo9vHTdpzIRpY8dObW4e29DQOvL0kSNPPWVM08iLzp4Zap9/W7+3d/em33y2/5//+eDHnx14892dz297ev0D691+X8mYtGmioo3LDq37tB5gShoSPFjKoEoOEtK9tNOFG+2wvDAUv7mLnNtJzA8xSxChg9B6aDvCpiA+jcpZcMFAhv8AtLe01c841bhuJrmScgYIu5+y+1lrgDH7Kb1Uk7KdoEwraVJNc3aBT5ZYMwcl7HaIW9CNt0McLKa+CfhAl4fIGcCJqTmtD3dDBcYpxZN9tAVeLADWC1gRVu1VlABTAsoosHaJNQuMlqeHCYYASWtc6xp972tRj7H6uhjzohvaGiaedUr9xAnnXH5zF4EpGdosUFqW+taOj9CLoOMDgRiMU6LtImnmGafAJvuAix8OuIfA6qomwzDywA2UNguMXWLsKjbRVpGszek1h1EjRxgBYQSklqWUHCEHlBKweh5JuNcv7J161iWNY89snXred69bEGIN2sxRZh782MC0LG7kUTUgvhn4SC1DqWlSy4CVH6b4qOqjmj9sQpUFMAemXRBZicppRPLBaRiRUojogmaTMgJM8SDeiXJmmFY6EG5phGqL0ivQRITVEMEevnJUR11CSZGqRygpXHZR0UEEG5GTqOKiiosqKVhyowknxFrdlN5JqO2w0g5rPVQSFrI1w9FuIhVmsmJqQ2bNr7JrHy2se6Kw7glv5S+DWx+57b6X1v98a9+GjcHKX8S1VRHKi9B+jM1E2UyV1EJ7vYwfGnayiiWysJCvOvqxaQCvAPh6qCQAwR7KaYPktqjYiSrRuIlJKUxKxTgzzKgxzsBllzHSWm6Vu2q9v3rduvsf3PX2/s+HZbX/ZUak/y9PuVIerJQHh8pD5XJ5aHDoi8Gh/6xUjoEF4/GhoV///g+btu3uX39P3M7FRC8qZXoEH5ECXMzCCR8RMgifRvg0JmZwOUB4j5QCRsm09RLX3LQ4RsV//sgjGzc988gTv9y9Z+vhj97+9Pcf7nl7+88eXHfX/Wtf2/vSu0fefOCx+3uI8BkXXzBlxoxpk6dNnDhl0qRpk6fMGD9p+vgpM8ZPnT1m8szRE2Y0t049feSokXUtjQ0tLY2NzXWn153ynYZTT5kxsXXh3CtX9TlvvvHSb3/z3sefvH3ko/3vH9n3yu7n7/7lOq8v4CwLF0Q4ziO8RioOrWdYo0AqWVwOCC2Hyplowl1BaIsi3M1d1I0riBs6ibld9MJwog2WVxBGKO7GhDQCFG+1yVfJE1qRNEu16G5QrLMybq+sYh8goIBTrFHEjQKpZmgtE7fyjJHFpBSUsEOM3oVLvbSGSj5oSL++hptH4GoHJt9hMVwO9IC4liP0Al01NB2grAFCL5FmH232UXqeNosJd0D0BlgzG+OsKGfjev6kMLMSPcyJ+daurQTL6bnd5FlX3Dzz+z+6akFvL2sD9kmVG/ytwPel0dXMY1qAKBnCCCi7SJqFmpkY+Gyknqf1AnDQ4FMDtFmAxRQsepSRZ+0SbRZIPVc7+BBfQUDaKMTNEmsU42aRd/pRIfWjhT0TZn/vtOZprVPOu2xuezRhU2YO1wKQwgFGXWTYoeDrOz49W+MznyC7qGlcz5DVHjMPjJohIQWm3erHGlnazJFGFrD2IMFFZA+RPVh0ccUj1RQi2GFGbYfYxSFiUS/eDrE9pAQlzBre1UbgEyW7sJwE92VUcTHFQ2UPFpIRzurAlIW9iXld7MJevpt0UCkPC7kwm4mwmWg8iysDYP0nebf3bdi49t7NfRs23nbfi/c98XrfuscT+uoI7YcpL0J5YdoH149exg/TfpRJR9l0zdall/YABRoAXySeDrN+mPUica+HspfB0tKYsAJXIqwZ4ywo4cC8HY3rYUaJcRpj+FowYPevDX5yx8Add/9y4zOf/MvvPx88Xh5uxf6vA9/Q0BBoLMvl8uDgYLkMDiqDlfJgeeh4TTR3fHDod//278+/sjtYcwdrBrDkQkIqmnAhwQP7LFTOAGInIqYh3sPENCGle3ER49Q7Hvjl7jffOnDwwDvvvrX/nTfefGf3J78+ePjTd95+f/f7n7x14Mjeex6+awXcOfu7cyZNnTht2pRpM6ZNnzlz4pSpYydNmTht1vQzzp086+zRE6Y1NY1raBjT0NBaN7KpbkR9Q31dQ/2IhrrTG+tOrTv9O9OnjOlaPu/uO1a/uWfrJ0fe+qfP3v3Np29/cPC1bTueu/9X92UHcryhkKJACgojOXHFZ0SfENPg5zMsejE+FebcLspaCks39zDXd5A3riDndtPzw9wSSFqBG0D7AVwPcCWLKhnwT64xAWm7j00NxJOrWKtatUxeYHZPGP2UWcS1Km0QZOPGBC/MOTEhhSnBN6EemHarojeteqms4eDwaRVcFYAncwHXioTRR+p94NbJ2n2MVSSUdDch39QevfT6Rdct6ummLTB1UsOKNICnNY3d1xbI24WUTFTyUS1bhU6jwHwdbfBkxGSdlWBgJ/Q8Y5fYZAn4htYixqv9pt3HWCVSzxNKllJznFVKOMUYZ93cgVx2Y9s18zvbIQ6XPcbI0nqWPOH4cJKuw8yTZh7TssO+ZHlg5owIbluUvX5peG4H3ENrlJHF1TSi+LUdX/Xw/c0dH2vk42YOiNio4b6v1v2BUfekTKKqoC3EWt2MERNTAGRh2Y+JKVj2MS2DaQEqubXtHoA/sP5bHCLaIbaXkkF/BOCv2usJNiLYUMJGRZdQfFz2ECEZ46wYZ6CCQygpUgswJdtL20siwtKouBzRO1AjzHqwkEXEPCoVw2ymm3SB10vxp4+7/Q8U1z9+230vmMFdWCIfY9IxNhOl/RCVqo66bDrKZCA6Xbt7gN0fUAGH2EwvXW0GI/F0L51cjipLY/xyVAqxVoyzIqwRZtQIq0XjWjSuYpItuHm3/yf+qnVr7nng7see2LRj+x8//8sX5cFyuTx4bGjw2NB/Q8dXHqoMlStDIOGo+lK5Uh6qlIfKQ4Ofl8vHhoaOHTv2xbGhwWNDQ3/49//Ye+DQg48+aRdvQ2Q/yjuI7MOiF+acaCKJSD6uZhE5DfEepeZYPUuKDiPb6fyqn9394NNPP/f663vefefNAwf2vH1g54EP9rx3dO/+D3a/sufFn/18Ay3i19xw1ZnnnzF9zrTpZ06fddYZM+fMmT3nnFlnnjNp6uzRYyaMah7V3NBcX9/Y3Nza0tpa11A/om7kiPq6EQ31DQ31dSNPa6w/bdrE0T+68mKTx1949L7PDuz+lw/3fvrxvvcO796xe9NTzz284WfrU5lsXNBJVovzNiOlEMkDSVqYmsXUPCLnwgm/k3LaUG1BVJgXjt/cw8ztouf3sEsiwgpUD9FOjE3Bgg+LPiR4kODBoo/IGUzJ4kaetIu01c+YK6vY56xmnNWMtRLcQAijHzOKkJJFtDxuFHGzhJslVC/Aah43iriex2RwFvyaAq0QWJCdfOIgjQKQ1ta8/wi9CHKEKWsla61izAHa7GOtEqlklobp86+4oWXqWSPHTD3z4mvbYBGRMwDsgIFojTXybWWXSLePdPpop4+sdYvmt3WLtFWirb54ciVllmr53zWbeMrK1e7IJ8QVep7W8oxeYPR8hDWumd85/ozvnTZm5qSzL7l+aRhK2IweMEbV12u4ajlEecLME3aRTPbhdhHVAkj2MT3LJku835/w+hinwFh51i6QeoBpGbI67eZAVvqXrxk5QgcLhyyhZWktYPWA1bOUHpzc9wHgQyS/xo8BFJkI5yxH5Xnd5NWLQzd3Ez2sCWI6QEIboqQh2UclF5eSgMICplqEt8KM2k2I7RC7qJdYGqE6EC5EK4jgkKpHaT6perjsooKH8KnhchHBRUVQTpSzIcFH5QASvB7KboeVxWG+Laa0Q1oHaobZqltflAtgIc9aa4z8z+zSvXH7VpwvRCk/yqQBnSXKpEOM30N7ES6A2QxCpWE6AzGZGFv1cA6xGeCDH2aAKXQQZlMrcK0NEpajYg+tRTgrGtcjrAaAD0oYhJIU3LxVXJ1Zs2HgznvvefyJR154Ycf+fX8uD7d7x8vlY/9FBOZveYYqQ8crxwcrQ4OVyuBQZXBoOACuXCkPVSqVwUrleHnoi6Gh6uQLvp5jx48f+vR3dz+xWc2uQuQkKqUwxUMkL5pIRhNJWPRhKQ2LPsqnSMHD4ybFmWzCVFRvw4b7tr300tv7Xj948M13P9j71sGdbx7a8d5H+w4effO1PS+u+9mtMTp6+Y8vP+t7Z3/30osuvfLy7198yZyzzhs3YVpzc+vopqbRLc1NDY2NjY11DfWn19WNbGgc2dpyamPjiLqG+vrG+pEjG04/tfX0UyY1jvjBGdP48PItD99z5ND2wx/vPPrxGx9/+s67772xadOz6zfckfLzspKkEmY0Afj0GVzLIkoASUFUCGJCNibmujm3DdfmhxM3dZI3tOO3rKCWhBIdkNKFaiHKinDJGJ9CRB+s3lAlQOQMJPmommPNlay1Mm6viidXA9tnevj+i1sDqNWHOytxZwDWi5BeQIwSpBVgvYiqua9HPTUANw2AUKgSAAeBvyK1kUaRqPpCl2rGCpTeT6hFQivEnX5azy/qpWZfdE39xNljZ5176U1LummTtkqcuxL0j6Dvo05iCH9tEVYfbvXhQDdi9+FGEdfyhF6krD7aqso5ToY8qpr2nUcVMMmCF4fTvo0croMLLLDYy5N6njaLrFkCg2rC6SMU/9qF3ePnfL9x8tlnX3r9kjBNqmkGyDOMPtLqJ60+wuojrNJJhO0ComchPYtZBSpZIpwiauZQPYObGdzMYloaU3xKD1iQuFaddnOwkoGVNK5lCb027Q6rO8C5VvQIMUUpGUrNgFYLV3xCyxBaGlMzmFpV3aIyoLZU2702iP/hkvDcLryL1mNiCpY8WPIQJQ2wD5VTmORgUvIk9nJ1pIV5q5eS26L0/C5kQTfagXBQwsRlF5McmLdRIY2JaUz0MdFHeQ/hXURIoqKLSSlU9iEhFU0kY7wLCT4qBYgY9ND2kqgwvzu+NKZG4hmIzwFdGuj+IvEASuQgNohRfpT2I4wfZdIQl61amSaySDyL0hkAfBCTicWDCJvpZfxuKtVNeRE2G42Dc4qzDBKXxvhuSo0mrEjCCLNajDNiCTOWMDDZ4ZM5u3hr5tYN+XV33fGrxx95YfNTW7a8+cGh/ywP+82XK5XB//s8vr/n+dPnX7z9/pEHH306d+vtvJOLJSxITEGyHxM8VPBQwcMEDxd8XPQxPgWxNhR3GCVj2fl1P7n76Wde2L3njbfffevdQ/veff/19z7c9eHHrx/+7N3X9m5fd9etRByZt+Smq6678qIfXDx7zrkTJp05euzUlrFjm0eNbmwd1dQ6qrG5tb6xeWRdw8j6xvqGxqb6kU0NdXX1DSNG1o8cWV9XVzfy9FNbG0aGli9+fuODH3+899CR1987vOeTXx/46Mj+t9/cvvmlp3728O3+6iBh6pSuoZoG6SZkupCehqQMIgSYVACBVd10cjmmLw7z87uY+Z30ou74oi52QTi+BBM7aKM3boc4J8y7McFD5AwspUHcNabmgDEf8C/h3JXx5ADj9BN2Pw7K6sPMPtQsYWYJNYqoUaTkLCOmaTlgtByj53E1gJU0omfJZIlPr+FTqyDBWxJNLAyxvYwF0KH6+/AtFYDOMEIVSaOA6gXELKJmETWLmFWCtFwbod3QTd0STYQSbg2bvipsoMwqG/FkCQSmV4dB4IYA6kTYo1XA9Tyq5GojOZvsp+1iJ6Vdvxy67JblVy7o6KIVwsgQepa2i7Tdhyg5TC1SZj+iFVA9Dw4ajJ7nzFLc7qOtIm5mSSvHmDlYdLspdTkqdJFKjHcosDLTs6heQM0CYhdgOw87edQpEskiZRcJIyD1LGUUwMaQsUq00UfqRUIrEFqRVAuUlqW1HK3lAKJV13x6FtezmJ6lrDyuekhCDxH88ijZSwq0HgBSHqHmwCoWHNkROQMrGVjJwHIaUTxU8WE5hSk+pWdJPYCFZIyzonGzAxW6CTkat2DRrcp1FQ9VfVzPQFIKkjwQXg7LKUz1UDUFSTaiuLiWwmUH5o0QLXXAzJIQtrgXXR6jI6SIxHU0YeFCkpA9UvZw0YV5G0qYMG+BlR8kOpGEEeVNRE7imo+pHiwlYcnpiRuLEHERIi6G5Tbc7I5nokIxypfCXLGXzYeZVCTuRjkvyvlgYTecQ5SD4gHMZGA2iAJHe8YPxzNhLtPD+r2MD8UDmMuGyGQHLHcgQjch9VBSmJWiCXUFrYX4ZChhRXgrkSokB37iDtyW/8kdG3756CMvbX5k83NbXn/t93/8tyqrBATuDv0Xa3X/65/BSuUvx47/25//svOtQ/3r72WMNCq5qOSjggcnXDjhQlwyytqI4NFajlSyCJ9iRJeTU7zqukH+rvvu27p9y4FD+w4d3vfu+7v3v7fn8CcHDx3Z/4tH76USyLU3XH32+WdPnjFjwuRZE6fOGjdlyqhx4xpbRwHsa2pubWhsrm9oamhobBx5emP9yPqGhpF1jSPrGuvrG04//dS6077TtmDu048/ePToW7v2vbzxxYe37Xj28KE9/+s37//60wP73nvtlTdefnrTkyvXr+ZsLSomwpIMKRameqQWkGoOlXOQmIHEDCwFEc7rxI1lkLygh5vbjt/Yic8NM/Oj8SWwsBxXuhkryqcA6gH4A39Gh0dUIHSNJwfiqdUg3gzYRuHDqlvCLNFqjpEyjBLQapbWcrgaIGoG1QLSKTHuAKHlemjzli7yx23Q4ggXTbhgJ1ijN2NqFtdO3Gcp4Npk99PuStLux4wiafWxqdVMciWmFwmzj7ZPnG7/uqcbzuKJDycHAcYfYRbwL6Pel4DPLBAGsDAoDbPw8itI9Qc3tY8+8/unjp/VNOPcHy2LIIpHmjnSLFBmiTSKtNlPGn2oXsRBe1hNw8hReg7XAswIcLOqpa1V3Onjkn1VTwG9gFlFzC5idhGx8rCRRYwsaebBJMtYhWEaSvXnBK5mcTVPqgWAel8FPsLIkVYhJrm3dMEXXXPjjPN+MOPc719x4+IIq9NGntBOdOWgzT+Jmp4lzYA0s5iWxocvv6iUQkUXl70Tdi96QOoBrqVR1QeFaRlcz6JqEBNTEcGBJBeSHEhyYDmJyElUsnHZIZQkJloxTush+A6IWRbC23qxLjgeoRRUcGjFozUfXHsxKYkpKUROwpIN5G6w5ECiHRXMKG/EBCsqOj1CsitudVBaG6osjslLYloHlgwxIOE3E457YTYViadjiWoEZZgNeqh0iPSilB9jMtHhKI8oF0T5bC+XiSayGJ/vJZxlUXFZVOgh1GjciHJaJC5HObWHs7pZq4c1cD2t5FY5A2vTa9ate+AXv9r04pPbXn70xWffeO/tY6DBAwbMYPH233HV/f/4lCuV8uDQ0BfHByuVyvFy5bd/+OOWnftWrr87rmcIOUMqASp4SMLF5Ay4nMb4FCpnYNGFBRvidCguxTUz6B+45+cPvLBl07639xz84K0jH727/8Cun913WwRefvGl5846c+rMM6bPOeusOeecO/3MMydMmTpq3Pjm0WNaR49tHTWmuWVUU3NrY0NT48jTG+tHNDQ21Tc21zU01dU3nH7aKQ0jTu1YMv+l55743e8+eunVZ620zHCxtQP+ay8+deTdXR8d2Xf48N5DB3e9tf/VJ555qLi2JHk2ZWgxXoxyCi4nMTWNKGlMDcCkFhPSobjbSdrtiLYwkpjbQ93Yid/Yic/rZZZCQieph1gbrPxiggcc8GvwV11sWSXWXQm4LyDoh7L7ayZ6tF5glByt5CgtBziAqJbF9BxhF3GzgEjpcNxZGuNv7iSWxvhowq1R/ADQnGD2DTdcpFEA5w5SLwIWDqkXmWG395Nn0m8CPtbuI/U8LKVROUMYeUzLATbiX8m/TvrAwsk+rLieXQrzF1y7sHnmhadNOGP8OZfc0oOTZo62i/jw5aGaLmL3084A6/SzVvUOSxsFQs9iZpawAGwVgI8AbRZYu8TaJZDHQmrgmlEk7CJuF0mrQFkFzirxdom1sqSRocwMY2VZu0CbOUILqrGQeu5bgA/Ts12MdsUt7eNmX3Bq84SRo6edd9n1KxC+Rk6uGkmpmerCTgtQLUCUNKJ4YIiuOq8oPrB1qR1DKC1DqGlwCEZVH9PSmJZG1TQs+5DkIYqPqj6ieLDsQlIyKlgxwULkJCInwXGDUjxcdKKMtgLm2sLk4i50SQ++PMaGSBlOmIDuh0lJSLDDCSOSMCDxBPBBog2JVpQ3wwkjKjgxMQmLqQjndBFaOyQti8krIK0Ht8NsOlKN5shE40GEzYbZIMxkQ0w2wmRAnlEsHlRD2uKZcDwTYtMxLoDifntMXtzLdcBShDGghAUljBinRjk1lLB7OQtRUlIwkBz4ib963eq7H3j4+c3PvrrjiZc3P/HypveOHgaAcvyLY+XBob/RmqXyPwV8Q8e/GDr+eaU8WC5XI0LKlcqxofIf/vinfe8d+cXGrcHqu1g9QHgnxJq9jAWLaVzLRRJuL5+MKj6mB6jiRjkViisJ3fYLfWs33PnkM0/ufWvXwQ/e2vrqc5m8NX/x9ZddedFVP7zs6muuuPD7F8066+wpM2aOmzR5zISJY8dPHD1mXEvr6Mam1sbGppaGuubGusbGpobG5obG5obGppEjTmuuH9HTvvi5Jx/57NdHt+x8WXHFG2655torvjv/2kvRzoXrBrzXtz/96Ye7Pjmy+8jh19/c/+qzm5+6/b470/0FwbZwSUYVG1Ec4P9MGjlEycTEdEwIIny6m7WXYfKCSHxuFzG3k7ilm5rfQy+JcB2Y0kObIS4ZSbi15KOTM0AwPQf88uKplZy3ivNWse4AaRVxI08bBVYv0sP6jSpDRc8TZoEw8riaxZQgmnB7aDOacHE1W9uIgcUf6C4Bvw8cQGirxBhFWs0xeoE1irSWJ+SAVHK0XiDVHKHmvhb4AJbFnX5MCbpIfV4PfcNydHE0EeVT1VH3yyq3L4MmuLEWhvvcPkRJL0PFuV34TZ3IomgcVdLxZB9p5XE9h2s5VMmSQILi9JN2H2UUaKPAGkXOKjFmkTTymJnFrRzITgMmfQBrAFubNPKMVmS0AqmBdPAC5/ZzVgnlU92QML8TWhDGQnGFMn3WyVFm1W2FMrK08Y3Ahxs51MxDsrcUiv9wYccPfjTv8hsXLezGECFF6PnalQNXA/DFIEoaVtKQnIZkr2Y9gKtpYtjCj1B8UvZx2QO2K4joIlIKVbxax4coPiR5qJqhrAJl5WA5FU6YMdFGFBdVXEROQqId400YCHilJCG5mOCgCStKqz2Y0B6hl/QSbREKEABR0cFVD3wULDlR3owkjJhgoYqLqSlYciDBqqniUNGFeTvGWhHKDBF6L6oth40O1O6hvEg8iHHAoT4XZrJhJhtmMiC7oxbSVktoCzPeCkRtC3MdsBSmrWjcirB6NK5BCT3KaWHOJIyMnB1wV67Lrr191Z33PfDk08+/uuO5bdufemnzq/t2//O//q+hSuX48ePHPv+iPFiugF9/w/M/1PENHa8MfVEe/KJ87POhwWPloeO1ULihSuV/Hxs8+PFv73/kGT3TjwhWJG7E+CQqp2OiF5b9XjHVyyfDvB0VHFhIoryNJgyYVXnNKq1e+eRzG99+/+29B/bc9/DdvJ5YsGzBJVdfeuZ550yaPmPClGnjJk0eO3HS2PETR48e19QyqrGppampubWxvqmhrq6uvq6+saGxuampub5uREvDyN7lS1589olPPv7w2Zef4SzuunlXX/z9s8+bNfHMiS0/OGcm1L3wrp+k92x/6tPDb3xydN9HR/d/8OFbW7e/cMcDG7y+TNw0EFGKJQRE1AgVLEoCRM5AYjom+hHe7abN5ZiyFBIW9DJzV+A3rcAWdFNLwlwbLK4gtF7WBos/MPxCog/aQETOEHq+tvvj3JVVZ2OQy3PS1YI0CqRewPUcrlf3SoAwdDJ/qLZsOnFgEf2Y4KFKQJlFxqjmTsTNEmeWGJA4oRfiRpE1/9rspFbgutoGCRdes3DM7IvHnnnJ969f1o7JiJLBjb9munwZBIuUWc2TBEjEOCXGKbHJEpssndyc0laJcUogChLTAswoYHoBV7OEWk19ZKwiZRYwI0C0zLBlDjDaKgLuC/g643pf3Oyj9DyqBISeY+0SJvjz2tGzLvxh8+Q5U7976Y0d4SivAxsVUg+AS/O3AB+mZxE9S5h5ysziqotLNiE7jBmwVhFVAlTJkN8AfLBctVnGh/EOlzxS9oGLPWj6CMXHFR+8D6alEcWDJBeW/Vp1M9q8XvyGjujiGB3hTVRNQZIDujZETqI1Aa+UJCSXVjxScqG40Y0JS0Pk/C5kUQ/eDrE9tAJJNqamcM1D5GQN+xA5iSguKicxMYkINpwwkYSF8jbOJwnexRIOzForUL0d1pZBWjtcJonHAAAgAElEQVRsDF88ClCiEI3nQnQ1jvJk1IP4HMzne0hnSYhdDglh2kT4ZIwzQrQSjWsxTouwCiTacjCQWvnT9Jr1K++69/4nNm58eesL2197btsrz2x56f2PjwyCtqna61UqlUq55if1rc//KPANHa+UB4ftFIYqlUp5aPD40CB46S/Hjh399e8eeup5I+hndI/WvUjciAhuKJEMxZ0o70KSB0keLHqA80mKLi1akuOvu+e+Lbt3bntjV9+6W29ZtmT2BRdMPmP2+KlTq6g3cdLY8RNaR41pam5tah7V0tLa2ljf1DCyvqGhobGluWVUc0trFfg6lm7d9OSvPzm4advTWlb78eLrz/vunPPPnnXOzKmzJk+YOLZp9rTRvcvn371u4M2dL37ywb5Pj+4/cvjNt95+ddPLj99+//pgZVZ0VEJMILwIJRRUtHHFw5Q0ADJQ4bjTSWhLookF3fSCLuqWTvKmTmJ+iG2DxS7KCHPJmODV1n+1ERjMv+CbuWpu7PRT9gDtDFBfzdXVCwDpECkN9nqYEgAXzJOFceCvqH3mGvCRapZQspSWY40iaxQZvcDqBeabR11w2bipA5t07pWntMyon3Tud69b0kGoqJbFjTxpVAfh4Uzuk2XFBdKoqkpQJUCUDKYHpJknzRxhBMPWrVVMpO0ibRdJM4traVTP4UaRsUqc089ZfYxeYMwC45RwMwtrmZMZi7X03uo/UC+xVh9tVRk5tF2Mcs4P53WPnX7hKY0Tx8757o/aeiMJE8SEM1aBsUqUkSeHLxtfC3yQmkH0LGnkaCNgjAxjZBgjS2hZSPRhycNr9vHVDV0a1dOonsaNDCAGEmqa0tKkksbFFCF5IKyjZmiKKz7wuToJ+DyAehE+uRTmfrik55K5bde19bRjXFSwYDmFKFXbelTxEdFFeAfmHURwcN4mxCQhuRjvRGh1BZpYEiYX9mDze7ClENNFSVHexNRUtdGrTrt2lLcinBlN2IiQRIUkKiQxPonyNsJZcMKCBS/CJbsIox1WlkHKCszsJp0w60XifjieBiEekeGAylg8iDGZEOmtgNV2KN5FSNG4CSXsGGdG4zqUMGOcASWMhJNL9t2WXrW+8JO77nrosY0vb9306vZNr76y6ZVtT2/e9OHHR6t4Uq5UypWh44PloRPskW9//seOG4ODg8ePHx8cqgrryuXy0NBQuVwulwcrlS8qlePHjn0+WCl/cXzws9//Ycuuvbfd82DcTKO8G4s7EJdEBA+R0zHRj4peTPIjUjoS92HWg7kkKjhCMuuUBhJOakF36KJrf3zWxT8485xzps+ePWnqtPGTJ4+bMGnM2PGto8a0tI4Z1Tp6VFPDqJbG0WPGjJswefzEyWPGjmtsqGttrIt0Lnt10+O/+fidfQd3Prb1cavfvW7+j88596w5Z5xxxuwzJ0ycVN9YP6qlafbUSTdeeZmZIJ9/7P6PP9jzT5+99eHhne8c3LFlxzO/eOzeW29f4xbSrKohnIIkdExMwoIHiWlUCUAXFuNTEcbuIfQViLw4HJ/bRd7cRc7roReE2KWQ0IGrPYwVSbgxwYuJqVrBso+qmZrtMGn3Uc5KJrmKSa6k7P5aiEfV8tPIf42GV8+DfF5EziBKAARtwEWVNAq9rN0bt1A1A5RhuJ6lrAKb7ANvUlbhm0ZdyiyydqmL1K9bEr34hvYr5/cshQRUDSi7RDlVFe3XAV+ONkGuZg1S84SRxbQspmUwLUPoJdLoo61+ChhGGVnKytF2jjTSmJEnzBJtFjE5041pS0LsMoiP8ElUz2BmljAKqJZF1Cyq5XAjj+k5YOxMmkVCK1BGkbJLhF0i7CJpF2DZXxbjr53ffckNS69bGlmBK4SWZe1SLYqX1Aqkmv/GUVfPIVYRNvKIlsYVj1I9SvNxNY0qAablMTXAajB0MvAZGcIMCMUHpGJaD1gjR8lpUvIYyaflqr3oiVFX9hDFQxQPllOI4uNaFteziOL3xo2lMDe3C7mlB11BipCUBO8DSS7I6IBFFxFdTErhUoqSU6TkYmISExxMTKKiAyXMEK2swPlFUXJBCF8SoztwPhTXQNsISQ4k2jHRiQpuVHBjvBtNJCMJOxK3YpwFJ2xEsIE9Kix6kJCKcE4vY3ZTxgpc7cCUTsruYdPhRACyLmEhjyTyUcrvjFrLY3IPKYUZNRrXo3E9xhmgUMGJW1m7eKu/an1h3Z0bHnz4sec3P//K9s3bd7zw6itPbd70zOZNn3z2aeWkdm/oeDUb6G9JFP+fAb6Tsy+B/KO26SsPHasM/kel/Hl56Iuq7q1SOVYu/+uf//Lq3rf7b7tPsfpIMQXF7WjcCSWSIdGLyOlu0euJpxG+iEmFSDzZTSkx3sQ1N8zJt/TAV89bfNnV15z/vYtnnXX2lJmzJk6ZNn7i5LHjJoweM270qDFjW1smjBszdeq0mbPOmDFz9qRJU1qaGsa2NMGhzl0vPvHPn+4//Jv9rx16LX973xU3XTPljFkzzjhr4rSZTWMmNo6aUN/Q2tLQPKqublzdiO+fNTVBdj37xF1HPtxx9KNdHxzZeejD3Xv3b3/q+cdX/3StmkrRskEIBiwkY6KPyGkUHHClDCYFqJCG4sluQl8KCQtC8bld5A3L0Rs7sHk99JIY34Gr3bQ5TK2qRoWcrOjEjTzlDDDuKsZdSTsDlNVXDdu2+im9ylwBLpuElgMB26ANPJnPzDr9vLeaNArLUfnqhaFrl0Y7KY2yCrRdxPQAN3KUVQCKLuBT/2UGTIE0CsDIvppJZJVo4MBs99FWqYo4+jd2fJRZpKw+dBiCaauI61lUzWB6QNkFyuwjNBCr1keZBcLI4noGMC1wM48bxRBr37QcPe/yW6aee8XZl8+d24lHJJewC6RVwvR8LR2FMIvAKgJ4teJ6nrCKqFmA9SysBagWgLxA1irQVpEyhnM29BIwfKWNPsbo+zbgMwqQFiBqmtTTrBEwRkBoGUTOYDowbgGsPb+2pINVD1JSHbj44yWh6xb1LOzBo4xBKmlC9gnRoyWPkn1cSuGyh0sptBa0Jqdg2YNlD5I9WPERJQ3JqZiYjApOF6N0EEKENzE9jag+LKdiYhKqJhN5qOyhUgoVkrjg4IKDCQ4unBiBUdGBBLuXVdtg9uZO+Pr28C3dyHIsEYprkGgjkoPKHixnYqIXTbiRhBMRkjHBBd730YQNiXZMsGKCCYtJTPYxxYfFVJg1O3G5DVaXocYK0gmzPiLmcbWPkEtIPOhG7C5Eq7V4oABdmdJ8I78mveqnwa0bbr3nwYeffeG5V3Y8/8qrL+7Y8cKrr/z8sUe27Xj1j3/8Y6VSKQ+WK0PlyvFBIKI4NjR0bOi/JHPjv/sZ5kB/5Rkql//9z5/veevAnfc/ZGcHKDkZiRthPhmT0hExHUmkMMHHpQzEJSOsjQgpXErDvAtxyV5KW9CNXbtwxeU3Lzn3imunnnP+5NlzJkybMWbMuAnjxk+bMm3GtFmXX3rldddce9H5F5w5febE1lHTx01gUXT3K8//yz+9d+TovudeekJJyt+/5rLxs2aOnTZr1JSZTWMmtzSOa2mZ0DxmQt3o0ac1N55Sd1pTS/3ll34vTsL9gfbs43cfPvjarz/Zf/DQrl1vvPjMS49ueOA2t2QxjgKrWkzSICmJyFlYLEBiFhIyiJSJSenuhNfB2ksx9ZYIe0MnfsMKdG4XNi9ELI6xXaTSQ2u9jB7hLEhIDv+AdWN8EpWShOqSWpo2cqxdSrgrE6k1idSt8eRaxlpFG32gQOYGqZdwvYBqeQzE+AIEVANgXwyLXjsi3Lgcumph14IwjaoZximRw+oIYGRAW/2EXkSVLEjPqJKQzarlPaqXEL2ImSXc7MOtEmYVcKuAWQXcypN2CdMLqBpUhXc6iA/PUcDqzqrZnRZxswhreUjJwloBNUukmaWqfu4BqQfATAUwhNlkH2HkFke5s6+8ecTEs77TOn3COZf9cEk4wru0VaC0AJd9Wg84q8SaRVrLUmqW0QqMUSSqFvwl0izgRp4wcqQeUGaGtrKsmWeMAjDO+HLlGT3HagGtZlg9yxhZcGwl9IAysgRwHv2yHA0Mp7iaJvQ0pnmo4sKyC0kuoOaEE841S8IzL/rhuOnnjZt5wXevmtsWpQnVI80MrKUiSjIiWahoUUqSkJOYnAJsAUj2US0La3lITcfUVFRJxVQP0nxI9SKyG5aSMdWDVD8qe1HZiyo+qJjiR2UvIqUiUqr2/wcRXRDZgatpUg9Q2UP5JBq3I4TWGeOW9hCLutAlPWhHjA6TAsxqBO/QUgrnHShuILyNKS4sOWHeDCeMKhNQsBHBhnkb5i2It4CTSpi1VuDKMkTsJNQI78KSH0o4nbTexZgRzoISeowzonE9zOkhTo8kTEL3tcKt/to7g7U/XXvvfQ9ufObJrds27dy5eefOjVu2PPTMM3c//NCHHx39W4LDv+n5/yHwfdtTrlSOl8v/+cWx3/zLvz23bVd6YB3M2yHWiApJTMmgkg96IlROo1K6agUo+Yjox+JOlLN6WW1+N3zl3EXfu+q6M867cMr02Weeec5Z559z8eU/cH3ngZ/fJ6vCVddcPnHyuElTxgsSv/eNbb/+9YFnNz1M88hFV35v4hnTxk6f2jxuQuu4yRMmz5owbtroMRMbWkaf1tzcMH7M6Mnjm1ubmhpGjhvVPK65/oeXXZBLya+98swnH7/96WcHjny8b/9721/e/uS9j96dX7dS8l1U1BDBRmUfBiamsheTvYiUicpBREz3cE47riyMcrd0kzd1ojetwOb30IvC8TZIWIGrgP6CSOmqzFl2cdnB5RShpkk9R5tF1h6IJ1fHnbWcc2siuTpurwQs3KrjC4joNUtV7z81CzpBUs/BotdNqUtj8cUxtpvRgSQLVQNAIsHULHBwAS0euEUgcgbX8jXTl+G/4oQFQE0DS9l9hFXChw8auJ6lrSKX7E+4/bjqh+ImLHlV789hrh9m5FG9QOgngizIE9KIPKHlKLNAWfneuHXt0sjsS66f/r1rL7tlRQehkGaedUpgQUZpGUrNknJAKgGt5cCaErjwY2oO07K4nqXtPGsXKDOD6x6pBbT2VdTL0VqOVrM0SM41soyRBQ59kJCEhCQsJPGTDAj+ujQf0zxM9wgDMFF8TMt00cY1S8KTzr3s1JZJTVPOuvDquW0wi6oupqZQNYVqHqanCMWlNReXHFhwYCkFSV5M8iA5HRU9SEpVh1k5VW0h5RRY7SHKibsH2IZ/qQQXeL2A0RuRUtGEE03YMT6JCi4upnAhhfFJKG6ESLkT4drCxMJueFEn3BGmwoSEciYuOLjkwqIT5c2YYMGSA/EWnKgiHcxbUMIEUAjzFsQnw3G7m9J7GCMquGAp2RO3ejknyjsxzggzSjSuR3kTDNdCut8eWO+uWl/acMcDT218csvWp7e9+vz27S+89trGLVt+9tAvX96969///Oe/B0n+kYCvXC4fP3685rf1p8+PHfjwk8ee21JceyelJGHRjSbcXsaM8S4i+WHO6abNEJeMCimI91DBRwUfFr1eRutA4jcv6/3BVTdcdc3czq5Id6xjyYp5t67vf/fo27vf2bX6jlXLIssuvvYSWude3vHc0U/3P/n8L2EmfP6l50+cNXXijOnjJk4ZO3bSuHFTRo+dNGb8lDETpzSPH986YdzYyRNax7SOGHHaaad8p3HEaQ2nnzJ+VOON111Ryjnbt2784OCujz58/bOP33z/g907Xn/hocfuz68sKkmHVk1U1FHFRmQLlhxEzsByBlwwwEGjmzbbYHleDzu3g5zbQd7SSS/s5dpiUhdhhll3OPjNw+UkLqcwGciHA1zNk0Yfba2MO6t5d00iuZq1BujhHG7SLJF2H2X1k3qR1IqUXh08a9r4COfERJcwsrRdxPUsIqeBbh9VAtDf1a4rw0FFJXrY7vSk7LcTw2y1R6t2WMXqfG3kaLOAiH4blLhqXscPrl+4sAeDEma1XdKzVM0u8ESWxUlGdSCnUQ1QLQNoK4iSBtvP6iLSyNF6ELfytB4QchqX0gD4aC1P6/nhOT1PmjnKzDN2nrULtBUQ3w58WpbRA+CRE2GNm1cgV9zScd2SUBvERXnnq3hXy8NFZBdWkojiYpqPqh4spzAtg6qZHta6qRO5ZO7Sqxd1LoEYRE4SehoRnappqOoBIh6ppFDJrcaKK2lMz6JqBjkpY7d68FV8oO5AZR+4WoGlW63AkgQWk+G42U2pPYwGPjbCWSHWAJ8/xjugDUSkFCInY7zVw8jtWHxxGF+4Al7ag3ciiSijwwkTSpgQb4Hb8cl4V4M88AoipmDJj3BOOG5HE8mYmIoKboRPhvlkmLcjCT3M6VHejAkmqjiJVN4Z+Il/6+3BbXfc8dCvntqy9fntOzZt37H5tZ3Pbt328NNP/+LJJz8DLvN/x/OPBHyVSqVcHqwMDQ4OHh8qlyvg+Ht88De//8Mbbx/c8MDjkr8Kl71I3AQBdJDow3IQEbwo72NiFhZApl+a1IIYaywPkTFMHFhz+ys7Xtjy6saXtm3c/da2dw7ve+foW1vfePlXzz705JYn9h7a9d7RvQ88dlcXsuKCyy+YfOa0sZMnjh0/YerEadOnzpowZfr4KdMnTps5cfqM8VMmjxo3tnlUS0NjXX39yIa6xoa6hrrTTm0Y8Z2pE1quu/xCFu28//a+g3tf+udP9v72kz0fHtyxa+emZ557fMPd6w0/RSgKrsiEapKqj8seLLqI7ONqgKs5VMxGOL+bdNphbUlEWtCTuHkFc/MKZkFPYmlU7kCNLsKOxB1EcFDBxaqLvwyqBKiaw7UCyAVn7T5umAFTzfexi4RZOJG+NuzOdNLGKkMY2WHWSJYyC5QBoC2Pa3lUzmDqsAkCYE2rWVzN0maR1ou0VqS1AmDDnIwgpFHEzSIg4hF6nrIKuBosDDEzv3fdKaOmNkycdfkNC0OUSOs+pfm46pM6kJcFuJ4hjIA0h3l5+kk+gEYesEOAvShgulQvP0aWMgLAQAYaDELLAk4PbRSGczMCYCgPVm+kmaWsHGl8s4O8kiYUnzVzqOje0B4bN+fiUxontcy44KpFXSHOxLV0LVztr4rQ05juoaqLKG5MTEZ4G1HSwG0BM7KQ7kekJKR6uJ7BFR8VkrjgUqJHCClMdAglRWk+oaQQ0al2l6ILCUlUSgGWHyalgMADKD1w2cNlH5fSmOgDASjwI0AFDxN9mHc7CXF+CP/h4q5rFnUujlJR3gLEPUxN4XqAqOmo6IZ4KyzYEdGOSnZUskOC0cuqXSjfFqaW9BJtYWo5FO+lZDDbRuM6mHNPBj5gfQolTPCfE0rYEc4Kx03gwxrm7RBn9saNMGdCoh3lTUS2pUwpuXJdas363E9/dvsvH31i80tPb9n2zNZtL+3c9dLOXT9//Ik7Hnhgz4F3/nTs2N+JJP9QwFculwe/qAwdq1QGQdZlbcgvVypfHDv27tHP1t/3CGekYc5EhGSMT/aydohzIpwbZVNRzgMkkpiQgngXjjt4wtWTpfvuueON3Vs//OCdQ4fefPfgG4c+fOv9w/sPHX7rnfd2H/hwz6GP3/rFk/ct7V0849wZE2dPnnHWrOkzZ0weP2HChIljp00dP2P61NlnzDxzzqRp05tGjRrRUD+ysX5kY0N9Q0tz85iRI+pO+853mupOGVV/WtPpp50zfTwTbd/4i58efmfrP32897efvHn08N4D7+7a+trme351n1PwcDGBJiQ0oaCCgUs2oXikGuByFhEysUQa4oMQk+pAjcVhcV5X/OYVzC2d7Pxubn53YllM7MHVMG3CCReRfGxYEQUKjLHscPRlIrUqnhyg7BJplWhrACgxQNJbbZGH61kgDABcOcKoWhtgahbXCpiSReU0YxUZq0jquVrkGGnkCS37VbyjtVxVe6BXvWT+CvhmXHTt6eNmTpzz3R8t7IA4jTUzpOphcgpwhkk9qArCzDxpFmopIuBrJow8aeVBbwjeh7IK4A6DA8qxmSO0DGXkaLMAhBOA+8LbeUrxcDnFGNm4lSe0DKJ4uJ4hzWzNX+CbgI8xsrDo3rgcmnD2Jae2Tht95veuWxaBJLc25H4V+DDVR9UUorio6mFaGhwoUDUDyz6k+LCejshuTHZhOYXJHqn4tJKmRA/nk4iYQofNRIHDCqX5hOoRsovLqRrSgcsvAEFMSmFiFeZOrioCCqmYYHXg/A3LI1cvXDG/F4skDFRxY4IFiRYse7CShmQ/JqWiUjIiOmHBDgtWWLRiog3MrzoQbnGImLcCWhoiw5QCc2aM1WHegr8B+GKcCSVsKGFHh4EvmrAjCTvEmT1xo5czQwkzwpuMHSRXrsusvT295idr7rn/kRdefP7V7c9s2fr8K69u2bXrseeeXb1h/f2/evjf/vS/hyqVwfLfcrz9xucfCvhAx1cZqpQHhwaPHz9+gvZcHhoCB5E//vk/97zz/ob7HlLcAio4EO/EeAfmXVTwo5wb5d2I4IZ5J5JIQnwK4VyY1ilayPi5Xz306O5du9498NbBA28ePLD30Huvv//e6+8c2HnoyJuv7d3StzbfHl524eXfnXPhWedccM5Zc86YMmPq2JlTp58z54zzzp195pwJEybVNTSeVldf19I6srW1rqFlxIj6+vrGlpaW5oa6kad+p+H0U0Y1nDaq/rQ5U8ch3Ysf//mGowd3fvrxvo+O7vvgyBuvv/nKM5ufuP3eDalCRnFtRlHQhIgJGqm4lBYQcgaVMpiSQ8QgEk91k1YHqi2Nigt7uVs66bkd5Pwuakko3h4TugktzNqQkEJkHwgVMK1q1Qcup8AJmXH6mGQ/664cjv3tp8w+ygRR36VqqJuWwfXgBEltmOqMaXlCzTN6XkqtEpIDmOh342oPoeFSmtXzuJTGlQBX/wovqpt+0iyQVokwClWBsJ6ljDwseIsj7PXLIotDRDSuM2bAmDlcTWNqBuz7qnIL40tyN8DsI/QiaRYIIwtEYCe0GVWUzBNGgOsZWE4B+EbVDK7naKsPldNRSl7agy5YAXfjIqmlGStPGAGmBcjwJ/n60oIaHIfj5rwe/NqloZu7sZ64QRjBV7d7J0ZdJYVUR10P+DzjeoCqGbB0Q5Q0oqRRNY0qaVROo5KPiz4upTHJx5U0LLqoCHz3XEJ2EN6IxVWU02DehqUUmG1BD1g9WYDj75ev/+BNSEjF+GQ4rndR0lKImd+LtsFMJGEgchJQ9sKcHeKcqJCCJLAfdKOCExWcmJSMCU6UN1E5iUpODykt7MbmdUDtERqiVZy3kW8edWNxIxbXY1z1ABITQJmRhB5OmD1xq5PVUDWlF9b4a9enb11X2nDHPY89/tSWrc9t2bb51R0v79z57JaXN9x7z9oN63ftfePzweNDlcrQ33HZqPxjAR/Y8QGwK5ermrwTfV95aPB4NQDkT59//u7hTx5/flvfT+/l7ADhLYRPhlijN26EBTss2L2cEeFspDpQ+BBlEJxlevlVa3/y2GOP7H3jtQ8O7n3/3d3vvbPzwIFd7xx8/c339jz/ynPplUFHbMWVP77y/IvPP++S71507ZUXXXXZGeeePWnylNGjxzU3tTQ0t45sGX1ac0tjS2tLa0tTS3N9Q8PIkSPr6urq60c2NNTV148cccopLaefdu7sqYvnX2ub9NMb7z360RuffvbOwUN79u3f8fLOzQ9v/OWq9Wv0dIpRdUzUMdHGpBSmZIDyDJUzsOjH+FSItTsJbRkiLolyC3voBV3Uom56cSjeFuM7cKWHNSN8EnxHVfWhchpVMqiWAaQ8Jlli3QE2uYZNrmGcNbRTlQCTVh/guxFGFoyWeHWdlEEVAH9ZUitwVpE1CqjgdaLyjW3QdQtD7dEEIWco8EUqwTDsZoCqFNczuJ4hzSJhFrFhz2dMCyizEHf64k6JNnOsXax5ymN6DjPyuJFH9Ryi5TEjhxs5rGp7VwAKZdwoYXqBMPIAPoByC4y6SJXkmMP1DGivwMCOqhnSyMcE/8blyPmXXjtx1nlT51x09c1tIUYl9IAwsriRw74J8oaBD1wDcDVNGlnw+XEjgxkZVPPxrxxzT5SeJs0MZWVOPm5gWoAoaVRJE3KGkDO4lEYlH5Z8WPJiYgpR0pgWEFoGrOEQMbkcZn+0qOPia2666MofXX3jgrYYHRGT4LJRZa5ILjh3QFLqZF3Hly4bYgqRbUS2YoIR5fWYYMCShcg2LFmwZEGCC/EeIvpgPwgLqRifBFu/CGeGOR2Rk5iaQkQnRMrtEbqtl+iCOZjR4ZPA7q+PG5wJxQ2IM2ptYDRhhDk9wunhhNUrJCHNF7OrUrduyKzdUFp/550P/erxzZuffeWV57e+svnVHS9s2/bAQw/99K47X9j68h/++P8cr6Zd/F3PPxLwVYZ5LkPlCnCgKX+J/DJYGfy8MvgFeGuoUvl8cOi3//rvL2x/I7tqPSo4iOTEBCvMm6GE2ctbUTEJCcko5/TG0yEuiPF+LGFBrMQpav+avqee/tXuPVvee3vn++/u/j/svXeUVWWeLgwqUDlXURQFSFARRNuEGUVyDkWFE3be++Sd9z5h531CFQUICCIgmBWVnLMEAUGQHM3dM923+/bMdM9Mz20VKnx/vOccytQz63p7fff7xne9q5anigqW7MdfeMLFi8fPXjxx4bNzZz89c/DUoWWvL6dYz4Q5U5+aOv6hUU/0HzK4orKyrKyiuLgsv6gsp6SsR1FxbgEwf8nLycvtlZPbMyevR05uj5zcnnl5+XlFebfl3tat2y3du1VX5eHojD2713z1xZlff3n+8y/OXvvyzIVPTh45dXDdtvULVyyTLJvkIwgTRjiFEI00/VWwcMFCeRNiVGcg2uSVZyLsFEdwYr1vXB05tp6c6PBPR5l6j+QIRiBWA4mFGG9hgp0uZyIpKtrsicrPsU0AACAASURBVM0NaAuD+uKQ8XzQWOzXnvPE5lPR1ox/VJLKeN4RcgK4H3siLbiYJKWkL5JEGRUKxaBQbLo7MGqqc1IjhTKaN5xA5QQk2bBkI1IckeNo2MbCNh6J41GLjDYTcjOWcV7ApQQwHPbISU8kSUZSuJzEpAQuJ4lICxaZi8nNqNyCReaS0WYq0kwCs89oCxVtpSJzyXALKbeSctoyPs37AxVfOEnISWDsTkUShGx70rbySSrSPIsQhz46sbBqYPdeJfkV/R58epLDJ1BhGyARlR0j/uBS4aQnkvKEE+k6DsB6OE5Fk0Qkjknm97gsXREQE3Rc1KmwSUgmJhioYOCSDapUUox7OdvDWgRrkrxNyQlCTqDgdyjHUcHCBNMXTeG8MWa2u9/dD9xa2Pu2wsq+g4ePmQM3saqL1xDZgiXTLeiQoEOiAYkGJJqwZAMKi4s33JkLCRYimpigIlwE4aKYoOKiinBRiImAizIaxlgYa+KshXMmwVmkYGXEwhrCqxAbdYXCGKd4BAMJhOvc/pkOTxNKw6EIymbpLLGuDS9Gx5BgBA6E4WAEUPZcQdkRlJ1BuSkYhkSLa15qLFltLl2ZfHHVi2+/s3bX7h2HD+85+sGBox/uOXR47ZYtzy9f/u76Db//4x/b0oZ7/zWD+Z8+/x8Dvv/s/Mjvoq2944//8ue9R04sWfU6ryUxNuoKhV206uJMB2fVB3WHV8OYOMHFMcZEGRUOhZGQGFKs1Asr125+58jRbafPHr54+cTFqx+du/ThuSsnvvrdtW171hN+dNSYMfc+/HBV/9ur+g2qHnBHRc2Asso+ZeUVRcXF6Xy3wsK8vLxevXr16tkzLyc3Py8/Nye3V69eub1y83PyenbrVtTr1sZZk7dvevvq5ZMnPtr//v5NHx3d/cmV419+eerKJ0eOntq5cdfbL7yyRGk2/RKHMwzGipioIWLczafcbDPMpnAmQYQsd0ib4w/PwLhJ7uBEV2BCk398o39SU2g6xNfhkUaP5gqYKJvA+STOx1HewgSLkGxKjvvCcX8sGVTn0vr8oLHAB1z/1OdI9TlSnedR5mYDzLzAmgnYyYWb8dhcVEq5WKshoNZ5wrMpuSGgIEKcCrcQYgIEXGRithNUOOWJpEjQdGdC08EwEQiECSnp+QmsAd26R0z4pGQw1hKKtRCsPgdjpjZRDRjt5Q1vlxoNdNZeKekVEx4x4ZHSIY1gWw0yG0k56Q6pkxz+e56cPOTBZx8aO3s2zpFS2vDdEwH74hTI5SDlhEeK+yIJr2x5RCMQjvsicVy2iEicDCdxMYkJSUJMklKCkCxc1IGlileOe+Q4Kdm4aAHvPEK2fZKNByJz4MAst8/hEVBexSUDETRY1AjBoFiDYHWKNz0iQEkD5nVENDDJQnkd5w1SslFOn+r23f3Y+MJ+w4r6D7/z4WenwSFEsGDOQHgTFSzQL6OChQgWwukobxCSjfEGwmrZmA6UN0gJqEE0oAYBPTLMqeC6GQXmNOD1AhYpYHOCszrCKAivIrziZqKuUARiVYhR53ikqXBoGhxqokQ0pOCsBjNKeorHKE4m5uJUiFVcIdkZlAH3JcuAcYZklz/Mxubbi1bHl602ly1fsOaNt/bs3Hzo4Lb3D+w+fGTPsePvbtuRWrh4+apXrn3yOXAguNHW0f4z673/3wHfT57r7R3/+s03137zuw27Diotixx+cY5XcrE6xJkwY7mDhtOvQLSG8SbCaY6A2ODjISZCMXxM01a99sqeA3tPXzh16ZPTF66e+PSL01t3veGEZw4bfvewe+8deNddg4ePuPPe+wfdObSqT5+S4uKy0pLikuKikuKioqKC/Pzc3NzcnJz83LyCvPy8nNy8vLz8vPy8Xjm3de9enNsLaqp7f++WK5dPvvPuKjqE4XD984viR45u+/Krj7/46uNPvzh15bOPDx7b/8qbq+15CcFQKCnsDMlNtALzNiElcSGOhjSEtVAxCfPxpqA2m5CnuNkJjYFxc3zj5njH1/unONmZiNhAxdxBA+VsXIhn/JEsKmxluCMJKtJMRedSynyv9pzXWOzRF3jVVp86L31jmQRxOUWGU3g0TbLDpCQq2ChnY0KclFOecDNoq0kp4Y00Axd1gICAXJk24ORtQNnpkgHy42O1tBOBGPeEU5QUb6D4R8fN7jv0od5D7ntw1KQGnCaleLZA+x7weeUMfv0gthH8bChnopzli7YE1HmecApE/FBSAvz8/miLL9LsS6tlDYrXvYLhkS08bBGROCEnQHIelSbrJKiw9VPAR4bjDkoYNW72oHsevX3Yw4+Mm1lH0KigYZIOiyouGj4xTvFm2gOZNxBOc7MqxKmIYBCSBSgmCKvhggkzWqNXqqcEN60gvPE91MtiHy7ahGgBSgohWiinw4yaZasAv+XvAt/NiwoGBrQlgOgnmE0ecXwd9uwsaBYeAqZV7lDMHYqBeLZZOD8dpptIAQnGMEaF6R8CX8xNR5xBOUNbSb90hmSvHFfjy8x5K+wlK597/c3Xdmxbf2D/pgPv7zh4aM8HR9fu3pNY9LwST+7ae+Cvf/0m+zi3t/8X3ad+8vx3Ab6sJfU3be0XPv1q5VvrOKMZ56IoG0MY0x3SYdoAQw2IVt2Migg6KuhIUMECMb9oqMkFK19748CRA+cuHb/66UcHP9igaMEnnxr5wEO/un/kA0+MfvqhJx67c9hd/Qb0ra4uqywvLC0rKSkrLS4tKSgszMuc/Ny8vJzcnF698nJzi/ILcm+7tbQgF3bUHdq//ddfXVq7/hWMcDz+xMjHHrvf5Z714outR49s//zTj3/7D5e/+vz8xXPHj53Y8+6G1+IL4v6wSIgyISu4pKGigosKwpgwm8TFZoSLu4NGk09p8IRnYfzEJt+YOmpsnQ+w/2YiQqM3CtEamHlnowtRYPcg2EDH6lMX+PSFXn2BT5sf0OYH9AUBfUFAne+/6QWfTI+fIql0Im045RETYEqV7l67xIYBQCGlBCWnqHALiLvMAp8n0oKLCUxIb5C/d7P6f0+sBRGsMfV4n2Eju+f3vrWo5o6Hnp6JB8lwBvjS3yLpldLXIyfJjAveTUuoTOmXjVvLMl3Snx5pBp/iCacoKUGJtj+SCESTgUg8GI57wzYR+Q7wecIt/miLN5rMAp9HsoF3Xlfgm1SP9bvrwVtyK3vk9x7ywFNTIS8umZ5onIhYZNj2SHbafkow054CYtppGaAVwmoQraTzfOU4EO2gfNqkoCvqZW4a7PAM8CGsBrh+eGYF/KPAB6aEMK/BnAY8nzFWq8OYZ6a5Hh03e+xsqMnD4xyIPYuijIbSehMlz0aYBjJtNACFYu5gGvhcdMzNqhAbA0YvzqAMcNMZlB0BiZCMaGpp83OvWPOWz31h9Wubt2w+eHDzwQPbDhx8/8iHuw98sGLNmnA8vujFlZ9+8WVnZ2dHe3qe397xX7Mb/enz3wT4OjKKvo62zs7rHZ3fXL/++3/508HjJ59/6TWPGIeDGs6aeBr4NBetuhjVEVJctAkztjuguX0yxUT0eOr5pUs2bHz32LF9H364/911r8sxYdzUcY89/cTw++/tO6BvTW1VbW1FZWVBSUVZWWVFSVlpflFhXn5+fn5+bm5uTk5OXk5ubm5ubn5efl5uz+7dKksKAxRy9PDuzz8/98bby91Y4+Ojnhhy5+De1WUDB/YZN+axmOh77/Xl508c+ONvrvzuH85cu3b06Ild67a+vXjVknDSIETOxYQgnsN5neRSlJAihSTG2yhrwYzhCqoNHnkmyk120RMdwXENvnENnokOPxD/NvljbloDbe/NpyXj/OyJtFDKXJAK5NfmB/QFQW1BOrI21uqNpLJc2bRlpmh7BIviDJI3CSmOZXas4LFMB3grczHBBoYLwAYGVH83mTc/AXxp15NICpbsKRh9//jZtz846s7Hxj49C3LRESqSyBaGaWKNlPRKSZ8EbFmzed5A5ZYCAJeJrE18pwvOwDQIV/OEmyk54ZUT/kiSFAy3X24iOadfQiUdD9tkOElIKVxMEVKSlOJdW12PZJM3l7kmJpm4ZM0huMfHzRnyq1F3PPD0qKmORp8ETARgTkMze9g0CVmyAephmX6TlGxg39J1aUuIFlCwZau872wzOB3ndI9kE7yBZko8jNUwVssa/P0o8KV3uOAlo8KMCtOK0yvNQkLj69Dxs+EmksMZBaMVOBDFaI1gTcgfa8CFOSTvDESgDFkPopW0hpfVICYGvOzBW3BJ2RRTCxOLV7c+/8r8Za+uePO99bv2bHv/wNb97+86fGTPoaNvvLvOXrjwuRUrDx8/+W//8deOjs7r31xvu34jK+3/Oee/C/B1dFxvb/u2s+NG1ruho7OzraPj3//X1yfOfvLSW5uYaKIJZ10+GWN1V0hxBGMIb0Gc6eYMVLBgRnF5BNjDIyTN8LF585bs2r3vwtWzL7/18vgZk28fflffOwZV9qsp611W3aeid5/yyureFdXVJRXl+UWFeQX5+QX5ubm5vXr1ys/PLyouLiouzsnp1b1bt5qq8qhEHzu67/zF42vee8nPEE+MHnXHsDv79O1TWVlaXlJQVtBz+OAalnTv3fz251eP/u4fTv+P35778suPT58/vG3fhqWvLpVTChmhUUbEggrOKB7RBFIqQrBh1gCpMQ3eyCxcmArR49LeB+T4Rv9UiJ2FS8D8CuVt0GyCmhc0ekQkRURbPLG5XqXVp84DDvh+ZZ5fmRdQWjO+xEAQZvvkhF9O+KS4R7QJKY52eQ4JOeFT5oJlax0pAvCt94QB5AFmJS4mSPk7lJTvA58cRyMpItaCRZKQaLl4HeJ1PGxTsSQVTd38wxngS/OlpWQ2uizda4NmNpMLCoAPgB1wac5WfBhvEWKckhM4p89CQo+Mm3X3w6OHj3x29EyXk4kgokGGk6TcjAkplLMx3sQFgxANj2RRopX1ziMyhRsmmt5okpLjEK1AtEKIljeSIsPx9EcFE6h3wWQN0JshVgVUlWzFB2Ao266mJ3eZX3XXvS3MGbhgeSQboZWZcHBCAzHd7Xd4JUCmy/a5Pwp86W8tGqDVRTkdpH+4/OEGkqvHaLdPwugYRitIMIaGVIzW4YDSREn1fxP4XKEwsPZzhcKOgIQJGmfPNxa9ZD+/qnnp6pfe2rB22+4te/dv279/96HDew4fef29DbF4s2RZW9/f/8///u/ph7itvbO9oz2dZPtLxfefn/bOTgB57R0dYC90k/nc1tn5xz/924GjH817fqVf0JCAjNAKRKuuoOJmFRcTafTLjT4ZoRWvGPewFupTCJ8qxZJzn1+otzRPa3Lc//ToO+5/uM+Qu6oHDqodOLCqpk91bd8+/WrLe1flFxflFRUWlRQXFBUWFhaWl5eXVVSUlJcVFhXedmv32upKNcofPbLn8tVTJ04ffHXNKsiLjHjo3uramj61fWv61JQVF+X3urW8sNeDI4YwAffat1/89OLRP/zj+d/8+uNPPzv58fkP1u96Z8HK+ZG4EZQjBM1gIZbko76w4QvHSTGO8TbK2whvuhmt0ReeiXGTXaHxjf5xDb7xjYGJDnqKm5mJiY2+GMQYCGsijIHSOs7plGBiko2ABWs4RUYyHEBlHogABxWcN5bOsvBHWvxyyismKCEdfgiSwAg54Yk2+9VWT7TZzWjTEObpGehT0+GpEI1wFrDey/rsg0/5HvZlKz5ItCHRRsQ4ISc9sRavMpeKJHHJAn8GBwbLoMuWkj455Q83e+VUtukG00aAfdmZIwDBrs14lvVGSglvpMUXaW7yiA89O6Og5o5uBb1L+w0dOW5mfUCEOA2X44SUQvkEytm4YBGSRYWttHGeYBIZb9GMI3yarkyGE6ScwEQ7bSUJBGSChUgmJluYbCFimpWCixZQ/oJGFQAKLpiAQpgGxB8jrADjMkywHF7psfF1/YY/Wj7w3gEjHn9qSpPLH/aIVhb1fqrVzV6ghwOlIhJSEEYB4lw3HYEZgGsqcKBq8EhzPIIzFIVY1U0r7pCCMCrKqABnEVZxhdK6NDcdcdMRbzQembvEen6VufileaveeGvb7m0HDm/ff2D3oUP7jh5du32HOW8hJcoLX1p59ddf3cg+x2kCR3t7+/WO/1YE5v/d09GRcTxtb7/R3n6jo6MNUADb2tqyv8u//PXry5/95t0tu815L3hFCwnF3KGYKz3E1RDWgBnd5VfcfgUK6nAgjAQZUoggjOwI8M/Mdo54ctw9jz4z9P5H+w2+u++g2/sNGlBVU11UVlJcVlpRVVleWVFRVdlvQP/+Awf26VdbXlHWq8etNVVlWkw8fvz9Tz47e+nTU5t2vksx2IiHhlf1q67o06e4tLKouKyouLiwMK+gMKe4KG/YHQNmTx2TMrn3d7z5m89O/PYfz128cvToqb079m98fe0r85bNk8woyXMoLWBsDOdNlE+gQgKVTESw3KzupNXGgFLniUxHhUkudkITPbYhMN4RmAIxMzGhnpSc3jAUjOKMRnE6Iphu3oJ5CxFsVIxn6Sy+6FxPbC4BnFRAPaikDUQBzRDkHBHAil1O4HKCjKRQ0W4MROd45Cnu0LgGTx0pgZ66y67DysLld4EvQUVSPnU+FWvFxSSQypEZxS4Y0qXDK6T00sYjJfxyKhBuDsZa/UorGF+Ami4j3khku90MnyblkdPImI30psIpQrDn4OzDY2ZWDBpRUD14wLCRo2c6XWwUEQ1cimNiEuWTmBAnxTgpWaRs/g3gQwQTEdP/XqBMI8Q4KSYIIYFJNhy2ACUFkUxCtj2RBBVOIKwGaijQ2OKCCaAQF0zAVUZ5E8kA382VLm8igoUw2nSn764HR99W3K9bj/LCqiEPPj3NQYle0SY44z8FPohV3ayarjEzghBcMBBRc7FRFxuFeNXFKg465ggp9b7wTJKf45NcrALzaZcqmFFRRkVDCk5rKKu66YgjILlCYVzUA2pKSi3SF66wl7zcuurNFRs2v7t33+YDBzbv27vr0MGNe3a3vrg8oBjm4qUHPz7552++TgdGtoNEofbOzvaO9hudvwDff3o6OjvaOtrbOtqzwb/f/eCNzo4b2Xd/faPtH/74l12HPrbnvUiwBhLSoKDiDqowY7ho1RlSIFZ3s5qbjsC05KZlmNMwyXYzWr1HmtCAPzJm2q8eGz1k2PABdwyu7ldbUllRUlFeWd27um+f/gMHDB8x/N4H7r9z2N21/WuLCvJqqspiYe74ifc/+fzsuUsfvrpm+YymSYOGDajsW1VRU1NSUV1U3ruksiq/tCS3KD83r6C4oKA4r0efkl7jn7xvYXP45JFtv/7y9Bdfnb365Ymz144c/GjXW5veaH5+PqMqOBtBaBXlbFSwMdlExbSlByIkYC7RFDDqyOg0WJrgoMc2+J+d4x1X75niDMxGWYdXQkJRglFgTnfxJsSZwOoV5W1cSAABHBWdSyjzyNg8SplPKfM9ynyvMp+KzQPcOkJOZlEP4S2YM1DRxqS4i9GcQbXeE55Nim5aBzM+4KdPSAlcjGPid0rFm8sNOYmJSZRPYHwafykpSfAWzlkEb5PSdyo+AHw+OeWPtARiLShnTGiknpjqnNDocQUVQrSBeoGU4p5wEugZQJWHCRbGW4Rgk1ICRAsRYtwTTvojSZzT6zBmusvbRPI4r93c6opJTEiRUoqSE4Ro4oJOSRYlWmAziwtWFvgQXof5tBbiJriLcfADILyJyBYsm5CgY5JJhhOkZDsDkclN1DPTXRObqAaPCKZ7gF8C8CgNfN/9mlnsw3kTCcYmzEaHPjym392P3Pv4xBkuP85oHsEi/ybwpVtdwcBFExdMjNdRVsMYFed0lNMcXNTBRly84hI0BxNrpGNNtDLbJ0/D2Xq/5OZUREg79KGshrFaV+Br8osuOuJXk9F5S83FL9lLVjcvf/2F9za+9f6+997ft37f3g17dm/dv/fFN98IKErIjL+z9/0v/vCHb9rb2zs7OzqyrN329jZQuPys898C+P726egChtmh6dfffPOPv/3t1t3vL3jxlbA5F/FLTp/kolUnrTlYy8HHnYwBhVSMTxvfw4yB8SZEK3UEN7GJGj2lYcQjzwy59+G+g+/q3X9A7aAB/e+oHTX2MTEaZKTQxBlT7n1gRO+a8iFD+hqa8PGJ/V9cObnmlUXOxunD73+wdtDgipqa0t69S3tXFVdWFFeWF1eWFZQX51YV5VWXFlSW5hUV5uXk9SmvGvf447Yk7Hr37UtnDn/6+fFPPjt24fLBg0c2vb1+1YJlrVFL8/MiGuJhPkqGLVQwUN4ihCTGJTEugbO2K6A2+NRZeGSSmxnf5B/f6JvQ5J3k8k/HmDmU2OiNuAIqyH5DWBO4YAH1CND5A0NTv5Ie//lirdkASWA7iksJXEhgQjztncXHcSGNbpmn1MxcA5dtIjwXFZMIZ8GciYsJb6SFlBIob2XDybL5ZJlPj2NiusDE5QRQmKKiDUAQkxKzCfaBpydVDR5RXHvH0JHPTHf7SNH0hBMYb6CcgQsWLsUxKQ4LplvQEckiw5ZXtj2CiQs6LptUBKhrDSqc8ERTZGbF3PVn+O61s9aweMYimwwnUdGGeAPjDIo3Sd6k+Iy6NnNJzvSyto+Pe1k7IMT9vNUAhx56anLtkPurBtxz+31PTnJ4svaL4C0oABHRQCQTFU08I9HFeQMRdDevQbyOCUa6dktPDHVgWoXyBsKoCHNT35bGPlaFWRWhYxinUqJBCjrOaRiroqyCMjGMV3FeQ2gVDsWgUHp76/TJjR6xkRKafLKLjrkZBdzsnsTNKBCjuEIxZzDqpqNkxJLmLtIWv2guWjZ/xcsvr1n39rYt697fufPg/m3bd+/Yvm/VW+95FRUWhBfffvviF1/eaPu5APdT5xfg6wSW952gH25ry+p/b9y48c31G3/+j6/PXvn85TUbBb3Z5ZcafDLEmU5aawzEYEZ3+mMNHtnhj4LCAaI10BQjtD4HZ0dNqhv20OPjpk8ng96psya54Lodu9Ze/uL83g/3NS9OjZ486qEn72teYJy+cOTjMwdTLdLocU8MHXF/7cA7ynrXFFdWlVVXV9T0qaypruzbp6KmurRfZXFNeVFVeUFJaU6vvFu73ZrT/ZbqwsLhA/pBdZNXL2s5e3Lv73977rMvjp+9dPDUhcN7juxe9tpKOW56whGME3E+4pFMSrRQRofBRI81ISbupuOOgN7gBeZX/mfnkGPrqUnOwDSYmY0Ljd6IO6R19f5DOQvjbQB/aSO/6Fy/ktb/+rX5gPAMBLlpeW82T1bIoFW6srvpRYzLcUxqRoQEJoDUt5Qn0gwKoh8GM6aBL3PxTE4jKtqgusSkOB5OTUeCt494+JaCyu69ygbe8+gM2O+LJLyRBFiewoyOcCYuJ/BIApEtRDRQQSMF3SdZpGgQYdMTjRNyeu1AyEkyI2L5KeDDRBvlTDBPhBjNSauoYOFSAmAxJVgUwD7hB8AnWF4h4RUSFG97xbhXtGfDwaEPPdOjqKZ7j7Ledz4wdg4GM2qWjALqKZTVXKzq5BSI07LdKMbpMK+5ONWdIaagGZ96JC1l0xFeByPCrNELlqHREKLlEUyfaHgFg+J1gtdARiUmaDCnQHTaawChFTgUcwciTR6xkRKcPtkdiLjoGJTO9k2j7U0EZFSIVjBeDxot0QVL9cUv2s8vW/rq6+9u2b5h9671e7dv379v1+79b7yzgdPsmQQlz209dPr0v/48x72/fX4Bvu8c4IP//Xd2dP7719+ev/bF6jUbGCUBhyIoHYVCUWcgBjM6xOoQo8Os6aZ1R0BxhjSIsyAuTsipepIfPa0hKMe27t297+CezVvfOX583/lPTl74zdmTVz9cs+2NRavnr9n6+vFLHxw6vS+a5EY+8/Add4+o6jugoLSiqLyqrLqmvLpvSWXvksrq6n79+w++vaqmuqCoOCe3IDevID+/MD83N7fHrTk9upX0vGVo3wqkfsrbryw+8/Hey9eOXvrsxMVPTx07e2jLvk0vvbFaSZg+gceCNBxkCT7qi8SpcALhTZxPYlwCpi130HD41dmEPBViJzQFxjf6Qe7lVHcIwJ8rqIJ0YwB84C3WJfzXE2nxqfMC+oI05SXjSp+23gNJb2Iik/KRHefZGQdN080aEGumWc2RFCZYrmDMGYgQokVKfwv4iC612M0NiZxwBSPPznQMf2zM3SNHj5nlRhiVCifAwJ4KJ0gpgYtxVLRR2cajCTIaJ2STFHSK13E+7SZAyCZoVDHRBqjXdQPzwwvYfyhn1pHCNISu98owZ8C86WJ1jNMp4UdQDxdMQrAoIU5yNsYYpGD6wgk4FB0zy33ng6P6DR/58LhZcyihq2koWOminI7wOgz8nDOtK9BmoKKBCHpXTnLXi3A63uXrpJkxopVmC/pkiOQRr0SyCikaCKe4maibizm4qCMUBssKlFHdgUgjJTSQvMMrQcEoTCtuOobwOlANQ6wKCkCAgzCtEIJBG63h1iX64hetJS+2rlz96roNG3ft3bJn79a9u7bt2fPu5m3Wc4vrKC/E829u2/77P/357/qk/wJ83zmg6AN2pyC3pL39xo22tvbOzrbOzj/95etrX/xmz8Fjz698lY7a7mDMGYi4QyrMGRCju2jdSRsuxnQwVkPIcjIWwtuuQDgY1pa/8uqeA3tPnzlx9crpM+eOnDx36Py1Exc//ej0lWNHzrx/6trxQ6f382bozvvv6jdwyKC7hvUffGef/gPLetdU9OnXp/+g2oF39B98Z7/+tRUV5Xl5BT175PbqmZeTm5+Tm9Mz57aeebfk9Oied1u3wpxba6uLxjz9oK7SO7e/feXS0a++OPPFZ6fPnT+2/8C2d9a9sWzVUjVlUTwLhTiEi2KC7pPiHt7O+BfFUTbe5NdnE5EZaHiqm53o8I1r8Ixv9IIC910M4AAAIABJREFUcCbGN3gjMGtivA1a4PTWGCT/CnFMSpDhFEiYBImXvlirr0vuZdc0y+90iJKJS3FcTuJy0hNt8cZaMNGu90gTm6hx9fhsnAUCOFz4Dkc3Xd+J9k2ecya2EXxlSrY9komxCsaqlGz7Ys2ecAITTFyOe6PNvnCKkpKoYMOCgUomEbE9EdsjmRSnE7wG8yrMxTBRB5FmmGilLaQyTio/vLgUxwRrYqN3+BOT+w5/vM/wx+4ZNXUaQoMeHOMM6geol4kNMhHeAqtehNcJ2abCNsKpTQGpwSdAtOKRE6RkA5ACFBOcN1FOx2WTCJu4qBOcijMKzqo4q2KChkk6Iv4k8MGclgktSKtBgMbD4Q/PxtnxM6EnR894ZkL9bLcPo2Mop0JcDBJUt6y5eQWlVYzV4FDM4ZXqCa6REtyBCMqoCKO6QlGg+oA5zUXHnKEoaLHdjAKFYiG1RXtuublkpbV05dyXXl3xztq1O3Zt3LVn0/adO3ft2bB1x4IXV5BSGJXkRa+/ce6zz7+5fuM/f1x/xvkF+NJVXtcmNxv5lmHAZNIvAf2lvf0P//ynvYc+bFmy2iPqTRTnDkQQRnOHNDdjwHwc4mwnG3cxFiLYCKfBAQkPcJwcWfLCC7v37rpw7qNPr5y6cP7YqZMHTp85fPrMBxevfHTmwtH3Nr7qpYmHn3j8ngd+NWjo0EFDh/YbNKRmwOB+g+7oN/iu/oPuLC8vLSosLCosKSwsKywqy8sv6pmXe1tuj9vyb72lV/dbc27NL84tKsrJ7XlLUU7Ph0fcoQueozvf+83Vk199dvaLz06fO3/4w4/2bt713oJlCzgt6hVllBY9bNTLKT5BD8i2X06RfAKiLUfAcAbsJp86C+cnOQNj66kxc0iQfT4VoutIyRFQoJAGMwaWib5EeRvmLJi3EN4ihYRXTHnDzf5Ya3r8p87zKq2ZQPG5QLwBQDArM0AEC0zoQEcJc/psghvfgD9bh8zEQn8L+LpUfFngw8Q4LidI2fZKpi9se8IJwDEm5QQZTpGRFCHFMdYkBJsKpzDJhngNFXQqbPll2y9a3rCFyybCq6igAXcZ4OT+U5CHZfAX5cyR4xvy+gztllN1W/nAgQ+Onuj0wbzpZnWE1UjhZmBQJjMIeMcbgPCIy4m0lbyoo6KOSjoum4Rkk12kF2Crm/ZJ5lVE1DBBA4Uqxeskr6G8CvEKzKtdiSnfuwA9b9os8wZEKw0ecQYSmlSHPvbMtAeemDhmutPllwjJwAQN4mKNTNhBRwBDxemTGymhkRJc/jBgRyN0VqShAtQDna+bUZyhKM7r4cRCe/FL1vMrm5e/vOydtW9u3bZu567Nu/Zs27Fn8+Ydy199wxuOOWgmsWzFB2fP//Nf/qOjs/3/hAnLT55fgC992tvbuxr8ZU5HZ2dbR/uNjvYbnelIzOvgP0VbW/v//NO/bt17ILFgaShsosGIyydDwZg7pDkCiiukw6wJMborEHEHJIyW8aBAMRIb0ZctW75n+7aTHx67cuHsZ9cuXDx34uOTB8+dOXzl0ocfn/7grfVvemjP/Y8+cMfwu+4aMez+R0Y+9NgTg4cOL6+uKS4tKSouKSwqKygsyy8ozc0r7JGb1yOvZ8/8Hrfl97iloNctObfddtttebm5Rbm5Od27V+X3mvDY/S26tGfb2jMnD1y++MHFy4fOXjh49PjuTdvWLn7heT4SDQqil+XJEEeERIpTKdHGhTjCxREuiXC2K6TNoeQZKDfFHZro8I9v9I5v9ILgtwZPuMkXdYe0bPA5JsRRMY7wNs5YJGdTQsIrN4O4Na/SSqmtpDLXG5vni6ZDL7MFICbGAaYAICMjSTIcR3i90SdPg/xT3J4GL4/xPwl8hBTPSnFvGnBllrOEaN4MJ+MNJL0GtVHBxliTEIDcLZH2zpJMnI65PYI7KKOChksGLhmAVwwoI2Dd/JPAJ8Ux3np2NlY99JEelYN73/3IE9Nc9V4ZESxMiuOChf0o6okGIqbFtqhgwRzAJg3hVYiLwayCCUbWXD6rugUNO8wqMKcQok4JOk7H3D7J4RWcAQliYwiv/RTqAfMCwInJuswjrOYKxRz+cD3BTqxDRk1umNiAQcEwJRo4ryFsDOZiKKcitNJ1tAciMTFGQ+h0cQdQLwt8MK+jgsHq84z5y4znlhmLly96/e03tmx/d/vOtdt2bN2zb9fe9998e51sJmZghFfR1+858Pt/+tf29s6Ozra29m9/pi7tb5xfgO/maW9v71r0dX43BrMzUwlm3t/Z2dl5o63tn//8H+cufbpmww6teRFGR50+GQrF4FAMDsWyLHnw1wUOxTBGI0MyJynzFi59Z92GA4feP3X6w3Pnjl269OGli0cuXj529tpHB0/se2fTW62L5zbCjaPGPv3ks08Pv/9XvfvVlvauLK6sKCqvLCypLCgqLygszS8ozMvLyc3rkZPXMzcvJy83PzenKKdnYY/b8nr0yOnRo0fPnrcUF+Q8dO9wRWb271l7/uy+M6d3Xb54+NqVj06dOLxz2+aVr6xIzW8RlBjFsjgjkoJKSnFcSqJCEhHiINHGSWsN/midR55JCFNgepzDN77JO9kZmOoOzUQ5EH0Jss9hwUIEm2AsgrEINm1JQMhJMtJMxFoIZa4nNs9/M/C3NV33SekyDeYtmE/rtDDRxATDTUdcoTAu6Gl7zh8FPjkBiMeAlfI9lnI2g4IEXk8CoNckyEizV0pQvE0INkjpRXl9FhJ4ZnLDg09MfOjZqZPdHkzUybAF2jdCvjmX/ButLiUnEdaYibITmjyzCB4TbSqSgnnTzRkI9+OoB4sGJlokb2OMgdI6xuoEb5CCQQo6JRoeyfKE42AOSEo2KM1gRgX9KSZqmKigXLQeD46b4Rj5zJSHRk9+dpaj0c9h0k/2uQingZxJUEVmVxzgJcQpDjrc6BMdQRlhYxiroKEoGoyQdIxgVSgYdfrkJo/o9MlwKAbKPRRwlbtskME/wJxGRRKMtUCb90J80Qp78YrWVa+v2rBlzc497+3YtX7Hrs27dr23cXPLwqUOX9BJ88veeu/Tr37XdqOjs7OzreP69c5fgO/vdsBQ74cwB1rd9ozrX9b7L7sC7uzo6AQo2dHZ1tF5/Ubb5//wh7c37orGF5BsDA3KWFCGAzIcimKcgbCGK6Q6ghrExSFGdQVEt5/DWT5iWa+ve+vwiffPXTx24fKR0+cPnbxw+Oy141e+PHv68vHWxakJ0yfc+/C9A+8c3Of2flUDaiv711bU1JZV1hSX9i4qKi8sLCrIz8vP61WU16s0N7copyA/pzg3pzwnr7JHfln3/MJu+TndunUrzM2vnzlt84bXr10+cvHC/svn37964YMrZ499evn0uUsn9h3eufqt1VZrMxOL4VwYoiMQqyGCDQs2IliYlEDFOMRZbtZw0tocb3gayo53+MbOIcfUkePqqaz4t9EfddCqmzFIxiIZC2dMlDER1kR4G5ETWDSFx1o8ynx/bEEW+LIm8oScJMIJXE5gkk1INthFkrKFCxrCq4Rk4kLaUvA7clTBQgSLkBKkGE8Dn5gGPuC/T4g2mpn3Z/i9NiLYCPAl5G2MMTDO8kZTZDg+Aw3d++SE8v539yquLex714PjZrroCBm23IyC8AYweYY5HaS5d72YYKUjzXgL7KD9sbneSHOGnGineTa8+T3gQzLlHiHZPjFB8RbF24Bnh9EKEopijELwOilZCKfBrJpdxeKCQUo2yuu4ZBCy1uTjnp4yp9/QB3qW1ORU9r9z5KjpqBcV06rb713AWcmuR75PZ2FUF6+6JQ0SNYhTEDZGcJpXMLys7gkpWCCNemChgWa0GShg+WWyfRE+HSoCc1pQb40tWGEvfim5eOX8la+vfG/jWzt2r9mxe+2u3Zv37Fu7eeuiZcspXq4jPPrCpR9e+OTrb9s7OzvbbrR9c/2v33Ze/3vB3i/A93NOV9AE569ff3P16tX31m9IPLeEVW0kKDRQtDMYgQXLJVj1rDmHtRys5qLD7pCMMDLOSsFw1G6d99qat/ceOvDRyWPnzh6+cPHDS9c+Onpqb8xmR4667+77htw5bMjAIQPvHjHijruH9b19YEVNTVFFRX5paX5JSUFpaU5hcU5Bfm5hfk5hfq+CvJyiwh55ud173HZLTs8e+Xndbu1WWl6E4u6duzZdvnzq6NHdb73xwqoV83dtfefyhaOffH7sky8+PHPu/QMHt6zd8MaCpfN5LUpKPCrwqBAhZZ2QLJSPw2wC5poRMQWJdgMdme2VZqDSJCczvtE/ock3odE7sckzDQrUE0yTV3QFo1CX4RHK6ShnYLyJixYpJ4EjPFDvZnVvVKTZE0565TgFCjTRwmUbC9tI2IbDFiSb2T3GzfJKsNPuqpJFRuJUJIEJJioYpGTjvAnRCsbppGhjfBdyb+Yiog2JFiraeBe+9Eycu/uJibl977617Pa+Ix4fXYc4Q1GgVyUlGwQAEbxByjYqmSivk6JFCSbJmR7J9oYTuGzBvE4KcY+Q9IhJSkiQQpzg46SQoIQEJSZJOYkIFsTqMJ8W0rhYDRZMXE6Sok3QCkbHPIJBCTrCxCAm6mZjbi4GpniwoCK8inAKzCkwp6C8igkaLuoYpxC8BgXDz8xwVQ996Lbi2pzqO4c9NaWOEvFwAhItt2BCnAEDRz9eJzmVYlWSVSEu5uJiIEUIXFhQEVGDeAXhdYw3YFZFM/mTKKvBtIqymisYnUPyTT4Z+MSk221GdYcUiI4hXAxiwjAbRXkVZhWIVnzRVLhlmb3ktcSiVQuWv7rynfVvbN70zs7t63btWL9jx7ubtr+06h1ZTTX5adFKbdy5/3d//FP6YerobO+40d5x/ZcZ3//t58b164AH09HR8e31b//tr1+funh12atvByNGk5er9/CNgYiD1d2iDfG6m45BrIKwMZSOoEEe9bNeVhIUc9GyZTt3b/nwo0OXr50+c+Ho3AXGqDEj7xg+8L6R9z497plHnnhi2Ih7Bwwe1Ltvn5KK8oLS4vyS4vziopyC/J65ubl5ubkF+bkF+XmFBfmZm1eQ3617t6rqMoYPHDq85+q107v2rItGA9OnPl03fUxY8GzetPrC+QNffP7xl5+f+eTqqdPnju1+f+dLb62OpAyMZxFWICWVkm1CTGBCEhOTiBR3CbqLM9xMvNGv13ki01FuQpNvTB0xvoGc6vJOh4OzCW6OR85632dvVllFyAngER/Q5gW0eX611ae2+qMtvnBz2jtPTuBSHJXiiByH5Tgk298DvqxIg5QSXqXZo6QcoehUODAVDriC0UxQrIIwGtZF2JAFPlS0YdGGeQMV0j8bMK+fRfDjmzzjGqkZGO1mFJDXAYAP2JxgrIZy6UggSrK9ok2wOs5qhGAigg5xGibYuBBPE30yF/Af8S5cnHTHLVgwZzR4w+PricfGzXp6SuNsJIDQUYRTMEEjwhYsqE4m4uZiaeDjVbBvyXLrUFYheI0SDVcgPNnpHT0THtdAzSYFVLBw+UeAj+I0ilFJVsEE4KUcg9gYzCngy6KChvAqwqkoq2dxLV0MMqo7FGvyyQ0e0eEPZ4EPmGVBtALRMTcdhpgI8BmFmBgp2by9UJ2/wli4KrXslaWvv/Pqus1rtmxdt2Pbhp071m3b8dLr70TNuS6K9YTVV9ZuuvLlb7690dbZCXaIHRlZ/d/r/AJ8/2cO2I105QC2dXT+y7//r+NnLi59+Y1QxICDEkJHIDriCikwayK8CdEqFIqhtIKEopBfhv0yFhJCkcj8F5Zs3rb57LmTH330wZp3X+WjzLPTxz4wauTwX913+5DB1X1reldX9+7Tu6q6srJ3RUVFWUlJUWFhQV5eXm7m5OfnFxYWFhQUFBYU9uh5W+2APnKU++Do3stXT+7Y+a4ke5966r677+p79521Tz42QpX9e7a8c/nUkc8ufPTVJ2c///zc6XMfbN757vMvPR9NWl5BQIMcwSmUZGOiDXMGIli4nMSlZkRIwkLCSeszCXGiKzCuyTumgRo9hxjXSE1y+aejTB0lNgWiLlqFWB0AH5DQZ+EvW/oFtHkBtRXEtnljLVQ0RYSTWAb7EDn+Q+BLGyaHUz6lhYjE6zz8M7Php2a4pkB+VzCKpR9aA+VuAi6auYhow5INiClZkgraJZ6JkOOEnM7nBoQPjxT3yglKsHDBxGQLE01KtLyiTXIGxqg4b2CSCQtG1iwAOAUAl9A06LMGzpoeMeEREySfDtmYjbAjnphSOehXZbcPHzDi0dEznI1ewU1HYU4hwxYhmRAbc3MxsKUF2ASAD0TZIkwMZWI4pxJ8ujojwwlcSkCs7mZ1RLBg3oQ5AwEUZV4nOI1gVZxRcC6jx+BUQtBxTkWYGExHcU5FGAV4wABnhLS9Cq0A91OHP+wKRrP7EICJEK246ZgzGIbZGAiKxEWds+frC1fYS1abi19a8OqaVRu2vLl529ptOzZu3bFp28416za2LFzi8tAzIdJ6bvGJi1f+8s2NzJipo6Md8Ch+lhr3b59fgO9nnS7El/TLLgTAto7Ozo6Ojj//5T/OX/l00869C5au8HGRRkpw+BV3SAPyCYy3Mc5CWBOmTWcg6giJlBBjpVgq1bz2vXeOHT+yZuM7TT707iceHDJ8WO2AgRXV1VU1ffrW9q2t7VPTt6p3VVlZaWFpcVFRQVFBXn5hfgG4+Xn5OT17FeYX9OrZY8DtNfGEevLjg5eufLhuw2qaQ596+sEhQ2p7V5b0rSi9q3/fx+4b7pw5eUE8enDHus8uHf/ys5NXLh0+dfbQviO7Xl/7WmrRfFE3/JJC8DGUAyHTZoZ9EkfFuJu1GoLabG90Gi6Nd9JjG6hxDeS4Rmqi0zcVDs3EuQZf2EWrWRQAYdJuRgN5OlQk5cvEDGX7XyraTIST4JKRFCjTshZMmGhn7ZQJOY6IRkNAHu8gn54FjXeQczwCzGqkZKeVuZli83vAl8VfMpxEBQtidZBEni3KEN7ExTgu2ghjILROcBbJWShngIqPFEyfFPeKNsHpuGCgouHiVEgw3YLlFkwXb4DrFky3YEKihTA6TuskZ4HrFRMkZ01u8NQOfbR7r6ruOZVlg+59cprD4ZNhVoM4LcN00d2cCvEaDHaygo4KRrYWIwSd4DWMiaGMkqE0mzBnQqwOcQacgWCE1VBWx3md4DWcVXFGoXidYFWMjhGs6hVNn2iCl17RwHkDZrRsNQeclp2ByBySr6cEYK2cBT6AjGnbPjaG8ArKq4RkMGarvnB54oXVqRdfaX3pjRfXbnht2/Y1W3Zs2Lxj08bt69dtWbbiZTqq1lFexrR3Hv7gT19/c9OCIPts/QJ8/xeerMbjh9jXcbNQv+kadv1G229++/utO/doiYU4rWG0hjEGHNQcfgUKGZiQgphEg19tYjSU02AfDyFehhHnL3y+eeHiRp/30cmTHnzq6bt/9WD/IXfVDBhY069fTd+aPn16V/curygvLispKSspLS0uKS4sKikqrigrrygrLyooLMjNv6V7tyF3DFi0uOXjM4evXDu2/+C61gVqXf3k++6/Z8DA/gNqa2sqKop69sy79daBVaWN08YubdUP7V37xbVjn3/20dVrJy5f++jDUwfXb1k7/4XnWUXFaBEJSRgXIyQNF3UybFGRJCYlYN52c3YTbc/xqjNwfjIUGtfkHT2HeKYOH9vomQyFZpFigz/qZnSYM7LAl60EcSlOhJNkpNkTm5t2ulfSIb/gEuEkLiewjLMpKtzc4WJyHJGtJiY2Hacnw/5ZFOdm1bQ1AGekLQDAzexDYMGCRQuT4hCrw5wBYM7NaMAzFQRagu9ChlNAiQGHNJw1Sc5GWR0WdBD7TXIG5I80ErzDJyO87uY1SDRBg9n1QqIFiRYu2BRn4YyB0TpG6yRnUbzdREijJjmHPDC6331PPDh+1gyMTssqRBMYpVByHBZ0N/9da3hOT+vMeA1nFcDQTkMVo0GsDjAd4UyENRDWyFi5pOtEgH0Oip/u9ExzUMBYlGAUNBhBQ1G0iw8CgDaHP9zgERs8IrCKyaIeqPWy70mbBrKKX0kq81+IL11lL1nZvPyVF9dsfGXLtte3bX132471m3aufW/Ly6veimpxB+XFI/LLmzb8+g9/aEtvDjs72m8+Qn+/zUbnL8D3v32y1JbvnYzw40bbjW/b2290dnZ2tLW3Xb/R3tbe2dl548aN//GHP23bc8Rsed7P6z7BxBjdFVBcIR1i7CbabKA1mDMIXifpCO7nqZBMMhEoIDR52JkQOXZmw8hnxg17YOTtQ+/ue/vt/Qb0r+3Xt7q6qry8vKqqqqKiIj8/v6ioqE+fPv379+9b07ekpPTWW2+5556hS5fOO3B48/nLB698dnTD1lcxj/PuEXf37ltbUV1TWt67vKyiqrSkNKdX7q231JTnzZ7yzMplLR8e2nr13AdffnLqyy9OX7h4bP8HO99c/+bcpYtYRaE4wSNIJC97pJg/YnpkG+NNhLdhPglxCTdrNgZiM3B+gtM/poF6tp4c1+Sd5A5Ogek6j+QIxoDDTbYQSzeGvAnLcTQDf96M6gMoQKhoMwh+JDIGJDej4yQbCdtuQW+ko43BsJtT8bBNhOMwp8GshvFdjOoyF+JNSLRwKQ5QGJR4MGeAoSQqWKhgZ18CvTDB2x4x4RWTOG8iooEJ5hycfXa6+77HJw4bOXbUNGdTIIxKJiaZ2UotTZoTDFQwMNEk+HSeN8GlySs4axK8hTOGIxCrD0bdrI6KNpyeBpgQo0O0RohxRLAgzoBYPXsR1kiHB3Cg3IthrJIuwbLVNKtnUnT17wEfREdno8HRM5z3PTVx+GNjn57W1OThQcOLsQrGp2s9AGeuYLTRK2VR73vAl8XHrHkMIZl8fJ6x6EV7yUp7yYp5q19/edO2N7dtf3vL1ve27Hhn3baXVr9rJxbBVMjp9SeWv3js8sW/fPP1t203vm270d7ekX2CgFbq73d+Ab6fe37cBRsMaDs629va22+0dbZ3gJCAtus3Oto7rt9o+5//9OePz115dc1GXk05vJLDH4Vow81YTs5qolVHKIryKiFoSCiK+GNk0PKwCUzQXbQ8hwhOanA/Pm7SvY88NnTErwYOubN3nz4lZaW9+1RX1/Qpr6ocMHDgsHuGD77zjn4D+lfX9MnLy3vg/ntXr1764Ymdlz89dPHqgVfffn5207RBd91Z3X9gaf+B+VXVeaUVJaVlZcXFRfm5uT27F+bdNmhA9cRRI6NBfP2bL1w4s/eLz49/8vlH5z89cfjjg2t3bnjhleVWc4KLhT2c4BVkn6R6RIuSEpTcTIXnYnIK5i1HSJ3jDc8ixWkoOxkKTXD6xzV5J7r805DQTJyb45HA9iP7MLs5wyXYbsGCRBuVEoSc9ERafLHWQKw1EG31xlpA6iOVTSDK8PUQ0YQkA5ZMSDIgERBEDFQ0UcHABBMX7Cy2Qpnr5gy3YGbrR2CjQmT8QRHOQHgL5W2YtWDWRFgTZgycs0jOJlgbYXWI1xp84qPj63oPvr97XvVtxbV3PTJ2Js7AvI4JZmaRffNmttsGgHtCihNSAmAuJliknMDCCZdogr7YyWhuRkM4E2Z0V1CBaA38zNmhIcyb2cgUgjcIXiMFHeczEzfOgDjDxWgQowGcRWkdGLGgvIbwKswpEBtr9AtTIM8jk+rufWbyqBmOei8Pdh0uOuKmY1lEcwWjDR6xnhLAJrcrIHa9YJyKsAYlJ3h7QWzeUn3hMnvJinmrX1v+3rpXt2xbs3Xr2q1b3920/eU31yfnLcMC4hyYiiRbth87+vu//Gt7Z3tHZ1tHZzugjLVn+LQ3/n4svl+A7+cc0O1mgQ/o3r5LeO7Mruc72trbbrR1tKVtFDva2zs6O//jm2/PXf3ypTUbWL0V4TQXrTaG1EZarQ9GnEwM5g2YMbCQ7aHnEoGUi9bcnIYKOsJG6nH/5DlNT4+f/KuHHx0w+I6SysrKvjV9bx9wx7Ch46dMmllf98CjI/sPGVQ9oF9JZfmopx5fu/aNS1eOXf708Madq4ICdP+j91b3H1DSuza3um9un5rivrWlvWtKyirLyirKy8oKi/KLSvJLc3pU9uoxYnAl6pzwysvNH5/Z9elvTl364tTZT059fPnk3oO7V76yXLX1kCh5OZnkoiRneIQEISQQMQkLCVhIQELCxVmNIW0mFZ4Es2Md/mfrqbH1399+uGkVYXWIN5285eBMJ2O6WQvh44TY7JXn+sOtgcg8T6zFE2vxxlq8sRYPQMBMchAmxyHZdPO6W9Ddgo5ksA/5IfCxOgARF6u7OB0MDbMfArCSRmFGB6GXhJwEhjQ4Z+OcTbA2zluYZDX65UfG11UO+tUtRbUFfe568NkZjX4ZEU1CyGRZsDrGaiirYayezk4TbVgwXYzm5gyIN92ZMRzE6W7OcApGI6O4eMPNGS5ahVkd4y2MMzHOdDOai9UhzkAFE+VNhDdQ1oBpDWY0KBhF6CjOqQD4IFqB2fQwAWGNLPCloYpLA5+biTYGpTovNwnyPFuPTIK8DjoMuCwQr7jpGBRSgCSuwSPOxlkQppEd6t20SPg++dkI6fP151ZaS17SnluWWPbS8vfWvblj12tbt63dvGXjlm1vr9uy5KU32VhiahPeSAZXvbf21//0T22dnR2dbe3pKLD2NHW2s7Ots/PvSGb5Bfj+XzpgjJHulP/69ddXrl5bv26dNXcBKllOWnXSKszpMGu4QzpMmzBtQUET/J/cRSsQo0J0zOUT69Hg+JnOB54YN/yhx5+ZMPHxp5587PGH57bau/ZsXrJ6CcpQ94x+vLB/73ETn92yfcO1T86dPXcs1aw/9sTDfW/vV1nbr7S6tqx3dWlV79Kq6rKqviXl1flFZSUVFb1r+5RUleTl9srr0TOvx635PW8ZMqAac85cubS+6+x4AAAgAElEQVRl79Y1V88c+sevzl/95Mzpsx/s3r/xrfdenruohZFFPxumBZsKGhQfJ9K+UilUtF2s4eT0xpAy0ytNRbnJLnpcg2/0bGLMHHKyMzADomcjbJMn7ApGHEHBTYdhTsksZC2Us3EuiQvNHvmm/R+43uhcXE6iYhwT0xw9VPyOFzEmxQkxTvE2JcQJzsI4C+yR8XCygVamYMxkl382xrtpFeWtLOQBkh0mpm2TMdFMq0o4A2J0hLNQzsIEG5fijmBsQpPnyRnQ2Eaq3heGOMPFGbBgwbwBcwYu2pgUd9OqK6iAzhThDDeruTjVLRhuyXDympNT3bwGcSrMaihnIpyJ/tiFuXS+mke23X5p4hz02amNjzwzZey0pkaSy8JQ1p7eHYrBjApzGsRpEKuijIrTGknrgHmDgMEcqwAVbVZblpVbAKMXJBRz+cMOf9gZiLiCUTetuBkFZlWEU1yhCMzG0twXXsVEAxE1Nxejoi2R1uXWklXmkhdbVqx84a23X9u4ec2O/4e9t45u68z2v9smtiVZxpjtYJOUZ8qUaRtmMggOifkwSeccoe3YYWYmJ04adGyH04bJwaYNtCmlvzvTudNhaGsL3j+Orbiddt67fve90zvzZq9nZdmOba2VSB89e+/v/u79W5patu3a17ijadmm7b4Z86ucxBSzq3bRkqu3Pmjv+Pp/tHX7D+IB+P7Z0X0+pPv1sP2bb7786nenrt9etH6bkw8BThrBBJNcAUQDBiICoBJMBU1MBCEDIOozEH4HFzFh4lTYDTnRpWtW7m7ZvXbT8l17N569eOja7TNn3juxcd9GMkiwAnboaNPN223nzh8TRerlV57vP+jRgt59sgqLexUV5hcVZ+cVZubkZ/cqyi0oLiwtLepdrMpWPdKzR1qqIisjQ61SpjzyUFrPHnkZiteeGxxgXUcPvP3RR20ff9J2887p92+dunjl2O6WxkUrFvojYQdGm3GviRBsTMDBRyxcyMR0yo9hOqRDgxpnoNzqHQ/hsvPVaK1jrM45CcErbbTexQBuXn7dGslg1ys/YqIiVrbWztc5vPVJ9rnEmQ5xhl2YbvPVdfdz784+C1PdWVCT5zq4GpuvzsxWaz3CWMTz+nhgeIW5wkLDWCCZSMqJsGxdBxMSTPjl1rOJiRjpiIGMGIiQiQ7LnghGOgwRAYQKmdhqIxuB6RDCRGAyqMckAxWy8rVGOoLggU6HZzpspIJGJmhgQxAd0BECQIgGOmBm5ET4h6lnosIykoxUAES9QyZo8vo/nZpb1iO7eMAzL08C7QjuT6rqkt0GI+E30UGT3CHBJRMqWVDJgkom3G+mgmY6dN8l9LtDZhAuys7JsMcHuHi9i4cx0UgGDGQAJiQYF2XBioEUZQ0gTAgwIUCUYObDXP1iac5Kac7SmiUrFjVs2bB375aW1sbWg1v3tTbubl6zaXtg5gIQpSsdmDBr/uHz53//tz8nEv/TpbwfjQfg+2dHvCuSX+neJOmIJ7787R8OHz89Y8EyzBt20EErGTLiQYQIwmQIJoMQHoDJoPzyhokAgIoAKllZft7qJYdPHz1/9VTb1WMXrxy6ePXgxeuHLt88dumD46cuHDx5tvXqe8ePn9jn8iCDH+/b99E+ZQMG5BaX5BblF5WW5BWX5BYU5xf3Lirrk19ckp3XS5WlSlOnpyjUPVMUKampaWkpirSeKT0eSu3xUK8s5WsvPyH4rIcONdy9e/rjT8/c+vDEB7ePX7xysKl54/xF9Uww4PZ67QxnZbxWVrRyQRtXbesE0zQTMx0ha7RuaaqVG48QowHPsCr7m+WWkVrnFCNZbqKqbJze5YMxv4G4rxRLlvOtXI3NO83hq3OK053SDJd/pkuaISe/ST+++5c+OmKhwvKMh4kKm5mImatB6LDG7RuPoL+YCA2vNFdYaBgPJH9E1r4ZO2dp5QZFZ9/ZwtaY6GojGTbId8MuQWLXGEYQokOyGSpMBjtF0VRYBp+ZjtjoiI0KmciAkQ4a2bCBDRmZkJUJ26igmQx2tV9/4BiYoHx0Hu/LYyszej/2cGbRI7llg196czLigrukdkmlceehAgYmaKACZjJgpUIOKmQjgmYi8D3wyac7+IyEX3ad0jpYvYtHCL+p620AxHwGUrCwQdmkTwYfiHmNbIConh1euDY4b6V/zpLZazaub9rXuH//ln0tjfv2b206sGHbntmLV9oZYarJhgardx07/ss//jmeSCQS0Qfg+/9RRKPR9vb27jPCsVgsHk8k4tFE7BvZLeH3f/rLtZsfbd3VGpi+0EL4QbcXwv3yKw0iAjqPqMf8eiIAkEGIDsMEb6FoJhyasXjepu0bjh5vbrvyzoW2AxfaWi9dPXL28qEzF1suXzt65mzz7LnB8ZOGDXpiQNmj/QY983SfgX2L+xTnFORn5ubnF/cu7t0vt6AwPSszPVutzMxSZOQoM3LS1Jk9FcqUtFSFIlWpTFUoeipSH87LSX3xuUcN0PjFC4Nnzuy++/Hp27eP37hx+MrVQweON2/YsWna/OmE5LUzjIXi7Izf46tx+2ptfJ2Zqzcx0yAirMOCWixQ6RInWbjREDFC6xmpcY/SesaB2GQjWWnndB4exLwgxoM4j+B+AxE0kiFjF246FTBCvVOaIc+9dcdf55xGl+rlO71dKgSgYqWdnWIiK60MhEpGKnxfeEyHjUxEFs11OaRGOrNgMmQgI2a62sJ29nxlOTdChWAyKHeKEfq+YtlIhxEiYCRDdn6ahak2eMRKBB1daR6rt2tcrIEOmuiQmQgYXT6DRzR0b19879Dy9EXIwITK7dQbU6FXxle+Mq5yAuIAUW9yBbg8KptkGURIACnBhGQkAzY65KAjVjJolKcsuiW2Sep1WkjhAuTxAS5e6+R0Tg70+JKmyjDpB3EBIQS5NSw3SWBCMDIBNDJTmrc8tGBVZOGq6SvXr3x759bW1oZ9+zbs3tOwp3njzqYFqzeS/uoKk91IMqu277zzy19+I0u9/ttbIv+v4wH4foL4XrbbLaKJ+DeJeHtyq1R7R8e9//xqe/NhNjTdiPkMmIBgIoQJEC5BRACkgjoiUIlLRrbaykQgjxdw0naKr509t/Htbe++e+TyxVOXLh0/e/nwhSuHz7cdbLt0+NSZ5s1blhOM6/Vhrw94ctCjT/Qb+OSAQU88NuiJJx597InSvgOyeuWnpasUapUyKyc1MzdFnaXIyE5TZ6UoVSlpSoVCmaZQpKb0VKY8okx5RJHySGFuxuRxQ9esmP3e1eOffHThzq0ztz+5fOPDtnfOHNj49ob6hbNwgTd5MCtBOxnBzoctfI2Vl8FUa+BqEKZGT4QrUWmyhR+jI0ZpPCOqXCOq7KP1jgmIZ6oF1zgpvZuDu8BnkiUpsha6y7/P2dX36Jr8rfveZowuj8+wiY7IO1IQPGAggp2HDMJEQN4kBREBmAzChGwu4jdQ9wUiEB6A8aCRDMsmMcl9Zia22sRUI3QIIAIALskmVDIZETIoXzYrrMzQCeDjz76V/+hzfZ99461yROfmzXTIQgbtRNBK/jj1qBCE+2E8AJNBIxs2smEDEzRxYXmco1PP3CWg6b4OHKYCIOWHKb9B3iZOBCxEwEj4DcR95EG4KPskd7/xaZ2c3MYFUUH+W4iUIMoP0wEDHTCQIoz7jJRkpP0Q7oNwn12o4WcuCi1c5Z+7tG7ZumVb3t64t2nzvn2b9uxp2Ltv8+6W5Ru2i/XzKi2uCaAhNGde261bf41FZaWrLHX4SeIB+P7ZITd///7r8Xg8HosmYu3y1vOOjo72jnZ5LdxfOjo+uPvppu1NkRmLXIwfdjOQhwMwrxbz6Ui/jgnqsQDg8oNoEPAEtA4v5OTthFA3Y97OHXtOnDpx9tKJi5dPXmh752Lb0ctX37363skTZw8uWbsQsgNvjHz15SEvDBk65LU3hjz21DN5RaUZOXnqnJzM3BxVTk5adq4iKyc9K0ednZOqSu+ZkpaWplQolEqFUqVIT0tRKFLTUx9JVaUo+paWTJ0wasWSme9dPXHl+ju3Prrw4SdXrt88/+7Zwxu3r582u471e+2Ex0wwFlqy0KLdG3aJtTZvtZEJg2RITwS0qKRxCFNMzDgQG1FlG1ZhHlFlHQu6JhnxcisNuL2dtb+uLTYI6UfogIENWrhqm3ea3VfnEOq7t33lMpys/utccN6lebayNTa62kSFDUQQwTtFv539XDKIdKvxIaRfnmwzMREDGTZ27l0KyTdHGZdIp7l8QIuKEBmQm8UyLo102ExH9C7fsHJT/5+9kZrT9yFlQUbfp14er9G4OYT0I7hoRAUTEfhR8JFBBPWbyE45IUIEEMovr9+FKT/StQ2y+3JIuSdjYIIQHTCyITMdMhEBMxmwMWEbGzFSQZl3SeolD4gJetSrdbA6BwuiAkL4EdIPEiKACyAhInTAyASNlARjXgMpGigJwn1G2o+FZwhzlvrnL48sWr5gU8Pa3bs37Nmzee/ebc0t25v3r2vcXTdvmZWWppidLsG/6/Dh3/7tz7FEvCPWHotGE//TMuUfjwfg+8nie/s9upf+4olENBGPxmOxeCyeiMUSsY5E9Jv29s/u/fLoyfPLN2ylw/U6N1XlpvSMqKUlPeaDMRGhwjBdo8dDCBWGPIIJ9WKsJIVqFy9f0Xqg9eLF0xcuHLvYdvR825Fzlw6fvXbsyNnWtQ1LUdIxesLIV4a8OvjJpwpL+xSV9S3t26+gpFidk6XKzkzPzlJmqNWZGSp1ulKpUqvVyjRFamqqQqVMTVOmq7IUaRmpPVU9HnpE0ePhxwaUoi74nXd23f7w7I33T71/68zdT6/c/vjymbaju/c3Llw12z+tGvVKFoK1kryDDzp8YZs3bOEjJi5sZMIIFQRxv8blnWKhxyP4aAAdDXhG69ExADYJQcvNhDwrKvciQUyASAmhAwY6ZKLv2x8kIegQ6u1ivVWol8d+k+vG7WytnamROx6dV7+ummky1TWxYSPTme3KTQwAFXVuwUCGLUyNDL7k7J2BDpuYCEKHQTIIkYGk2FgmppWpMRDByQb8ydfGZPZ9KqPvU/1fHjZcb9XhAkwHIEI0kH4jFYTJHz4IEbRgITtZ7aBrLGQYQf0Q2pmuwoSEUH6EDiB0AKb8cNfH8oHoAEgHIMqvdfPlRnyqAdU7OSMVQKgAgAvy8rP7eTEugpigc/MaJ6txsjo3nzSOh0gJJESAEAHKD1N+IyXJx0BJZjaIhWb4Zi2W5q8ILlw5e92GNTt2b9zbtGHPnoampm3NzRve3jVr8UqcC1bacLsU2bCv9e6vftWeiCUS0faOv0Wj7YmfLNN9AL5/evx9c+N+2ttV7O1IJDo6+/yxWLw9Gvs6keiQvyMai//x62/P37g9Z/UGuxAESF5H8AjlNZI8REoAGazC/Qa+1kAHQZQxYKQNox1ulvP6l61Y3rp/74W24xcvv3u27dC5945efP/40dMtBO989pVnBj312MAnHi/t17/3gIH9Bg4u7devV3FhdkGuOidTlaHKzMnIyspUKVXpSpVaqVIo0lKUPXoqe6YpFSk9FemqjPT09B6PPJSdkVoxdcT+1obbt89evfbOhbZD126cuHP3woefXrrz+aUrN4+3HN63ZPUaIVLtpFk7xdlZ0cYH7b6IzRsxsUEDHTCyYRNbjVARncc/1cqPg6gRGmxohXNYhWmUxjIBdpdbiCoHo3GyejcP4gJESjDhR4jgd1jD19p9dU6x3iFNt0rTLUKdRV7Ry0+zc9NsTI2NqrbR1Ta21kiFYcwP4/4u+V5ATnUh3A8TkpkNO3y1Vq5G6+THAs4xeqfW4TOSYRjzd5+3S5b5QDJoYMKd7ntMxMxGEDJoIIMWptpIhmBcqnQwE81YuYuF2CDChQBS0mMCTPoN9N8jLyA3TBAyaMPDdjRkRYNmLGghQmYyJLduAdQHERLCBJOwg6kuTuECSEkQE6jy8KP1tldGVzz31sS3JkEVVhLERZAQESpg6Jbwgpig93g1TrbCRuncPIR3ylwgUpKRCpKSnpRAQjCQopUNmmi/gfa7g/XC7KXhRWvCi9fULFu3tPHtzc0tm5ubNzbt2drS1LBnz8LV67jQNMCEVpjR2hVrr3z6+d8SiWgiFkt8m0i0dw7j/jRqlgfg+xeIH8gHYonEb//wp7ZrNzZs2eYP11ppP4AH9KgIYhJMBIydY5uSARcRwg/gksbJ692cR6ies2zNjn37jpw4fPL80XOX39l3aqfNa3zslYF9ftbn6defeXbIi8+8+uLAnz9TPHBgr36lGWV5yvwMZS+lOjc9M1uVnp6mTEnLTMvMUKnTVD2VitT0VGW2IiNHlalWpT/8yEO9ynq5WMc7J5vv3L28p3mrFOGkMLd5y8pTp1s/vH32l59f+fiTtkvXj7cefnvZukXVs2upgGBlWTPjM7OSmQ1ZmToLPc3K1JnIGggNQVhQ5xKmmuhJRmI07Bmms7+psQ7X2sZBrqlmXGtnILcXQb2A2wuigtzWlPUcBiJgpsPyZluLUGcV623SdKtYbxHqzN5aI1dt5KpNXHXSwdSUlDcnuYMHzHSNw1tnJkOgS6gyUSOmGIaM0UzU2RFUNFDhH0xLETJooILy0gkIF2Gis9wmf1HOQ5M5KUL5EdIvL6kwkkEzGTbJYmPcD2EihPngLs8oGxc2kBKE+4yU38j4YVIEcR+I+yBaMlD++23c7x6ElEBS0LmYKisxqtLw3Fvjnx06frTeokE5LcHDhCC7W8O4D8J9eg9X5aAqHKTGzeg8HIh55YeW1SqyCSBCigZCNJEBAynCpOAMTOPmLPHNXyYtWFa/auOSxt0b98g93JYte/dt2r1nyeYGac4ChPKNMzrY2toTl8//sf3b9kTi22hHLJnXPEh1H8T/a3SKnrsbIiQSf/n62y9/87uWd86G5q600UHQzRkICcElyOMDMREhQgDhr8IEDSrqURHCBSPGWXCKDwXWNqw9eeGdE5eObtyxRqzmK6HyN0e98fpbr7342kuPPv5YUUlZbklxVllhdmledklOdmFWVq46IyNdpVCp0jIUacqeqQ+rlAp1Wrqqp1KdqspQq1OUKb0H9/HW8CfPHrxx89yWt9da3YYhQ19+/qUnR458tTpItp1p/fJXH3z+xfX3b529fP30qYvHtzVtr18whwyIFoowEoyFDZtl50sqbCTD8uAEQlVDRLjSI020MqNhdCTgGqVzjNLaRmltE0B3lZnWu7wgJsr6ks6iGxlMuhLIO21tvjq7UC8P/MrHLtTLgx8WptrcbWS48+6G+Q1E2MzUGIig3uWrsNBjtdbhU+ApsBvGREM3UH4PfEY6aKC+IxNJ8u4H/ZC7TlcLBZNNPSUTHbAyQRsTsFB+2TsPwn0g5oUJAaElhBYRWoJoESalHwOfgfLDlAiiPOhiy42eEeXwsHJoqhUDSJ+O9EK4D8Z9MvUAlNe6mCoHVeWitR4WxH0y9b4HPpgQYExAUBHGRBMXJKbN8S1Y5luwNLx09cItO9ft3d+wt2Xbvv2N+/ZveHvXkg2bq+cvtvFSpQNDWGHzvr1f/uGrWFcqI2/sikWj8pDGTxIPwPcvE9/JjhOJ5GfxRKI9Frv36982HT4RmrHQSokI6oVRAUAFAJMgKggyIS0uad0CgEkwJoBOCnR4bBQp1UY2bt508sSJc+fOrV231mg0vvryK0889nj/vv36lfUu6d27qG+fkn5lhX0Kc4py1Lnq9Oz09KwMVWZ2anp6qqqnOjM9IyNLrcpIV2Wo0lU90no8/uwT85bPvnjl2OlzBxavmA2aNM+/+rOy/oUFheonHiudPP7N2dP9p443f3L36hefv3/nzuX3b14433Z8d3PjrIV1hMiYadrMsFZOsLB+Gx9xCPU2X72RrjVQ0yCqWosGKuzeqVZukokeo/cMq7CNqLCP1XkmG8kKG6N1eWX7Axl8MoYg3A/ifllg3B1/DmmGU5xu46fZuFobV2vtWvphku0AqBBABPRkEKbDMBnUo2KVg5tixiebMI2TReR52G4GM0nqwUSg64r3Hcwlly7+GPhgMqAnAzpcAnG/kQ45vbVOLmJw8+WQc2ylcQLkADEvQkkg5oUIAaZEiBRgStQRXggXjETgx8CH0BJMCAjqBV2szkbqnDRE+GBa0lM+CPchhIAQAojyGhdT5aA0TlrrYXUYB5NCUqoC4b7u4IMwH4IKJiroDtZ75y6VFq0ILFoxa33D2r37G1qONOxt2bK3ZdOe5hVbt9cvWeERQ+UmO4zR8zduufbx3a+j7R2JxLfxaIfsMiqXrx/c+B7EfyHkXZf3S4Tdc4VYLP6Xr7/99W//dOHarSUbt7vFOgiTICIIEgGQ8kN0CCICgEfSe0QIFw2Ez4CzsAe3uelIzeyVaxrmLlhmsbnfeHP4Cy++9PNnn33sscF9Bwzs3X9gab++Rb2L8krzsgqy0nPU6blZytwcRXZGerYqPUudrs7MyMhWZ2Qp1emp6rQXh7y4atOysxcPHj2+Z/ma+WY38sKQ53oPLMsvzs3MSsvKTi3JV7/6/OOoE96ycdnVtnc//fjKZ59e/vDOuUsX9u9t3bxw45LAnGqXwBgJHCFYMxMwc9VGpsZA15i5OgNdA+IhPRrQeQJVdnGykR0HEiM1nhEax2i9fTzsmWwiKmyMzu2T832YCICYqMd8ICHClN/ABI1syMSFLd5qq6/GJtQ6vHWdp8uKysxWy6I5iA6DdBhkwhAbBqmgFhO1mADKvRQmlLxaQrgf7taQRcgAiIky6e7LSgipu2Tkh8FHB3VMUEf6dbiEUAEEEyfqbc8PGdt38IulA54d/PLwcZCrE6l0ECIlHeqFSAkgJZD4Tlv2u0eESEEGnwH1mQjRSEowIQCkT0f6INyL4AJCCICHq3JQlXZS62IA3AvgXojovAYCKC/fMbvA54MwwUiF0OBMbsZCacHy4NJVdavXL9u2c1PLwS3N+xv3tm7e1bRm2675axv4utkaO1ppcdYvWX75zkd/aW+PJuLfxqLfdLR37miVbSsfgO9B/BdCBl80FrtvhRCLJ6KxRCzanoi2J7/pT+3t1+58tnLrXrdQp3UyepTRozyICRDuBzE/iPkhXAJxHsR5Iy4iHp8J91kpEfFQFUbLZBAaVV7+3Bu/GPz0cwMGPVnSt19BWUlR35JeJb2UuWpFbmZadmZadnpWQVZ+aWF+SWluUbEqO7uHMi0tQ/HmyDc2Na45d3H/1feOnzp/cPaSGSMnjykb1K9XcUFmr6zMHHVWhiJLnZKh6tG3NBfWT9qxbdXHt89/+cX1ex+d/+ijc1fvnG1+Z/eSDYv808MegTdRjIHyWvmwS6xzCtMdvnorN81ARkAsCGAhAA1VOaRJRn6U3jNcYx2usY3UOcaA7olGYqqVqXJ69agEYpJcpO+u1JUFH1au2umrcwnTXcJ0lzjdIdZ32vCx1QY6DLERkI10go8O6Qk/SPkNXNjIhQ10Vxvk78BnoIKwfNXq2jEmX/TkHvSPsc9A+gFSqiRELSFBVMjEhrUO5uXhk7OLBz+UkvuIsrDosReHVRoBTDDRIRMbgim/HvMZmCDChuFuafX3DkSIIOGDCcGA+QyYz4SLCC7oUV6H8TL45BqfzsVU2skqB6X3cCDhA3AviHlBlO8OPjnLBlAewgSnr943c7l//ir/opXTVq1fvPXtDU37trS0NOxpatzbsmnnvkXrt/pnL4YwfozeiInho+cv/Lm9PdHtTbrTtSMeT3x3r+E/OR6A718l4olYR6LT3PTvVADxaDzWHo923AdiIvHl7/507MyleSvXEoGQAWf0DhLBRBMVBlFJ4/QCmIjQQYAMajGp0sVpPBxE+iDSq0PpqTbPGNDw5ripL7w+dNAzPy8d+GjpwL55pXmqHGVmXlZuUUFmXk5OcW7pwL4F/frm9++bVVLcI12Rqk4bO3H0nqatF68cvPnhmYvXj89eMuMXY4bm9S3rVVbaq7g4IydXnZmRmZ2hUit6pjyUmZHy9JP9rMaqzesWvNd27NO7Fz/5vO3up22Xrx9vObJr6fplUn2NRxTMFAejtImSrFzE7q2xcNVGOmKgqw10DUhUazzBcrt3kokcC3lG6hzDNbYRWvsovXOCAS+3cVq3V371yimbfOQClpkJ2vhaOz/Nwdc5fPWy/MXWZXdqYKtBJgLSYYgOgVQQIAMQ5UfoAEz7YSqQbAEnjyyoNjERWUis93gr7bTOzcuQTV76fvSQfiCZ6jIhGBWGTQZ7P/6iIrdPZtGgZ9+aPMVMJAnbObZIBQEyAP7475TBh5CiiRCNmA9BvRDK61FeT3gBWoRwL4jygIfTuhiNk9a5WRDz3gcf5pX/0WTk6T2c3sMBKG+kgkR4fmDemuDCNTXL1i3YvG1dU8vW/Qe2tbRs2b2nYeee1Vt21C5YYeXCExC3xkGuaHj7P373u0QiEY/H4j/o3vbTxQPw/atEPBFtT3R8E4+2J+LRTperTpv7RDwWjcfau/t2d0Tj7R3RjmjsT3/9y/UPbzc27QvPmm+n/JDLB3kkhAiAuF/r9mk8AkiH9bhfiwoIFTTQYQiX9B6f1sVVWbBJoPGtSZNfeOuNp19+vs+gvr2Kckp7F/fv37+kd8ljP3982MTRz/7i9d5PP5E/oL+6ML9XSb5WV3HgwK6r1w6fv9S6fe86F+N4/MVn1EX5mcXF2UWlGb2KMgsKs0uKlb1yUjJUGTkZOb0yVarU0qLcUcOGBHxo046lN68f+9V/vPfZvRuXr58+dOLA1qYdc1cupsMBOy+ZaMlIi2YmYOUjFl+NgauBmQjE1MB0BMD8lU7v5KTzs8Y2XGsfC6ETjdgUM1phI7QuBkD57uxDSEn2QZDnf63eTgGg3Pow8bUIV2OQbUHlUTayc1+igQomS3vdK33yPK+ZjUC4OMmIDq8yjQSnc+wAACAASURBVIddAOpLjpF1n439DqFw0UAFLVyNiQ7DmB/BJSsbMVGBSis+AbBNhl0aOwth/u5VS4gIgLhfg4p6XIRJCfqhA5KdNz4TIRpxAfbwoIeHcB9ICXrKB2JevZvVOCitk9Z7OBlzAO7VY7we5QGUl98q5Iav/K9npP1oYKZvxgpxzqrQorVzNmxbs7e1ofXA1paWbS3NjXv2bGjYNnPRCsxfW+Vk9ahQv2Jj262730SjiXh7PNaRvO/Jt7x4PB6Lx2KJnwyHD8D3rxPxjkS8IznaIV/67tf77msD47FoNB6PJhLRRLwjkYhGE7G/dXR88stf7zrwjlC7AEFF0COCqKh18gAmGagQiEp6lwiiEuiRQKeAeIKwJwChXhhn9U7PZAQZPXXS86+9NPDxR5965onHHx/cf2DfKUD58s1rZyxbNNUID3rx2dw+xb0H9rHYDO+823L1+pFNW+cZ7FVPvfhEXt+SrJLizOLSrMKynKI+qsJiZVFhelGRKj8/u7CwV1GROitToUhNS03JUKS++GRxjd918tiOu3cu3P346u271z746NqZK6e2Nm2btmgREYwYSQ7CWRMrmrggRIcAKoRwtUZuGsLUQmREjwUrXeJEMzMK8AzT2IdpHMM1tlFa0zjINsWMap0MiPJwspuJ+UCPKDt9Gqmwme0c/7AL9Q5xus1Xb/XVW711ctPDwtWYqBCCS2Y6ZGYiySuePE8mt1Nk/aCJCWtd3AiN+aUxlW9OhadaCAD1JfPcZPXtu9c9CcJEA+q30REzEQI9PhgTDZTfQIkm2m/lwkYqBMvjdLgfwCS5XYNQQZAIAIQEEmLy3KceIYKEAGBeEPUimM+AeiE3B3p4mBQhStTgPIjxOidTaSM0DkoWr8CEoMd4Pcbr3Ky8TRzCfRAu6Nyczs0ipOgUa70zloTmrxfnrKxeun7FjuYtB49tbj2wuWnv9n1N2/fsXr5uozdSr3fQFTZamLX8nSs3/xiNRxPxeOKbRCJ6P9GNJas0P+U98AH4/r0jnkjEEomOWCIWSyS+iUbvfHZvR8vB+oXLcSGMoIwOlXQeSecWdG5Rj0ryWCiAiloHp3f5jGTQRIcgXJhq9rxVXvX6uLEW3OliXBXgVMZHtxxqvvL+5UPHD8xdMkuDTH1j1Cu06Dl+/sDV995dvW6uBpj6zM+fKe3dPye/LK+wT25+iTo7X53TKysvP6+4pKh3n8Ky3tl5+arMLGVGRmq6OiUtNbXnQ9mZildf+hnHOLc1rrp08chnH1/6/NNLN2+dPHvl4Pbm9XNWTBfq/ZjktbC8kZEQOmzi6y3MNAtZLW+wNeIhyC0CLq/OzkxBPKN1jqFa55tVjmFax1gInWyiKqys1s7DLsGA+WFUgjBZ9+fvXGHBBm182MaHnUKdU5xu8067P5NLhZKza0Y62K2/EYDxoIEMm+gaMzPNRIW0Lm4s6BhWaRyls0624LIbPkQHEMoPEwKA8noPD6BeCPfJzk4Q7oMJ0Uj7DaQEYl4A7ewnIPetn340n9V7vPKl0kAFQFzQe7xyTRNEOydbIFIECbFz0AUTIFQAPT7A49W6KI2b1HloAGNBnJMPgLEAxuo9nNbFa5xevVsEPAGtU9A4vSYmyNTN9c9ZGpqzcsaqhkUNO9buaW5obW1obt7S1NK4p2V1ww5p/gqEkcZDRtwfPHL6zB//9td459Pvf1eSK8cD8P2bRzwei8Xa5RWlHfFEezzxbTT6mz/95ezVG4vWbHZ4a7QOtspG690+CPfrPYLGyWvdXgAVAacPcHoBjwThEkSIepTROt0zli0+dv7kmcun3j1z8PTFd05dOHam7d2L104dO7W/cdfG3S3bLlw9ef7KkQVLakeNe6v/oAGlfQbkF/fJLShV5+RlFxTlFhblF5eU9evfu/+AgpJSdXZOWro6LV2dmq5OVSgUilSVMlWp6KFWpfQt6zVx/JtzZvrPnWr5P/euffx52917l2593Hb8/NE1jeul+lq3T7RzEkJ4jZTfwoRNVNBMV1uZajMVNlERIxkC3WKljZtgYUbD+Aide7jWOVLrGKN3TYSxchOltXF6twBi3We2fMkmpokJy6smkwNwSeMDExM2UIHkxjgjFTGSEQMZQogwQkQMREDn5qdaiElGtNxKyu1XiJR0uKDrVm1MmtnJRbTk4yat4eX6mvyd3Udrv3dATEBIv5WvNrPhChs1tMLw6njtsEqj1skZ6WDnCIc8g4GLMC7K4NO7eU038CXZJ38MoLzeI+g9os4lVtl9lTYOwgNYaKZv1sLAvOXTlmxc1rh3Q9PBLfsPNR482NDcvHHXnlWbGusWLLeIkYlWD4wzG3bu/OVXv5GffZ22Q//74gH4/v0jHovGoh2J2H21aDyRaI8n/vP3fz116cbC1ZtctAQ6KBj1wZgIYhKIBzQeP+ASYY+kd4kapxfC/VY+DLgpj+hfsGZt06Hm022Hz14+dqbt2MmzB0+fP3zp2slrN85cuPTu2YtHz1w5UjNTfPnN5/oO7jPgicf6PPZY78GDCvr2ySgsyCksKu3br++jA0v79svOy1dmZCrUGcqMTGVGZnpGllqdmZaWltLzEaUiRano0fORh4ryszUV41avnNt24fCdW+fv3r386ecf3Pro+tFTh9Y0rJm+YBbt520sZ2QEIyVYuaCNrzbTYRgLIUS1lZth4eoBMljp9k0yU6MB1/Aq64gq2yitY4zWOVbvmmImKx2szu0DUAFAfXqPV+fuLG8hpB8hQ7Knnrz9Unb9s3mnWbhqExNKOp4a6YiRjCBECMZDMB42EH4IF/UeL+DxQYQo++hBpKTFfNquiQiZbjLyZLrJPVOZffKtUP60C44/Cj657Cj7KUwx469P1D/1xrjnRkwZD7sATNBjPjnRhnBRtu2DUAFwe3VOTutidG5WblnI5JUfVO/h9B4eQAUAlbROocLK61yCS5whzFrmn7s0MH/53HXb1u5u3dp6uLH1UGPrga0t+9ft2DNv5Xo2PKPCgZfb0WlLll//6CO52ByNtre3d/xva2vI8QB8//YRT8Rj90vLHdFvv452tHe2QWLx+G9+/8frNz/cs/9I9ZzFkJuttFIgHgCIMIIFzXjQgIV0bqnK6TXSIRD16p0kjFIo762eXrNs7fKWQ/vOtp0413bs9LkD5y4euHjpwPlLB05dOtxydNfsJfWIE35txOsDfza4z+OPlgzq3+eJQQOfenLQ40/2GfBor8IidXaOKjNLlZmlzMhMz8pSqjNTU9OVygyFIl2hUKSrlKkpPR966KHUlB4lRbmvv/ikl7S17Nl888a5zz+78fkX79+8c77tyrHWQ42L1y/lp9faeRbBCSPps3IRGzfNwtYb6ekGepqRiRiZMIj7Kx3cZBM5EcHHQ+hIjX1ouXlElU12f6mwMVoXD6DermKciJAShHe6NiGk38yGbd6a5LH7auUsWF5iayDlEzFSNWY6bEwKlbs5CICy5q6rtwtiQrL2Z6ACBsqfvAACKC/3WA2UhJAC0KlD+mHwdZroYQKA+qoczGi97fWJ+iGTgHGQU+vm7z8KJiJJ8Dk5nZ3RudhkrzZ55K9oXYzWxWgcXKWN07kEG1/HTFvon7vcP29p3Yr1q3e2bm092thyuGFPS8Oepk17mpZsahSmz0MwXuMigvMWv3vpyh++/jqRSMQSXZ23n/LJ/6PxAHz/7hGXlX7xzrpyPBGXq8rReLQ9KnvExOLxaDT22a/+c+veA97auQZCqrIzWiuts9CAS0CIsM4jVTm9GqdX7+ZBDws5KcRO2XBerJ62fN3q5kN7z7YdufzekYtXmk+f33O67fCF66eu3Dx3ou3ogtVzyqHy53/xwlMv/+zZIS+9NvTN5196pXf/AVm98tTZOZm5vdKzshXqjDS1Oj0zOzMrT6nM7JmqTFMo01VqlSo9LS0tNTVVkdYzvedDWWk9nxrcx2UH9u3Z9PmnVz/5+MIHN49/cPP4xfdO7j6yd+6qhWy1385yJpIzkoKJDpvoWhNdbaQD8vYMhAwAmF/rFirs/AQDOVLnGlppGVpplrdfTjBg5XZG6+HlFkF3oACoD8JFWZRn4SI2b41DmJbcymZiqk20fGrMTK2ZDpvoYLKTK+e5co0PIjvtAOTbZfJ3woQfxDoFw92qfoKR9sOEoPdw/wB8SYUgTEhyij0edk0yoloXB+NdKzVQQV7EAaMC5Pbq7IzWTuvd30Fekno6N6tzMxonM9VCTjVTBjJM1y70zVwmzF5cvWTV4i07N+073Lj/2Lbmgw27mzbv3LumcWftwuUGSpiAOF1CsOmd47/5619jiUTn8ywWiycSHdFY7KcbTfuxeAC+f/+Ix+Md7R0dHR3xWJdqtKMjHo3HY/LsUOc2q1gi8aevO25/+n+2NR0kxRoXLZlQb4UZAzDBQEcAMqhDRT0qAB4OdAuwKwQ4fICdsuJssL5+zZZ1+4/tPXv58JUbxy9ePXHhyolzV9698sHpq7dO7393z5wl0w12ZNzUccPHjHr2xZeKe/fJzsvPLSjsVVgkEzA9K1uhzkxVZSjUmelZ2ekZmalpyh49U9MUCpVKpVAolCk9FT0eVqY8nJWZ+tJLT/oE9+496z64eer2R2duf3zpg7uXz1092Xxs37KNK701YRNBgihlpAQz4zdSkon2d03LBiEiqEf9FU5xspUbj2CjAdewKutbFeZhVdYxgGuiCS+3U5UuRutm9Z7OTDBZazNQkpGWjHTAxISTFlg2b52Nr7OwtWam1kTXGIiAocuyGKE67VIgUgIpP0jIgmpJHq0z0mF5bbneI0xA3MOrDGNBm8ZJyzW+zrFcUoRwX9KG6++PfKGTL5iyr5TOzXe2ODARQoX7x+ODXDzg5PR2FnCwgMcnM10+eo9XzvTlZF/nZitslMbJO4R674xl4uwVgfkr5m/atq7pwIbmg1uaD77dfHDb3uaN23bOXbaWCE4rdxBVHnrhuo23733RLvuvxDvi8Wi0vSMajX/bHv+JRMr/KB6A7988ZKur74qeZfvbaDTaEY/LoqpYvMsKN55I/OXr9nu//PXR0+fnrVrv8gWrHGSlk9HiEkQHQFICMS9MBGCyBsCCOqcXdHFGlLNgLO6VZi1asrNp74lThy5dOX7x8jsXLh28eOXQ9Vunrtw4tWr9Ug1U+eJrrw58/MnC0t5FZb3L+vUvLC3LLSjMLSjMzsvPyM1Nz8lKy0hPTVelpatSVSpFukqVnq5MV6WkpSmUKpU6XaFS9Eh5+OEeD2XmpI0c84ttO9fd/Kjt1p1zt+6c++yL9z7+4v1L759vead1zfaNtYvn4gHBQrMW2m+iZf84v4EKQVRITwT1RFhPRDRuqdLhm2ymx8HoSJ1jhNY2QmsbA7rGI+gkIzrVgnbOM3RJeSHcBxM+mJBtVzqFe1au1spNs3LTLOw0M1NrJIMmOmhmw2Y2bGRCBiYosw8gJQCX5EkPWQEj94gRMljl4EZqra+MqxwySTcBccoPp3OzSeHhPwDf9+59SQJqnZzWyckL0mTqgS5e72ABBws7ecTtS3IzCT6Zejo3r/ewOg8NYl6bt5asXuCdsTw4f9WstQ2rdzc3HDiyef/hLS0HdjTv3/L27kXLVjNSROsgqzCvuHj1hQ9u/aWjQ94R2am0jyfi8Z/QiOAfxQPw/ZtHNJH4Nh7v6HL6i3WmvrLQr0Ne/Pu9KRD5z45Y7Ivf/aH11LnIwpUmNqDx8BrUq/GweowDSVFH+LWoWOXkNS4ecPkQl2B0Cha3H6PDc2ZPb2nedunKu9ffe/fytaPvfXDyfNvhOfNrR4z8xeAnBvcbOKjvo48+9tRTg554sqisLCc/v1dhUXZeviorKz0nKz0nS52TpcxUp6oUKUpFmkqpTFcq0pUpSnWaOqOnSpWaruqh7PmI8pHXh7+2e/+O25+9/8HNs9evHHnv+vHbty9+cu/Gp7+6feeLWyevnNywa0P1vJmYv9rG+o2kYKD8RjqMMBGQCoN0NcxMA6lqkIwAREjjESZaqFGga5jWOlRrHaa3j9Rbx0H2ySaPPMSqc7M6N9cFQQHCpaRu2UhHzEyNha21cHVWvs7G1Vj5agtfbWbDRiaYtAiF6ABMBZNW8gAqyuo/EJPKrcx42DVSaxpeZZhocMm8S06MASgPYj966ZOT3GQ+LtvqaWV+ub16Fy/vhwTdXr2D1dsY0MEhbp8RE6EfB5/GSWndtJWPMHWLhFkrfDOX1y5dv3x708bWQxtbD21sPrBxz76GHXtWrt0UrpkJ2dApJhcxff7Os5d++823sa5NGrFop2g5Go3LI7n/2+IB+P7947/ztIvGYl/9/s+nL11fuG4LFqqDGVFHenWEAKCSxu3Voz4AFXRuTuOkATcHoQLg5gxugvWH5y1d0fD2tv1H91+6du7KtVPrNyzU6ka/+NITL7z49BtvvvLWsNeffOaxgtKCgtLC/NLC7IK8rIK87LxcdVZGVmZGTmZGpkqZrlSoVGmK9NRUVYpSpVAplalpaar09J6KlMxeWYBZv//Evpv3rt+4fmrTijki7Zg3M3SwZcfNDy58du+DT+5dv/XRuQvXj+w+um32illMWLIxXiMpGOkQRAZBKmjia01MrYmuNVDVMB4CUL/GwU82k+Ng92i9Y5TWNUrrHqV1j9G7JyBYuZXSOFnAw4MYD6I+wC3K5IKIAEj4AcoPskHIGzIIEZuv1sbXWLjI91ZhwITUfdAt+TGAihonX26l5AkTjZPWezhZ4td13fPqUC9ISBApAbgPJHwQKQC4V4+xAM6CmA9C73NQj/nko8V8erzzx/UeTuditE5a56QBJwO6ONDFAU4acrMIykEeTudm5f87OVkud7AwW03WL+FmLeNmLY4sXbVo646NLa1bDhxo2N+ytXnf1p1NGzfvnjF3nYWKjIbtRt634/CBL3//1f9nz9d/SjwA34P4keh2FWyPJ3771/ZbX3y5+53TbN2cCitaZafklyiICSAuALgA4KIelwBchNws6CARN2GnGG8ksmz1itbDzWcvHD9+6sDSlQsMVmTI0Neffu6pvgP7FpYVFfcpKe5TUtSnpKCsMKcgJysnMzNTnZGuVKWlpisVGRkZqoz0FGWaQpmmUinT1enpmRkPp/Ys6lPC+pmTl4998NnVMxcOTav1Dnn954/2L371padJzLpn58aPbl/88osbn9+7+uG9q+992Hb8wrvrtm8NzJplZQWdm9LhnMkbNnPVJqZzF4eBDMF4EET9WqdYbuEmINRYkBitw4ZXuYZV2UfqHOMgzxQzVeXiAFQAPRLgkQBU1HkELerT4j4dKeopCWKCVm+13Vtj5auTx8JFjHSwu+le0t0AJgIgJuncsvDYm9TuJSdk5QYrgPlAQtShPq2HA3DvffARHIwLMHY/270PPtSrwzqFMjo3q3XSWicNuFjIxUJuDnJzCMohKId4eNDD6z2s3s0Bbq/OzVc5GD3htwdnUdOX8LOWBhasnLth69q9LVsOHtpy8OC2A/vf3te8aevOxcs3EcL0cZB7spNY0ND42Ze/+t/avP3ReAC+B/HDEYtFY7H2zg5I1wjIH/72zdXbd9c17qZC9SbSC2MciHk1Lr7CwWkxv44KV2EBGA9AHgF0caCLhlyEGaO8kZpVDQ3HL5zde/gwJojP/eIXZYMHlzw6oLR/3z6P9uvzaJ8+/cvK+pXkl+Vl52dmZqky1KpMtTpTnZmRmZ2mzuqpUKkyVCq1Sp2VqcxQP9TzkYFPDp4xv/7c9ZM3Prm87+jbuNf+/GtP9+1fXFqa37cs/5kn+pmAqbu3rP74Vttnn7738SfXPrv3/q2Prx04cWDRhhWBOTPd/gCA0QjlNdA+E+O3eautfI2BjhjoGgM1DcSqK52ByTZxgokbBeJDNc5flFverLAO1zvHGvEpNqbKzlfZeVnprfOIekzU4YIG8+lwQW7Umtmw3P+1+2pt3hozG5aHPRAy9Pfsg4kATPi77+dO3tTkLBvCRQD1aV2c1sXKSkAI9+pRFqG8CCFCfwc+HerVoF4d5r1PTxl87k7qwR7OiHkRlAfcnN7N6t2czsVrXZzOzek9XrtUT9YvYqYvEucun75604qd+xoOHNl28MiW1v2NzS2NO/cuX9sQqJ8PuNlJVsw3d/GZD279NJtx/3vxAHwP4ocjnojGEu3xREciEYvFOjo6OpLv6t92dHz25Vet756uW7TCzgdhUtQTUoVHLEeDGiJc5ZI0ThFA/TARhHFJ52C0NtJCi776ueKshXqUeXn0pCdfe2PQCy/2e/KpvoMH9R3Yv3f/spL+xYX9CnKLc7LyMnN6ZffKy1Nn5qSlZ6lzCzLzC7PychRqlSJT3VOlTFGlDRn2xpqG1WevHL925/zB43sZEX3+1Z/1H9inb/+y/ILc1NRHMtNTn3q839Txw2pE6sShXV98evXeF9dufnTh0s0zxy+d2Nq8q3bxfLI6ZOZoiCAMFG9i/EYmbObrrd7ZBnoGSNYBRK0Oq650BSaaudEQMUKPDtO6h2rdI3TucaB7AoxNNdNVTl6PihAegAi/HvfpUK88QyYr7Ix0UCagfDq1L0mr5669bgYqhJD+pCdK915K1x1QlLuuEN4padY46XIbqkNpCPPJ/dnOZgUudN34fFrUK/dnNU5a66R1Lgb0cLCHhz28jD99Z/7Lap1clZPRujiYCFi908ja+fzMxb7ZS2qWrVu8ddfGfYca9x/d0nJg877WTbuaVqxtCE2fh2CszkP7Fy4/1Hblq7/+NZFIJDo6fjrDgf+beAC+B/FjEYvGv43Gv4kn2hOJjng8mohFE9GORCyaSCTiicS3sdhXf/36zLUPZq5Yj5BilZvXYmKVRwTxCExE9GigyinoPRJMhhAqBGKSxslrPN5KNzfFio0FLa9PKH/69TcHPft838cfLx34aGH/3r36FOSU9soqyMnqlZOTn6/MzE5VZ+WW9i7sP6CwX1l2cX5Gfu4jaSnKzPQpmvLtextPX3rn6q2zN++0rVq1YPSYof0H9MnNy8nMzc7My87Kz07NVvZMfbg0K33Mmy9Pj7BnTu2598XVz//Pjbuf3bj18ftnr5zdcWD33FULyJDPTOEITsK410AFjUw1QlUjTK2BmwbTtRBVCxARjSc41S6MM9DD9ehblY63KqzDquyj9M4JCFZuYbROL4CK8pEJlSSRrE82s2ErX23la6x8rXwsXI2JiXTDn1/OcJPOd989Pp2bhwnJxAQNlKhx0uMg27AqaBxs1ThowONLPiIg1xwwn07Odt2s7DqldTF6Nwu6ORl5oJvTyTSUqedgKu201u0zczVE9Xy2foF31oLqJasXbH57/d4DjfuPNLYcbti3f3NTy4YdTXMWrzWTvrGQGauu23++7auvv+lcn/G/ULHyD+MB+B7ED0csFo1Gv43FOuLxaDwejUXbox3fxuPRRCIei0c74tFY1+jbf/zujwdOnJu2YLmD9SMYr3HyelRCqDBEBAHZBAELatFAhVOo8gggFTCwIZAQppjRkRrktbFTn3ztrX4/e6H4sSfy+vfJKilS5eYos7PzSkpyiooyiwqLBw8sfuzRggFlub2L8nqXpGSm9yotsrhs+w7tbXvv9PXb5z/86OqKZQuGDHmltKw0v7gkt7BEnZ+vyu+Vmp+jzM7ISVeoFT0Kc9XjRg9Zsqju/NlDtz648PmnN37znx/f/fz9M5ffbdzbMHPxHC4ScPC8mWJNtM/KBcxs2EBHECqMUPIH1SAe0rj8Uy2+cTA5QuscrnEMq7IPr7KN0jrGQ+hUE6Wxc3rX/fZrsmGaFCrLLi/ykdnXua6XCn0PfN9jH+jxAW6viQpZuTCMe6eYPEPLoZfHTHljirbcjP8g+LSYT+PmZOTp3KzezerdLOBiwa6jc3J6F69381oXV+VgKx08iPud0gxu+jLvzEWB+UvnbWxcv/dA4/5j2/Yf3dZ6pLH50KZd+xava2QjsyeZnBVObMWOXfe++n0ikUjE4tFo5zD4v1A8AN+D+JH47hKsWCIeS0SjiVh7ItqRiMYT0Wg8GkvEovHot9GO9ljs93/+87Ub72/ctp0ITddjXo2TBTABIiSNWyh38lUeUY+HACIAdbkngYSoRb3ldmo0aH9lov6Zt8YOev6l4kGP55T2zi0p6z1oYH7f0pLB/YaXj6m0gq+Oeqtk8IDc3iXp+bnPvPR83ez6UxdPvnfn0qmLhzfvXGdyGfo/PiC7ID+nsCS3uHdWYUlmQXFmYXFWXn52bk52Tk5GRkZmurokP+/lnz9pASo3LJ39/uV3P//8+pe/uXvvV7cuXj25q2XH0g0rInOnY37BTBIIziKkZKQkEx0002EzHTFREQMRQrCgzuWfauMnm5nxMD5a5x5ZZR9dZRuvc04G0akGosrOaF2czs13lwd3Wc8HuzaxhTo1gF34M1DBZHUvScAkByG0E3wWNgSg3FQzOlJjfH185fBKsNJKQl2QTaa6OtRb5eErXUyVg9K6GL2HAzyc3sPqXQzgZAAnA7hYnYvTuXmdm9M4OY2TBzDJwtei1fOZmcv985bNXL1u7e592w8e23bg6NbmQ9tbjzTsbl2ydjNXPavSzVZhXHjpirY7H7V3jQPF4/JT4l8pHoDvQfxIxBOJaCLWEY9GY9FoPJqIt8ej3yQ6vklEOxKxeCImb0WNJzriifau/kfHN9/+7f17v1q1c59LjOjcNIj7IELSo6IWkzTy4AfKAZgXJETZ2RhhIzBfU4H5R0OuIeMqnnz1zUd/9sKTL7z03OuvlQ3u98TLT0uzAy1n9i/dtHIKpO3z5KD0gpzXRw1bvWntlfcvXb914e29G4y4of9zg9UluRlFBdlFJb2K++Tml+XkFeflleTkFWbk5+WXlOXmF6sUmcoUVXrPnpk9HhlYmAVMHrp+1awrl9/58svbv/nqk3v/RLd9iwAAIABJREFUcfvWx9ePnTuyomGFr06ysayR8lkYwc4GHFzYzkasdMRChq1kxEzXwnQtiIc0LnGKiRkHekZr7KMqrKPLrWOqrOMh5yQjWmGjtC6uC3zeLjCJANo5tpH077N5p3UZHwSMtL+7O0vXvc8LoQLo9hmpoJEOAB6uyk5ONrpH60yTjU69i4MwsbucRYvyGjdX4WTLHXSVvEkD5UGU17tZnZPWO2jQyQAuVutktS5O42Qq7YzG5TUyEU9wDlW/hJmxPLJ49ZKt2xtaD+84/M7W5kMNe1ob9x1c17i7duYi2MNOcTLCopUtFy797m/fJBKJxLfRRHs0loh98wB8D+LfNf6Le1BjicRv//jXSzduNuxuqp67yMEF9W5W6+YgefuPx4uQfoQK6FEfgPpg0g+gAoAJICFq3MwovfFnQ0cCTtf81csis6sJAV2/Zdm1O2evfnK29fSe6rmhqVC5HbfvaNp+42bblfdOrdkwV6Mv7z/wsZy8vOz8/F5FxUVlfXMLSjJ7FeQUFOeXlBX07t2ruCSjV55CrU5RKHqkpfRI7dEz5ZG0tEf6FGTDFZPWLJh97vC+e7ev/P7Xd3/55c3rH548dG7XxqZN0xbPJYKC08dbGdZEeq1s0EQFrWyN3VtnoCMwGYLJEESEtG6h3EJPRIjROvewcuvwCstorWMC5JliwittlMZBaZ2U3k0DHhpAGRDjuzUxRJiQjHTIwtVYvbVWX43FW23mI0Y2BFN+2VhUdlfWYpIWk3S4X4/7dbikw0S5gwFgPj3amecmx860Lk7jZKscjNbBAk4OcHKgi+9+ACcHOFnQxcAYr3PzFQ5OTwZdoTnM9KXeWUsD81fOWdewoanl7cNHth88sK1l35Y9TVt2tS5YuhnDa8shtyccPnju/K9//6e4vCmyPZ6IxmOJRPRfTc/yAHwP4n8koonENx0dv/zdHw6dvjh9yVoHF9Q5aQCVZ0K9svefzu3r2tcTRKggQgcMlFRu8eCBUEPT7lNXzl28ceHarUtXb1649P6JtvdPXr559uzl4yfOHj5/+cS198+eOnuguo4d8tZrvfv1L+nTp6C0NKNXr6z8/F4lZQV9+uWWlOWVlpX065dbVKTKzk5NV6WqlKnpilRVak9FSo+Uh9MeeShHlVqgVr7w2ACJdJ08vPfTT67d++X7n/76xkf/cfPCjYt7Du1ZtHYZFwlZKNpMcxZWMpCCgfTLTnyyJxWMBwGPpHdLlTbfRIQcrXMPr7QNLTcPr7CM1ttlV75KO1lpJ+XVFnoP1+0OKEC4hJBBIxM285HkMXFhw//T3n1HRXWtfwNXgelDr4rGnsTcJCY3ianGaEy5SWxM78DUc2bO9D5DEXtXbFhRURBEUelNRFSkCgpii0YTNb0rMqe8fwxyTW6S+667sn4p7M/aK0vEP1gSvu5z9rOf58GtD6HexUU8PMTDQ9w8xM1H3AKdi69zCBCnQOv82X1brsbKUVv82cdR/Vbw8ZQGjlKfoDBxYGeSY5FuwTrz0g2eNVuW79ibVVCUU1y+v6wit7g49+iRfUVHsnbnm9xLEkT6ZKNnZ9GhDz/9tH93h/XfBwLBBwA4jqEEgeIE7sNxH0H4MPyzb+9W1DemLluTaHSL9G6h1sFRW9gqqxDxiPRelsrKVtu5GgdbZRXr3RK9U6Kzwg73knWZeYcP1Z6ub+poOdfV2tp2oq3zZGf3qdaOurbO42e7GupPl6UssLz8xoujxo8eMXbUyIlj4yeMjX5kFCM6ihkTM3zCxDGTJsU98khIVBSZyQyiUcl0GoVJI9PJJEpQECkwKCiARiXRSAGkIUNCyKQpkx932ZGqqsOXr3bc+qTn0zuXP7l1qbOr+UjlkRWb1uq9ziSLSWLUSwyWJLM3yZySbE5LMqVJ9V4JkiIzpEuQVJ7GMzfZ9i+xv/WLfFpC8ptc5TtCzftS3QcyZE6SPkFhZKvMA3u0geVvNDDQAMZf+Zxo7m/0IjCkCAxegcEr1HtFeo9Q3985daB8b6Dji//OmT/7uGrLrwefhac0JiTpWUqLzJKhzVhrWrLBvnzjoqzsrQeO5pRW7S2rzCspzztSvO/QkR15B9JWrWcp9bMU+sXb9nReu/ajv9cKThAYgaM4BnZ8AEDgOO7rJbA+wt/+5cH833s+7PbnX585f2Xr/hJD6lIx4hTrXEJ/qxKdR4h4RYhXqPXwIIcEccsQp0Bl4Cu0SqM9ZemKrN05paXlTY0nu863nu1oON1cdrql9Ex7VXNHXWXd4cytq5O0yc+//sKICaNGTHhkzD8ee+SJx0Y8OmHkpMfjJ06MHD6cHhZGYjDIDDqNyaQy6WQ6mUIjU2jkQAo5iEwKIgVRKGQKKYg8bGg4g/bPp54QsOdtWLGg5UTJpze6vvr82o1Petq7mypPVu45mjd/w1KV0yLTWqRaS7LBqbJ4lZaUJKNXZkiRGlLESKpAn87Vps5Tud5PNM8UwNPYyqkJ8mls5Rsc1TtCeJYMmZNkYCktXM3PO6P40/Cn5S/pSZa0RHOq1JQmNaVJjGlSY8qDNjNuid4p0TtFiPPhVlcD9225GivvQcb94uKojBy1WWxKgdJWmZZstC7flLpu69o9+TlHy/dVVOWUleeVVuQXV2TvP7hwzcZEo2MebDBnbixr7/z63j3UP9TUh+EoTqA4jvUH318LCD7g94b1Ef5TEKzPPwRpoP84ShDf3vedvXhj054CtTWFqzDwIZu0f36FR4x4uRo7V2MX69yJerdUZxdpTAK1Qaw2Wiyp27buqj9+/Oy5Mx3dp9vP159qrmxsqWnrONF2obHyZOmy9YtZkoTJLz8zYfKkZ159ccr0aRMmPx0ePyI4MpIeFkYLDWWEhjBCQ6jBdAqDQmdQ6cF0MoMRSKUNI5ECSEEkCplGoTDIFEYgmT4sKJJCmTt9yt4tay6db/zszuVPPr108ca59ivNxzvr8koLFq9Zo7M7JGpIrIGTEIvC7JKbvYkmj9TgFhnTRcYMoSGdA3vmKGzvSgwzeNDrLOWrc+XTEuQz2Yq3eer3RNrZif7487eQsvNh2086Sj2of/ZfAvFXvchMqVKTV2r0ygweqcGVqHcl6l3i/yn4eEozW2kSGz1Q6grD4vWmZRvca7as3Llv58Gj+4rL9paW7yurzC+v2X+0cu3WHLnR+S9Rkm7hkgPNzTfu/tj/HX7QfsXP34TlD/q/7X8Egg/4XeE45uvD0YERwP0tKYn+6dH9zWC+u9fb3NmzdssejS01EXFKIDtHYfKX6Qp1Lj7s4GlsQsguQdwSvUegsclUZpXO4UlfsiU7u6SqtLG1oeN847muxubWusa2mubOulOtNYfK9i9atYAr5b3x7syXZ7zx2DPPRI2MD4mKCo2ODo2ODomMYIaF0kOZjFAGM4TBDGFQaNRhgQFBNAojPJTCZAwLDAgKCmKS6SFkRnDAsOCAIY9Eh7JmzdyWtaaru+nG7Ytd19ov3Oy8crunse3k3oI9C1YuMnkdaospEdGJdIjUaE6yuKSmVLEhVaT3ig0pYkOaEEnlaFyzk8zvCHTTE1TT5iRPm5s8g6V4i6t6TwzPTtT1v/tTm3lq68DiqixclYWvsYlgh1jnkhg8Uv3AcssQp39ipFRnE2nt//VRl6c0P7z4KgtPZeZC1mTnIsPi9ablm2wrsxZu3bul8GhuacX+ktL8krKC0up9xZWb9hU6F6/hKBGOSr95f+GVr7/u7f8W+3uuPDzIAAN1fMCg56/lx/v3eiiKoij6YPIlSuAogaE4hqEY8f29vis375TUnExftiERcQp0/YMpRIiLDzt4kI0POwRal1DnEmqdHLmRK9crDA5X+uLVmev35e6qrS3u7DjR3lHbcPpoQ2NpW8eJ4w0VC5dlzGXPff6lF0ePHx89fETc6NEjxoyJGTkyPCY6JDwsOCI0JCI0OJTJYNKCmXRmMJ3MoAwjDQugkqhhwRQGPSAgkBpEDaZQGeQgWtAwatCwUfExGiip7kT5tY97Ll4/f/Xm+Zu3u3qutjSdO1FWV5K1d6trSbrabk4yGWRms8Tonwzplhq9SZb0JEuGzJgu0no4Ksccme09ofFtHjyDpZyekDyDnfwWT/6uUPmeWDlbBrMVJo7SzNfY/MHHUfbXGP+7px7sEMF2MWwTwzYJZBNDZjFkFsC2/3q48fPgU5r5aqvUkg6lrTQuWW9ZkZW2ec/6/CN7SqrySsvzS4sLS8oLjlRsyT3oXrUx0ZqabEtbtHHHmXM993woQRB4H472oSiK+t9iPNjrYQTY8QGDGY4TKPrLtzYxjMDRPgLtJdA+AvMN/H4vhn386dfFtafcqzZIjQ4ebBJqbQLYztfaeVoHV+PgQk6W1iEweIU6N0dhFihNCtiEGA0LFqYUHdrT2lrd2lbd1FLVca6h+thhqx15+bUXHp00cfzEieMefXTCP/4x9vHHR4wZExETExoRERYVER4VHhIaTKNRmDQyk0ZmhtLJwdShlIAAahCJTiVRKDQqlUln0ih0ciB5yJAhNDpFKObX1Vd99MmVnsudPZebr91o+ehWx8efX/jozoWOyy3lJyuy9u+wLU4RGyARYhQjVoneJjM6JQaXBHGLdR6RzivWpYh18/ma9HnJzneFujfZimnzEqfNk7yRIJnOFr3FS5wl0bLkRn/7vP55QEqz/0P/NpCvsQo0Fv/tC6HaJFQbhWojX2Ph/fRd4X+Ws/CUZq7C1L+UZp7SLIIdmpTl+sWZhiWZtlVblu4q2FFcubescl9xSX5JyaGS8tyDxcs270h2pLFhq3ftlrJTbZ9/c7e/TcWDiMP7a9oxEHwA8P/jl2sBUQz7+IuvjlTWLMncjLgzJIidozZzIAcP8fKQFKHeI9C5eZCDBzmEWpdQ6xLAdgniVtozFq5YtydnX3lNZXPH6eNnytftWMqTz3nujacnv/rEKzNfnvL61NGPT4weOSImPj5m+PCoyOioiKjosKiw4FAGk06mBJGpJBqDSmNQKTQyiRIURA6k0il0Kp0SRA0kU4YEDQ0dFWNf5G7sPnPji+unWuq2ZK1atTi1cN/OjtP1t65c+PL29U8/u9p5ubHoRO6mg2vTMzN0KWa5VSszImK9SWxwSk3pIuN8oX6BSD9fqE0X6NL4Wi9LaX9firzFVU1nJU+dI35tluSNeap3+NpZUmOC3MJR+R9aHwwDgkwC2MxDLAk681zYnABb2LCVp7byFGaewshT/vLiKo3+XSRbYeKoLByNhaUwJiiMAsSpci/WL9pgXr7ZuW7Lop17Nhw4uKukLK+ssqC0srCk6kDx8XXbD0DOBRy1HvKmF1TXXP/883soiv1ZJ+T+b0DwAX8WKEHc96Hf9fa2dF9an52ncaSLdA4h4hL4OzjpPP72n1JTmsyUzoddbI1DhHilkEWuMZg9Kas2ZRaWHTzd2dDc3bjvcI7CIH9p2stPPvXUmLFj4keNjB/9SGz8iMjYmMjYmPCYaGZ4KCOYwQihM4LpVDqFRCGRKEFkKsl/4EsmkakUOolGG0INHPvsY6t3rm+9cvbanSvVx0scDmTGay88+8TEd6e+ttjraW2o/fKza7e/uHTpk9YLt1raLp0+XF24eutqc7oj0aATaQ1ig11kcMvM6VLTfJE+TWxIl5kXSE0ZAp2HpbLNTjK+I9RMZylenyOfOjtp6uyk6QnJb/PVs2S6BIWRrTZz1Ca2EuFqDFzIzNaYWGojS23iaqxCjU2osgpU5v5baP+xuEqTP/g4SjNLaWIpTf5LhMn2+cj8VeZlm1zrti/YnrO+sGh3eWVuRVVeaUV+SWX+kYqsnCJj2kq2Uq+wp2TlF/bcun3Pv4PHsb9W/5XfBoIP+LNAMeze/fv+2ogvvr97sv38hl25ptTFiXqHRO/1d2wXaF1CnUeg8/C1bv+SIm4JZOHJtTIYMaembsnZc6KlubS2BjIYn37muUcnPj527Lgx48Y+Mm5M3OiRkaPiwkfF0OPCA8MZtDAGPZRBDaZRmFQSnRxACRxGDiDTKYwwZnBwCJ3GGBoYMIQ89J/TpuSW5F+6dbnno66Cg7sUSsHzz/5j3MjhMSHM0THRs2bO2LhmWVvL8ZufdH1yu+vGR50f3TjX1XOmqDR/yZqlerdNbjGK9XqhXi8xucWGNAHiERtSpaZ0sSFVaEjh6b1s2DlHbv6XUPcmWzV1tuzVDyRT50hnchXvieE5SUiCwjhPqWerjXy1WaAyCxRGvsIkUFoE/pOQXw8+nsrkf1HIVVlYCtM8uYEH2eT2+cj8lZYlmbZVWzK27F2XX7S7vCq/pi63oiq3tCK/rGZvUemiDTtkZo/Y6Fi6ddfprp4fUKx/i+7DCN9f7ATjN4DgA/4kcAL3TwIhUAz34YQPJ76713v5+icl1SfS12xXOxbJDF6J3sOHnWy1TaDzSE3zeTqvAEkR671CnUsEOwRqY7LO5kxf5pm/QiDWPP/SG49Nfvaxyc88OvnpsU9Mih49khEbTo8OZcSGM6LDqKEMMpNKYlCoIXR6GJMWyqAG08hMKplJDQ4OplKpQwKGUCOY73A+qDhd/dGX19q7zuzcmSlP4r3w/ORR8bGRoSERTGYEgx4fGf7Kc08hKum+Het7zh7//Oa5Lz+9ePNm19lzp8uPHd2yb4tneRrkNsqMZqHOJjY4Ei0pMkuaEHFzYAdX5xIYUwT6FL7GxVbaZssM7wo001lJr8+VTJsne5Mjf1eomZWEJMiNfIVZorBKFVaJ3CJWmPgqE1f926s/9ThKc4LCyFKaJAaPNnW5efE685JM97ptq3MLs0uqcitqcssrckvL8surckurMnfvNy5YpvKkL8jaUdbY8vHX3/57BB/6Z50b9D8BwQf8OWAo7ruHo70EjuI/fVGOotjtb3qLqhps85cLNRaBxirSOoU6twjxCpEUDuxK0Di4WrdQ5xVpPSKNMxFyJcMumdIyV6R8ZW7C0zPenDDlxdFPPz1i4mMxox6JjIuLio2OjIkMjgylhTHo4cGUYBqZSQ2LiYh7ZER0fGxYTERIWCiDyRhKDmDGhvOVotrmY9fuXL5+80JrU+3Sxd7Xpr40eszIyMiI8NDw8JBQJoXKCAoMpwRNjI+RJLy9J2vF5c5Tn97suvZhx4cfnbt8o/NEc+XO/Zu9yxZo7E6ZwSDS6sWIVWJ0SM1eqTlNaEgRPGjc4u9a+IFE9yZbMXW29OX3RS+/L5rOlr/DV88RaXlSoyjRIk42i+RGntLIVZs4aqO/u/IvLZM/9dgKE1tlFuqcKudC04I1liWZlqWZC7fv2V5cvr/6eF55ZW5xSWF55YHKms25B4wZS0VGi2PFqqLjJ65+9sVd/+w9fGAoMwg+APh94TiB+ggcxTEf5kNxFBsoi8FQFCeIPhS7evNWwdHK1KVrFWaPUGPjqiwCyCbUuwRGL0/n5mqcPI1bBKcIILcQcsh0TqnZk2CwTRcnP/f+vKfeeOsfL099bPJzY8Y/Fh8/OjZueGhsBD0qJGx4VEhsBD0yJGpU3OjHx8eNHRkzJj4sMiIkLDSAEhAWE4a4jac6T138qOvGje6Olrr5KdbJzzw5YsTw0LAIenAonRkWFhoZERYRQqPThwUwhw179rFx2mTh/t2buztP37nd8/EnXVeutfRcbqxvrN6dvydj5SLIakjUwVKtXmawJZo8EoNbhDj9I8z9Xen5kIslt7wn0k1PULz6gfTVWdLXZsnemJP4LlsxWwgnSLXsRB1Hrueo9GyVgaX85cVWGv0v+NgKEx+2y+0Z+vSV1sWZ9uUbU9fvyCwo2ltVW1h7/EB55cGyiiM1x/YeLU1ZvYELm1Quz85DBzs/vP5t7/3+f4BwAkMxDPvLXUv7LSD4gD8FHMMwH+o/8sUxHO3zYT7UX/mM4zj2oPzlPorevPNFdUPz+h255rSlUq2No0a4OrNQ7xIiXpE+TWKcL0A8XMjK1Rp5BgfPlMbTe1mQY3aS9k2WaMqb/3ri+VfGP/nsmMefiBkzInxk9KjHxsWNHxU7btQrb03jJIpee2f66CcmxI8ZOfKReEoIdeSjjyzZsPzch50371zu7GjIzV4vE8ybMH5MWFgYLSSUHhFFi4xhRsaGRsSEhIQFM4JDqLQIJj0qhD4mPubt6S+ne43VFQduXjt7++Nzn9zuuvJh+8kzVYVH89Zv3eBIT5PrjWJIL0MsMoNDrPdPxfVIjSlSQ5oYSeVDHpbCPktqfoernT5PMXVO0mtzZW+wk2byk98RyGeJFPOk6gS5LkFh8DdB+PmS69kKE09l5amtEoNHm7rMsmidbcn61HU71+Ue3lFeua+6urCqpqii6nBF1YHisjVbs7UpC5SpCzJz9rVe6Prqhx986IONHkGgOH7fPy/y7wIEH/AnguME9tDhof9DDCMIvA/39RJ4f/z1Yfh3vffbL1xdvSlbaXWKDCYBbOFqbDzYydd7eYiLpTXP1ekTtBYBnCrRz5fo04Q6Nx+yshS6mVzRM2++O/65Fyc88+Q/Xnz2pZlTx09+fPzkx0xeW+XJ2h37d8sg+QuvTokfHc+ICnlhxsvb9++88NH5qzfP5+zexJ87c9K4+NjoqNDwsJCoGEZ0TGB4BCk8Mjg6LjQ6NiwqOiZ6eFhIBDWIRA0aSgkaxqAEPffk+IUpxrbT5bdunr318dk7t7s+ud1z4WJbWW3p+u1bHBkLlCarWGsS6mxivUNm8kqNKRJ9ikiXItSmipD5Yn0GX+2dLbW8yYNeYSW9OE/yUoLoNZZoOlv8Llc2RwYlKAwJ8oG86w9BlkI/LxlhJRv4apsAciSZ040Za2xLNtiXbViyLS+79FhOTe2e8vKCiqqjlTWHSyu35+TZM5Zo3OnL9+RVn2m+8/nn/fttDEd9KI7jPoLoJfA+EHwA8H/u5z91GI7fu9fb0tm1bW++M2OZTGsVasxCrYOvc3O1bpbOy4VcIrVNpnPLEA9fY+eqLSK9S2T0zFboX/yAN+mlGXOlyZv27dyQk2mer161ff6pzqqLNzqbOk/tPJQrtmj++fbLfI3oSG3RpRtdXT1tSxfPf+WFZ+Jio0Kio0PjYoOjo+iRYfTIMEZUeGhcdMSIuMgRcZFxw+khoYEkCplCoVFpQQGBgUOGxEWGv/rC805EfWTvlq7mus8/vvjlZx9+dKO743xjVX3p1pzN3mWpkMcqNWilJoMQMclMrkRzmhBJFSDzRYZFYl0GV+nhqFwJCuvbQmgqK+lVVuKLc2Uvzk18g61+i6d9h6+dJdGzkk1chYUnN/PkBoHCxFMi89QQT2dJtMyHPWv16RstizYt3JKTdbh4T1VFXlVFXnl5YdWxoqr63QUlKSsyVTZvxsYtudW1l2/e7OvtxR7M0MAf/Cv098k8giBA8AF/Xf6fSZTAf+jru/nZVxX1jRmrNoohM0tpFOm9In2KAHaJtE4hZOdrbHzIJtS5xAa3yOAR6l08rYOntiYZHet2Zde01Hd82Nx9o7XtQkN718nzF5rar5w92XWmuL7k6LGilgunz11qqakrhXXKJyZNGDlyROzw4WGREcyQ4JCw0PDIiMjoqJi42PhR8cNHxjPDwqnMYDKVTiKRqRQKjUolkwIpgQEMCjWcSpo4IpL13puZKxe0nTn26e3Ln3165ebHF65cO9ty/lRBRUH6qoWwy5Jo0IsQvRixyoxeiSFFqPMmmhaKdGliJFViSOXBrgSV9YNk0wye5pU58ldnJ782J2nqnMQZLMV7AmiuBGEl6jnJBr7cxFXqOVpEZvGo3Uv16Rusi7elrN29Zu/B7NKKfVUVB6ur8svKD1TU5JZUL8jcqnGkeVdt2HmouOnS1W9+vPvwIQaGYfhD/rjv9u8MBB/wl+cvNOvF8Es3Ptl3qMS+YHmi3i6GLTy1iaU2c2G7EPH4Fx928iGnQOsWIykSQwpPY5Hqbc5FS3MOFJxuOd3e2djV3dRxtr79bEN3T2vXhaaz509evNp2tvt0flEOX8YZN2n82PFjHx07ZnT8iBGxMbGRURGhYdHhEfGxcaOGj4iNjGUyQ+iMYBqdSSKRSSQSjUZj0KkUcmDAsKFBQ4dSA4aShw2NiwzlzH1v767NF8+fufPJhTsfd31yq/vC9faak2W5h/et3rJO77ZKYShRZ0jSWxL1VqnJK0BcQp1LYkiRGFIl+lSRzstS2GdJjG9xNdPmJr82S/raB+Jpc2Qz2fJ/8dSzxXBCIsJSGvgmm9K7EE5fbV68KS1zz+rdRTuOVObW1OZVVx0oLSssLT9QUbN5/yHL4pWGjKVbDxw+0X7us+/u/izb/mZ5NwAEH/CX8StbD9w/+40gCIwgvu/13f7imzNnz23Yng07U3l6x1y1KUFj4WmdQsQj0LpFWq9I6+WrXRyNnQ87+WoHN8mUDNld3oVr12aWlBxsbzve09F4vrmh9XR1y5majo4TZ7tPtV84k3Nwj8IMvf7O9H88+djoMfGjR48aP37s+PHjJ0yYMG7s2LjYEWFhEcEhYQxmCJXGpNLpdAadRqNRKCQKhUSnU+k0JoVECxwaSA4ICGNQHokNf33Kkx6z+mRl4Z2bnZ/c6bpxq6vnSmtT+/HDFQc27djgyfCq9FAirBbrTUK9VYTYZUZvojFdpk+T6VKksEcKe3kqx+xEw7sCaAZL/voc2dRZ4tdnS95kJf+Lr2GpzEmeDDhjpS5jjX3l1hXZB3cUVe2rrN1fW5tbUXHgcPHRitrdRcVp67Ncq9ev21dwpO7E9U+/6PuLTc7434HgA/4a8J966DMo6rvbd/8ujvmIBw9pPpz47se7Tee6V2TvVbrSOGqDQGsV6ZxC2CnSukVaD0/tYGssPMgpQdIkcKpY6RQnG8UytcFkWrFySfmRg60n6jqaGy52tXSeO32yuabl/KnOK2ebL7YdrDpsT7O+8c60cZPGjZ808Z8vPf/i1FcnTX4qOn5kSGR0aFiXIJL9AAAav0lEQVQEgxlCZ4SEhoeHRYTTmfRAUkBA0DASJYhKY9Lp4TQKM3BYIHnYUGZQAHXokHBq0EtPjnWb5TXV+devt33x5dVbdy59eON896WW2hMlW3auT1noUlgRmVEv0RklOnuiPiUJSUvUpshgb5IuRYp4hVoXR22bk2R4R6CeNi/xlfdFr82SvDE3KUFtgxet0S/ORBatS1mfvelA6d7yun3lNfsqKnLLy46UVR0qqVyWtd2wYOmirdmFx06cPt/93b37BOGfkevvIPZ3DkEQfMBfw28EH477cBwlCAzHfSjah+MD9WfEnW++K6k7sXjdZq0zTaQxcRSIQGMRQA6O0sKFLXytTYR4BBq3QOlKRlIUerdYpRXKVSoNsnzZqrKy8pa2M01tJ5vONrScO9V6/nRbd9OFj7paepo25WzWWOF3We+/9OZrk1+eMnrSpJC44cExsdExceHhkSEh4aFh4SHhYfTQYGowjUQnB1ADhwaRAgKpFCqDwWBSKSRq0DAGOYBJCQgmDwmnB0557tGli11nTldevtx6/aNz1z46d+FSa2vHiYraos27N2SsXow47FKNQQo5k3SpiUhqIpIi0bmFWocQdgi1Tn/l8/tSZAZH8QZLPo2lmKOyqzJWwwvXmldsXJqdl11avb+6bn9ldUFV5YGqqoNlVVty8jxLVqWuytx58Gh9e+fHX319t+++v58ojv/8CfdBN9m/TxSC4AP+Mn7xFTuOYxjm8y+cQPuHXvq73uM4jmEoin3zw9327ou7C4ocC5fLDA4+ZOVBVh5sEugsIsTO19r942V5kIOvtUuMHjHskEF22Opxzp+/ccfm+saajq4z7R0Nbe3H2zsaOi6cOXextep4mTvdNW3mGxOfeHz4qNHh0XExI0aNGjU6NnZ4eHhkaFhYcFgIIzSEHsZkhAeTQ2gkBo3CoFPoNDKVEkgKotCodCYtiBRAIgdRSAGUwCFx0SFTnntCnswvLsm/fqP7yvXOnittXRebui82VtceXbZqpUpnS9Q4k5A0qT5VYkgRIA6B1iqE7SKtU4y4RYiHCznnKmwfJJnfTzLPg70yz3LtkvWpW/ZsPFiyr/JYXlVNQVVVUV1tYVXVtv0HlmzYujgzKzv/8PEzZ6/d+uw+jvehPhT3N80m8J+eb/zNUo8AwQf81flDjiAIFMf6UB/28M8njg00/sMIotfnu3r7s7zyWtuSVSLEKtDq+Vo9F9JzYSNPZ2XD9gTYnqB1zdO6ObCXp3HzIZtQg0g1akeqY/PWNbU1R7o6Tp3rOHnu3OkLF5pLSw9ooOSnn3p83Lixj058fPzYxyaOmzR29Li42OGRUdGR0dHhkRH00GBKMI0cQicF06ihDBKDEkAJJFEpgWTSUHJQEJ1OojMCaFQylcKgBJEDhgwdMiQ+PnrJ0vTzPa2XrnZeuNzec7XtxvW2hvqSlSuXqyCzRGmVar1inUdg8HIRu0TvlOldIp1DpHOJ9V6xIVWoT+Xr04XGDIFlYaJ3hXXtjlV5R/ZU1eXVHMspK9tfUVFUW7u3uHjZth1LNm7bkXeo4ljj5Q9v9WG4f4oySvThBEb8NPj+ZpHnB4IP+Pv4zx9QHMdRFH34R/fe/fuXL18uLCpKW7VW7UwRak1ctYEP2fhaJx/2CHRpAl06F/ZyNU4B7BbBTqHaIpAjMrXBmbpoW3ZucXnpydMVHV0N1ccPeNPhV6c9+fiTY6a8NOXll6c/Men5+FEjho+IjhkREx4dGRIRHhweGRweSQ+JoDLCKEw6iUEOogZRaWQ6nUahkILIgRQGNZBODggKpJOoFDJ1GClozKTxa7au7bp+7sLVsz2X265eafuw51T+vm02u0emsYi1drHBLtBbxYhDBDnFWpcYcYsQl1jvEeu9QsQjQDwiQ6rMskDuXIqkr8/YmLP1YHHh8doDxyrzKssO1R4vrDyxfteB9PVZm3ILiqrqWs/3fPXd9w/+9jAU7/vLTc/434DgA/7OHn409vl8GIoSBIFj6N27d7+5e7ehvXPFxq0Kg50j17EVRh7kEMBuLuTkQi4e5OJpnAKNQww7JZBNrDaJVUap2qA22NIXLsrZn3P8dFVDU1XuoR2OVON7c//19D+fGzvh8eHxMTFxEdGxERFR4ZHREVExMRFR0cEhYRQqM4hEItNIdAaNTqNSKCQSKZBCITGYNCqTQiaTaRR6EJkylBr07OtTdhTu6r7Z1Xm59fyFMxd7zpxrq87asBJGzGK1Wai1iQw2ocEmMTglWo9E6xbpnEKdU4S4/cEn1HskxrRE2wKVZ4VtydYVOwt3FVfsr6rcX11eeKy6oKJ6U07hoswdmTn795WUN7R33vn6W4wYKFH2t1P+G+7v/hMIPuBvbiD4UBTt6+sbuJPg/9SX33zf0NS+dks2ZPUIIbMQtvJhK1/r5GpcXLWdDzmFkFMA2flqM19p5CuNArlJlmxFTN5lq9cfKj1y7HTt5uz1c3izx00aHz9m5PD4mNjhUTFxUTFx0bFx0VFRERERYSEhIUwmk8GgBzPpTCbdn3pUKjk4mMFg0GhUEplMJpGpQ0iBAcGUWRLW4frSC7cudF5u7r7YdPFS88n6o4sXpyardUKVhQfZ+IhNqLdJ9E6pziPWuoVah38wuQjx+IccyczpcsdiOG2NZ032hryjeVXH8yqr8qurDtbV7io6umxT9tIN2TsLD5fWN1y6eeuuv91efzd5EHwA8HfxsxNJ/4cYhhE+34MLqfhnX393ur1z14FDnmUrxYgpQa7nQ06pPkWMeDgqG0tpEercieZ0IeIWaVyJyhS+zMyXaSGzw7VggcZsfP3ddyY8/dTEpydPfGLSI2PHxAyPi4qNjo6NiomJjI4Jj4oMDQ2hhzBoIQwak0lnMGhUGplKJdNoFBqVHEynMun0QCptCI0UPnq4cb79RHdj963us5eaei43X77cXFq23+G2ixVaEWTnwHa21ixArAKtTaRximCXsH+muHMg+JIsGUrXUiRjbfr63VmF5QW1DQfrThTW1e0rK9+Yk7dux77sA0eP1By7cOPGjz4UI/7dZA9FUQwHwQcAf3H+jPvVT6MYgWEEjvmDESOI7+/fP3vpcnZBgSltkUhj5iTrOHK9ALYJYAdPY+dCTo7GwVM7xBqHWG3jyY1cOSJQ6bly3Tts6Ytvzn3m1befeuHliU89M/rRSfFjxsWOGBEVHRUVFREVHRYRzgxh0IJp1OBgekhYcEhUWERcVHRcdEREWAidRqNSghg0Uhjj6anPr9m9seVqe/uHba3nT/b0NHWfP5WTu1VnNIoUBhHs5kAONmwVIFY+bBVqHGLYJdK5hDrnwzu+JOsCpXuZfuG6hVk5O45UFdSePFh3Mq+yJmt/wZqde7buP3Swqu5kW9vXP/5AEASKYqgP83dhwTDsb9Vd/jeB4AP+zn72nNvX55+N6C92QXHMR+D+7kv+Y00CI4j7fX0Xr9/Ye+Cw2T2flwzxFIgYtol0Th7sYKvtHI1VqDULtRY+ZOGqzAKNQ2ZIkyKp8xItM+Ylv/puwj+nvfvkS9MeffaF0Y8/MWL02OGjRsYOjw4JY4SGMGKjIiOjImjhTEZcePS4+BHjRsWNiIsMD2XS6cMoJHpUyBwxa29JXsulltYLjWfPN1zpaWxvqlyTuTwJhvkqE1/rZcNuNuLg6a1CnV0CuyQ6txhx+Xd8Qp1bpPdKjKnJtoVqz3LzkvUrsvfvragvqD25r7x2W2Hxmuzc9bv37T5cXFJ/8vKNj+719WEY1v/SE8V89/v+nnfTfgUIPuDvzD/Y17/v+1kNIEoQPv9/MawP9fmwnxz+/nDv3pXrNyrr6ldn7VCaPSw5wlaZ+Vo3T2vnwSY+bOVorCylhaWwctUuoc4r0nkFWneCwvquQDN1tvC5Ge8/MWXqY8889/jkp8c+OiE0KiwsPGTUI/Exo+LoceEjn3702TdfeXzK5Pjxj8SPGjF8eCyFTo2OjzV7rKX1ZS0Xms52NV7obvyw69SJygPeBW6xGhJorFw4hQW52ToHV2cV6uxi2CmGXUKtgw/b+bDDH3xSU5rSsRhKXeVYlZWZd2h/dUN+zamdRRUb9hWuz8nfUXjkyPGG9itX7/p68f4Jkf0T3zEUJfD+6B8MQPABf2c4jvt8vodf8Pl/jRNEH0HcI/D7BOHzz4XFcMyHEv2dnzGC8OEEjuH4nS+/La49kbp8vUzv4mjMbH/jA8jBg1082MWDnByNg6WysDVmns7Ohb08XaoA8cxJ0r/0bsJjz788cfI/J05+esyjj44dN/bxJx6LGzsyasLIWcmCRVvXmjPc09+bOeGx8Y88MjIiOmLCExNXbVx9orW+tauxs+v05e4zF1uPFedtNTktIg0igp1c2DMPdrF0djZs5sNWocYuhBz+iboDwSczp6tcS3Xpa1Iyd2YVFudV1efXnNx+sHxjbtG2A0cKymuaei59i6IYgeI4SuAYgaG4z4c9eN3pGyTFLCD4gEEL/7URv/7P4v/+JIpht27fqa6pXbt2jcGeIkC8CUorW2kRaF0C2MHXWPmQnaexctVWAeTmQk4O5OBonQka67+kmtfnCJ9+7e2Rk56fOWuea74XssDvcd9xL7E0dFaf6anfVbTNnKafyZo5ccoTb7Le33Eg99S5ppbuU63naru66ltPV2RlrlQZnUKtXai1c2ErB7YItDaRzi6GbGKVWQjZeVqXQOcSIV4h4hGZUmW2DIV7iWHJhuXZBXmlx/ZXncg+WrH5QNH2oiN5pWXHW1o+++rr/7O/4T8zEHwA8MsefkwmCAJFfb13f7x07cbOgxVa1yJ2sp7nH2OmMAlgBw9yzE02CjQOAezkQg6e1snTu/h6t1DrmCeDp88WCpXarXv31rc0Hms+VtdU2Xj+2MmO6pMd1SfP1pQeP5SVuylz54Yj1aUnW0+c6TjWdLai/WxNVVlBRopHClu5Ggsfsoj0DqnZI0IcfMgigawKvTvR4OVrXTzIwde6+DqX2JSa7FwEpa10rN6Wue/I/rK63UerNuQd3LC/IKe0pPh4/YUPr/kw/yS7wQ4EHwD8Fw/HH0EQX9/tbWg9v3Zrjs45XwhZOEoTR23lwU4+7OIqzVylmQfZhIiLp7MnqM1spUkI2SWwU6A0qq2ulVlbD5aXHjtzrKGltqntWMvZY2eaqxqbK860VTU0Vp0+U9fcerylvbrjfM3Zzrq9OdskEtn7vCSO2iQzeWRmrwCx87RWMeKQIc5E2CHRuvhaFw92Ch4858qdi3QZa9I25WwprNh3tHpr/uGNeYU7Dh4+UlffevHSF99+jxPEz66yDE4g+ADg51AURdF/74v+MyZ8KP7tj/cvXvskv6TGvmgtV22bKzfxYacUsguVJo7CwFEZORozF7YJtA4x7BCqrBy5MUEG8xU6yOpwL5ifmZVZVnmora2+va3+1MniUyePtLUca2msaTpd0dRY0tV1rLGpcsmSBW++9f6LbyVMnSN+WyCfrTDwdA6RwS3WuyVah1hj52vsXMgh0LokhpREy3y5faHSudi8ZMOKPUXZR2t3HizenFu453BZUXVdc1fP59//ALZ6A0DwAcAv8F/yHaiA8Z+KYDiOoz4C7esvf8GJXhS98dlX+SXH9CnLOAoTL1ErlCMijYmvNrGVBpbSKNDYxLCTp7DwVFYhZBNpLDyFjiNVChPlRotp46a11VXFrc11LU1VbU3HmhsqWxpK28+UXuyur6o+aLKY3p3N+UCkfk8MzeAkTeMkzhSp5sgNAtguRdwynUsMuwSwSwi7RIgn0Zyuci7Wpq70rN6+YX959tHaLQWHdx48ml9SVXuq6dYXX+P+vl3YoOk1+ptA8AHAr/qlxus4jvWhaN9Az2d/2+fOS9d35R+2OOcnqY2CZB1PjvDVRp7GzFNbhWqHUO3gKs1ctUkAWYUaqwyyixWGBEGSKFlu97iztmeVVRxpOHGso6mho7Gms6miu6MmL39bslrNEquEWqfMlM7Xud4WQy/PlUxNkM2SIULYKdV5Ew2pScY0CeIVwE6pMVXlXKxPX52yZsfanKNZB8p2HCotqKw9VFHb2nHhh7u9BEH4fBhOEIPm5Pa3gOADgF/ws8jrv+Xm/wTmwx90u/IPnvUfAPf1+T65/VVtfdPK9dtVZg9HgSTIEa7KItK4BCoHS46wFVoRZBFBDr7SLlDZhWorX6FnJak4yQqVwbR46cq8nL21JQe722o+vNiQk7NRIBbPE8gFsFNiShObUvlG71yN9R0JPJ2dPH1e4sx5SR+IYJ7aLtZ5JIhXbs2APMtMGevS1mWvyi7KKizfW159tO7UmbPdtz/9GkVxDEXRvj6CwDACPPKC4AOAX/Kzpqf/Dr6HYBiGof3NnwncR2A+HCN8GP7Fd/eOnenIWLtFpLWzkg18lY2nsAkhE0+lZSv0AtjJVTrZchsfcvFhBxcyczV6dhLEEirE4mS31ViUv/XUicOZmYs5fD5HouZDDpHeK9R7eQYP3+iVmNNEeu8cmf71D8RT3mTNmJuYkGwS6zxK+yJtynLTgnULNuZsyCvdXVp3oPZ41emWz7652/9Y7vM3VkbBjo8AwQcAvx98oDIQw4lbd76qqG5YvWmX0bVAJNdzlOZ5atvcZBNLZeFCDq7GxoNsfK2DD9s5ChNPbpTCdp5cz0uE5TqLXGeeJ5R+wBGIlFqRv8eyziXSuUQ6p1jnEmmdIq1TCDvnSeG32YlvzJPN4CpmyU1svSvJuyh9y+7tpdV5VTX1p05+9uWXaP9X9qCx8m/fXx40QPABwO/oJ9f8fSj2zY+9LZ0Xt+0tgBzpLKWRqzKylYYEhTFBYeSoLXzYwYMcbIWFp7AINTaBxsZTmblKAysRmiNWceWwTGsWaR1CrVP0YAlhhxB2iLROCeKW6pxirUMAOwWIR2pfCC9am7p59+aisrzjp0pONXb1dN+93+v/avwnGzgIvgdA8AHA78Xf6AAlCAxFfb19ffcxHCMIH0F89eO9tgtXsnbnwRaPSGUQQWa20sBSGAVaF0tjn6u08NUOntougJxC2CmAbFyVmacxC2CrALYKILs/6X4WfGKdS6J1JBo9CvsCpWuJJn2la932dfuP5FTWHag/2dDR+flXXw6kHvHwdb1BX8RHgOADgN8PjqK9PvQeht8nCBTDUR/u60V9aH/rF/z7u3evXL9xuKwqfdlqKWyZl6hLUJjYkIOtcbCVNrbKylJa2EoLV2Pna11cyMHR2LmQg6+xCSH7LwafUGuX6F3J9vkq71Jk4er0zdlbD5UeOnbiWNvZD2/f9qFofx+CB3mHY/hvXdMbTEDwAcDvB/fhhA8n+jC8D8N8KO7DCAwnMBTzDYzB9KHojdufHSiutKYv5Sj1c5MQjsLMVdtZSgtLZeFo7ByNna2xsyA7G3awYSdPY/Nv+h5e/Ts+o1ti9ibZ58PpK+wrNy7fuW/30fKq081Xb9/pfdCLwX/tpH+X99v3kwcTEHwA8Lt5qNUz/qDIz9/5BUV9vTjWRzyY+duLol1XPty+N9/kSU9G7AK1eY5Ew5LrRYiTC9nmKk1s2MFF3PM0Vq7ayv+P7BNpnRKdS2r2SixeqTUNSlvuXZuVmXOgoLK2uav7qx++G/iS+u/b4cRP1qAHgg8Afjf4QGUf/tPfwgkMQ1H0Por6MGyg2Tvxw917V69/VFZTt2zDNsiWwlPoWArdPAWSoDRwtXaOzpGg/tXgE+tcMktKknO+wr3YsHDNwqzd2YfLT7R13v7ySx/eRxAPtSB8OPL8T7uDHgg+APh94DjhQ/tHWOAYgft3e/jAkepP9lsYhuJYfydAFMM+/ea7srqGtGVrZDoLV63naUwcjSlBbUrQWLgqK189EHx2//Lv+MRmd5I7A5q/wrpsw/KdeYeOnbj88e37KIrjfSh6nxg4x/B3FkQxwr8wkHwg+ADgTwAjiPsoduuzr2oazqzavB2yp/DVJpZSz9GY+ZCTDzl5kIOnsfMgKx+yCGCLVGdL1DsSTWkK51LjwjVpmVnbCovar1z6sa8PJwgcHTzDM/5HIPgA4I+HP6iF6cPwr37sbbt4dWf+YWPqIp5az1WZOSoLV2URah0So1di8AgRp1DnlBjcidYM3fzVjhUbVmzdVdPY9NXdHx/sMkHq/Rcg+ADgD4ZhKOq7738rN/B8/Pl339c2Nq/dkq21pSUhDonWxteYuWozF7JxtC6+IUVizVB4l2nnr3StWL+r4PClazdRHCMeOlUBfgMIPgD4o+EYgd4nsD6CwDDMh+HYg90f9s3dez3XPi4qrU1bulamtXKUBrbawoadfEOa2LZImbbMuGTVxr0F5y5c7b3nIwiCwAkfhvUONFEAfgUIPgD4w+E4eh/t/RH39RJ4H0FgPrSv9/49FPcRBIEThA/Fbt75/EjV8dTl62R6pwhxJtsy5M7F6pRFi7K2nzzb1efD/X+OQDGcwPsIAgTfbwPBBwB/OP+5L0r4F4H5P8RxH4r2DfyJXgy7+elXlfWn123fnbJsjXvJ6tXbdh9rbvvi+x9RgsAxjMBQwtdHYBh41P2vQPABwB8PxwkUw9F/z/b1V9xh/hZSKIr6fD5/JQyKYXd773374/ff37375bc/fHe3FyMIFMdQ9D6O+/rL91ACB42WfxMIPgD4g2EEgT5UX+wvRcEJ3B98D2YD4Rjah6EDc4D989DxPh9+v8//ThDD/RPSMYxAwbnufwGCDwD+QgYqoP999QxU7P0PQPABADDogOADAGDQAcEHAMCgA4IPAIBBBwQfAACDDgg+AAAGHRB8AAAMOiD4AAAYdEDwAQAw6IDgAwBg0AHBBwDAoAOCDwCAQQcEHwAAgw4IPgAABh0QfAAADDog+AAAGHRA8AEAMOiA4AMAYNABwQcAwKADgg8AgEEHBB8AAIMOCD4AAAYdEHwAAAw6IPgAABh0QPABADDogOADAGDQAcEHAMCgA4IPAIBBBwQfAACDDgg+AAAGHRB8AAAMOiD4AAAYdEDwAQAw6IDgAwBg0AHBBwDAoAOCDwCAQQcEHwAAgw4IPgAABh0QfAAADDog+AAAGHRA8AEAMOiA4AMAYNABwQcAwKADgg8AgEEHBB8AAIMOCD4AAAYdEHwAAAw6IPgAABh0QPABADDo/D9gol40NPyucwAAAABJRU5ErkJggg==" /></a></div>
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CONTOH GAMBAR SWICTH</div>
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" 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" 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" 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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lain
halnya bila kita memiliki jaringan yang cukup besar, kita bisa menggunakan
Switch dengan fitur <i>managed</i>. <i>Managed Switch</i> memiliki pilihan
setting Admin dimana kita bisa membuat Virtual Lan (VLAN), menyetting kecepatan
port, host dan pilihan lainnya.<br />
Biasanya penggunaannya akan membutuhkan Web Browser atau command line dengan
interface seperti <i>telnet</i> atau <i>Shell</i> untuk pengaksesan pengaturan
Switch.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sedangkan
untuk Switch dengan fitur <i>smart managed</i>, adalah percampuran fitur antara
<i>managed </i>dan <i>unmanaged</i>. Fungsinya hampir sama seperti <i>managed </i>tetapi
menawarkan penggunaan yang lebih mudah, meskipun fitur ini tidak memiliki fitur
sebanyak <i>managed </i>Switch.</span></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com4tag:blogger.com,1999:blog-7016313698947524295.post-59615029563808406172013-03-03T20:17:00.001-08:002013-03-03T20:17:16.114-08:00kelebihan dan kekurangan topologi jaringan komputer<br />
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.
Pengertian <i>Topologi BUS</i></span></b></div>
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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Topologi Bus</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> merupakan topologi yang banyak dipergunakan pada masa
penggunaan kabel sepaksi menjamur. Dengan menggunakan T-Connector (dengan
terminator 50 ohm pada ujung network), maka komputer atau perangkat jaringan
lainnya bisa dengan mudah dihubungkan satu sama lain.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
<u>Kelebihan</u></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hemat kabel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Layout kabel sederhana</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mudah dikembangkan</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kekurangan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Deteksi dan isolasi kesalahan sangat kecil</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kepadatan lalu lintas</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bila salah satu client rusak, maka jaringan tidak bisa
berfungsi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Diperlukan repeater untuk jarak jauh</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.
Pengertian <i>Topologi RING</i></span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmVUJb81uh-9lEb0mi91e2xjjTkBAMvRW2VdUyvMqPfl4UULLKSFutLD_HPY38iyYHqmSmzo-czS_opbFlNnOlbrd8d0e476DlGWj7pD3a32nH-yzZTd4OaTHZCpLuBQb5i77iMj-cGkg/s1600/ring.bmp"><img alt="" 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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Metode <b>token-ring</b> (sering
disebut ring saja) adalah cara menghubungkan komputer sehingga berbentuk ring
(lingkaran). Setiap simpul mempunyai tingkatan yang sama. Jaringan akan disebut
sebagai loop, data dikirimkan kesetiap simpul dan setiap informasi yang
diterima simpul diperiksa alamatnya apakah data itu untuknya atau bukan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<u>Keuntungan</u></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hemat Kabel</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kerugian</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Peka kesalahan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengembangan jaringan lebih kaku</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b style="mso-bidi-font-weight: normal;">3. Pengertian <i>Topologi STAR</i></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjytz9-JWPi_-TKBN72BDftxisaY1AKxmxASpUIVlv_xdleCEMYD1lNppsiaiYNZVDT5D8NEDYprUmsDZpSRrAwsLQLD-l6bBE8bIsOS4bvQCjI5aQ-zx5H8JCji6UXpR2ZlbpqpDf_HWA/s1600/star.bmp"><img alt="" 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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kontrol terpusat, semua link harus melewati pusat yang
menyalurkan data tersebut kesemua simpul atau client yang dipilihnya. Simpul
pusat dinamakan stasium primer atau server dan lainnya dinamakan stasiun
sekunder atau client server. Setelah hubungan jaringan dimulai oleh server maka
setiap client server sewaktu-waktu dapat menggunakan hubungan jaringan tersebut
tanpa menunggu perintah dari server.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<u>Kelebihan</u> :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Paling fleksibel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemasangan/perubahan stasiun sangat mudah dan tidak
mengganggu bagian jaringan lain</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kontrol terpusat</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kemudahan deteksi dan isolasi kesalahan/kerusakan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kemudahaan pengelolaan jaringan</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kekurangan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
:</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Boros kabel</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Perlu penanganan khusus</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kontrol terpusat (HUB) jadi elemen kritis</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.
Pengertian <i>Topologi Tree</i></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSrzucdYvHa6vCeSQJsAZot1hMJd_GySgPqFYtvkas1Wx783Y6kiEdnr4C_jYy9zyFnMYLA4tl_f7_E7uSqgyDvR8KefWC_9DdcEeoyztIgkHAniy4XM-qvGUldCKAbZdpIGOckC0nlhQ/s1600/topologi+tree.jpg"><img alt="" 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" /></a><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Topologi Pohon (Tree)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
adalah kombinasi karakteristik antara topologi star dan topologi bus. Topologi
ini terdiri atas kumpulan topologi star yang dihubungkan dalam satu topologi
bus sebagai backbone. Komputer-komputer dihubungkan ke hub, sedangkan hub lain
di hubungkan sebagai jalur tulang punggung atau backbone.<i> </i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelebihan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat terbentuknya suatu
kelompok yang dibutuhkan pada setiap saat. Sebagai contoh, perusahaan
dapat membentuk kelompok yang terdiri atas terminal pembukuan, serta pada
kelompok lain dibentuk untuk terminal penjualan.</span></li>
</ul>
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<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kekurangan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l9 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Apabila simpul yang lebih
tinggi kemudian tidak berfungsi, maka kelompok lainnya yang berada
dibawahnya akhirnya juga menjadi tidak efektif. Cara kerja jaringan pohon
ini relatif menjadi lambat.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5. Pengertian <i>Topologi Mesh</i></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjwrGFbL4L5C32k76KG4LNVxIhwxIlQEKCtg3NUoofAWns_GPcZ3Nd1Y7M9SSQNliuieYGts3s0yXWKzZLyUQp1AqOJTJiZ94qQ-tUGB2AiwMlq8nqQgrxKkLA9hZXTRBAD7utqHs_UyU/s1600/topologi+mesh.png"><img alt="" src="data:image/png;base64,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" /></a><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Topologi Mesh</span></b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">adalah suatu topologi yang memang
didisain untuk memiliki tingkat restorasi dengan berbagai alternatif rute atau
penjaluran yang biasanya disiapkan dengan dukungan perangkat lunak atau
software.</span></div>
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<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kelebihan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l8 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hubungan dedicated links
menjamin data langsung dikirimkan ke komputer tujuan tanpa harus melalui
komputer lainnya sehingga dapat lebih cepat karena satu link digunakan
khusus untuk berkomunikasi dengan komputer yang dituju saja (tidak
digunakan secara beramai-ramai/sharing). </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l8 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Memiliki sifat Robust, yaitu
Apabila terjadi gangguan pada koneksi komputer A dengan komputer B karena
rusaknya kabel koneksi (links) antara A dan B, maka gangguan tersebut
tidak akan memengaruhi koneksi komputer A dengan komputer lainnya.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l8 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Privacy dan security pada
topologi mesh lebih terjamin, karena komunikasi yang terjadi antara dua
komputer tidak akan dapat diakses oleh komputer lainnya.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l8 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Memudahkan proses identifikasi
permasalahan pada saat terjadi kerusakan koneksi antar komputer.</span></li>
</ul>
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<u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kekurangan</span></u><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Membutuhkan banyak kabel dan
Port I/O. semakin banyak komputer di dalam topologi mesh maka diperlukan
semakin banyak kabel links dan port I/O (lihat rumus penghitungan
kebutuhan kabel dan Port).</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hal tersebut sekaligus juga
mengindikasikan bahwa topologi jenis ini * Karena setiap komputer harus
terkoneksi secara langsung dengan komputer lainnya maka instalasi dan
konfigurasi menjadi lebih sulit.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo10; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Banyaknya kabel yang digunakan
juga mengisyaratkan perlunya space yang memungkinkan di dalam ruangan
tempat komputer-komputer tersebut berada.</span></li>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.
<i>Topologi Peer-to-peer Network</i></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Peer artinya rekan sekerja.
Peer-to-peer network adalah jaringan komputer yang terdiri dari beberapa
komputer (biasanya tidak lebih dari 10 komputer dengan 1-2 printer). Dalam
sistem jaringan ini yang diutamakan adalah penggunaan program, data dan printer
secara bersama-sama. Pemakai komputer bernama Dona dapat memakai program yang
dipasang di komputer Dino, dan mereka berdua dapat mencetak ke printer yang
sama pada saat yang bersamaan. Sistem jaringan ini juga dapat dipakai di rumah.
Pemakai komputer yang memiliki komputer ‘kuno’, misalnya AT, dan ingin memberli
komputer baru, katakanlah Pentium II, tidak perlu membuang komputer lamanya. Ia
cukup memasang network card di kedua komputernya kemudian dihubungkan dengan
kabel yang khusus digunakan untuk sistem jaringan. Dibandingkan dengan ketiga
cara diatas, sistem jaringan ini lebih sederhana sehingga lebih mudah
dipelajari dan dipakai.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<br /></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-90113637103646202302013-01-06T23:28:00.001-08:002013-01-06T23:28:33.019-08:00pointer pada pascal dan C++ dan game ular pada pascal<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing program pointer
pada pascal dan C++</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program<span style="mso-spacerun: yes;"> </span>pada pascal</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing
string pascal </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program set2;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">type karakter=
set of char;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var kapital :
karakter;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hidup :
karakter;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahh,jumlahk
: integer;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kalimat :
string;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">i:integer;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">clrscr;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kapital:=['A'..'Z'];</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hidup:=['A','E','I','O','U','a','e','i','o','u'];</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahh:=0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahk:=0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Masukkan
suatu kalimat : ');</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">read(kalimat);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">for I:=1 to
length(kalimat) do</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">if kalimat[i] in
kapital then inc(jumlahk);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">if kalimat[i] in
hidup then inc(jumlahh);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Jumlah
kapital = ',jumlahk);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Jumlah
huruf hidup = ',jumlahh);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readkey;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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<img alt="" 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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
</span></b></div>
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<span style="mso-tab-count: 2;"> </span>Setelah program selesai
dibuat kemudiaan berjalan, program ini akan memanggil library dengan tipe data
adalah variable capital sebagai karakter,hidup sebagai karakter,jumlah adalah
sebagai intger, dan kalimat sebagai string. Dimana program akan<span style="mso-spacerun: yes;"> </span>membaca huruf capital,jumalh huruf kaptal,
kita diminta menuliskan kalimat yang kita mau. </div>
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<b style="mso-bidi-font-weight: normal;">Output program</b></div>
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<img alt="" 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" /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
Listing
program pointer pascal</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>program deklarasi;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var p :
^integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nilai : integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">clrscr;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nilai:=32;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">p:=@nilai;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(p^);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">p^:=130;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(p^);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(nilai);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readln;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<img alt="" 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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><strong>Pointer </strong>merupakan
variabel khusus yang berisi suatu address (alamat) di lokasi lain didalam
memory. Suatu variabel yang points(menunjuk) ke sesuatu sehingga disebut
pointer. Setelah<span style="mso-spacerun: yes;"> </span>selesai program dibuat
kemudian, program kan bejalan dan memanggil tipe data dalam bentuk variable p
adalah sebagai pointer integer, dan nlai adalah sebagai integer. Program kan
melakukan deklerasi dimana nilai adalah sama dengan 32, dan pointer adalah sama
dengan 130, dan pointer akan membaca nilai integer itu, begitulah logikanya.
Program selesai.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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<img alt="" 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" /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program
pointer pada C++</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing program</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">#include <iostream.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>int
main()</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int *a;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int b=10;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>a=&b; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>cout<<"alamat
a : "<<a<<endl;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>cout<<"nilai b :
"<<b<<endl;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>cout<<"nilai a :
"<<*a<<endl; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>return 0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>}</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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<img alt="" 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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Program akan
memulai dengan tipe data dalam bentuk integer a adalah sebgai pointer dan
intger b nilainya sama dengan 10. Kemudian pointer a kan mengcopi nilai b. dan
program akan menampilkan nilaia dan nilai b. dan hasil copiannya harus
didahului dengan tanda*. <span style="mso-spacerun: yes;"> </span>begitulah
logika programnya.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing
program pointer C++</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">#include <iostream.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>#include
<conio.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>#include
<stdio.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>void main()</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char kata[100];</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char *balik;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int i,jumlah;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>jumlah=0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>balik=kata;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char x;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>do</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout
<<"\t Masukkan kata : ";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>gets(kata);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span>for(i=0;kata[i]!='\0';i++)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">{jumlah ++;}</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout
<< "\t Setelah Pembalikan Kata :";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span>for(i=jumlah-1;i>=0;i--)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>{cout
<< *(balik + i);}</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\n\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\t
Tekan y untuk mengulang = ";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cin>>x;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>} while ((x=='y') || (x=='Y'));</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>getch();</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>}</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah program selesai dibuat maka program berjalan
dan memanggil libarary dengan tipe data dalam bentuk char kata[100] dan pointer
char balik. I, jumlah adalah sebagai integer, dimana jumlah adalah sama dengan
=0. Balik sama dengan kata, char x</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kemudian program melakukan proses pengulangan dengan
rumus do while, selnjutnya kita diminta memasukkan kata yang kita mau”…”. Dan
program membaca kalimat dari awal dan setelah itu program membaca pointer balik
dari belakang. Pointer balik disini berfungsi membaca kata yang kita masukan
tadi. Program selesai..</span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=7016313698947524295" name="_GoBack"></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Game pada pascal</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">label</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>habis,
lanjut;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">const</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>max_panjang
= 100;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>batas_x =
80;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>batas_y =
25;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>speed<span style="mso-spacerun: yes;"> </span>= 200;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">type</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tempat =
record</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>x, y :
integer;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor :
array[1..max_panjang] of tempat;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung,
makanan : tempat;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tkn : char;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>i,pjg,skor,spd<span style="mso-spacerun: yes;"> </span>: integer;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>mati :
boolean;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung.x :=
ekor[pjg].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung.y :=
ekor[pjg].y;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=pjg
downto 2 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].x
:= ekor[i-1].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].y
:= ekor[i-1].y;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[2].x, ekor[2].y); write('@');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[3].x, ekor[3].y); write('&');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[pjg-1].x, ekor[pjg-1].y); write('#');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ujung.x, ujung.y); write(' ');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=3 to
pjg do if((ekor[2].x=ekor[i].x) and (ekor[2].y=ekor[i].y)) then mati:=true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>delay(speed-spd);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var beda : boolean;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(skor,5);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(10,26); write('Skor = ',skor);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>beda :=
true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.x
:= random(batas_x-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.y
:= random(batas_y-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1
to pjg do</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((makanan.x=ekor[i].x) and (makanan.y=ekor[i].y)) then beda:=false;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until beda;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(makanan.x, makanan.y); write('o');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(pjg);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(spd,2);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure bergerak(c : char);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if c = 'd'
then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].x := ekor[1].x+1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'a' then tkn:='d';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
's' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].y := ekor[1].y+1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'w' then tkn:='s';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
'w' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].y := ekor[1].y-1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
's' then tkn:='w';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
'a' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].x := ekor[1].x-1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'd' then tkn:='a';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tkn:='d';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>mati :=
false;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>randomize;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>pjg := 10;
spd := 0;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.x :=
random(batas_x-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.y :=
random(batas_y-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[1].x :=
40;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[1].y :=
3;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=2 to
pjg do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].x
:= ekor[i-1].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].y
:= 3;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">lanjut:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>clrscr;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(10,26); write('Skor = ',skor);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1 to
80 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(i,1); write('-');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(i,25); write('-');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=2 to
24 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(1,i); write('|');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(80,i); write('|');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1 to
pjg do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[i].x, ekor[i].y);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>write('&');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(makanan.x, makanan.y); write('o');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((tkn='w') or (tkn='a') or (tkn='s') or (tkn='d')) then bergerak(tkn)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,10); write('<span style="mso-spacerun: yes;">
</span>Lagi Galau..??');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,11); write('<span style="mso-spacerun: yes;">
</span>..Paused Game..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,13); write('..Press w, a, s or d to lanjut..'); delay(200);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,13); write('<span style="mso-spacerun: yes;"> </span>'); delay(200);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>until((tkn='w') or (tkn='a') or (tkn='s') or (tkn='d')); goto lanjut;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then goto habis;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until (tkn =
#27) or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">habis:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,10); write('<span style="mso-spacerun: yes;"> </span>Lagi
Galau..??');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,11); write(' ..Paramex obatnya..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,12); write('<span style="mso-spacerun: yes;">
</span>..wkwkwkwkwk..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>readln;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnQAAAFICAIAAABWW/TTAAAgAElEQVR4nOydd1gUV/fHDxrFiKiokVdFLIBdFLFFmoCCC4giiGJBkQ5LEQGlLyCgFKVJV0CKtIVdelu2sywLu3QRKZr4Cinq+0s0VpjfHyMbbIkYE5M483weHxhm7px77rn3e9uMgGAHdmAHdmAHdmDHRz3gUxuAHdiBHdiBHdjxbzteiuu+s7VGITQMDAwMDIy/PfT9wdRDhLLDhNJDn4LDhJIDZ6sNz9HftG3f2dpXxNUohGab95M98ZFdwUMMDAwMDIy/LdZFz1yvfkvbb8Lea8DcZ/TXw9PRiiNknygZHmuVPfGRbd5PRiG018XVruARvuiJfeFjDAwMDAyMvy025GH3zP/W7zPi7dbl7tH/62nV3p5IyDIvR8ZahS96Ylfw6G3imv8QX/jYnvgLBgYGBgbG3xYb0gu3jDssQ2Ou/m7O3r1/PYJdGgmELPMyZKxV+MLHdvkPMXHFwMDAwPhHgokrBgYGBgbGb/MIX/jEuQJ5KycrEQfyC/uCR2Nv+TeJ6yPrwhHLIsSahNiSERviU/vCJw6kJ/ZFT6wLnlgXPLEpeIIveuJc/MSR/NS+8MmnLioMDAwMjH8G+KKnNtfu7fPKMfDIMvDIfo097mlmid0O5Kdjb/lAcTUwqNfXZ2hoMHfuFJ5h6+gwNDTYOBzHwOATiKtt4bPAnKbw1GLf5KqTCSxP4vcO2T8eTxm0uzoUUPx9ROX3IaXf22UM7r9091jSLYecH+yLnn3yAsPAwMDA+PvjUDxsntInu2iBlMTEhbNFX2HW5AXTweB0hnPlKzL2YeJar6fHO3r0Tm5uT1gYQ0OjwcCAqanJt7H5JjOz08eHtWvXJxBXKxKSEBveEH8kO/B4pP+p0Mu19le+0wj5/kzm9wlV9xxT75sn3Nvo/f1s66FFdt/qn+s9mfcDNn7FwMDAwPhdHIqHzZJurNuksssmTMc+Emd3QYieU4yC0s49bmnOFR9HXLkmJve5XARBekJD6zZubDI1/am7++m9e+1nzrC0tT+BuFoXjVyMy2akOpdeNE8LMg8JCnJO7twVMxJSiZwhInACAQsErBCwQOA4Iud42y7lpgMJG7xifCY8sic+dih5ZaHIifz0tVWiD0+chDiVj0m85Dn+z8hF4TPHcsSR/NSe+FHMxsB4XxyKh48ndGzSMHAuR1yqkZOVv+LOQjSOeug6xX0UcUUngev19L6rrkYQ5JusrJ+6u58MDbXY2THU1T/NtLAlcTibXFMTa0mLNsnwM0g4iz95NutQ4sNIClLVMRxSNnL08giYj4DlCJgj0g53jicOOL46RY6B8a+l8Jl9/g+m/n4aJg6qhvaqBpZKB87qhvTaFT/7wyr4GF/0zDqhBGfhprrPTnWfjcp+D23fLrviF/jCj5uFp/hr143sQozC+2wLn3/kxDH+5Tx+G+NIwaF4+HhC58bt+nb5P+OLXhEO50pk+0EXPef4jyOuo/rKxuH+W1CAIMij/v7mEyeYGhrjUtaPKa425JHAiMuXnXc1xh4pCdx7+ujeA5bnjyf9GENDrjCHdS+MKPiNwNERMBsBc2Sx4x2zJExcMT4bil7Y5/TvO7Z6lbqLjnvGXrcr+mdIBy/dtSc9xY998x29+LVfX/LGZaPn8aQXFsHe8muMVKwSDbyu6h63XrfhsLpXuy3pCf61N+uFd701qddPvnpj0XP81TqNTes1XLjWhQgmrhjvRcEjh+JhpzLEqXQMZYhjCTKudH4V14KHeNKzsVHtXPWxxXXvXtauXY2HDj1obkYQ5OmPP3YHBjLV1cebyEcTV3wJYmLjn0LY+yM/mJ9j42NvcCrgst3VnyJqkZDyYe/Ckfi6kSTGiNbFETiKiSvGZ0bRC/ucfkPL7YonKDYVyMlKxLkccSQ/sSc+wZNfOJBfOJCGHUhP8cRf7AufOqBnyMMO5GcvNazwCZ70fPTkC4eisZsVHuNJzy3Ond2wOXh/6tOTVMQ5/+aegztXqVgYpzxxID1/eQt52IE8OtwsfIoXPoL09GUiRc9eXln8woH0xJ74GF80em/xsAPpqX3Rc3wGY6eq6k73JkxcMd4Tp9JhXadLW3Yab9ttJmQr7rC6iatdwUP8e2+7QaeFN27fjS966liCjNaRFw7kFy61yHaTU3ofa1p47142Dtdkavqwv//Z/fttJ08OlZcPP358MyyMoaHxacTVvgQ5bOOXH2f19Hbq97wL7HxCRGKO1dVftpxDdGKGKV0j2qEjPoUjGfUjkywQaTwmrhifEy/FVW3DsTLLohcOpGf4wid40jA+g61nfknzuJ/m4Z0KpmmHM56eLOjcc9Bmi9rujTsObrOpMS94gie9cCq6d8w/aqO6webtOhuMg/bG33MuFtYdobgS9sV9b1+COJIemnm7rtm0Y2/CC7vLNbuNd2/UMNqkhlO2SDqS+cyRPOxY0GN4/ORWVb1NO4y2ulAs8546Fj+1iSvdoW28WXO3oqqlhjXHtvyBqccFZVW9TTv3blS10yO02xYjjpmYuGKMD+cKRGmv5cJZk5culBSySHL6mnUb35zg/Q0ciodPJN9cvVZhk6bBlp37N49hq/aBFStX7j199aOIK1tXt+n48V++/fbZ//7Ht7Ghq6jU7949VFHx4pdfeiIimDt2fAJxtS4auZSaHXbyAC//zAN28EBlYFpekX32L9IeI/IBw6TmESmnEceskayGERFTRNoBE1eMzwmhuB4tMs97aJf/k23eT/ZkBJ9apam1efE2i12EStOkb6wzW/cam2wziTaO4B0NTVH7eu/Xp3n4wv+Z+QVt3GmC82s2i67SNTm6eU/gofQnjiS01y8U1wDDhPsOFYhj4feHHK3WKp02Sf/x2NlMzSPJJnH8o4GRSjv2qtqxbCt/OnzCUtkgcN+5hiOBscr2lRbZP9slFaur6yocvXIkmrnf5bLeidIT2fV7T/ppnWEcT2jYd/yg4i4Pg/j/c8yp18LEFWM84IuemF/uOxrdZBor+JWY5uPxHeguv/dNqvCxXd5PpjH8Q+GMQ+HM1zhykWOdOYR/ZUbnQ3cL6+tzjY07PDwENjYsbW2OgQEbh+MePNju7s63tKzX0/sE4mpViKTmZnib76yJOPwN0b6fFlRRkulb9NP6wJGNwcP1vSNni0eM4kfmuoyAKbIYE1eMz4qiF/a53+y33Lh6g8oGtd2KSpqbDT2MUoadMmo1cVqKB3PNyYhLJWIZ5KioZaEbOmBHfuGQ/+0Bq2Nr1ZIOJ1FwhpqKtqU2+U8cip9angv5WltHnXDLoewFnvjLGHH12hN5y7bgvkV4qpLyro2OTLvCX+xy71tlPbQveuaY373HUF/JMO5E7t09Oqoqx7JOFCIny5/Z5D6yz717AK+33iD+UPZT53LEofCRbeaPtvkPbHK+syn4BU96YRMVuXmrjRZhAF/AxcQVY7w4kIedShHH1xjnmqs98Rf7wseOJW+kU4o4liJOpQie9My+4JXrP3zNdc8elrY2G4d7+auBQb2eHktbu15P79PsFsaXIkcsXC84a9bHHGNcPNxW5V/PLjqXf0Mt7Kl6xAiJP7LWa2TuyZFZjiPT7JBF2LQwxmdF0Qv7nAFDSxUF4yuHE3tOJF4/cXnAhog4pFdoaFuoWnNtKxHHkv876mCisElhnYr+xu16G9V0FLbuVNRMNonN1Vi7ds3Xupu2621U271RedtqVSutwD78r+L6wjI0eMOmbWu3aiuqaitu19fw5FrmPXYgPXcovHPkzLmvt+xU3K4jv1pm66FLZvkvLM6eUtJYv0Y7wijmG/uyF/aZNJyS6navdnvSc3whur77DE96ZpdchztycN023EaVr1fKWekE3sLEFeMfxL/n84f4EuSgtU95gundcq8ENwOz/bssHFyNPbJwkQ83n0Os0odVQ0biaCP5TSPmach8mzvHMXHF+HwQTgsfr7QqRhxLRhzIzx2KEXxauYa2lYp1o20l4ljyvyP4/esN/PbH3rbJvGORetvy6o+2BT9ZxmZqbtyh6dtmlXHHIvWWRfqgVfb/2eY/HE1cOHI9vTu00yLjjmX6f22ITx2LEXx2154TuzfouRhfGrLPbNHfv2eb0QXTXMSZ/NA2t3GP/uGNG75WPkUzT6Xgvt6u7tVhX/QMX4i+zPrcMjxGbauuqnWdWcF3FhEXtmy10yb0Y+KK8Q/i3yOu9iWI5Um/nOADPdQLfGaegYHRso3G+32qdsc8neUystxrOKxyRClkRNx2ZIoVNi2M8ZkhFFfTEgviU7QS4cmouFqqWHNtKxEH8ohFoJ2CwuFd5+861iIuFYhD4ffWBU9sU2t36ShtOF5uXYa4VCFO5P+zu/atbb5weWnMmmviA4dyxJH0HF/4BF/8wiY+T11H9WuPGyepiGt+i7betg37o45fe2qb/whfgjiXvDhBcFq3LcjoEm/fEW15g6RjecPO5YhD4VOHnP6DtlZb1fAHshA3GmIZ4rZxrZG2/zeYuGL8g7AhvXC7+m3DHn0+bidPd9dfT4fm10m+6R/jPdci5GxkKC3Lqb/56q3rxRdjwg+ejMGnP1AKHfnCdnhL0AixaeRLmxE4PAJHEWn8t8cSMHHF+GwoemGf07fPbNO6Q0WviGtq8Xb1o9vM622rEIeiFw5pNM3du2R1/AyC2aYRVAO8p3bogH3+d4dcreSVtdVcq01juMan/XRdzh3JRByL0MQf40nPLYJ9163zMLj0nf3oVynw5BF8JkfPQHWDevSBxMaDpz23rJ6+cX/8ias3dR0S9M9UmcY2G5ww3HQ0zTTroc2FlE3btbfZFx2JYe13y9B3Kjx0Nnzzlt3KbpQTUVW6BruXSx7QDriFL6jfsXWj5qlGTFwx/v7YFj0/lTVYan6q8hi+3Mzxr4dyyDzyXKlF6fBYqz5QXINiY3JjbYozIwpyk84nFZzO+lY3Fpl3GgELZN4pJLgCsctGNp1F5p1C5Jzv2KcO4EmYuGJ8HhQ9t8/99qCbrZozw4r45KW4kobxGWxd0+Bdp9tty4bxxF/si4YdUqka+80Ut+/epL7/692Zptce4otHHPLvmJx236husFldd4Oup27IgP2vHzh8jC96ZhV5Rc0g+WDyPXvy05fnC586kP7vREja9u36G9V2qxzz1Tb10LHPt8gZMrZ03aqiu0nTYPPOOJMrD+xLhh2LHlmGp23ZabhJXU9R236HX69dftc+eztFNb2N2x12WYdsPxC3N/RbfEG7/gEb/cAum8JhTFwx/hHYFT61LXxq9ymwLXpq94ZcftC0cDGC9woOcT14Kcyf4Hc2i3LLk/iLytkHUifvzba/J2FxT8X/Xi77XhbznmPag8MxQz7kH2zH+QUsDIx/Mo/xpGEH0mtvzT/Bk5+/crLo2ZgX5Md+REJ48vlrrxzYE3+xL3z268Vjn1j03KEY/UjF89FPRjwe/R7FCwfy89HqjH4y4uVJh6InY574HE967kB+ji96bE98gicPv+XpGBh/V+wKn3xC3nzX6MP+y7nn3qmsi6nEtIrmlIqW+OpvfQruWCX1Hoq6YRJ5wyTqhlHEjd2hN3afu26bdMO3+EcbIlZFMT433lZ33qxQb/1g4Ts/fzjmr+86/+uNj8eR/ls/nfjO/84ZAwPj9/nA/yzdtui5TdGIVcFza+Iz64IntsQn+KInDqSnr2Ff9MQOG7NiYGBgYHxmfJi4YmBgYGBgYLwTTFwxMDAwMDA+Mpi4YmBgYGBgfGQwccXAwMDAwPjIYOKKgYGBgYHxkRmnuBY+ti98goGBgYGBgTGGP/CeK77wiWXG0NH47iMJPUffJLnPNLnv6CimyX1Hk3rRPx1J6DFN6j2W3Hc08abw3mPJfULektoHk9T7uhnJfUcTbqJmHE28iT7RNKlXaMlbzfsIJN40fcMVfxJHEnpMhVn7I7kY471R1/2JZv9Kcp/pn+aoY6OFKywXYeCNDYOPwKj3ftd1wpD7+FH3e05+s3q+P2Nr0Mf3XkLP0cSbf7y+COvCxzdvPK4+Kgw5tB0Y2xgm9r5nPX1Xk/WnMGrnkYTRSBZWmd807BO7+m/AkYSeo/HdlhlD+MInHyquRU+PXL4TlMEqrqLll9NfoYyeV0zJL6Pll9LyyLUvfy579YJXz1wjU66RKXlltPyyN1L7A+SV1OWVUPPLaHnFlDxybR6Zkl/6Mv2CcnpeKS2nmPKaJW81r6CcUVjF+kAzyugFFYyCSlZeCTWPVJtXUldQwSioZL7+0I9HQTk9t4SaU1L3lqyNy3vFdfml1PwyWh6Zkkem5JfRCj7YCe9vfBUrv2w0bF7++jHTzyuj5Y2NsTJaNrn27WHwBx9UTMkvpaGxl19G/w3XFZTTc4rrckupH92G3wI1rJSWX0p7WUPHW1Ll9LxS1Ht/NNLenn4V66Vt7xcGhVWsgnLG23L6enX+qxnbrJW9+ut4zCsop+eWUv8kb7/ptF8b7bE/v8OwPzUS/lkUV9GCMlhHLt/BFz39cHE9fPm/sXlsfn0dm0EVwqlnMqrKY9evjZBecHGRVJTc0sil0ucX/OfqoQNcPo/NoLYJmsyPH5WaNzfyQmgrn9fAZjBpFOWvNy+XXbJEeoHS1k1sBpXDoo9N88PgCnjZFmZhSxZekF4QKbM4Sm7pRdklUbJL6GXFHA6ruZGTmX5lmcziJdILjh460MrnoXe1CngmxoZS8+YmxsW0NDeyGdR6Jq2hnkGjVH+gJUxqA49TGhkRsXhh1DKZ8KWLcuxtGpq4bCbtj+fxrbQKeMFnCXJLFy2RXuDrdaa9pfkDEmngNaQZGYQvXnhBekGk7JKLcktj1q6klxXXsxl/ktlsJrWhkUMrLoqSW3pRbkmE7JJkDTU2k/axHFXPpDU2sFSVtkrNm1tUkMtrYDdx6wvyslfILUXD4NBBI2EY/KEHseicembyTo3wRVIXF0ldkFkcu24Ns6aSw61/6/WCJq6JsaHM4oVLpBfkZmc0N3L+LA+PmsdmUOM2KkTILLq4SOriYqmIpYsSVbdxOKxxuZrPa7iSnLBCbqmczKIl0gvwtlYfFmlviwRaA6+hrjA/UmZx+NJFCcpf17No9RzWb9zCrWfS62pY9LrXzrcJmvz9vKTmzXVxxn8088bj6noWPX7LxgvSC2ilZC6fR8nNDpNekLxTo6GRw2bS2luaz7i5SM2b6+3h/rvmtfJ50RfD0Xp90sn+z8sOl88rPh8cLL3gmq0Vv68n2/JEiPSCkvDz3HfUDkETNyk+doXc0r/Atr8//Pq62Dz24cv//aPiGpXLbmBRaWMPOp3OYhXHx/sABM+aVVNUlOfn5zFhQoySEpvPZzKZnZ2dJiYmYmJiISEhTU1N6E0FBQVxcXEAMGfOHBqNxmAw0H/rRw8mk0mlvvqg3zvoDAa1piZSUdEdIMfDo4ZMLktPD5eRqcrPZ9bXNzQ08Hg8b29vANi+fbtAIKBSqUwms6OjQ19fX0xMLCoqisfj0Wg0Lpd79epVBQWFuro6LpfLZrPHZQarsbEkKclXXDxy3ToqhZJy4MBpgOyTJ9kCAY1GY7FYwjzS6XShC4UnWSwWjUZDbUPPMBgM9C7h9cKLUdsYDAaTydy/fz8A2NradnZ2oneN13u1JSWhixd7AhSGh5ddveo/YUKYrCyNSuVwuWw2m0qlogWEFs3YjIy1bRxPZDJrSKRQaelgCYmKa9cKgoM9AC6pqjK4XMZo3tGMoJHAZrPHPhHNO+o6FoslDB5h5LDZ7KampvXr14uJieXk5HA4HDqdXltbSyQSPTw8AEBFRUUgEKDefmu5jCsvlbm5QTNmEACI586dnTbt4po1dZWVdAbjzahmMpmlpaUyMjIAkJGR0dLSUl9fL8zLm66mjQkbOp2O+uH9jaQzGFQK5cKqVXkEQsCkSUEzZ+b5+FyUl6ezWNR3V7qx3kbPMBiMqqoqEolkY2MDAEZGRq2treif/qD3GCxWVUHB+XnzzktJFYSE+E2ZEquiQq2rY7JYqFVj6wKNRmtoaCCRSAoKCiQSqampCY0E1GmdnZ1eXl5iYmLW1tZo4b6WF9S8sTVOWOlofzgS6AwGncE4N3euD0B1YSFbIChPT/cAiFi+nMnlMpjMrq4uZ2dnMTExFxcX1LzXovrXpOh0tMmysrICgEOHDqHeftM8YdgInYDm6P3bT7ZAkOvpeQogxcio8datJH19V4A8X182n097RyRUVlaSyeQTJ068aZswRMdm5198NLCoUbl/krjSaAwOp7a0lAAQtmgRp72d1dycbmWVgMNxBIKSkpKsrKyrV6+mpqaWl5cLW3wej1dRUTFhwoT58+fTXgo0q66uLjc3NzMzMzc3t7a2Fm1lxpFLKrW+rS1+x44zAKXJydyeHkpFRU1xMZ1OZ7HZBQUFZDLZz88PAHbu3Mnn8xkMRnFxcVZWVnp6empqakVFBapSV69enT179tSpU9PS0nJycgoKCsZVx1hNTaTISDeAeE1N/vff5/n4eM+cmeXgwOLzORxOWVnZtWvXMjMzCwoKUEmg0+k1NTVZWVmZmZnXrl0rLy9HGxEymZybm0skEmtqakpKSohEItrKsNlsIpGYlZWVnZ1dUlLC4XCoVGp7ezsejweAU6dOMRiM3NxcGo3GZDLH4T06nd3cHCkv7w1QU1zMamoKFBUNnDKlpqqqsKiITCajbSuRSCwvL2cymWVlZUQiEc1Lfn4+k8kcl5zTmUwqlRq2ZAlBRKTy2jVOe3tFdrb/rFmxysocPp8yJhIoFAracBQXFxOJxOzs7Pz8/OzsbBKJ1NDQUF1dfe3atYqKCgqFgl5fU1PDZrPpdDrqpbS0tLS0tNraWmFL1NbWdunSJQDQ0NDg8/lUKrW+vr6ysjInJwfNCxoG43AdjUZnMBhs9vkFC/wnTqyrrS1PT/cBiFy/vr6xkUqj5eXljbWNRqPx+fwNGzYAwLlz54hEYmFhYX19fV1dHZFIHOvqsrIytOmsqKhAXU2j0UpKSrKzsykUyrjCsq66mlJZGfjllyFffUWjUimVlVQajc1mv7XScTic4uLi7OzsrKws1DY6nS5UL39/fwA4ePBgS0sLenF5eflrUT2uSKirrQ2VkvL/4otqIrG+tbUwLMwTIFFbu4pOz8nJqa2trayszMzMzMvLQwuroKBAVlYWAC5dupSXl4dGO9riZ2VlZWRkpKamkkgktBA5HE5paWl2dnZmZiaRSGSz2QwGg0KhEInE/Px8tNJVVFTU19ejiVdUVHxwJKDiGrpwIQGgmkTidHSUX73qDXBx7Vo2j1dRWSlsDIuLi5lMJp1OF0Y16mo0dNHalJeXV1paamdnBwCmpqYCgWCsq/Pz81ksFpPJRMOGRCKhTqiurkYj5/1Lgc3n5/n4uANcOXKkeWjosrHxaYB8f382nz82EoqKisZGQldXl5eXF2pbS0sLg8EoLCzMy8tjMBho1UO9/QGdrX/W8SeLa319dVGR/4QJ5/7zn8rs7ExHx9ht2xhsdjOf7+bmJisr+9VXX02bNu3cuXPCkSubzSaTyUJxRaPE0dFx7ty5CgoK8+bNMzMzG297TaPR2Hx+nIaGB0DO6dPlGRnhMjJVubn1PF5kZOT06dPl5OTmz58PAFpaWnw+v7m52cHBQVZWds6cOdOmTYuKiuLz+XV1dZs2bQKAiRMnLlmyREZGRkdHBx30vKcNTC63NCWFICFxYfXqyvz82uJiGp1Ora1lMJkVFRWbN2+WkZGRl5efOXNmdHQ0i8VqaGjIzs5evXq1vLz84sWL1dXVa2trBQKBk5PTrFmzREVF4+Li1NTUJk2aFBYWxuFwkpOTZ8+eLSMjs2DBAjk5ucLCQiaT2dLSgo4nLCwsTE1NZ8+e7eHhMb5mjk5nNjRclJf3BiCGhJRdvXp26tQ4RcW0K1dERUU3bdp0/fp1X19fUVHRY8eO9ff3GxkZiYqKzp8/X05OTlxcPDQ0lMVijWM4xWRS6+qCZ80KmDyZUlHBqK+nUqmUqioahcJisWxtbWfPnr1s2bI5c+ZYWVmxWKzGxsZNmzaJioouXLhw+vTpCxcuXLhwYVFRUUZGxoIFCzQ1Nf38/JYtW/bVV18dOnSIwWA0NTUZGRnJyMhISEjMmDEjNzeXw+Ggj+bxeJGRkUJxRUfGurq60tLS69evl5CQ8Pf3H1deaDQancGg0Wjn58/3nzCBUlVVQyb7AkTIytY3Nrq6uc2ZM0dBQWH+/PmobUwmk8vlouK6cOHCpUuXfvXVV9euXcvOzhYVFVVUVOzq6iIQCKKiokeOHGltba2trdXU1Jw3b56cnNz58+dXrVolLS1NJpPHNafC5HJry8sDp0wJnj2bWlfH4HDQGRF7e/tZs2ahrjY3N2cymSwWi0wmr1y5UlpaGrXtypUrQo3h8/k+Pj5CcWUymSUlJVu3bl26dOny5csnTZoUHByMysb7R0JdTU2QuHjg1Kl1NTXslpaS5GQPgCuamhGXLklKSh47dszBwWHZsmUSEhJubm5cLldLS0tERAQAFi1aJCMjo6SkRKPRmpqaoqKiZGVl582bN23aNBsbG4FAwGQyy8vLFRUVpaSkZGRkZs6cGRcXx+PxsrOzp0yZIi4uLicnN2/ePE1NTbRjUVlZqampuWjRopUrV06ePNnb23t8eRGKq4hIVUFBXWVleXo6Kq78jo7zoaGysrL/+c9/pk2bho5cGxsbt23bJioqirp6zpw5KSkpLBaLxWL5+/tPnz4dDWlUwNra2mpqalRVVdFKN23atPDwcC6XSyaTRUVFZWRkWCxWV1dXcHCwqKiokZERn89/T7NRcT0NEK+tXVtWFq+peQYg39+f09pKJBJlZWWXL1++atWqefPmZWRkCCNBIBCcPn1aKK48Hu/QoUMzZswICAjQ0tKSkZGZPXt2UlLSuBz4Tzz+CnENEBX1nzz5wooVgXPmRCoooLOgFAqFy3o//YIAACAASURBVOXq6uoCQGBgYHNzM3rLa+IqEAjOnTsHAJs3b87KylJRUQEAV1fXlpaWceWTzefHaWp6ApyXkgpftowAQMnPL66oEBERmTdvXkNDQ3h4uHDkiprX0NCgrq4OABEREU1NTSwWq7i4eOrUqRISEuXl5RQKpba2dnzOplJZTU1lV65ErFsXMGtWzPbtDBaLxeM1Nzfv2LEDAOzt7ePi4iZPngwAJBKJy+UyGIxLly7FxcUdO3YMAAwMDAQCQVNTE+o3e3t7HA4HAABw+fLlOXPmiIuL19XVpaamLlmyZN++fVwuVyiuX331VVRUlJaWFtqvRye63+ug05kNDZHr1nkDhEpL+wAEzZzJbWhIy8gAgLVr13Z3d3t6egKAiYnJrVu39PX1AYBAIDQ3Ny9dulREROTatWtCAfv9pzGZ1Lq6kLlzAyZPri0pYbBYdCaTLRC03rgR4O8PAPr6+jdu3DA0NAQAPz+/69evr1q1CgBiYmLWrFkTExMzceLERYsWNTc3h4WFAcCOHTu6u7uPHz8OACdPnhQIBBQKhUajLV26FACys7PfJa4tLS2o242NjdPS0hYsWAAAKSkpXC73/cv8FXGtrKwmEn0BEjdsiIqNBYD169dnZmZqamoCgIODQ2trK5fLXb9+PQBcuXKlurp68uTJ8+fPv3z5MgCsWrXq+vXrqIAZGxsPDAwYGRkBgI+Pj0AgWLlyJQCkpaW9v6vRg8Fm15aVvRRXCoXOZDY3NwcFBQGArq7ujRs3jI2NAcDb27u7u1tBQWGsbbNmzaqpqUFb1dfElcfjnThxYsKECebm5mw2W0tLa9myZSQS6f2FHxXXYAmJwKlTKRUVbIGgOD7eEyBWSam1p8fe3h4AzM3Nu7u70XoaFRXF5XKlpKQAIC8vj0aj1dTUoEmh6ziOjo4AcPz48ZaWlubmZjU1NQCIjo5mMplob7WmpiYnJwcA5OTkBAIBmh0jI6Pe3l5nZ+fJkycbGxtzOJx9+/YtW7bs2rVr7z+9iYpryJw5AZMmlaelXVi9GhXXcFlZZmNjHZXa2Nhobm6OVuqWlpbGxkY0DFJSUmpra7/88ssZM2Ywmcy0tDQAWLduXXt7u5ubGypgAwMDaKULDAxsampatGiRiIgIiUQqLy8HACkpqcrKytLS0rNnz6LVRzgr/rsHKq6eAMESEhdWrw6aOdMLoCAgoKmzc/Xq1WhUhISEAMDMmTPRdQ3aG+JKo9E4HM7GjRsBIDExkUqliouLi4mJVVRUCGfd/5XHXyGuBIDQhQtZTU2kqKgUQ0NmQwNtdBbOwMAAAM6ePfsb4hocHAwAEhIS8vLyGzZs2LJlS1hY2Di0AU2Wz4/T0DgDQI6JYXK5Cbt2MSoryWVl6BChtbU1Ojp6rLjS6fTW1lZUii5cuICKa1VVFSquNBqtra2Nx+ONa3aazmBQKirI8fE1JFJRRITf3LmXtLXrKisFbW1o67BkyRJ5efnNmzerqqpWVFSw2WwvL68pU6asX79eWlpaWDFaW1tRv0lJSV29etXQ0HDVqlUZGRnTp0+XkJBAuwUCgYDL5VKpVKG4Ojg49Pf3ow1KTEzMeMX14tq1PgBlqamxysqBU6dWX76clp6OykN3dzc6C3T48OGBgYG9e/cCQEhISFdX1/Lly18TsN9/GpNJrasLnDYtYPJkWl0ds6GBUllJio1lFhb6BwSgjd0333xjYmKC6sr169fXrl0LAElJSQoKCklJSZMnT16wYIFAIEDLdMeOHbdv30YXqJycnNBRC5fLRW0bK/xviuuRI0cAYMGCBfLy8ps2bdq8efO4mlTaa+JaXV1XWekDELdixcXoaLRJEkZ1cHBwU1OTUFyzsrKYTObUqVMlJSVRcV27di06SYAK2K1bt9CuVXh4+N27d9EexrVr1xoaGt7fPNo7xDUwMBDtzH3zzTeoEzw9Pbu7u+Xl5cfaNmPGjHeJK5VKbWtrs7GxUVBQOHXq1JUrV9hs9vimUpnMuurqwMmTA6dOpdHp9W1tZenpHgBRGzZ09Pe7uLgAgKWl5e3bt9F6evHixZaWloULFwJASUlJZ2ensFVBWxtUjU6cOIGKq7KyMtrcNzU1zZ0794svvqipqcnNzUX7Md3d3agaoT3atrY2V1dXRUVFBweHK1euMBiMcS1OoeIap6ER+OWXOWfOJGhrX3NzI0yZkrx3L4PDoTMY7e3ttra2aD1FxVVRUREAMjIy2Gy2uLj4tGnTmEzmlStXAGDjxo29vb1ojxYVV7S3HRoa2tnZia7ZFxUVlZWVoXmJjo7euHEjuuSxa9eu9x+ZCKeFLx882DgwkGJoeHpUXNHOnJycnLy8/NatW3V0dNA5YdrbxLW5ufnrr78GgNTU1IaGBgkJiSlTpmDi+kfXXOuqqwkAYYsWsfl8BpvNGF1dr6+v7+/vRzvFERERvb296KaJ1tbWurq6CRMmSElJ8fn8np4edCFn//793333XXFxcWhoaE5Ozvg2E1GpDdevJ2hrnwYoTUlp7Ourb22tunw5PzsbnUHq6+tDd1Hp6Ohcv369rq6Ow+H09fXp6OgAQEJCws2bN9FlUQCYM2dOXV1daGhoeHj4uBoLVlNT0YULpwDi1NRa/u//cs6cOQmQevRo561bW7duRSNvYGAgKSkJnUDLysoCgBUrVgwNDUVERKDjla6urq6uLtRvUVFRHR0dbDYbXahGuyBoP+D8+fNRUVFMJvP69etOTk4A4Ojo2NfXp6qqCgCxsbHj6p3Ut7VFrl/vDVCZk0NnsQKnTLkgKZmcmAgAioqKg4ODaItvZmY2ODi4Z88eAAgKCmpvb1+2bNlrAva7B6pGcRoafgDEoCDujRuVOTmnAZI3bCAEB6Pj4wcPHpiamgLAmTNnuru7UXGNj4+Xk5NDh/4LFy7k8/moUuro6Ny/fx9deLa1tUXn3Do6OtDWoaSkpKOjg0ajMRiMGzduJCUlAYC2tnZfX9+NGzfQvWCBgYGDg4MZGRkhISGlpaXjXWxj8XihUlIBX3xBra3N8/HxBcgxNQ27cAEA9PT0hoaGSktLw8LCsrOz2Wx2e3s72qoWFBTw+fypU6dOnz49MTER7cfcvXsXrQ6mpqbffvutm5vbtGnT9u7dGx4evmDBAhERkaysrHGLa309jUYL/PLLkDlzmA0NdCaTz+ejWxCMjY0fPHhgZmYGAG5ubj09PXJycmjDjdo2adKk6upqdEK7r68P7QejzT2Px7t06VJ4eDiHwzEzM5s0aRIejxe2v+/pOmpd3SUVFT+AoogIVlPTVTs7n4kT083N227ccHZ2BgA8Hn///n20noaHhwsEglmzZgFAeXl5ZGRkSEgImhSLxerv70e7gLa2tgMDA0I/X7169fr165KSkgBQXV2NiuvKlSs7OzsDAgIAwNDQsLOzMzk5OTQ0lM1mOzs7T5061cLCgkKhjLevQGcyg2fPDpw6tTwjA10dYPF4NDqdzWYPDAyg9dTNzW1gYEC49J6ens5gMMTFxadPn85isVJSUgBgy5YtQ0NDqLhaWloODg6ikx/R0dG3b99Gyyg/P59CocjLy0tJSZ06dcrQ0NDS0nL27NmnTp16/7r/q7iamPBu304xMhKKK9rdr6iouH79enR0dHh4uHCHXX9/Pxo/lpaWAwMDbDa7sbERbeJycnLa29slJCTQMsLE9QPFFW0lMx0cPAH8J00qOHuWwWLR6HQajVZfX5+cnOzt7Y2OHnR0dLy8vMhkMpPJJBAI6Ehr4sSJLi4ukZGRGRkZsrKy6KrSmjVr5syZEx0dPS5tYNTXlyYnn5OWdgdI3rcv18cnw8EhaMoUUnr6FmVldAUFj8evWrVq8eLFKSkpzc3N8fHx3t7eixcvRruunp6eZWVlNBpt+/btoqKi6LDpwIED41tz5XAqrl07v2LFufnzC4KDo5WU/CUlC8PCmjs6nJ2dp0yZsn//fnTTsry8PIVCqaioUFBQEBMTIxAIdnZ2y5cvX758eU5OTk5ODuo3XV3dsrIydAdgbW2tmpqaiIiIu7s7ap6ZmRmfzy8oKNiyZQsAWFtb9/f3o5MzUVFRwkXu3/cem026eDFwxowzAOWZmVQq1RcgREyMmJ+/bv16CQmJgIAAKysrWVlZeXn58vJy4bRwR0cHupI93hafzmQy6uvjNDV9ALJdXa8cPeozYUKeg8OVjIwlS5asXLkyJCRkzZo1ixcvTkpKam9vRyd4ExMTLS0t0a79zJkzheK6cuXKoKCgTZs2zZ8/PyoqSiAQhIWFubu7i4mJoV7y8fGhUqllZWWenp779u0DAGlpaW9v7/T09LCwsNmzZ2tqagYFBYmLi8vKyubn549j5Eqn05nM/IAAwsSJPgCXDx/2AUgxNGxqb8/Mylq+fPnixYvPnz+voKAgISERERHR0tISGRkpISGxbt06Z2dndHCmq6tbVFS0bt06dNXK2tpaTk5uzZo1GRkZAwMDgYGBKioqmzZtEhMT+xBxpdPpdPo1V1dvAF+APF9fOpPJbWy8cuWKjIzM8uXLQ0JC5OXlFy1alJCQ0Nrais70Hjt2DLVNS0sL7SgTiURvb++dO3cCwJo1a3x8fHJzc11dXUVERPT19YOCgkRFRVevXl1WVjau9pTBYtFZrEsqKgSA5AMHvACuWliw+XyBQICKq7KyclBQ0OLFi5cvX56VlcXj8dBJncOHD6MTUXQ6ncPh5Obment7o9M2ioqKPj4+BQUFp06dEhUVPXDgwJkzZyZOnKikpMRgMNAe7cKFC4Uz8Lq6uugwUVRUVFNTMzQ0VEJCYvny5eh+rnF4msmk1tUFTJ5MEBEpvXzZC+CcpCSjvp7T0JCVleXj44PW023btvn4+JDJZHSSIDU1lcFgAAAA0Gg0Eom0du3a2bNnBwYGWllZycjIrF+/nkwm+/r6Tps2bffu3b6+vl9++aWiomJJSQmfzy8sLASApUuXxsbGAoCamlpXV9e4dgvnnDnjDJC0dy/v9u1EXd2TAHk+Po2dneh8hqWlJdon2LFjB+rq/Px8b29vdCpu/fr1Pj4+6enpra2tqLiampq6ubmJiIhs3769trZ2vNsD/1nHnymuTCalsjJh1654HC5OW/vKwYP0UXHl8XgBAQFKSko7duzA4XDbt29XUlJCe+67d+9WUVHB4XDa2trKyspHjhzp6OhITU3dsWPHtm3bNDQ0YmJi0Emn988ks7Ex29k5ZufORBzukpparJJSjIpK0u7dTAqFQqXicDglJSV7e/u8vLwdO3a4uLigu/ZfMy83N7exsZHBYOzZs0dVVdXc3Ly5uXl8C/JUKovHq8zJubRzZ8y2bdEaGoXnz7NbW6l1dS0tLc7OzmpqakpKSjo6OugeCnQHoJaWlpKSkqura1ZW1o4dO4KCgoKCgoSGXb58GW1M0T1Ke/bsUVZWVlVVFQ7RQkNDNTQ0cDhcREREa2urk5MTDofLysp6/6Ekk8NJNzeP1dJKxOGqSSQqlZqkr59sZNTA4ZBLSlDzvLy8UlNT0aYnODgYh8MlJyc3NTWZmZnhcDgSiTTeLiq61Jq8d2+MsnK0qmqGtTWruZnP5ycnJ2tqam7btk1TUzMhIUEgELBYLEtLSxwOV1hY2N7eXlFRgcPhDh061NbWlpycjE7q6ujoqKurX7hwoaWlhcPhWFpaKisra2lp4XA4VVVVVCEKCwuVlJTU1NRwONzOnTuVlJTOnDnT29sbEBCgrq6upKS0c+fOwsLCxsbGcUwG0ul0JvPygQNx2toJu3bFqKpeNjFhcrk0BqOpqSkzM1MY1ULbLCwstLS0yGTykSNHlJWVDQ0NWSxWc3NzcXEx6moPD4/09HRNTc3g4OD4+HgPDw8ajfb999+vW7cOHYeNd0m4rrY2affu+F274nbtSjE0REOaz+dfvnwZNU9TUzMuLg59RY3P51taWqqqqgptY7FYHA4nNTVVSUlJXV0dh8NpamoqKSkFBwffvHnT1dVVTU1NWVl5165d1dXV410PptFoDDabRqcn7d4dpap61dKSzedTqdSuri70pakVK1bs2rVLU1MzMzOzqamJTqdzudxDhw6pqqoePHiQw+EwGAwul5uYmCg0T0NDQ0lJ6cKFCz09PQ4ODqh5enp6VCq1sbGxsLAQh8OdOHGiubk5KSkJh8N5e3tzudzW1lYfHx+0KUALCF12GZerqXV1Kfv3J+/bV1VQkIDDpR07RmcyG3m86OhoJSUltJ6i5iUnJ7u4uOBwOCKRSKfTDQwM9u3bV1tb29TUVFRUhEaCr6/v5cuXNTU1AwICent7T58+jZqnra1dWVnJ4XDQDWg4HM7GxiYzM3PXrl2urq7jCg8ml1scFxeNw+X5+dW3t+d5e8fgcCWJiczGRrR2q6qqqqioGBsbo29GNTQ0pKSkvBYJoaGht2/fRrfLKCsra2pq7tmzB900N95g+GcdH0dcD6XcSSpuuNHBbml5ldb6jr62zv6Ozv6OjpstwvMCAev69ab+/vb+/o5R2tvbGwQCdm9v25iTHTdvtvD5rM7ORvSa/v6Orq4mgYD1+oN+GwGrvZuPmtHZ39HZ397Z39HR397SWt/WxkFT7ukRdHRw+/s7urv5fD7z+vXm18xra2sQCFitrRz0fG9v6/hsGLWktaNRaEN7d3OLgNXSwhYI2D09LaN5bG9r4wgEbIGA3d7egJ68cYOPOqGrq6mrq0loWEcHV+iNUdvaUb+hfu7q4qFXdnU18fnMnh5Bf39Hezt3HD4UsNp7BKjrWts4LS3szv72jr42Qcuv5nV3N6PmdXbyrl9v7u/v6OhoFAhYvb2t/f0daHbG7atWTmdf+8vCutn6anbQSOAJBCyBgH3zZkt/f0dbW4NAgDqh4/bt63R6xd69WgCwZs0SIjHj7t2b1683CQQsgYDV0yMYW7h9fW0tLey2Ns5rJd7d3cznM7u7+cIndnRwPyAjHTdbhbHX0dfW0lKP5mVsVL9qW0d7OxfNVF9fe2trvUDAGuPql5Fw+/b1yMggSUnxnTu3eXo6SUqKGxhos9k1nZ2N47SwvqN3tJKORrVAwOrsHOvqXyvdzZuto35rb219mZeODu5r3uvq4gnjDf0TWkAfUGta2zhjw6C7u7m0NE9NbRMAqKtvplJL79692dnZOGphfV9fG1qsY8xrfM28zk4en89CnTym0rHQBuHmzVZhs9PdzUeL5saNXyMBbazGn5f6jr62jr721rYGobdHI+EV8zo6uKjr2toaWlrYfX3tfX3tLS31o64WVjrea1V7rHkCAXs0Oy3t7dz+/o4bNwTjazwFrLbOxq7+jvbuZgGfibaibZ2NaKuF1u43XP16JPT1tcXGhi5e/BUAnDhxoLOz8Ztvrre2cj4gEv5Z3OhgJxU3HEr5Y19oMs8cOupWammeYmaW9t6kGxsn6+nFoRw+fMXMLP03Lj54MEV4sYlJym9ejPG5Y22dvWtXCMBGADWAbdLSpnZ2uZ/cqo/L8eOpLi7F0tIWAKsBZAE2HDyYaGOTc/z4p7ftT8XOLnfLFneAzQBqAFsUFJz/fYX7b8LWNkdS0hhACUANQFFf/4KVVdansyfdxORXKTl48FUp2ZNrppdvdkx4Jv3w4SvCi42Nk8elO5bmKUfdSs0zh/6QuOKJPyzamgpwCsDrvXHbti3N25t+/jwnMpI3f/5FAHcATwAvgLMAQQBBAIGjZ1wVFJIjI3nBwWxvb7qc3CUAt/E8C+NzwxPAFyBslLMAHp/apD+DU0ePlqel3YyObg8PbxUXDwU4/alN+gvwACCMKVz/f2nh/mvwAAgaU14+o636J8FNTu6Stzc9OJgdGclTUEgGcAXwAvAGCARrNfDaBOAD4AvgCeA+f/7FyEje+fMcb2/6tm1p49SdU4u2puKJP/whcbUv+GGF+tXRoH9PXKOjGxAEKS7u9vSsWLw4EsAbIABEvSF8GyQpQpIieGkABAD4A3gpKCR4epZzuXcQBLG1LQVwG8+zMDD+lXjp6mZ7elb+8MMjBEEUFRPHWQcxMD433GxtSxEE4XLveHqWKygkAHgBEADOw5kdgAAgAJc2AwQBBAB4L14c6elZUVzcjSBIdHQDgOt4nuWxQv2qfcEfFteVGhkAbgAe74c3gHtICBNBkL17cwDsAXwA/AECQdwTnk18mcmbswACAfwB/AG8Aew8PGoRBDEzIwG4j/aJMDD+PNCwfLPa+I1e4AXgC+AB4A3gD+Dz6r3oxZ6vpuk5en7sxd6/WUv9Rm8UPsJ7tF54AjiWl/cgCLJuXfxo4n5jHoqeGWubL4D36A/veqIwUz5vZGdsvfN79fr3zMtrDsHA+GvwAnA3MyMhCOLhUQtgN1qPguC88kvRQclcCxMJAAEAPgD2e/fmIAgSEsIEcB+tO++D20qNjI8grvMVk63Ni8rKempr+6nUW1TqwG/g5FQJ4ICK69GjhQDuoxUvEKZ5wtC0lznkzR8V15edjsBAOoIgx4+TAE6GhrJ/+ykYGH8QU9MigDNvCs8XXwTk5nZQqQORkQ3S0hcrK28GBNABXPbty6VQ+imUgcrK3q1bUwBOA/hGRnLKynoolP6KipsUSn9sLBfAC+C0gkJiZWUvhTJQVdW7d2/OmFrwGt5SUhfKynpCQ9kAbqqqqWVlPebmZAAPYQe5pqZvjLj6zJkTij6rpqbPz48GcBrgjKFhXnV1X1lZj5LSZVvb0vLyHjm5mDGJvNLjVla+UlPTt39//s6dGVTqraqqXiWlywCnAXxiYxsplH4KpT87u11E5KWsLl8eW1Fxs65uoLa2/9gx0rvz4jNnTmhVVe8nL1mMz5DQUDbAyePHSQiCBAbSx0x/BoCWKeibwOA0GBaBQ4aw9xCI+I1Kj/vRo4Wj4urg5FT5ew+6VVvbX1bWY21eNF8x+SOI6+w18clxjQiCnDvH2rMnTU8vW1f3naxZEwfg8sHiamZGAnDdvDn5Nx6BgfHHkZOLHjNie6msU6YEVlf3vngxsmdP9pEjhW1t3/X23t+06RKAp7T0RV3dLD29KwzGrb6++1u3JgK49/beRxDE3b3m9u3/ubvXIAhy4QJn7dqYnp57XO4dPb34vLzO779/uG9f1tuEnADguXr1JQRBWloGAZxNTYsQBImNbRzTNLwmrn6TJgVqa2fo6aV7eNQ+ezYcGEgFOL106XkisQtBEBOTgtRUAYIg3d0/rlgRPTot9ooEzpsXdOlS43ffPQwKYuzZE0+jDfT331dRSQY4/fXXKXp6GcbG+QiClJX1APjIyUX29Ny7ceNHPb2E5OTm//3vsZkZEeD0W4etU6acxeEyP3nJYnyGbN6cDOCKjlxfFVcCQChAKPTMghcTQMQPIGLMn8aKq8uaNXG/8Qg9vew9e9LOnWMhCJIc1zh7TfxHENc5axOiItgIgqirpwM4jRmGvxUfALc/Jq7o8PyTr9Vj/Lt5c+LUR0wsGEFGfvzxFwDXhQsvIghSUXETwBXgjKFhbl3dQF1d73//+xOCIPr6OQCnWlqGEARZsSKWQulfsSIWQRAO546qaiqCIIODP9fV9fT03EMQxMmp8h0DPk/0LibzNsDJgwcLEAQJC2OPufjNkWtYZWVvXV1fc/NdBEHKy28CnAE46eZWjSBIX9/9gwcLSkt7EATZsiVldPDqOwo6h3zK0DAXQZDz51kAJy5e5CAIYmiYB+B66RKvrq6fTr81PDzy4MHjSZMCxMR88fjyoaGHHh6V06cTtmxJlpa++EanZOy08CcvVozPE2/htPDr4voFAUT8oE8CXkyAr9zhi4B3iKsbgM+700dVz0ldPR1BkKgI9py1CR9TXHV0sgBcCwq6urt/bGsbam19Cx4eFOG0sIlJAcCp0cWb3xBXPwAXAoE6Oi3sHB/Pe2viGBgfCyurkjdGYD5TpwYNDf38009Pp08P2rQpGUGQmpo+AGcjo5yffnqaliZYuzaoqOg6giBaWhlCcd20Kam+/tuNG5MQBKmt7VdWvoIgSEnJjbVrL8rLxysoJM6dG/aORVDPlSsvIQjCYNwCcDxwIB+dHxrdW+EL4F5V1YsgyKpVsQCnZswI6e9/8ODBk7Vro44cKUQQJD+/E8AdwNXTsxZtViZN8pwzJ3T58pgpU86iVU9UNFBU9OzkyYGvNShnzzIArKOjuQiCaGllxsdzEQTZs+fa2rXxT5++GBz8WUSEAOAzbVqwvHykhUUxj/etk1PFO4bgBACfuXPDGhv/+8lLFuMzJD6eB+CMTgsTCFQAFwC/l2uuKRugdxY8nwAIwK2ZUC4LE/0AAgD8AE6ZmBQIp4U9PChvTbytbai7+8eCgi4AVx2drD9RXLu7f0QQREMjffnyi8uXx76GpGQYwKmwMDaCIE5OFZKSAZMnBwL4vRTXB1Neimur5Ki4+n35ZZCkpH9MDBdBEAsLMoCblNSFN1PGwPiIzJ4d+qbgiYj4Ll0a1d39Y3v70M2b9xAEqazsBXBCJ2wjIurFxV1iYrjDwyNHjxZOmnS6s/MHBEE2bkwqK7uBiiuT+c2WLUmPHz8nErvExV2dnSvb278zMsp917TwsmXRDx8+EwgGJSV9jx8nPX78PCmpWUzMG8B3xowQSckgDudbBEF27EiXlAyYPTv00aNnQ0MPxcX9lJUvP3r0rLq6T1zcb8oUz4iIegRBXFwqJ03yGJ348QPwFRcP7u7+8YcfHjGZtwH8APyE4hodzZWUPJOR0frkyQtV1dS8vE4EQTZsSBQTC7p796effnry1Vfnli+P7ur6/upVgbQ0ISam8dGjZ9bW5HdNC3/xRcCyZTGfvGQxPkOkpC4AuFlYkBEEiYnhSkr6f/llEIAfQABIu4LgPy91Z2garLEDkQAAwuTJgZKSAU5OFaPTRackJcPelvhFDY10dKnlTxdXtLc+d27Y6Pzta/gAuHt4UAYHf+7pudfe/t3WVWdfRwAAIABJREFUrckAHgCBIOYFbZIwOA0Gp0Gl7Ki4ntm/P6+9faiv7/7g4M8HD+ajeyveljIGxkfkLUNJERHCvHkRK1bEzpp1VkXlCoIgDMZtgDOiop5OThV9fffb24f27cuNiKi/cePHdeviSKTrg4M/L1x4Yfp0wqJFFwcHf66o6P3ii9NGRnm3bj1obx+8fft/BAJt2jSfMZtvX2HiRG9V1dRvvvm/9vYhAoF26FBBf/99a+sSAKfAQHp7+3e3b/9vcPDn69d/4PHuzJhxbunSqP7+++3t3yUmNmtpZdy69T8Xlypd3Sy0+ty8eU9HJ3PMViYfcfGQvr77Dx485nC+HRVXV3RV9e7dnwSCOwMDD44fJ02a5CkuHlhV1dvV9QOLdXvLluTe3vsVFTcnTfLW1782OPhzS8vdrq7vQ0PZ06f7vSsvAH6fukwxPlt8AE4fPJg/OPgzWk/3788b7dEGgbgHNM6HO9NhiRNACLrgsnVrcnv7dz099wYHf/bwoAC4v0N33OfODUMQpKVl6C8SV2npiwBe76hjhMmTA8XEgmbMODdr1vlJkwJe1kYRAkz1AjEvEPOCL72FFVJU9OysWeenTw8REwv64pUJcQyMvxLfKVPOstnfDA4+XLkyes+eawiCpKcL0M9WiIgQpk8PmTXr/IQJ/hMnBsycee6LLwKmTDkrJhaETp+KiBDExIK+/PIsgC+An7h4CBrVIiL+v/lijB+A77RpwbNmnUcncqdPD0E73WJiQbNmnRcXDxYTC5o585yExHn0Qeh5MbEgAD9x8eCpU4MmTw5Eq8+MGSGjE0Uv0xcRIUydGjRqGAHAd8YMP3QJhkjsWrkyfPr0IPQ8gI+oaKCExLmZM88B+KL1F9VjcfHgWbPOz5gRMnHib+cFA+NT8sUXAWJiQWg9FRU9O6YiBMIUb5jqBSDUF79JkwJmzTo/Y8Y5MbGgMYsmb+K1aH4kgiA9HfcATulrX0MQJOECd/bKj7qh6f3FFcAPwGeUsf3cAIBAgMAxmfyNizEw/mJ8584N43Du8PmDfP5genrLhAnCmPQbE6K+r/4gvN1nVHvGFdLCi31Hf0Zv8R2TiM+YB7158W8/zneMYR7q6mkCwWBLy1Bz890jR4gArq++0iq88sPygoHxCfmNWEWl5z0vHsME73nrwluGhvLonSDprmx0pWVoyD204j8qSfZ5n0Zc/yYEjE4CYGC8J75jRMX3Xyon/+KsYWB8VKYSwJMA/r7g7wvnCODvB76+4Htmxbmr9lc/X3ENnDDBb+tWizc+xOMHEARwHuD86J6xT24qxt8KvzF8cmOwDGJgfDpQcT3rB+5+YEWAAAL4+f254rpw4QUAl9F9g74A7gAeo59t8wJwH2XsR+ZOj54U7pxEv9wmvNj7HV+kQ0H3T4eOEjzaOgSPnkHHqaEvv7YIIT4+6q2tkgAXAMJGrycABK5fb2NkZGxkZDx3rtsbcwUYGBgYGBgEAAJMJYAHAcIJYE6A+QSIIACBAL4eK0L+NHGVkYk2Mck9cCAfwHf27PNmZiRNzXQAX4DTMjJReHy5u3utjU3pzJnnRvcuntm3L9fVtdrVtVpf/9qovnrMmRNqa1vq7l5rb18mLX0R4PS7v/gaNHmyj5XVbnf3HY6OOHl5W4BQgLNaWkdsbPTMzPbMneumo3PYzGwPQNDkyf5BQSoIAnfuTHd313Z336mrexjgLAABICwvbzWCAILA7t0mAOc/fflhYGBgYPwNmUoALwIQCLCNALMIYEaAs3+yuK5dGz88PPLLL88BvLZsSUYQpK5uAMBly5ZLHM63TU13k5OZT568qKi4uWRJGICnmRlpeHgkLo6XlNT89OmLw4eJAB7Lll0oL+/p77+fkEAfHHzI4/13w4a3frONABA4Z45XbOzmR48mZWZu7uz86tatmTt2WACEnzhh+OOPXyIIrF1re+PGbAQBd/ed06d7ZGWtRRC4d+/LzMx1mZnyNjZ6AMEABIBgIyPjqKgtUVFbli1zAAj69OWHgYGBgfE3ZCoBCARwH/11KQEi/2RxXbMm7ocfHv33vz8BeCkqJiIIQiZ3A7ioqSW1tX3HYn0rJRWwZUtcaCh72bJYAM/BwZ8RBAkMpIeGshEEefDgMcDpNWuimMzb3d0/KiiEy8qGBwUxvv76ypj/WmQswYqK1ggC5eVyAAmyso5hYdv09Q8CBANEpqauRxDIzV3t46P+9OlEBIFp0zynTPFGEGhokAK4CBAGEDJmE2Y4wCWAS//P3p3HRVW2/wP/sMkq+6ayCS4oIIIoLqgogooIKC6gIiKLKMom6wAz98zAMAOoqLmUrZaZS+VeJmbaN5fUMtc09zXLUtPU1Lx/f5zn8BsXzHoU8Ol6vd5/4PGcM2eOvLq67uW6tMaKCSGEkIeZMeQyBIl/tGEYx6BshOBaBOQ4Olbn56+fP/+bsrJaY+MyoZbbkSM/cc7nz/9apfoiMXFVRMT7AAPyDA2V2dlr5s7dq9FscXIS5nGfuNVV5es7mXNs2uQOqAA1MA8Qqspp3n/fh3N88IG3mZl07NjhublhBgbMxSWbc+zd2wKoeHjOtTw6OraysmdlZa82bTLEsWJCCCHkYVYM2Q8f6cAws8hT9SKHhe/e/fP8+d+AnI4d53HOV648DKSHhb2/cOGejh1rOnWqPHLkyp49F7y8ZgOSH3+8yTkHCoSeORLJZqDQz++1N974Jjh4kZMT27btzNGjV/r1e72eVlkqf/9JnOOTT9oAC3x9J7/9tu/o0TFABTBr8WJfzuHhkQHMANTCcqc2bTI4x+efu9nb57/5pt+0aYPFYeGq5cs7CnOugwePpTlXQgghT9aMoSODrtYRa4YRRZ4zXuBq4VkxMauvX+fLlh3XaL4pLPzq0qX7kyZtaN++atu2Mz/+eHPZst0XL954++19rVqpgeKoqKW3bt3buPH455+f4pzHxX0IFLm5aVauPHzr1r0VK/Z8//2VtWuPduw4Eyh50pdUWFqWKhR9b90yWLfO++RJqwMH7Lt3Tweqp04devWqEefYvbtl27ZZ4hyqwsxMVlg44PffDb75xvHyZdOwsIlikqr09s7assWNcwwcOA5QN/6/HyGEkJdF+yLPOS8suLq7V06dOvTQodxLl+S7duVUV8ccOybZt2/aoEFjWrSoGTFieXz8qmHDPjAxKRfnUIv69Hlr3LiPxo79KCjoTXG1sMTcvGL48GXx8atiYpbb21eJ+3me+JXKdHVlUVGx8fHRo0aNdHfPBDSAsnv35GHDRoeHj42NHWFjk6+1tUYJyKOiYuPiYnx8JgMacVi4IiUl+scfTVWq3ra2pfWMQhNCCPnXM2QYxRDPMFZLWpFn5QsLrl5eVevX99q+vfMXX/h/9VXA3r3dv/jC/8iRzhJJnFCOX6S9z7VIPFg38Cvsc607+en7XBmgANSicnGfa7nWwUcipVw8rr1wSdmpU9qAAeONjErEmzT2vx8hhJAmyJRBzlDNoNaifJFzrm5uM1u3zmrffnq7dv9fhw459vZPST2bCBlQJkZiiqyEEELqIRSRUDIotLzQrTjOzrMAqViFXxuNshJCCPmfIARXBUOJSPqCg+vLUFuYEEII+S+YMJQyZDOYi7oxqCi4EkIIIf+YCYOUIUPrSEeGCgquhBBCyD8mBNdMrSM+FFwJIYSQ/wYFV0IIIeQ5o+BKCCGEPGcUXAkhhJDnTAiu07SOtGdQU3AlhBBC/jEThhKGAgY/0VCGMgquhBBCyD9mwiBhmMEwg2G2+IOiyHPm4vR3XkxwdXWdBUiAfFHhXz1lgXjmM1YcLNS6ORUpJIQQ0uDMGfIYIhlyGaIZMhlGMUwq8oxbnP7BiwmuLVpUGxsrFizYs2jR3srKr1JT1wKl9URBGcCUyq3V1dtlsi1GRmWA9KnfRwaUSiSb33zz2xkztjP2hbHxX15CCCGEPG/NGPwY+jEEMvRlCGTozeBX5Jm2OH3piwmuLVvOMDSU5+d/Mm/ebs753r0XgaL6U0zp5MnrhA+ysKiop2NrHRkgnTDho9LSz4VLrK01QGnjv2VCCCH/KsYMIQxBDKEMQQwhDL0Zgoo8x72wzFUcFs5q2XIm53zLllOABJCJXeSKREJQlAKSc+eu37x5V0eHAflik1f28MnaQTcfKDh9+tqdO/esrNQUXAkhhDS0ZgxdGMIZejCEMfRiGMDQtcgzc3H6+y92QZPEy2v+w8G1MC5uZW3tydrakxs2/NC580KgEJDq6ytOn752//6DbdvObN58orp6OyABCgIDF33yyQ+1tSc/+eSHgQPfBfLFbyXV1ZWfPXv99m0KroQQQhqDCcNghkCGcIbuDAMZejH0KfIcuTh9WUMH1xJ399kREe8PHfr211+fP3r0ir//fKBQX19x7tz127fvDx++bMqU9Zzz8vKtfn7zjh//Zdu2M0OHzl+79ujFi7+Fh78jro2i4EoIIaRRGTD4MEQydBXjaxhDlyLPvMXpSxopc928+filSzc45wMHvgvk6esrLlz47caNu4DEzq6Sc15beyI0dDHn/Pz53zZvPnrixK+c85SUtWLySsGVEEJIozJliGTowjCUoSvDYIYeDMFFntEvPHMtaNduLud88+aTQAGQGx+/8saNPxYs2OPrW/Hpp8c55336vAXkAezChd/++OM+IHN2nsk5X7/+WEjIO5zzlSsP+frO6tx5YZcur9nZVYoLg0sA6Zkz12/fvmdqWq41R0sIIYQ0CH2GjgzDGLowRDB0YxjE4FfkWfTCMldn51k6OiX29uXBwW9zznfvvuDgoLKwKJ08eS3nXKHYamaW8/rr3zx4wEeNWmFgUGRvX/Xrr7cuX/7d0XFGYODrnPP339/fu/cbd+7ce/fd78zMphcV1e7ffzkiYokwLGxtXdGixYwrV25xztu3n2trW9H4b5kQQsi/iilDNIMfQxRDF4YhDN0Z+hV5Dl2cvvzFBFcHh2ozs/Jdu84fOfLzpUs3zp69duDAZZVqm5HR9IKCTceP/3rgwI8REe/Pn7/7+++veHvPW7bs4KlTVwMDF23devrw4Z83bTrRvHmZgYEkPv6jU6euHjhw6ezZa4WFtaampYAUKHn33e8OHrx8/vxvFy/eOHTopw0bjunqymm3KyGEkIajz+DJMJzBXxwZFjJXyeL0915k5mplpbGyUpualpuZqaytNaamKqBUR0dubl5hba3R0WH6+gpLS7W+vsLcvMLUtByQWlqqrazUhoZlgBBHmXCyuXmFjg6rC5/CQTMzlalpuZWVxsJC3fhvmRBCyL+KduYaIK5pEjLXFzznWvowITTKxD/KAKn4QxlQBqjEI3U5qEzr8roaFOVAOVAmnvzI+QqgAih73mURVUAFUAGo/rv7yAAlUAEoqXAjIYS8xPQfm3MdyOBX5Fn4wlcLP+sjBgVN7NkzKSAgVU9PCsiferIiICAlKGhi9+7JRkYlj52ssLEp6NEj2c0tC1A8pzco19OT9u+fMHDguB49kn18Jv/VEz6dokWL3B49klu2nP5XT6j4rwM5IYSQF8aUYShDwGOrhYe98Mz1WZ5PDsjffbcT5/j9dwNz8yJA+dTzVTNm9PzjDz3O0bbtNKD84b+tjI8fzjneftsXqHpOb1BhbFy8enWH3btbco4DB+wB5X8RX6uKi/tzDrm8L1Bd/2llzZqVdu2a8tgHyQAVoAE0gIJyX0IIaTQGDJ0YhjJ0Yxistc81t6lkrgpAeeFC89u39c3MJMAMQJhDFUZQK0VlYgFFzY4drTiHjU0+MAvQiCcrgJp27aYtWuQfGxsjpn1CNKq7yT9OZyttbfM5x/79DmJwFUazH3k8Bqi1Dmq07iB8ndk9eiQtWuQ/cOA4QCU+mxAmhQsZoARUKlXvnTudgBqgClCJN1cGBKQOHz56+PDR1tYFzy87J4QQ8jeZMAxi6C7mrGFihaZRL6y28N8Nrnp60gsXml+9amRqKsnKCg8PHwtogDJPz/Tc3LDc3NDJk4e4uGSLQbd8+3YnzqFWB02fPnjEiFFABVDesuX03NzQSZMiIiPjvL2niJOalYGBKRkZg3NzQ5OSIgE5UPaP3mO5s3M259i3z1EMruW+vmnC46WlRTg45AJqQD548NiEhOjs7IHTp4eJzyZkn2Xt2k0THiMyMq5Nmwygok+fxISEaHv7PEA5fPjo8eOH6enJzMxKq6t7cI7jx61ycwfn5g4MCRkv5uiVn33mwTk4R9++E8QXQgghpME1YwhgGMTQkyGUoRdDCEO3Is9pL7y28DM+okJfX3rmjMXNm83U6qDPPnO/caNZTEwsoPb3n1RT072mpveBA/br17ft0CFHWM0kBNePP/ZctsyLc0yaNFRHR9WuXcaSJX67drXiHIsW+QNVQHlk5PjTpy03bGj79tvdOMfrr/tbWJT81cjzE5W7uDwSXFU9eyYJj3fsmPXKlR09PPIBzaFDdpxjzZr2Ws8mF87v1i1lyRK/gwftOEdJSX9g3tq17ThHcPAEQPPLL8acw9Ky0MqqeM2a9pzjxx9NlyzxXbLEZ8KEaDERL4+PHzZ3bre5c7u5uWX90/9RIIQQ8l8zYujP0JthAENvhhCGPgy9ijzHN5nMVQiu9+7pSqX9HB1zOcfBg3bATDu7/MzMwcXFA7dsceMckyeHA9VA+c6drTiHqakEUN27p3vjRjNdXSlQBrwSFhbPOWbPDgQqAdW4caN++snkgw+8gIqYmLFz5nSzts5/HsGVARpn5+ysrEHFxWFCsI+LiwFmPenZZOLArxKYl5wcyTlyc8OAV5Yu9eYcQUETAfWJE1b37+va2eUD1S1b5nCOzz7zAGY/PCwsA2YA84B5QDnNuRJCSKMxFLPVYIZ+DH0Z+jF0L/JMeWH9XP9BcL14sfmNGwZARevWmZxj40YPD4/8zz7zOHHCSqMJFaJXYmKUkI8KAczZOdvIqOSPP/TOnrUQA5hmxIhRWsFVCsz280uTSkMXLepcWhoGqLUClUKcGa14hij1SHBVde48bds2l0OH7DSasD17WnCO4cNHAzPrfzbhPpWZmYOeElxtbfOBSi+vKZzjiy9cAc3DwbU8NnZEZWXPyspeLi7ZlLkSQkijMWToyTCAoQ9Df4Y+YnCd1GSCK1B+/rz577/r6+lJ3d0zhSHfIUNiOUdlZU9ghbDCdtSoEcBMoOqrr5w5h5VVAVB2757u9euGYuY6Z/DgcZyjsrIXMBeoSk0Nnz27u6lp6aBByb//rr9pk7utbSGgBMpatJi+cGHAq692mTx5yGOrjh83w8KiiHPs3dsCqAbmTJoUzjkkkhBgRXV1T84RFhYPzP7665Z1wfXuXb1z5yzEZ9MIC321gut/hoV9fScDsy9fNuVcx8BAClR16pQmvIRWrXLfeqtzUtJQQCjxWPnZZ+7CnKsQkhv/14sQQv6dGr5Z+t/dirNwYQDnuH9fR09P2qZNBufYubOVg4Ns4cKAn34yWb/ep7BwwOrV7Y8csfX3Ty8sDL13T7ekpN8bb/h9+mmbu3f1Ro0aqaNT0aHD1PXrPffvt+ccP/5otn59h+HDx/bvP+3cOfNDh+yWLPG/e1evoiKoefNSQAGoPTwyhCi1Y4fTw8t6H6EwNi5ZssRXGJp+8EBn/fp2MtkAV9fSxYt9L15svn69z/TpYZs2ue/f7+DllSlM+rq6ZhkZlXCOq1eNdHTK2rTJXLrUOytrEDA7I2Mw58jLCwVm9uyZ9v33Nl9/3WrNmg6ZmYNv3TJYs6a9sbHMwkLGWN9r1wz377c/fdoyODhVTFKVnTtnCB/Rs+dEMeISQghpcI3XLP1ZHzEqKi4yMi40NF5HR2ZiUhwRMUZIy8zNi0aMGJWQEOXsnNOqVU5s7IiWLXP69p0QHR0LsCFDxowfPywkZDygAsrs7fMSEqLj4mIiIsaMGDEqISHay2sKMMPLKz0uLiYhISo6OlbY9gMoW7TI37275fnz5hER8QEBqU/d0yLX15eOGjUiPn5YRMSY6OjYhITokJDxQKWNTf7IkaMSEqIcHHJbt86Ki4txcJjerVtKRMQYY+MSXV1ZePjYkJDxgDo4eALn+PRTD+DVKVOGcA6JpD9QBWg6d04bOzYmPj5aR4cFB0+IjR2hr18KlOvqyoYPHz1mTEyHDumARhwWVmVkRPzyi7FUGmxpKaWtOIQQ0mgar1n6sz9lBaARBznlgEacB1WKBROU4siqQqyioHj4qv/MuT6s7OGqCxpxV4zCxKQ4MjLO1zdNWPf0DHOu6ofvrHrs8coffjy5eJUaUFhYyAoKQq9fN9y+vfWZMxbvvdfJ2VkibhZSid9C+EaPfx3thUvKgIDU0NB4fX0pTbgSQkhjarxm6Y39zZ9GLi5uapiPK9PTk3bvnhwSEh8UNNHGpuDZIvrjZEC5GIkb/R0SQsi/WOM1S2/sb960KMTS/1S1nxBCXn76DB0atlk6BVdCCCH/4xq+WToFV0IIIf/j9Bu8WToFV0IIIf/jGq9ZemN/c0IIIeQF0WfoyBAtjgkLzdL9m1KzdEIIIeQl07SbpRNCCCEvoSbfLJ0QQgh52TT5ZumEEELIy6bJN0snhBBCXjZNvlk6IYQQ8rJp8s3S/5lCQNr4L5cQQsi/k9AsPYShL0N/reCa+rIGVxlQlJ+/ydl5JlDa+O+XEELIv5Cx2CC9rlm6MCwc/2KHhSVAkUii9UAlQCFQBBRqhUaJeFBQd3Kp1skl4sGC0tItDx5wN7caYPrD5xNCCCENQmiWPpih58PN0jNe2IImB4dqQLps2cHNm09u2nRCLt8KFAIMyIuMXPrJJz9s3nxq/fpjvr4LgQKAzZ27a/Xq72trT9bWnpw7dxdQDMiAwsDARevXH6utPfnpp8cHDXoPyAeK1eovhaf66quzmzefWL78oKFhGQ0RE0IIaVAN3yy9Xbu5a9ce++OP+zExSySSWs65Wr0NyImKeu/Chd9WrjwcE/Panj0Xvv/+586d5wFFFy/+xjmPj/8oKWk153zRor1Afo8er50+ffWrr85GRS1Yt+7YpUs3hgx5B8gLCnrt2LFfOOfp6etjYt4PD1+ip6egDm6EEEIalFBEIrIBi0j4+Cy4c+f++fO/AUVAaZcur3p5zQemZ2dv5JxnZX0KJL3xxjec8wED3gUKjh69wjkHmJFRGef8xIlfgWJrawVjX5w9ey0xcYWdnaJnzzccHauBUiDvq6/Ocs7t7auAbCH3JYQQQhpUwzdL9/GZf+3anQsXfgNkQLE4t5qfkbGBc56X9xmQ9s47+zjn/fu/Uxdczc0r7O2rOOf79v0IlAKllpZqX99ZBQWbvv767OjRK4BC4YZ7917knLu61hgYSE1NVY3/igkhhPzb6Dd4s3Qvr3mnTl395Zdb9vYVwcFvnTt3fc6cnUBWcvLqe/f+rKj4P3v7wlWrjty5cy8o6A2g4PTpq0JwdXCo4pwfPvwzkNe795tHjvys0Xzp4cFWrDj866+3o6OXAAVA8ebNJznnffu+vW/fpe3bzxoZldGcKyGEkAbV8M3SHR2rXVxmHT/+y4EDl48evfLZZyfs7MqBUiOj4qKi2hMnfj1w4MczZ66NHr3CwEACSL/66uyPP95s3lxla1v54483N28+BZQYG5dMmrT2woUb33574dixK/n5n5maSgEZILO0VG3devrIkZ9PnbraseMrOjoUWQkhhDQs/QZvlu7sPBMoNDNT2dhUWltrDA2V4siwVFdXbmmptrGpNDevAGRCxmliUm5mptLRYTo6zMxMZWJSLpwMMAuLChubSgsLtY4O00pPS42MyqytNaamKtrqSgghpBE8krk2YLP0UpF2ZinTOl63xFeqFSO1z3/iydqXNHBklQMVQHnj/6MSQghpXPoMHRt2zvV/tLaw3Ni4JDAwuWPHdEDe2A/zJPYP/9GQwYOhDUMbBjcGHfG4g3iwDYNdYz8zIYS8pBp+tfD/aHCt8PaewjmOHLEFKppcfA1kmKL1R3OGEQzFDBMZ4hmKGfoxGDK0YshnmMIwkSGZIZehlXCJDFACGkADlNG+YUII+QsNv8/17wdXNVCpRQ0w8T/3dQfLhNVMQAVQCQiFI+RiPHjibWWASjxZuEoDyMUL6+5cId65/OHHUGrFGDkww8io5M03/YqKQoAygAFljz0eEz+oUvw49th3KRcvLKs/hikefhLhqiedrMvgw9CboZIhTet4IMNrDL0ZwGDBMIlhFoMTw2QGJUMzBjB0YqhkmCxconRxyY6Ojo2Ojm3bNgNQNv4vLiGENGUmYkyti6x1zdKbSOY6dOiY8eOHTZs2eOLEqGnTBoeFxQv5k6fn1JycgTk5YZMmRTg7ZwMaQBETMyoxMQpggAooHzdueHJypI6O7EmpZNmAAfHJyZFGRiWDB4/LyQmLjx8GKIFyC4uirKxBOTlhU6eG9+iRJIRSb+8p8fHDJk8ekpMTmpQUaWxcDKgAGaAwNi5JTx88dWr40KFxPXokAQqgvFOnycLjpaYOdXDIBdSAfNCgcfHxwzIzB2VnDxw+fDRQITyqqWlxcnJkTk5op06TW7acnpYW0alTmhikH6G0scnPyRmoLSho4pPnevUZhjEkMqgYJmkdD2CYx9CTwY4hi2EWg4KhFUMyA2NozuDHMIOhkiFJuKQqM3MQ5+AcKlUfYEbj/+ISQkhTJjRLb8jawn8nuMoB+cWLzTlHba377dv6tbXu164ZxsTEAmp//0k1Nd1ranofOGC/bl3bDh1yAE1RURjnmDWrh65u+dSp4ZxjwYIAHR35k4KrKilp+JUrxgsWBFRW9lqyxI9zyGT9jI3lNjZFM2f2qKkJWrOm3cmTVmFhE4Eaubwv59i/32HJkq7XrhkuXNjFwaEIUALK5s0lr78esGFDW87xzTeOgAqo6NkzSXi8Y8dsVqzo6OGRD2gOHbLjHKtXt//gA69gHFoMAAAgAElEQVQHDzBp0lCgzMFBsmhRl6tXjZYs6SqVBq9a5XnkiG1ISBLwxAoYSkfH3Jqa7toiIsbUczIDGAwZlA9nrgEM8xl8GPoxTGGYwlAhBtdSBkuGHIbRDOUMyf95V927J8+d223u3G4hIQlP+yxCCCFgMGLo13SbpcsB+bFjNnfu6Ldtm7Fpk3vbthmc4+BBO2CmnV1+Zuag4uKBW7a4cY7Jk8OBKqAqOTnqjz/05s8P+OMPPaWyL1ABKJ50cxlQ8/bbvpyjS5dJwNwffrDmHBYWhUDFpEkRxcVhb77ZmXOsWtUemFdYOIBzjB8/DHhzxYqOnKNXr0RxjFoO1Dg45HGOL790EQaQnZ2zs7IGFReHbd/uxDni4mKAWTt3tuIcpqYSQHXvnu6NG80AVa9eEznH0qXewFvTpoVzjilTwoGaeoaFlXZ2ecXF/bX16zfhaauULZ4UXGsYYhkyGDoyDGKYydCKIYlBzhDJkMFgyVDGkCJcIgXUwDxgHqChohyEEPIXmnazdDkgP3rU5s4d/a5dU7/4wq1r11TOsXGjh4dH/saNHidOWFVVDdixw4lzJCZGAZUAA+bu2tWKc1y9aiROXtZ3f83Spd6cIyhoIqA+ccLqzh09J6ecuXO7PXigU1XV54MPvDnH4sW+wCtCcJ0yZQgwZ/Xq9pwjMDBZHNdlgMrTc6oYXKt8fTO2bnU9fNi2qmrA3r0tOMfw4aOBmUJwdXbONjIq+eMPvbNnLYAK7eCalBTFOfLyQoGqep5Z6eiYW13dU9vgwWOflk0+MbiqGeYwTGKwZhjOMIOhFUMiQyXDTIauDNYM5XXBtTwgIFWj6aVWB/Xtm0iZKyGE/IWm3Sz9/wfXwMCUb75x7NYtlXN8/LHnkCGxnKOyshewsri4P+cYNWoEMBOozMkZeO+erkoVdOuW/ty5gYCqnsyV1QXXTp0mA7OPH7fmHP7+qWJy/GaHDlM5xxtv+AGvSSQh9QRXNaABKrSCa01q6hDOIZGEACurq3twjrCweGD211+3rAuud+/qnT1roaOjsLcvXrCg69WrRsuW+X/zTQvOkZcXVn9wlQEKIUfXonraCl5hWFh7zrU7wwKGOAZDBjCMZJjH4CyOD/sygMGIQc0wVbikOitroDDnKpP1A6ob/xeXEEKaskZqlv635lzNOIeHR0ZoaIqv72TOsWtXKwcH2auvdvnpJ5O1a30KCwesWdP+8GFbP7/0goIwzsFYMFARHz+Mc7z7bidAIcS/x1QLwfX//s9l7VrPBw8wdepgS0tpVtagBw+wdm2HWbN6VFb2/PVX4zFjxmRnD+QcWVmDgLm1te6co3v3ZED1yivd3njDT0dH7uGRIdwK0Li6Fr73XqcLF5qvXeuTmxtWW+v+3XcOXl6ZQkrt6pplZFTCOa5dM9LVlQorlkePHpGRMfTDDztwjvz8p2Suf4c+w3CGiQwaBhnDBIa+DGCwYZjAkMMwimEMg5RhCIMJQ1uGYoYxDGMYUhgkDG2EWymdnQsXLfLnHCUlFFwJIeSvNHyz9L+7Wrh//4TIyDgDg1KgytRUEhkZ17t3IqA2Ny8aNWpkYmKki0u2k1POmDExrVrlBAcnDB8+GpALq4WHDo0bOXJMmzYZmze7b97c+hE9eqTOn9+VcygUfRMSRkVGxgqrhQFlVFRsYmJUUNDEZs1KR44c6eeX6uycHRkZ5+aWBZR365YSGRlnYSHR02NCPgcoWrSYzjn27GkBqAC1rW3+6NEjExMjHR1zW7fOHDt2uIPD9MDAlMjIOGPjYl1dWUTEmNDQeB2dci+vKevXt01KigTeTkgYxjkkkv7PJ7jqMngz+DG0Z+jAEMDgLv6VKUNnBj8GPwYfBj3xuBuDP4Mfgz+DS92tKvr1Szp40O7jjz3btMmnrTiEEPIXGr5Z+t/f56p5bOtqxWNlDcqErTiASvyh7uRKC4uimJhRjxk/e3bg5cumnGPnTicHhwJgptY+V+HOKjHrLRM/rkzcIKsBFDo68gEDxv/2m+H27c7ffNPi5ElLf//J4ih0mXgTIWBrP55c/F5qQGFjU1qp6fXnPZ2vvvQ4c8ri/SU+Li5FTSyAKV1dM4cMGdOixXRATUUkCCHkLxgw+IhFJMK1ikjkNZkiErq6QrT7WzWPHplklQPqx1S2aZMRFDSxa9eUfv0SzM0L65+afQo5UN65c1po6PiQkIT27adqLXF6dmX6utKePZNCw8b16Ztoa50v/t8DAxh0RI35iyL8r4yayjMRQsgzadrlD+WA/MMPOx46ZPfVV85mZpJni38KPT2pjs5fxgAZUKY1//rfFCxUiTf5R1X7dRicFJhYgbEVSKmAvxLCw+syRDBkMaQxpDGkMJhqvxkloPxH/0NACCHkBdNv6oX7Fe3bT715s9mff8LQsASo0BovlYsDwmVaMabM2Ljkk0/aeHhkipnWU05mgFLr+NPjq+Lha5V/dYlC685PvX8LBgVDEoO9uOW0CwMYwhlmMHRhsGFwZihhmMpgwACmpydr3ryoefMiI6OSxv8dIoQQ8oinNEtvApkrAxSA4tw581u39H18Jru6Tre0LBQClamppHXrrNatM52ccgwMpIASkDs6Fn7+uRvnCAkZ37p1rrNztlD70NCwRDjZ2Tnb2LhEHN4sMzOTuLhkt26d2aLFdEBRf7CUW1oWOjnl6OsLH1RmYVHk6prdrFlpPZfImzcvat06S5uxcfGTT3ZlmM8QwwAGP4ZFDH0YwDCaYTZDSwZ9hhQGNUOhUPi3IiAg5caNZjduNHvttS71F08mhBDSSPQZOojN0rUz1xfXLP3vBld9fempUxZ//qlz4ID9kSO2O3e2atEiH9CEhsbv2OG0Y4fLiRNWJSX9zMyUQMXChQH37ulyju+/t9m/32Hz5tZGRiWA2sdnsnDykSO2CxcGWFkxQNmqleSjjzocOGD/7bctb9/Wj4yMMzCoL75qkpOjf/rJRCoN1tVVW1qW7tjhdPy4lYdHZj1Dwero6NE7djhpCwxMeXL5BUeGYoYEBnuGMAYVQ2cGMIxgmMngyBDLUMKgYMgVgqvK33/SxYvNL15sPmdOoFglihBCSJOhnbkGNGiz9Gd8RIW+vvTCheY3bxqYmRV5eU3hHFu3ugKVxsYlvXpNDAlJff99b86RkBANVBkayoVCDd7eU0xMmLFxibAYR0dH1qNHUkhI6owZPTiHXB4MzC0pGXDvnq5MFmxurlyyxPfbbx0dHXPrq+hkYFBRWBj6yy/GU6YMWbmy49mz5oGBqbq69U2yKlu1ygkJGa/NxqbgyVOkBgyBDFKGNIZihuHi3OoIhhkMvgyTGdwYMhmKxJY1kAPlwq6hxv8dIoQQ8gj9Jj/nWhdcAebiks05tm1zMTcvLy7uf+mS2fbtrc+dM+ccSUmRQBVQsWNHK87h5pYFzBQ2wJiYsOTkyKtXjbZvdxPKMJWV9RFqG+Xmhm3b5paSMjQwMF0Ygn7qw9TMmtVD2NgaGJj81FoK6ujo2O3bnbTVm7k6M8xgGM2gw9Cd4RWGngxgiGHQMGgYpjBYMmTVBVe5qamkS5fULl1S3dyyaE0TIYQ0OU17tTAT2redP2/OOQCVjU0B59i8ufWgQWM5x5w5gcBihaKPWP5wFlB++LAt53B0zO3VKzUyMg4o9/efxDk++aQN8OaYMTFilYa5fn6pISEJOjplSmX/3383yMgYbGIiq7/Kv7plS8nGjR5Hjtj89luzgoIBgOqphYvrFvTWqWdC15VhgTjn2pnhdbGOUhxDDUOSmK3mMciFn9W9eycKMX7pUh+acyWEkCanyTdLV4wePeLBA52NGz3i44dJJCEPHqCoaICPz7QDB+x3726ZmDheoeh76pTl++/7tG5dAFRoNL04hxBxN2xoCyicnXN37HA6d848MXFsfn7ogQP2mze39vEpzM6OundPd+HCgDFjxl6/bvj1163s7QvEgg+PdCOf2bZt3vbtrU6etPT2zkhLi+Qc1dU9rKxKn5o4yh9Wz2m2DJkMWQz+DOMYGIMnAxh6MpQzhDF0ZujKIGMYzaDPgDJ395xPP20jduypbPxfI0IIIdqadrN0OSBfsCDgrbf8LCwKFy/utGqVp1TaT6iV36nT5A8+8Fqzpm1w8ISwsPiVKzv26jVRqKQvl/f9+GPPhQsDALlQF8nRMff9933WrGk3ZkyMr2/a8uVew4aNAuakpER+9FGH1avbLVni07y5BKgwMZFMnRr+SDfynJyomprA5ct9e/WaCFQCmvz80I8/9nRxyXpq8vrMLBjiGOIYxjO01TrejSGeIY5hLMPQuuNKO7vimprA69cN09KiqEcNIYQ0OU27WbpALdYOVIslA9lj5Q/LxUKDMq1LNFr5okI8Ui4WJizTKmSoET9CYWFR+NZbnZcu9X6YV1RULFCjVaKoQryk4f/Zytu0mbZ4sW9iYhRQRSWTCCGkyTFm6P+kZulNoyuOQANUAZX/XRGlZyd/bExYUN5kwpgwMVz5UJVEQgghTUdds/S+DzdLbzL9XBljwRpNr+Li/oaGJc+cKapfsjW0JgxDGCIZohmcxIPeDIO0jg+u24dDCCGkaWvawZUBimnTwoWVsRYWRc82wVmRmxvm5JTz0uwBtWJIZshnCGZIZSgUG8ONYVjIEMMQLA4vGAiXyLRGuZ/aJp0QQkijaPLDwgpAde6cubDPFagS1+8Ic65CuXztGsKa0tJ+Dx7ouLllATPEHjVCNKp4Unn9cq2bPD3ZFQr9q8WZXRWgrn+kWvvx6tRz/9YMbzHEMuDhrTgjGGYxOD5+SXmbNhlLlvgsWeIzeXIELWgihJAmp8k3S1fo60tPn7a4f19n61bXTZs8qqp6CrGqX7+ETZvcN21y37ChbVjYOGFaVK3uLaS5X33lvHmz+/LlXkK5fy+vdOHkTz5pk5AwDKgEZEBlVtagTz9tU1vbev36tra2+U9ta6MeP37Y6tXtg4MnAFXl5b1Xr27v4pJdTzJdERExRvjEOgEBqU8OhMYMXgwtGcAQwPAqQ28GMIxkqNEaJdZ6kj59/rPPdcOGtrQVhxBCmpwm3yxdoa8vPXfO/M4dvREjRk6dGs45Zs/uDqgdHXOHDo2LjExcs6bd2bMWgwYlAJVBQSnHjllzjvT08JiYMeHhY/X0pIDSwqIoImJMZOSEhQu7XLlinJg4HKjJzx94546+Wh0UFZV47ZrRd985ODjk1z/yXF1TE8g5Jk6MAmbv2dOCc3TqlFZP4qh0c8uKjIzTZm+f9xfJsTuDjCGOwYIBDKMYZjKkMyQzxDMY/f930rx5UZ8+iX36JHp6Tn3JZpcJIeTfoMk3S/9P+cMbNwwAlZ1dPuf49ltHYEbfvombNrnX1rY9edKSc0yaNESoaPjVV86cw94+D5glVi8q79AhfdMm99raNocO2XGOysqewMz27adv2uT+zTeO7dpleXrm9OmTaGRUUv9Ib5VQniIuLgaY8/nnrYUKxvUE14qIiDG1te7a6s1cBe4MSobxWquWLBlaMrgxeDBIGNIeiq9aO4tozpUQQpqYl6H8Ibtwofkff+gBcmfnHM7x6ace3bunXrlisn59W3//orfe6sw54uOHAdVA+d69LTiHq2uWvr7SxKQYKPf0zLh40Wz/fnt//zyFoi/nYCwYqAYULi45fn5Tly713rnT2dk5+6nDwlVlZX04R0rKUEPD6i++cL13T7djx/R64qXC3j4vMDBZm4VF4ZOzTB0GNwbGMI7BUDzyyDkZDKq6ZukqX9+0o0dtDh2yq6gIoq44hBDS5Og3+cL9dnZ5v/xi/PPPJvb2eV27pnKOpUu9+/VL4BzvvONrbFwjkwXfv6+bnT3Q0LACUAn9XPv0mfDtty22b3cGFF5e6Zzjyy9djI2rExKi//hDb/bsQGPjmVJp/++/tw0LG+/vn/3zzyYnTli1aJH3WIfzOkorK/baa12OHrU9etTuzz91hg0bbWBQVn+mqwBUD6tn/LYlg4phMoMVQwCDiqErAxhCGUoZ2jCYMExnKGIwFi6p6No1Veis99FHHWjOlRBCmpym3SxdDsjXrWt75oxFjx5J27a5Hj5s+/nnbhYWxc2alU+YEH3mjMXBg46JiVGlpf2PH7cOCxsPaKysirZtc/n+e9vTpy28vNIBhZ5eWVhY/Llz5gcPOkgkIYmJUadOWU6YMNzGpmLZMq8TJ6z27Gl17px5374T9PWVenoyF5dsV9esR5iZSYBKQNGu3fRvvnG8edPAyytdXI3833FikDJkMUxiyGZQMXRnAIMJwziGPIapDNkMDnUZrdzUVD516mDOMW9eN8pcCSGkydFn8BSbpQsjw02sWTqzsipo3rwIUNjYFNja5hsblwBKIQu0tCy0s8szMJDq6sqsrQsMDYUZU6WxcbGNTb6ZmUTc6ioH5BYWhXZ2eUZGJQCzsio0Ni4Gypo1K7W2LrCzyzM3LwIUQJmNTf6uXa0OHLB/mKNS2cfLa3q7drnLl3tdumQ2YECCnt5TxpD/Dh0GQwYjBhMGYwZDBj3xr/QYTBhMxOHi/1B5e0/Zt8/hrbc6GxnRaiZCCGl6mnbmKlCIMVJZF1YBptXTTS7+LH/4Eu0iEnKty7VPFs5Ui9UE5To6MlPTYlNTycOUaWlD9u1z3LfP8cgR20GDxj1cuLih6UJmolesi/oa5BFCCGlU+k19zrUBKAICUrt3Tw4ISG3WrFRspPM4pqcn1dOTCpc858iqw+DK4MHgXjexygAGCwYPUQut404Mrgq4yeFet8qJEEJIk9HkVwu/aHKgfM6cwLt39TiHq+tTFgw/Q2fWf8aIIZhByjCRoYhhjLjP1Z5hCkM2w0SG8QwShnZi1Q8pQxJDAkMWwwQGa+FW2k1+FLRFhxBCGo3QLH1o022WLlCLrWm0+81Viv3jhL8q02oGJxypG7mtayPzSH8bIRpVAbP37GnJOVxcnr4b59nJtB6sjvLJAa81w5sM4xjAEMDwmlihKZZhDkMrBjA4M5QyFDI4MFQwpIrXDmKYxzBQ+KOyS5dJ0dGx0dGxVlYFNGJMCCGNpmk3S2eAHFBHRsZmZQ3Kyho0ZMgYoZKwu3vGlClD2rWb5uaWlZMTmpo61MEhV2jjGhIyPiNjcE7OwFGjRgIqITc1MChNSorKyQmbMmWIt/cUoBKQApVdu6ZMnTokO3vQhQvN79/XeX7BtaxTp8mPdFx3c6uns7oNw1iGQAY8qbawM4M7QxlDFUMWgz2DgiGJwYQhimEOQyVDiHCryo0bPYSyiH37TqBVxIQQ0miafLN0RWbmoAcP8NprXVavbs850tIiALW/f/qePS22bnWVSEKWLu16/rz58uUdnZ2LBg6ccOWKydKl3nPmBP75p05m5mBAYW1dMnt24LVrRnPm9N22zXXXrlaBgemAJjg49cgR2+3bnZcu9bt61ejePd3nF1xVvXpNnDMnUFuHDlP/4uZmDClaXXFGMMxksGNIZBjPUMyQw2DPoGQYx+DEUMgwlmFWXXAtT0gYNm9e13nzutYbyAkhhDSApt0VRw4oVKrenEMi6Q9UFhSESaX9ADkwIyJiDOeYObM78I5a3YtzRETErV/flnPMmtVdIgkRcjiA+fhM5hzHj1tLJEPXrWvHORYu7AIsXLLEm3MEBU0EFjzvYeFyP79JEkmINnf3zKcFPFOGyQxSrUr9IxiqGIYy5DLYMkxjyGWwZ5AxZDKMYRjB4Mowj2GAcIkMmAHMA+ZRWURCCGlMTb6fqxyYPWrU6NmzA994wz8+PgaYDcgBTVxcDOeoquoJzJs9O5BzhIXFL13qzTnefbfTjBlBkyZFxMXFAGU+PlM4x5kzFjNm9JRK+yUnR3bpMgmY+eqrXThHePhYoHrfPsfnGlxVPXokzZzZQ1v79tPqDa4mDGkM0ocbzMUwaBjmMgxlMGHIEYOrhKGaQcHQhsGL4ZW64Fo+atRIlSpIpert7Fxfux5CCCEvXtMOrnKAzZjRo6wsGKgsKgrhHGp1kLCaSQiuSmUf4G2hpP6QIWM2bGjDOczMJMCC/PxQ4eTOndM4x+rV7YHFjo65anXQkCFxwOz33vPhHL17JwLzjx+35hzm5kXPqT2qsKCp6mH1LGiyYkhhyGOwYbBjiNVqlj6Hob94Wh5DCYMjQwVDrrjQqQPDawyDhXMqN21yF/L1oKCJNOdKCCGNpmkPCzNAkZQUyTk++aTNBx9437plEB8/XAiusbExnOOHH6zXrOl06ZLZO+/4tmxZ3KdP8qVLZlu3uq5Z055z5OeHAgoLi1KVqvetW/pr1nQ6ccLq8GG7nj2nAJru3ad8953D3r0t1qzxyswc9Ouvxps2eZibFz9cfeLFa83wKkMeQwxDDsO74hyqK8N0hiSG0QzxDDIGPwYjhr4MJQwxDHEMOQxT6rbAKv38pn39dSvO0bPnxOdTmpEQQsg/0OQXNMmBipCQ8RMnRiUmRgUHTxATsqqYmFGcY926tuPHj46NjbG2LgAqAHWPHkkTJkQnJUWGh48VVwuX6elJR44cmZQ0dNy44W3bZgAaQApofHwmx8cPS0oaqq8v7d07ccKEaCOjkobexGLM0IHBm8GfoRODF4ON+FeODF0Y/Bm6MLTTuqQjg7/Iuu64aurUob/8YiyX97WyKqWtOIQQ0mia/FYcgVqsjSBkYxU9e6b88IM15zh92iIyMh6YrTXoWiGerH54n6vmsR6oj1RdqGjcoob/NWW3bsmDBo0zMJDSgiZCCGlMQhGJyKZeROIRCju7vH79EgIDk/v0SfTwyGjogdwmSgaUA2oqz0QIIY3MlGEoQ8Bj5Q+HNa3M9REyMdEU1LNQiBBCCGkU+lS4nxBCCHm+XoaWc4QQQshLRb/JN0snhBBCXjKUuRJCCCHPmT7NuRJCCCHP17++WTohhBDyvBkw+Ij7XMO19rnmUeZKCCGE/DNChaZAMbIOFCs0jaTMlRBCCPlnmjF0adK1hQkhhJCXjTFDCENvhlCGoKbYFYcQQgh52TReP1cpUNj4358QQgh57ho+uLq6zgIKTE3LCws36egwKgtMCCHkf03DN0t3dKwGijdsOHb+/HWgECgQR4nlQAlQCJQCckACFAJSrR+KgEJAIj59KVAoHixp/FdJCCGECBq+WXq7dnOXLz/EOb91625t7Yna2hNy+RdCBI2JWfbxx0cGD34PyJVIaj/++EjbtnPmzdu9YsUhW9vKFSsOffbZCY3m/4AioKBr19fWrj362Wcn1q07Fhq6GMhv/LdJCCGEoDGapTs7zxoxYjnn/OLF30aOXD5y5PKePd8ASoFcufwLznl29kZg2ubNJznngYGLQkLevHfvz23bzkRHf5CR8QnnXKH4onPnV44du/Lll2eioxeuW3fs/Pnrgwe/AxQ1/gslhBBCGr5Zup1dpY4O45wfOfIzUADkAUWAHMgrLt7MOU9LWwdMXbXqCOc8IOBVIPf8+eucc6DY1raSc15bezI09F3O+fnz1zdtOnLixK+c89TUtUBe479QQgghpOHLH9rbV5mbV3DOv//+Z6C0WTOFoWEZwIC8goJNnPOcnI3NmmWvWXP0/v0//f0XAsUXLvx28+ZdQObsPItzvn79sf793+Gcf/TR4YCAOf7+r3bp8qqtbSUgbfwXSgghhOg3eOF+e/uq5s1Vt27dPXz457593zp9+tqcOTuBIkBmaSmbNWvn8eO/HDly+e7d+/HxHxkaSvT05OfP//b773ft7asCAl7jnC9bdrBPnzfv3r3/9tv7DA2zp0/f+O23lyIiltDeHkIIIU3CIy3nwl98yzln51k6OkX+/q+ePXv92LFfNm8+6eCgAmTizldp27ZV27aduX37XrdurwF5gPTkyat//vlg796Lhw//tGXLKUvL8mbNihMTV505c+3AgUvnz/9WWvq5mZmUdvUQQghpEvQbp1m6BCi1sFDb2lYaGZUBpYDU2lrj5TW/ffuqN97Ye+nSjejo9/X1JYC0ffu5N278wTkfOPBde3u1icl/zgeYlZXG3r7a2lqjqyunMWFCCCFNhZC5+jNEMgRoZa6RDVG4v7QuTAKFo0ev2Lfv0r59lw4f/jkmZhlQAEgB2YcfHj506KdDh35as+YoINPa0ioT71BKOetfkQFFQBEVniSEkIag32SapevoyPX05Hp6CoAJYVU4rqsrBxig0tFRNOCrUQCqxv/neT6kpqaq/v3f6dr1tbZt51KKTwghL1xTapYue5j2Xyn9/FL09UsAeYO8F6WOjiwgILWhPu5FK3Z1nbl//2XO+caNx2nZFyGEvHBNvlm6HNAMHz7q4kUzPT0ZMANQAwyQAUqgUlQmhuQKrYOVgAZggAKoBFRal5SL56u0TpaLt60oLAzZt88BmAFUAaq/GnbWPPyhFfWfXwTkiyPeBWKckwOlQL6oWAzqcvF84ZK6e0q1TpYAckAOFItHSgEJkA9IxW9UAGQIu5g++eQHCq6EEPLCNflm6YqEhOg//9S5f1+noGBAZmZ4XFwMIAcqbGwKkpIiMzPDUlKGOjnlABpA0b9/wtixw9PTwydMiE5PDx82bDSgsbbOT08P79YtxcqqMDNz4KRJEW3aZAAaQDl48LjMzEGZmYMSEqIBOaAyMZHKZMGc49w588zM8MzMwQMHxgNl9Tye3MCgNCVlqHATQWRkHKB80snSUaNWjB//8YgRyy0t1aNHr4iMXCpMhZqalk+cuDozc+OkSWvbtJkDFAAKIL9nzzfS09dnZn46duyH4uxyCSBLSPg4M3Pj5Mnr/P1fBfKBkl693kxOXjN27IeOjtV9+rw1duyHAAMkQPHo0SsyM9dWV2/nnK9bd4yCKyGEvHBNu1m6HJDPnNnj9m39e/d0P/yww7Jl3ipVb0Dl6lrw3nudTp2yfOWV4IMH7dasade+fS5QvX27E+fYssXt9m39LVvc7t7VjY8f7gCfWOUAACAASURBVOSUt2WL2/ff2+TlhS5b1uXwYbstW9w6d84EKidMiH7llW6vvBJ4965eWVkfMzNmYVG8cmVHzvHrr8bLlvksW+adnh5e//yrwtCwVKXq/cor3eqkpUUA5Y+dKQNKFIr/vDs3txrO+YMHD4YN+8Devmzhwt2XL9985ZUvvv76wpYtpzp3ng0Uhoa+cerU1a1bTy9b9h3nvKZmp4EBMzGRl5d/ef/+g2XLvt216/zBgz/17r0QyIuL++Dixd845927v7F162nOOWNfWFsrp07dwDlftuzAp58e55yvW3eUgishhLxwTb5ZugJQnTtnfuOGAaAQh4U1w4eP4hy7drUqLIzeubMV58jKGgjM3bTJnXO0azfts8/c27Wbdv16s5s3mwHq9u2ncY7169sCbyYlRXEOmawvML9Hj+ScnEGFhaEXLzbnHG5umUCVlVUh59i50wmY+VfDwvJmzUqnTRtcWDigzogRo+rJdGVA/rffXnrw4MHcubvmzNnFOT9//reePd/knB88eLmwcPWmTSc45xUV/wekr1t3jHPu67sAmJab+9nChXsMDeWurjWc8507zwNpwcFvc87feec7IB/IEnLTZcsOFhd/fu3aHc55ly6v3b597/Llm8B0V9f/FLei4EoIIS+cIUNPsZ9r/wZtlv6Mj6jQ15deuND8998NTE0lwEwhuEZEjOEc+/fbz5rVSyIJSU0d2q7dNKBKCK7duqVs2eLWrVvKtWuGZ89aAKrAwBTO8eGHHYC5GRmDOceUKUNCQ9POnrXYsKHtrFl9fv7Z5P59XReXbEDTunUW59i7twVQAVQ9dQ5VYWhYqlT2ranpXiclZWj9wVUqLCyqqvrKwIAVFtZOmLCye/fXOec//PDLrFnbpdLPU1PXduq0AJi+dOkBznlw8NtAIZABTAWK3N1rOOd79lwEpkdGLuWcz5v3tTDb+sorXwu5qY1N+ciRy4uLa52cZl65cuvy5ZtAqa/vAgquhBDSQOqapQc/3Cw9pSkF199/N7h61dDSsnD+/G4VFb2Bqujo0ZxDo+kFLPXxmaxWB3XrlgzMEIJrYGDK3r2OPXokPxJcly71Bt5MTo7kHJMmRbz6qh/n6NRpMrD4++9tOYe5eRFQ6eGRwTk+/9zN1rbw1VcDpkx5yrCwoBKo0lJfMJYBBQcOXOacA6XiYqWsvn2FBHQfMM7Nraai4sv+/RcD2WvXHuOcd+68EMgoLf38nXf21WWuu3adByb36/cO5/ztt/cJ95k5czvnvGvXRUA2UATkmJiUc84vX74J5LZtO4dzvmrVESD7f2UVNCGENFVGDP2e1Cx9fFMZFpbr6MjHjx92+7b+l1+6cI7x44cBqlatCl9/3e/yZdNVqzr//LPJF1+4envnANU7djhxjq5dUwcOTBIS0GvXjABVt26pnOPCheYff+x79KjNxo0ebdrk+/ll7N/vsGdPy1WrvLOzB/76q9HGjR7m5iVmZvLS0n6//26we3fLK1eMw8Mn1L+g6dnJgBK1+kvhpX344WEzszJACpTa25fX1Oy4fv3OqlX7zp69vnfvxa5d5wKFffq8+sMPv2zffm7VqkOc84qKLw0MZMbGrLT08/v3H6xadWDv3ovffnspMHAekBcfv+LHH29wzr/55lKnTnMBCSDT15elpa37888Hq1YdmTt3l0r15Y0bf0yfvkGr4TwhhJAXQGiWPoihp9a0a7ciz2lNYkGTQA6oBg0aN2FCdHDwBHErjsrCojA2dkRS0tC4uBhHx1xADch79UqKjo41Ny8CqvT0ZFFRcQMHjgPUfn5pnGP37pbx8aPGjh3u6polDC/7+EweP35YUtJQfX1p796JEyZEGxkVA+WAfOTIkQkJ0X5+aYDmOVWAkg4d+n5MzLLo6A/GjPnQ0FAJyIRdNEZGZaNGrUhKWjt27IeurjVAASAHCvz9X01I+DgpaU109AdAiRCMAdmIEcuTktbEx3/k7T0fKABKAgIWxcaujI7+ID7+o5YtZwKlwicCxRER7yclrQkLe1dPTz5y5Ip+/d7RqnJFCCHkBWj4Zul/P7gK1IAGqBD/KGxI1YjKtPa5agCFGLc0QHWbNlkHDthzjitXTNLSooDZWuerxDsoxGuFvaEK8fhfbnL9W4qAAqBAbGErHJSL214F2vtcJVrHtfe51h3U3udad1CqdXMZUCh+olTrksb+zSOEkP9hDd8s/Z8G139M0bx5UUjI+MDA5KCgid7eU+rZhNrA5M8c4RQUCwkh5CXTlMofvjhyoEJU9mKq/CsBJfAs1Y+VxsYlu3e32r27lbFxyV9dotDVlenoNHBbgmf/LoQQQp5Ev8kU7n9OlECZVqpX9k/z1LoL5UDZ0yONjg4zNZWYmUmMjZ/le6n09GSXLjW/dMnMxKRYTEzLtNR9VlmzZvKPP/YMCEgFKrW+iPxJJzNAIR6Ui+9B+52UPekOcvGq/58cm5oWm5lJTEyofw4hhPxTDd8s/UUGV7m9fZ69fR6gABSA0tY2v2XL6X/3Pnp6MlvbfEvLQqFGhK1tvpnZU+Ypy2xsCs6fN79+3fCLL9wA5dNHcR0dc11csr280j09p+rqygC5gYHU1jbfwSHXxSWrZcvpzZqVCjexsSn98MOOnCMqKtbFpdDJKUdXV5gMVtjb57m4ZLdqNd3EpFjMxcuMjEpatpzu4pINsObNJU5OOXp6UqDM1jbfxSXbySmnefMiIY6amUlatJhua5tvaFhiaiqxtc0Xo6zS2Lj46FGb69cNv/3WUfy4xv4dJYSQl45+4zRLf0HBVbVoUZcbN5oNHBgPVHbokH7zZrPaWnddXfZ3gkS5q2v29euGW7e6AdXh4WOvXzecMaOH2APgcWXW1gXHj1tfvmy6caPHU4OrHFCsXNnh4EH7H38027/fwdi4GNAEBqZcv2546ZLZgQOOp09bajS9zM0VgEaj6X3njh7n+OEH6wMHHHbscLKyKtTXV/Xvn3D5sunOnS4HD9q9914na2sZoLC0ZAsXBpw8aXXggOPAgeM2bnQ/csTWzi6vXbtpZ89a7Nzp9O23jrW17nZ2EqBy5MhRZ85YXL9uGBUVW17e5/ffDeLiRhgaKoEyY+Pi775zuHzZdOdOJwquhBDyD/0/9s47KorrfePPsgVYYJddYEEBC11pioINBBuKBUUQREREVCwoGnrbnS2wNHswMWpM7NEYu4iJxiQmMfmmqNhrrLEgMdZY7++PcfitUbCkYXLP+ZycZXPvzJ074zz73vI+v4tc+xlErqteP3FVm5oy69Z53LghGjAg9qefLPfutbWyynpJhSh0cppCCPbutQOmDRo0lBDMm9cOKG2wlpbjOccXi5UKRcbNm6IbN0RicR5Q2qXLKDY1o7l5eXZ2T0Lwxhu9gTITE11VlTMh6No10dycMTfP5fF0LVpMvXePf/KkrHv38RpNMCGYN689UKHTdSUEY8cOMDcv2b69JSFo2zaZx1Ndvmx244aoe/fEceP6EYKqKmegRCgsVipDCIFKFaLXd3n4kEcIAgOTuMXYL3otFAqFQnk2Agat/lVzrhqgZO9eW0Lw66/GfL6Ky6HPBmHFQPHz1jQVOjunEoJvvnEAKnr0GEEI3n23DVBWT3m1QKD08prg6zvO1XXSC6zsLRSJCmprTWtrTVlx7dw5iRB8+GFrYO7EiX0JQVZWT6AMKN20yY0QtGkzDpjJuuY5OaUSgps3Rbt3O+za1WzHjpZTpvQB5syaFcAOIAPzWXF1ckoFmNpa03v3jL75xv7LLx23b2+p1wcCRUB5WlooIThzRhISMio3t8ePP9r5+o4DioyMVK1bT/T1HefhkfLPP50UCoXymvKvWy1c4uU18dIl8Z49tnfv8nv1GsEmlwA0cnlWcPDI4OCRLi6TG4xldU2aZH7/fZPLl8X9+yfl5va4eNF8ypS+Bltsf19eocggBITg5EnL5865skuTrl4VX70qBrTALFZcDfMeZ2T0AsqA4s8+a8b6ELRtOyk8PJbP17RsmcqZCszi81XBwSO9vMYDZWPGDKqtNZk71z8iIond1OvmNglQEYKLF82AEqAwKCjR338MoAFmpKT0JQSjR4cDM9nZVnYZlJlZ7t27fELw009SOixMoVAor0idWbp/IzVLfym0vXuPvHVL+OWXjgpF9tKlPoQgPj6Cx1MD5YGBo1gJfP993/rDUJZCa+uMtWs92YSLq1a1BqY1cFKJJOeDDzw3bnSbMaPj87alqgcOHDZuXH+2JePG9e/bd1RQ0ChCsG2bE/BmZmYvQqBUdgPKgSKlsse9e3ydLui33/hffeVoYqKUy3M++6x5ba1pQsKwefPa/fabYNKkAUARMGPgwNj1690/+cSpttaEEHh4pADatWs9Hj7kJSREsmPIOl0IUOrunr5hgxur6C4uGQarhTUikXLuXH9C8MsvJlRcKRQK5RWpM0sPe9IsvfFlaHoRCnW6ritXesnl2WyupcWLfRctasvjaZo0yV24sO2vvxovW9Y2Pj6iwUT8bF6nGUCZWh18/bpo3LiBz0vcz+6jLX6BYurZswM2bnRbtsx72TLvjRvdSkq6ODmlLl3qk5raByjv3Tt+6VKffv2GcYFyaVZWz3Xr3Jcu9TE2LgB0QKFUmr1ihdfGja5r13qMHh0OlAG6zp0Thw2LFAqVwMItW1wIga9vMjtPPH++38aNbuvXu2dn92SzXPXpE/fhh62XLvVZs6ZVz57xBkG5WiBgkpMHEIKKCn8ej6H5KygUCuVVaNxm6S/LM9MfFgOFbm4pS5f6jBw5CJgOFDZgIWdmlpud3VOpDF282IcQJCVFAOV/at4JvUHWRjaho8Ygz6LOIJvj78rX6ZzGoDor5/rY2KG//mq8bZtzQUG/2lqT9evdmzTJ5AZ7Dc/FGJyFRWtwLo2xcf6CBX6lpZ3ZBMv//ANKoVAoryON3iz9lckCMoAs7k8NUNqgM+vjYhJJTkWF/8KFbd9+u31CwqDnDSA3ElRAWe/e8RUV/gsXtpk+vZNEkvO8MLoBSurfd0ShUCiUF6DRm6W/AioeT63VflZU9EVm5sdCoRZQvkx1tYE/a/E/f4de+KqBIgNPWc1fk+WRQqFQKC9AozdLfwVUPJ4qI2MbIeThw0dmZoWsTRugBUqB0gaHhSkUCoVC+cOYMOjeqM3SGUAF5ADZQDaQAzCcR1u2AYYGpblABpBRU3Prl1/uiMWsuBZ6e094/33f99/3jYuL/ANDphQKhUKhPI/fmaV3aXRm6Sogv6Lif1u3Ht+69djMmbuBPCCnfft31qw5uHHjkW3bTm7adKRnz8VAJsAA2VrtZ1u3Htux4+S9ew9//vkGJ64lgwbFshtgFi9+7lYcCoVCoVD+AGIGfTiz9E5PmqU3gshVBajee28PISQubs2oUesJIe+88z2QPmjQSkLIV1+djYlZsGXLsZ9++iU09D0graTk84cPH2VkfBwdvermzbtXrtzixFUjl2d1757QvXuCq+skmtuPQqFQKH8hrFn6gEZqlq4CVGfOXCOEbN9+8tNPTxFCjhypAdL79l1GCJkz5xtgVF7edkLI2LGbgMlff32WEOLoOB3Iunr11i+/3ObElc65UigUCuXvwozBAAbtn0p/GNEokkioANXx47WEkD59lvj7v9W27duenhVAZv/+ywkh8+Z9B0zUaj8jhIwcuQ5IZQXY1XUOkH/9+m+1tbeFQi1QAOgDA0cdPGizb59tVlav12oZMIVCoVBeNwRPmaX3ZuCX45HdaCLXH3/8mRBia1vWpEn5gQOX339/D5A+YMByQsjChT8AE/T6LwghSUnrgdQNGw4TQrp0eVcuL75w4fqtW3ebNp0GFADFvXolPHoEQjB/vh+dc6VQKBTKXwhrOefHIJxBewOz9PBGEbkygNLWtuzHHy/u33/54MEr1dWX7O2nAZmhoUuuXLk1bdpXwKTs7E+uXLkVG/shkCGT6bZtO3Ho0JWvvjrbufPCEydqP/nkhJGRGmCkUiY3t8fDh7zCwq40SQKFQqFQ/kIEr4FZeoGZWZFCUWZjU1a3aVUg0EgkelNTHaAyNtZJJHqhkF2jVGBqWmhjU2pjUwooLSz0VlasD2tRp05j9u1TzJ7dwcRERxP7USgUCuUv5DUxSy8wgP1GBRRwqZeU3JIlxuDPAq7M4yp8vlIszqNOLxQKhUL5yxH828zSG0D9PD84CoVCoVD+DP51ZukUCoVCofzT/LvM0ikUCoVCaQTUmaX3fdIsfQiNXCkUCoVCeTVYs/S+BrkPezLwz/FIbSy5hSkUCoVCed1gzdIDDczSgxgE5ngMbxS5hSkUCoVCeQ1hzdJ7MujKoDuDrpyfa/Jr7OdKoVAoFMo/ijGDQAbdGYQY0CnHYzQVVwqFQqFQXg0TBt0au1k6hUKhUCivFY3eLJ1CoVAolNeNxm2WTqFQKBTKa0jjNkunUCgUCuU1pHGbpVMoFAqF8hoieJZZetu/3Cw9mzOrUQH5nLkNAyiBfI46l5sCIJ9zuck3MMahUCgUCqVRYmg5Z2iWPuAvi1ybN58pl+tkshKAEQg0VlalFhZ6QAWoLCz0Dg7THRymKxRlAMOKrq1tmbV1qUxWzOdrrK1LJRI9kP/PdxyFQqFQKPUh+NvN0j095544UXvo0BUgr02bt65du7N8eTWQDWQlJKzdvfvc7t1nTp++lpCw1tg4D1CuW3fo6tXb+/dfcnKadefO/W++OWdjU2wQ7FIoFAqF0sgwYxDx95qle3nN/fXX365cuQXktW//DiFk8+ajQDaQK5eXdOnybvfu73z66akHDx5267YIyJRKi69cuXXz5t2IiA9OnvyFELJr12kg12DcmEKhUCiUxoTgbzdL9/Z+67ffHpw7dx1Ic3efQwj55JOTQKaNjWb27N2nTv3y1Venrly5RQjp2XMxkAkwp0798vDhozVrDrm5zf7uuwuLFv0I5FFxpVAoFEoj5e83S3dzm7N587E7d+6HhCwYP37T/fsPCwt3Aqnp6R8TQlJTK4GRK1dWE0ICAuYD6UD+2bO/3rhxD1ACeUABHROmUCgUSqPm7zdLt7UtBwoqK4+x1dXqT4EsIKd//8WnT1/bsOFIfPx706d/XVt7Z/r0r6yttQMGLGdLDh/+kZGRClDSmJVCoVAojZp/yCw9y9RUt2JFtVb7GZAFqAA1kNG795KPPjq0efMxb++5iYnr1q8/7OY2p7z8yxUrqpcvr1606EeBQEOVlUKhUCiNnX/OLF3FBqwGrVED+UAWkAUUALlAFqAEcrgvs//5/qJQKBQK5bm8nmbpKkALlAFlQNF/L5ZVARru8v+bPaAGyoDiP7tXi7kuLQXUr3qQTCCD/hCkUP7rvJ5m6YXe3uNnzuyo0XTt3TseKPrn+/FvRefg8IZG07WkpMtbb7UbOjTqiR7wYmD7j7fwL0Url2dptV3Hju0PaP+kY6oBXWpqn7feal9UFJSX193cPBfQvORBCgClWr1zzpxvRo5cxy50f95JS15VxV8NzZ/9i4RCodTD62mWXujuPnXLFhdCMHeuP1D+F3SNBigFSgF944sLiwMDRxGCixfNdLruAwYMAwof/y9PBloGrf7xFv6lFLVqNZEQ/PyzGVD054mTNjFxkE7XlRAQgiZN0gDdy1RXisXa+fO/v3Pn/pIlewkh2dlVDT7naqAwPb2XTJb18ir+augsLHIzMnpxZ6/7XgUUck+7tvE97RTK6wlrlt6VM0vv3kjN0vVAMVAM6AEGUAHT+vUbRgjKyjoDZUAhUMy9GuoKFwNqbrUU+2choOU+NPAS0dnbv7FoUZtFi9pMmhT2/9JVLzlANpDNTSGrgQLuGzYxMvtBDeRy36u4D2x5JfdntkHn1JVntx7Vldd36DCaEKxe3RqY83hY2JdBAoMcBtMYtHzlB8Kw6wx7W2vwpY7NVQkUAcWAxqCH9fUcVmVwgwrruTXFXPytAnRPNsMwPH0c7Q0aNDQ4eCQnS083j+GaZ/gkME8W1nEn0nJXVAKUHTxoQwhsbdMbFNc8g/vF3p0CK6tSQsjhwzU8nnrMmPXR0avrz4OtBvTl5Z0ePuSZmeUC016sq393OWqu0zQGj7fKoLeLDW6Qls9nNm92PX1aCpQAJQb/BPTR0UPYp93Xd9x/bxyIQvlrqDNL72Iw7dqYzNLVgG7OnIDKSpctW1ymT+/IBSslsbGRnLjOjY+P2LzZNTAwEZihVgdXVrpUVTkvWtSGfYs5OaVu2eK6enXrMWMG+PuPWbOmVUREDFBWv77q27ZNZiOYr75yBErqb56SXfZcWXl8y5ajRUWfAzlATrdu72/adGT16gO9ei2Oilr14YcHfXzeAtJnzNj90UeH3ntvj4PD9CVL9s2d+y2QB+S0azevsvJYZeXxDRuORESsBDIANZCXm/vJ6tUHWrSYASgXLvxh8eK9JiY6oJAV1/Xr3f9/lM+BQUcGYxiUM3B6hUdBDajLyzt9+GHrLVtc1q712LLFpaSkC6AH9IGBoyorXSornTdscO/dO579NaPVdl23zsPOLp1Vu+XLvZYv9+bzlc8KJfUpKWHr1rk7O0/Ozu5ZVeW8enVrsTgP0CsUGRs3ulVWumza5JqeHsoOFQwcOHT16tYbN7pVVTmtW+fh5jaJ0x6NhUXOmjUemza5vv12+4yMXqwUhYbGs81bv949KCgRKAV0DBOyenVr9kmYP98P0AAaQO/sPHndOo+qKqeYmKguXZI2bnQLDx/KHV8NqI8csWpQXNVARlzcmk2bjlZVnVi79pCDw3QgFygwMdHdvfvg1KlrQA6QCuTUE1WrAe2cOQHsA7ZjR8uqKpd33mkHMECJl9eEdes82K7u2zeO7erMzF6rV7fessV17VqPLVtc3323LVDYpElaZaVLWlqoq+ukqiqnTZvcYmKGAGWA/o03eldWulRWunz0UStr60yg2MIijx3puXlTVFXlUlXlnJ/fndPR8gUL/NjGREcPAUr/+bcShfIvoD6z9JhGEbmqAfW777YhBPHxEUlJ4YRg3rz2gBYoZcU1O7tn//4ja2tN3nvP19FRqdd3e/iQl5XVMzY2ihDehg3uxsaMpaVKq+1KCN5/33fIkCGE4NIls+jo2PrnnzRmZrk9e47o2XOEr+/4BkftVEZG6rCwpZGRy6ZO3UoImTbtSyC7eXM9OzaYkrKlqOgLQsjhw1f8/N7s1Wv+jRt3CSGenhVs782b9z2QZ21dEhGxMjJy8fLl+y5cuD5kyHI22fLnn/9ECPHzmwcU3Lv3gBBiYVEE6J4hriwDGcx6ZXHVnDkjIQRKZbdz5yyUym6EYNasjoC+SZP0iIiYyMiEdevcT5+W9u07AigLDh5TU2P63XdN7e0zly3zIQSxsZE8nuZZiqJt3z7lxx/t9uyxGz++X2zssJs3hbt2NZPJco2NVQMHxkZGDtdqg+/cEeTkhAKzCwq6E4KVK71iYxMPHrTZu9e2devJQCGgFokKIiOHpaWFEoIDB6yBQqDQ0XEq27yPP3Y6flwWEjIamPbjj3aEYOrU3nFxgwnBqlWeQKGr65Q9e+yOHLGKjR2Zk9Pj2DH5unXurq4ZXHD8IuKanZCw+vLlW++++2Ns7Hs//fTL999faNZsGqDasOHwo0eP7ty5/9lnP1VUfPuks9PvH7DevYdfumT28CFv7NgBsbHRffvGAUVt2kzcv1/x3XdNIiPHfPRRq/PnLcLD44GZ27e3JAQaTfDp01K1OvjuXf4HH3iam+fn5XW/fVswb1672NiRS5b4XrxoFhcXDZS3bTtu8OChkZHDLl40++Yb+6ZNM0Ui7ejRAwjBuXOS2NghsbFRgYGjuKvWurpOZp92a+vMv2uMmkL5tyNk4MtgAIMOBvraLscjrVGYpasB9dmzEkKwfXvLTz9tQQiOHLEyFNeffpJeumQ6d66/sXEhMP3rr+0JgYPDG0BJba3pgwdGZma5QLm393hWU5XKELU6mBAolSENTta+4JyrUiTSLltWXVV1dNeuM4SQ7767AOQCU+PjPyKEnDr1S1LShuXLqwkhYWHLgNQffviZELJjx6moqFWEkHPnrgPZPj5vVVYeq6o6evjwFUJIfv4OIB3I3rr1GCHEy6sCyLt06ebNm/fMzRsU18EMZj5TXNm4Tf1U99Z9rwY0Bw7Y3L9v5O4+afv2lm5ukzkBK+/YcXRlpUtVlduxY3JCMHlyH6AUKHZxmXL2rOTQIet794y6dUuof3mOCpi+cGFbQtCpUxIw+9Aha0Igk2WZm+dt2OBeVeX6v/815a6oIj09lBCMGRMOLFi50osQdO2aaBBcTlMoMgjB7t32QCFQ0qPHCLZ5p05ZEoIRIwYBM7/4ohkhsLbOBIpu3RLeuCECCjt0SOKG098dO3YAIZgypTcwg7vFLyKu6WVlXxFCoqNXA2PZXCht274NZIeHr7h//+GlSzf79l3WseP8Bh8bDaA/dkz+4IGRUKgEprNDuL17xxGCCxcsqqo8jh61Yn8cAHPWr3cnBF5eE7ZudfH0nPDzz+a//SYAdE5OqYTgk09aAvOHDx9MCHS6IGDOlCl9tm51qapyuXbNmBC4uaUApRYWOYRg3z4FtyK67sGmc64Uyl9A4zZLVwPq48dlhKBPnzh//3Ft2yZ7ek4EGKA0OnoIIaio8J8+vdPx47L+/eN5vOk7drQgBG5ukwBdba3pjRvGYnEeUBYQMIYQfPppCzu7PGPjfG/v8TY2DfxIL3RxmXTokPWhQ9ZvvhlQ/1Siks9X79p1mhDSsePCiIgPCCGfffYTkA2kjx69nhDyzjvfmZsXyOUl3t5zzc0Lgdzq6kvkcdrkPC+vuW5u09q2nXvhwvXdu88GBJTNmLGbEPLGG1WsuG7ceIQQ0qHDfIFAdenSzdraO4biunatB1D2xFVEMJjJoMXvm8rnK/l8pZHRE+9NIyMV089+xAAAIABJREFU+z2PpzIUV3//sV9+6diuXTIh2LbNuV27cZcumX3yScuAgIz589sRgtGjw4Eydkj2+++bEILbtwVmZnn1dxQDlCxZ4kMIAgNHAeWHD1s9esRzd0/Zt0/xyy8mAQETk5MHEIJly7yBuay4Tp4cBsxZs6YVIejcOQnQAxp21tbFZTInrtN69RpZUyNet849ICBzxQovQhAVFV0nrk5OqXy+8uZN4fnzFkChn1/yo0eorHQxNZ2WmtqHEOTk9ADKuEZqAd3hww2LawY7FBEf/xGQsm3bcUJImzZvAxlGRuq7dx+cPPmLwex4fWgA5vRp6YMHRpaW2QKBxtg4Hyju2TOeEGzZ4hIQkNKu3dh27cYqFBlAKSuunTqN3rmzRadOo3/+2fzSJTNA6+s7jhBs3OgGVCQlDWQ7bfz4gXfv8vPyugcETGWvpXnzKUCJg8NUQrB/vwLQCYUqkahuPrgkPT10/37Fvn22wcGJDd5ECoXywgj+GbP0lxDXPXtsCYGNTYadXcaBAzaLF/sCWqFQn5zcnxAUFgaZmMxYvbr1rVuC4OCkpUt92HexXJ5986bo/HkLsTifzy8OC4sjBJs2uQmFRYAWKGrwR3qRp+cEdhZq3TqP+kePlQKB5sKFG/fuPTQ1LXRxmf3bb/e///6CmRkjFGanp28jhGi1n/H5WUA+Oy0nkRSePFlLCGnRYib3ZXrnzgsJIZs2HRGJpkycuOX+/YcazU5j41ygwM5Ov3PnqerqS0eP1ty+fd/Pb56RUQGg79QpiRB8/LGTXK4Si/MANYQMxAxiGMxh0JqBKQMjtpE6e/u0kyctz52TrF7dmh1cBRigND099Nw5yblzkn79hgElgIYNTNu3H1tV5cKK6/btLYOCElnZE4lmZWf3fPCAl57eSygsNjNTbdjg/uuvxmFh8YcPWx89Km/aNI3Vp2dRyorrgAGxcrnq9GnptWsmXl4Tb98WnDsnEYkKAwNH3b3L37DB3dR0RmZmLy5oe3PDBndC0KXLKEBvaponFuc9Ka7TBw+OIQRvvdVeJJpdVBTIDrQKheVff+1ACJydU/l85f37RleuiAUClVBYNHhw9PnzFvv2NTl/3oIQ5OT0rBNXC4tcuTz7zBkpIbCzq1dcCwp2PHpEJk+ulMtzvvzyzG+/PfD2ruDxslq2nEUIuXjxplT6XEtEDcDs329z755Rp06jjx+32rjRDSjp2nXUvXv8Vas8RaIZ48b1/+EHu8GDhwIzt2xxZZ/qTZvcAwLG1Naa/PKLSZ24btvmJJcXp6WFPnrES0oaWFDQjRAMHRolEpV99llz9oYaGRU3bZp2545g3z5F166Jp05ZTp/eidPRMr0+iH3aBw+OoXOuFMqfw99vlv6SC5o0dnbpe/bY7t9vc/Cg9YEDNuyQb3Bw4vHj8poasVodAszVaIKvXxcNGBArleo++cTp0CHr6mrFsWNyV9fJPJ7e3X3ykSNWNTXic+ckWm3wC2z1UwsESju7dDu7dJksu8HNHsoWLWYePlyzf/+lVasO9Ojx/oULN4qKvggKevfEidqamlunTv0yfPgabnlw/pIley9evFFTc+vrr89KJEVAAaASifIjIz84d+56dfXPU6duTU2tPHXqlyFDVgEZQJaxsdrX962bN+/V1NwSi3VAPqBv125sTY343DmL6mrbvLweQDE6Mkhj8AaDbAaTGUxkIGdbWOjo+Ma1a8a3bwu3bnU22LtSVlDQ7fZt4e3bwogI9pWq+fJLxytXxPb2aXK50tk5taZGXFnpLBKVDB8++OxZSXW13dix/XNyepw4IQsKGlVU1LW21jQ0NB4obdFiyuXL4k8/bWFiku/gkO7g8MbvEAqLFi70IwSHD1uzwtauXbJAUNimzbhz5yTV1bZz5/qHhw89e1YyaVK/4cMja2rEY8cOAGa/916bmhpxu3bJQOH+/YqffrIENOyw8I8/2gJFJiaF48f3O31aWl1tN2JERFFR0PHj8oCAscuWedfUiJs3n8LnK8+ckezfrxAIVAKBukmTdDe3SU2bFuTm9iAEBQXdgDJ2Y8yCBX7V1YqLF83OnJHa2GTUI64qCwvlzJm7T5yora6+eP789T59lgoEuSYm2p07T125cuvSpZtr1hx8gQzYmqZN0/btsz1yxOroUXnLllMArUiki4uLZLv63DmJXh8kkWiAkqVLfWpqxO3ajZXLVVJp9smTskOHrAGdh8dEQnDtmskPP9ifOCErK+siFuvMzTXz5/sdOyavrrYNCRm5fXvLQ4esFYpMPl/focPo8+ctjh2Tf/yxk61tLvckaBwccjdudLt9WxgaOoJuhKVQ/hwEf7tZ+stvxdGam+fa2qbb2maYm+cCWkBtbJxvY5MplWabmOQDalPTfKk0WygsAHRicZ5CkWFrmy6R5LCFBQKlQpEhlWbL5VlSacNiWYeaC7mem6agQCLR29qWy2QlgFImK5FKi42NddbWpVJpsbV1qVj8/9t+5PISmaxYKi22sSk1MqprhhJQyeUltrblJiY6IyO1tXWpqamuadNyd/c5LVtO/9//Lpw/f93DYw6Pl89W4fOV7OVwl6mGiIEFA1MGxgzMGJjXRa6MkZFKKs2WSrPNzXMNL9DEJJ/9XihktwkxFha5lpbZPB4D6NhaFhaPcymw5xKJCvh8lbV1prFxvlSaze3R1ABaqTTbxibPxWVSdbXiKexGjoxgZ0/T03u1aJFpaZnDVdRYWmbXXYVcnmVuniMUFkil2cbGBYBaLM6TSrP5fMbIiNm715YQeHuP79YtgRBs2ODO3iAej7GyyrK1TRcKlQKB0sYmUyTKZyuyI+FSaY5EkgMU+fhMOHZMvmGDe/PmjFodfOeOYOLEflysppbJsmxt02WybIkkh8drQBoLhEKttXWprW25XF4CqAAlj6e2sSm1tCy2tCy2snrB4E9rYZGjUGRYWORyj9n/d7W1dSafz+7MYczM2E5QsnovleZIJLkikZZdnffjj3Zt206yts4SCpWAFtCKRAU2Nhm2tulsByoUGUZGj0f+ZbIshSLD1DTP4MEuSU0NO3LEKjY2UigsfLF/HRQK5Xn8/Wbpr7TPVWsA+42a+1PNbQ2s25+nqb+w9q9ZDFnAGeGpnvzAYviarmvG74YNVU8dJKu4eNfevRf37r14/Hhtq1ZvAjkGh3rZK3pmSY1BHxoWM6yleaq31dwHzdN1jYxUEknOU6iVym7799scPmz1ww9N3N0nPbm7qa5t6ic/qA0aqQY0UmnOF18027vXdt8+2w0b3EQiFVfGsHmaJz88cV18fmGvXvFHj8r37rXbv1+RkdFLINA/q0Oe+4tK+az7W2DAyz7Ydd8Y3ln1kw17Yqtuy5ZT9u1THD5stX+/jUYT8uTsu+apDmngSVAbG+c/nlygykqh/FkI/naz9D8jQ5MhmqZN0/z8kq2sGv8uArWfX3L79mN9fcfVBYsNwOdrhEKtUKjl8dT/tIWtisv/8CJLSTVPoeXxVGwQKRAoGwwKDc9Y+NS8uAZghEKlUKis+/NlbwGgMTJSCYUF3Jbc11VOeDyVQKAEtzDtjx1N/azF5BQK5Q9Qn1n6wMYy5/pcymfM6EgIJkzoZ7DssxGiBnTvvNPu3j2jhw959vYvkl2PNa9V/jXKapgIqeENGCqgyMoqs1WrlD/w80VtoLUv0ja9k1Nqs2ZTnxVts5tG/sjUYF1LXnc5+ddcCIXyr0PAwJvBwL/RLP3lxbWYG0VkU9/VvVVZeZjVr9+wpUt9goNHAkWAnl34CjBcmjcG0HCff5f4jU0sV8JVKX6lROrFTx5cb9C2ui91XKq/wgMHbAiBvX0au0cTKOZcbn7XPMO2lTzZMMPCRQYZ7wwLP9f4VuvmNqlv37i+fePs7NLrHwhVAUXm5polS3wWLmwLvGlwOQzX23XNUz3V1ezlKLnmaQwuqi79oWHXsddS7OiY8+WXjuPH9+PO+DjJolBY0KtXfN++cUFBiVRRKBRK40XMoO+zzNKjGk3k2rdvXExMlFCoNDHJj4mJ6t17OPdW1Xl6TkhJCRs2LDIsbLi9/RtAYUjIyJiYKIkkB2AiImIiImIARiLJiYmJio+PSEkJGz06vFWrFKAEUAKlfn7JY8cOSEkJEwoLevQYMW5cfxOTvBeOz9Q8nqpfv2GxsZHJyf3j4wcnJ/cPDBzFpt/z9JyQktI3JSVs5MhBNjYZ3G8CLSuu7DfDhkUOGxYJ6Bwd32ALJyWFOzunsnLSqdPomJio5OT+KSlhMTFR3OoqjVyexRYeM2ZAmzbj2L3/Pj7jY2KiRo8OT0kJGz58MJ+vfF5K5PI333ycgS8hYVD9GzC0zZplvf++L7tLOCVlUEpKX0/PCezumsDAUePG9U9J6RsZGQ0UAjqpNDsmJmrEiIgxYwYkJAwaPTrcxWUyMD04OCEhIcLEJL9Hj4SUlLDY2Eh2nNnCImf8+H4pKWFjxw7o0GE023Vt205mE4YsWeLDnpGTf621dSbb5poaUxqxUSiUxouIgR9nlt77bzVLf5H2qQH1xYtmhEAqzbazSycEJ0/KuJUa+l694let8j150pIQsDs3du+2JwTe3hMA9aNHvEePeIDa23sCIbh1S7hqld/evbZff+3g758CFHftmnzggM3u3Q6rVrXJzOz166/Gmza5WVjkvcB6FhaNQKBkk+Ds3Nn89m3Bzp3NL1wwDwtLYIWnosK/oqLzsWPyFSu8nJwygUI2UcPDhzyxOG/SpD6EYMaMjoDe3T2FLfy//zXdvr2lr+8UYDq7xfPzz5uvWuVDCHJze5iYqNiksmzhTz5xqq5WBAaOA2bOnNmRXTi6alXbO3cEZWWdZbL8Bn8l6MPDY+fNazdvXjs/v+T6lbjQ1zflq68cCcHRo/JVq3xWrfLs1SseKAsLS7hwwfzDD1tXVHR4+JCXmtoH0Ht5TWA3h3z/fZNLl8x++KHJzp0t2rTJTEqKrqkRz5kTUFbWmb2cgoLuYrFaLs+ZNatDRUWnTZvcTp607NEjCSgLDx9+8KA1Ifj226bsGd3dJ7G9Z2aWN2NGx3nz2hUUdHutZ0wpFMq/nMZtlv7/6egkkhx2d+OePXacuLJDr3PZDYsjRw4CZn38sRMhaN16IqCurTWtrTUF1K1bTyQEW7a4AguioqIJwbRpHYG3li3z4nIGvXX8uJwQWFjkvowriEYgUF64YHH5spmHR8rWrc4eHimE4MsvHYFZTZumTZzYLzMzbNcuR0IQFzeYXc+5b5/i4UPee++1efCAN3FiX9ZMxtw8d9y4/pmZYRs2uHGbLyvYfEPe3hOA2Wx6B4UinY2Ax4wZkJkZxgaU773nC8zV6wMJwaBBQ4H527Y5EQIfn4YdTpRAKVABVDSY4lEFlPfuHU8ISkq6ABVscAkUf/55M/bHQWZmKBtNAipX10mEYMUKr7594yoq/Pv3H0YI1OquwPwFC9oSgo4dRwNvsukP5fJMoDgxcWBmZti8ee0IwaZNrkAJMDMnpwchGDJkCHdGDTdirAbmABXArH/+Hw+FQqHUR+M2S29YXNkyZWxS/ueK68cfOwGzRo4cRAi02q7AXFZcu3QZBbz13XdNCUGzZlO5Kc8XyS2sEQiU589bXLki7tBh9PbtLeuc4NzcsrZvb3n4sNWsWd327LHjcvKV1onrihVeDx7wRo8OB6Y5OGStXt368mXxrFkhbEqd9PRQ4E1WXAMDRwHFJ07IHjwwkkpzLCxU8+f73bvHnzUraONGN0Lw5psBQAUrrsOHDwZmsmOqnp4TGhTXoh49ErTarlptV0/PCQ2OIZewv0jmzAkAZnDiqt+0yZUQrFzpNWtWl4kT+8bHRwA61ml1zZpWMTFDFixoGxsbRQiys3sCb7IZmkJCRgIlR45YPXhg5Oj4RmlpZ0Iwa1bn1atbE4Lly71Z3zf2no4aFQ7MMhBXjalpXm5uD40meMKEvjRspVAojZfGbZauBtSXLpkRAkBjYpJPCL7/vin3fi8FioBSQ3H95ht7QtC0aRpQ+vChUW2tKVBSj7jO6N599JEjVrt2NVu6tF1tren9+0acuGrt7NJnzuwwa1aHpKTw+oXn/8W1c+dR//tfE1ZcFy1qEx09mDzOW/theXknQtC793BgGlBSXa149AhmZrmstcuUKf2CgxO4AHRVYuJAbuXzvA8+8PyduIrF+c2apRKCXbuaAUs6d04iBNOmdQLml5R0eUlxnfbWW/5sxJmYOLDBpHelw4YNJgT5+d3btEmZP9+vW7cRwAw2ea9MlgW8M3lyWFFREKBhY/cPP2w9YkTEypWthw4d8jtx9fNLBuawkauf31jy2IlhobPzZELw/vu+wAygbNq0joSgX7+4gQOHv/tuG1fXSeyUs41NBtvm06cldM6VQqE0Xhq9WbpmyJAhd+8abdrkOn++n1od8ugRLyenh4dHyqJFbUaMGATMZsU1MXEgMK1375EXL5p9+mmLpUt9cnJ6EoLZszv4+SUTgq+/dgBms14o5eWdgVJghrt7yoQJ/TIyQs+ft3j4kMeJa3HLlqnsS/ybb+zr93PVCATKmzeFhKB586l9+iSxKX+3bXN2cFCuWOF17pxk7do2mZm9du5s8eOPdq1bp+bnd2cPa2mZBagIQW2tibV1wcyZHX/91XjtWl+lstvKlV7Hjsk7d56wdKl3XahXUyMmBHJ5llisUSpDHj7krV3rXVISOHeu/8WL5uHhiazVz6hRA4FZbBTu4zO+QXHVtW2bnJg4MDFxYIsWUxqcZta2aJG1ZInP8eOyU6ekX33l6Os7BSju1WvUuXMWO3c2X7u2FTeUXcTOuX75pWPLluldukyYOLEvIWCYEKBi8WJfdgp57VpPQpCRESqTKadO7U0I1q71nD6907RpnWprTcaPHwiU+flN3rWr2XffNb19W7B8ube9fTY7XCESMfHxEYTg9GkpFVcKhdJ4eR3M0otDQ+PHjh0wZEg0oI6JierTZ1RERAwX6CxknUfHju0PlAIlgYGjRo8OT0wcCDADBw6Njh4ik2VFRUUHBSUCRc2bT4mKivb0nACUpab2XrrUW6HIAN5hLc9atJgCFNvZZX79tcPFi+ZRUbGdOo2uX3gerxaOiIjh8VRAmUyWzZ2oVKHIGD58cHJyv6ZN01xcJicmDmzSJC0sLC4mJmrgwKEiUYFIVBAVFd2793CgyMQkf9iwyOTkfq1aTVQoMkaMiHBymuTrOz4qKtraOhPQ9ukzPDIyxtg4n828HxMTlZzcr1OnJDOz3OHDB/v4JDs7T46KimZ/HAQHJ0ZFRUskOQ070b6w0ZgK0FtbZ44YEZGQMMjB4Q1u+1BJ585Jo0eHJyf3HzRoKLtaWCLJiYqKDgkZCRQBZS4uk6Oiot3dU4BZixa1IQR6feCYMZFDhgzhslJoo6Kik5P7d++eYGxcMGxYZNeuIwEtUOLuPikxcWBc3GBT0/y6sXpz8/w1a1r99pugT5/hjT5nCIVC+Q/TuM3S6yjmtoQ+3kZpY5NfXBx4+bLZzp2uFy6Yz5/vZ29fl6C1bvOl5slaei7TELv5Uuvvn3LokPWxY/LPP3e+f99ozJgBJiYMoDUzy42OHuLvP/ZJ28v6KDGcFDTYe6rjmqGtZ5dn3bZdw+2hOq6iYS2VwR5cw8JF3OUY1lI9udn3T6Gu3ww3uTL173P93Wbf8ilTwn75xYQdP7CzywKmP7XPtYirW7fNt27nbt2eXbVIVDBkyJCgoFGAnoatFAql8SJk4MNgAIMABmEGSSQah1m6IYZSoQIKTUzyg4IS+/QZ1r17gqVlNidpL35AFVDcosWU0ND4fv2GBQUlcllY2Td+8csYW75g4qH/LFpPzwkhISM7d04KDY23tMz6Y5meXurWUCgUyj9BnVl6f05fG5NZeh2aJxPS6oOCEr/91v7zz5uPGjUQmPm8gc36qAuPSrno8+VaxecrN21y3bPHdutWF6FQ+cck1jD7/D/9WPzJsCGsnoP+EKFQKP92BM8yS/drLGbpLIV2dulbtriYm+dyA6EaiUTNmkLPnt2B8wPRcQlsdS/sFscAjLFxgVicJxbnsZnlG8Tw4GqA4fE07duPJQQ3boiEwgKueWxh9e8KAwznJa41kNLHB+fzlWwzuKz0FAqFQnltqc8sPbyxRK6apk3TqqsV9+4ZtW490cEhQ6HIABigbPDgaG7d73Rj4/wmTdJNTPLNzXOtrDLt7dMcHN6Qy7NeQF/1K1Z41daa1NaauLpOanB5rVYkKrCzS3dwmKpQZNSZeQkEyl9/Nf75Z3OBQNm0KevNqQPUZma5rE+4rW26kdFjY06FIsPGJlMuz+LzlXJ5lqVlNpe+vzg8PJZtRk5OjwY3xlAoFAql0SNg0IozSze0nMttFJGrGlCvW+dBCB49woEDNtXVtitXerEZHmJjI9kdqyLRjPnz/c6ckXTuPObdd9teu2Zy+LB1dbXi1CnLVq1SeLyGByH1y5Z5X7kivnJF7Oo6uX5xVUskmrKyzqdOWVZX29XWmiQkDDIx0QA6c/Pca9dMzp6VhIbGHzlitWNHS2vrPKA0IiJm926H3bsdT52ynDQpzNRUBxQuWeJz5Yr4zBlpy5apFy+aHT5s3aRJGusZMGBALNuM7OyeVFwpFArl9cYwcm2UZukaqTT7wgXzW7eE9vZpEkm+mRlbt4QV19mzOxQXB505I4mJiREIpu3Y0YIQBASMkUhyb94UXbxoLhY/N1ew5ncjtM+iLCOjF7s7UyIpWbSozf79Nt7e44ESc/Pcy5fN7t0zWrHCOzh4JCFYv94dmGZhkdO5c1K3bmPXr3d/+JA3ePBQoNTMrIBNZBgVFb1vny0hOHjQmtuv+S+ec6VQKJT/GILGbpauAZhz5yxu3hSamOQD0zh7mcfieuaM5MoV0zffDDA2LgKmffJJS0Lg5jYJ0NbWml6/bvw8cVW3aDHF23u8t/d4Y+P8+oWtLC+vOyEYN64fUA4UAUWsHJqb5/76q/Hly2Z8vtrTcwIh2LzZVSLRazTBZ89Kdu9u8fPP5oQgOnoIm1hqzx5bQrB9e0snpynfftt07VoPdrGxVJrDNsPWNp0u+aFQKJTXm0Zvlq4RCJQ3boiuXxcZG+eHhIwKCRkJMEB5eHgsm2Jw8ODhFy5Y6PWBMpmustLld7mFnyeuJWwaP0Lg5TWh/j0e5Wp1XR6ouc7Ok3v3Hm5pmcWmdLh2zfjSJTNA5+s7jhC8916biIhoQqDTBQHvsc5uYWFs+sPiffsUhEAszgP07OIsgAFK4+IGs80oLOzauF3fKRQKhfI8BI3dLF3N5zMrVnjdv2/ELg9esMAPKHJwyGFdVioq/IF33n67HSEIDx+6ebMrIfD2Hg+oWa0yM2tYXIsYJriy0qWy0sXR8Q1uedHTFEdHx164YLFypVd8/IgzZ6SHD1u3apXK4+nZAPrOHQGgZZPlbt7s5u+fcuyYfMeOFnFxo/T6wJ9/Nn/77fYKRX737iNv3hQRguTk/iIRY5DAryggYPzu3Q5cruDyf/7JoFAoFMor0/jN0tlR07ffbr9pk1t5eSegENAHBIxev9595UqvuLhIYHpCwqCVKz19fManpvZZudLLweENQL1ggd+CBX7GxgXPG2Ut5PZfNjDZqQLKIiJi1q3z2LLFec2aVs7Ok4ESPl/57rttVq70nDMnANA0bz5l5Uqv7OyewIzOnZM++shjyxbnTp2SoqKi16939/Iar1YHr1rluXKl18qVXubmuQYN0zZvnr14sc/58xbR0bE0SQKFQqG83vzOLL1z4zJLr0NtkAGReTIFYKFBLoi6/IKsTBZz5f8U6s5SbJBokOFSALInejr9YXE96Q+Ln9Tyoo4dk5Yt8x40aChQ9koJMSgUCoXSaDBl0J1BewY9GLRnEMKgA4MOOR5DGlHkyqIGyuo3qHlBWM0r4yT5T+nEEqDsD2+eYTfClr58Esenj6MHyrjEGn+PSLMprugiZwqFQuHgMwhkkMkgjMFkBuEMxjEYkOMxZ/HE9xuRuGrE4jyVKiQ1tQ/A/IH3eGHbtslqdXD37gkN5ot4QdRGRiq1OlijCZ46tTefr2wEAlM4dmz/oqIghglWKDJeMEfVH+kBgElN7aNShYjFec8bfldxcTyNyykUyr8dcwZlDGYymM1gOoNZDKYzKMvxKFw8cXEjEtdCW9vHLtkA8wd2qpRPmdKbELz9dntg2h/uPrWRkZrdovPbb/wXmNz9GyiMixty7ZoxIfD1HfeqPyDYSPRFRtQ1AMPeF1vb9Ppd5Rl20nr06PC2bZMbLPanU8waEf7T94VCofzHEDDwZ9CZQSeOjgwiczymNS5xLQF0AwfGhobGA0yDAWIR5zGn5+Zc2cLsNG25tXXmoEFDW7WayEV1RVyxuioNHLyQK1wXgWkB7bVrJpcvm4lEBYAOKDaYc60rrOPCtSKDVr3IlHCRwUHUBo49rEEb+32hQfNKgLlbtrgSAk/PCS8vrhqRqGDGjI6LFrUpKenC46meF4vrgeIePUYMGjRUJCrgUmEUG1DIdX5ZQkLUrVvCXr3igVlPXU4xd1EMV77Q4L4UGdyXusJ1rnZag07Wcbfm8UNSVBS0aFGbWbM6GhvnN4KfPhQK5b+NW47H7MYirmo+X/X++z5btri8/XZ7lSqE/bKewoXFxV0++shDocioqPCvqnKeN68d5wdX1L59clWV04cftnr77fYDBsSybt4TJ/bbvNm1qsqpadO0kpIumze7SqXZzxpNVQFlUVHRGza4VVU5r1/v7uo6id2oyiaRuHTJDNDa2GSuW+eh1QYBMwIDR23Y4F5V5bR+vXunTkmsJ/mMGR0/+qjVe++1cXB4Y8kSn7lz/dmdsvVcTmlGRq/Nm12rqpxXrWrNbo21s0uvrHTJy+vesmVqVZXTpk1uI0ZEsK4+I0ZEbNrkVlXlcvWq6avJy9CFAAAgAElEQVSKq9bMLJeNRH/7TWBkpKpfkNSArqysc1WV84IFftOnd2JtFRwdp65e3XrtWg+DtpUB+okTB1y/LiIE337btKrKdcsWVzu7dEBvYpL/wQeeW7c6b97smp4eCpRyC7OHbtzoVlXl1Lr1xEmTwrZscW3WbAqgnzevXWWly5YtriUlXdg13kFBiZs2ua1e3bpPn7iBA4d++GHrdu3G1tnZ3rghYi9HIsn56wfJKRQKhUPMoDcDvsE3zRhMzPEobTTiyuOpBgwYnpzcnxBcuSIGmPrf+Npu3ZIuXRJ/8419fHxEQkIEIVixwpvHYwBdkybpsbFxixa14dL9z0lN7Xf9uvH06Z1iY4evXOlFCCZNCjM2Zp6ldsXDhw+5etV08WLfIUOSTpyQHT5s1br1JKCYFdeffrJ0cEj79tumV66Ig4MnhoSMPX5cvn17y9jYpM8/b370qDwoaAxQ0qtXAvu6b916IvvS5+T/6TPqVaoe9+8bMUzIkCFxDx7wvv3WXirNMzPTZGf3vHfPaNGiNrGxCfPn+9XUiAcPHjZ48LCaGvH8+X6xsQkHDti8qriq+XxVUFBiz54junRJ4vGe2RV1aHr0GBkbG3n3Lp8Q2NhkAGU+PuMIwdmzkrq2jRo1GChr3z6FTdah0wXFxsbGxESZmRVIJPmffdbi9m3h4MHxDBNy9y4/N7cXMCMqahi7pTg2NrGiwv/GDZFaHSKVFixd6svmuho3rh8hmDOnA6B3dMxh7+nUqb1VqhBCcPSoVceOyWxo26lTUs+eI7p2TWwcM+IUCuU/gyWDqU+KqzeDaTkeRY1FXFnKhELlgwdGJ07IAMZAXNVcYKrm/izbtcuREMjlWYDu3j2ja9dMuAhMA8yJiYli0/0Dc5ct8yIEgYGjgLeOHLEiBJzpOsOdpe7IWienrA8+8Dx40KZTp3EtW2b16JEglWYDhWxu4Tt3BAcPWl+4YO7qOgWYk5AwkBDodF2BRaWlXQhBbGwkO5H5ww92hGDHjpZDhgwhBOfOWRjkFjY8o8bHZ/K33zb95ht7O7tMb+/Unj1HiEQFQImj41RC8PXXDsC8wYNj2DRV2dk9CMHgwTHAvI8/dnpVcWUpeeF5ymKg+Ngx+cOHRtbWmUApmwDy44+d6to2cybrCTh94cK2hKBDh9HAbHZdtI1NBiG4fVu4davbN9/Yc2mZK9hsIUlJA4FFGza4cSm3iq9cET96hG3bnHfubE4IqqsVQCEwnb2nP/1kmZw8YPFiX0IweHA0t377xa+FQqFQ/jzMGOQwiOH+dGCQxkCd46FvXOJaJJVmP3hgdPy4jLNEZQCGx2OMjFRGRirOSl0NFO7ebU8I7OzS+Hzl3bv8n3+24PHYOTwNUJqYOJAT14q3325PCCIihhobF+/da0sImjWbWjeFyR7ZwORVZ2ub4e8/qaLCf9euFj4+49lhYROT/F9+MblwwWLkyEG//mpcURHA400bNiySEJSUdAHenjGjo2Fu4epqBSHo1SseKPTxGe/unlLPtTCArmXLKQEByWvXenzxRQuZjPWnK2IFbMeOlsCc2NgoQpCeHpqWFkoIYmOjgDmff96cELi7p7zCnKuJSf7OnS0OHLCprHRpcFj4cQsB7fHjsgcPjKTSbKCcbdunn7YAZg4fPpgQ6PWB7B6q5cu9CEFw8Eig2Ni4gMfTWltnPnrEO3/eomPH0QEBY/38kp2dJwPT0tND2YsyNp6xdq0HIejQYQxQdP685O5dfmjoiA4dkv38ktkkl0DZiBERhGDRojYSiUYmy/L1HV83CLxpk9vevbbbt7d8gcXMFAqF8uchZqBikMGAxwAMWjGYxkDVyMRVIilwcZlMCM6ft7C0zDY3zwcYoDQqasjJk5ZnzkhGjQrnckc8FldPzwl2dumPHuHIESs+XykWFxgb5z8pruUymWrZMu+jR6327bO7c0dw754RJ65FzZtPOXFCduaMZP58PzZNRFJS+P79iri4KE/PnH37FGfPSry9JwLFTZum3b3Lv3JFDOgGDYohBLNmdQ4Li3/wwGju3PaWluULFvg9eGAUETEUKLWwyD95Umag4kWclpf07Dni5EnZmTOStDR26lFfUtJl/36Fv/9Yf/+U27cFhw7ZWFrmACWsgH3xRTNLS/348f0IweTJfSdN6ksIxo/vb2mp/+QTJ0LQuXOSkdHLrsvVisV5rNPAiROy54qruXm+pWX2+fMWhMDFZbKFhdbLazwh2LXLEZjJal5ZWWdWXBcu9CMEffsOW73ac/9+GxubTHPzvFu3RGfPSgSCQn//sXv32qrVwUCxhYWmuDjw5EnZvn1N2JXPrLgePWr14AHP3DzXweGN6mrF/Pl+gE4oLJ48OYwQFBd34fNL2d8f3BgAs3+/ghDcvcu3sKBzrhQK5W9EzCCXQRGDQQwUDLIZaBgoG5G4avh85datLgcO2Fy9anr5sll1teLdd9sCRaamRUplCCG4c0eYktKXy2NQvGtXM0Kwb59tdbXi0CFrW9tMD4+Umhrx8uXeQEVcXCQh0Ou7AOVicb6TU2qLFlPt7TPYecrmzacARXy+rmfPeDZj8KpVnuyaVZmMmTMn4MwZyfffO5w5I4mNjTQx0fH5TFWVc02NeN8+BaBzdp587ZrJmjWtjI3LJk8OO31aWl1td+aMdMKEviYmhayf66VLZlevmn79tYNEUpf+UG1sXJiS0pe9FqWyG1AGqO3s8rZudT5+XP6//9mfPSvp0mUUn68B9OzvjOvXjb//3v7ECdmbbwaYm2vNzLRvvhlw4oSsutquZ8/4LVtcDh+2trdPqz9b8rPh8VS2tulNm6ZxpvT1oQYK3323bXW14vJls6tXTQ8csPnoo1ZeXhOuXjXdsMEdmBEdPeTqVVOlsht7aywtlatXtz5yxKq21qRPn+ECgZbH0/n5JZ8/b1FdbXv8uHzrVmc7uzxAY2xc0KzZVCenVHv7XHblc2DgKKC0efMphw5Z79+vOHTIes8eWweHNKAkNHTEiROyq1dNT5+WJiZGPDkCrPHzS751S3j6tPR5KaYpFArlT0XMIIdBGYPRDFwZFDNQNy5xZQBGociws0uXybLl8qwmTdKsrLKA4r59444etdLpuspkas4tTmNvn3X4sBUhGDYs0tExUyJhQ72UW7eE1dUKN7f8vLzud+/yMzJCgdkqVbcLF8zj4iIdHfNOnpRdvmxmb58GFNvbpx08aLNtm7NMlmdmllc37SoUKhWKjCZN0qysMrkpUpWNTYZMliWR5AAMn6+UybLNzXMBrZGRyto6s0mTNGvrTB7vcQhoZZUpl2fJZNkKRYbBgLO+S5fRR45Yvfmmv0zGmJjUOd/pTPl5tvL0JtZpMvMs1kJHCG3/0GGE4NBe63Y+ExWyLBGvgN0RJBIUKKwymtimAYzYNM/OOp1vpHylx0LH0XAxtZUsq4lNmtwyS2aRbWebbiPL4BspZRbZ5ma5gFokKJBJsk1FdZejNRXm29qkW0mzDC1sZZZZTWzSbG3STUV5bM7IxBGDzvwkyc7s6Wiv2bGtZe1Vk/Zt2AVKWolFThObdDvbdHOTXNb71kSUr7DKkEmybeSZZqa5BquWNACzfo37qZOWLR2n8KiyUiiUvxMRAyWDEgZqNdILodShkIG2Ea0WZtE+iQZghMICc/NcIyN2R+ljb5m33mp/+LD10aNWX37pKJXmsJOORkaFHTuOPnTIeu9eu/37bVSqbgJBEaA2NdW+9Vb7gwdt9u61O3zYulWriTyeDmCMjFQSSY5QWGBgCcei4Xasqg1e4nWtYjjDcw33WWdQ8ekL+f8LFAiUFha5fD57LVxhcwZSDcy1j5EzsNPZ+6T9eMbuaI3VwUs2JQu6wLwUUg3kDJow4GlgrAW0kKgBDcRa8BjIGBhx/5UyEDCwYGDMwIyBmIEJAwsGQgZSBnyDwnUVLRkIGEgYiBiYMTBlYMLAnKvCngVamGkBLcy14Kkh1gIaSBjw1RBqIdTAlIE5AxEDsQbQQqwFT/34LJbM42+ghVgDIQNztbG0KFfb4/BZ672H7A6dt+4RmmAkL3rcsLpzmWnBZ5uthkgLnhZ8LUzUMGZgwUDAQMrAiLFolmsqzoe55v+vyLATxAzEzO+qPNFjf1G/8RlYPqsKn6tizsCU+f9+kzRYRcpAyMCcgQkDUwZmXBXBs6rIDKpYMDBhIGZg9pKd8B/sN0vab7Tf6u83MQNbBnIGVgY0ZTCOwRQ1MvNRMQnFaZikRkqOR8HiiUsakbg+E/XTm1gEAiW7JkgoLODxnijJ56tEogKBQGkgjaxIK0WigqfmFzXPmm5UAzmOjjOsrUuB5waFaiBXoShr2nTaixV+6oyRDIoZqBioGDAMtAxSGJ5SJSws4GlU/BKVoEwJPQMdAzWDNAbtGPRmEMCgPwM/BgMZtGEwiEEbBgMZ+DHoz8CfQR8GnRl0ZxDCIJBBKIMODPo9WcWXwSAGbRkMYNCes/ntwSCYQRCDXgw6MujLoB2D8KeqhDNoz7ks9WTQlUFXBj25Ku0ZhDNoa1ClDWcpzFbpxaCLGkFqQW+lKLiA31+Fthr0V/++CntF/Rh0YBDKIJBBCIPuDDoz6MPAn+uEfhp4an7fCQGc/VM3Bt0YdPm39FsQg2AGPRh0YhDGoD2DAU9VecF+e2Yn/Jf7Lbyx9tvARt9v7f4D/daNgZqBjntdqxhoGWQwMGHA06P9WDziYbMreMXg5Xp0Wzzxw8Yurg2r1NPSWPe9+sXK/+6w+UC6o6N+9+5zI0euA7IM/q8KyAaygRyucAGQbmWl3rjxiFr9GZD5KtcSxaCMgYaBhkEpgxEM5AyyGWg1yNIgQYORaiQxmMKgnMEA7vkLY9CBe87CueeDfe47MAhj0JlBLwbBDEIY9GQQyKAPg471VAlg0JdBZwah3DPUg0Egg94MOjLox1Vp/3/tvWlUVNe6LvxGgiKKbkHFoMREUSA0doD0lCi2sY8mMbFNtn2zNWKDFLVopBGlW0XRI9jQCAUUVfRUs7rqVrUgatSdmGTvs78z3Ofcb9z77e/c+8v7Y1IlSoFgzDnZZ9Qc72AUxXrnmu8zn/k+s1lFDXEJxmCT5VuWojCIxSAWgygM1mEQZnHZPMRlCwYhGGyyfOVhJGJ5MkSkwOoUCEmBDRiEDHFBzUPDMhSD9RhEYrAGAw4GMRjEYRA+BIThLgiECAziMOBgwEFy/t8Ft1UYRGOwFoNwDDbacbPj9jvAbdN/d9ziMFiMQQgG6RhkYJCMQQoG6RhcxMARA8iAFYfhBUC7F0AmQIIP5zcT12nTMgDOAlz8vdolW1KX6O8v2Lu3liR/evHixbZtdUPElTdxYuratbc3brwbEVEBwANI/OijvL17axsbH7x48eLMmY5RxTUZIMl2Sz7lwrVkyMQgG4MDGDhgMAmDBAyuYfDNkBpWYJCDwSkMQjCIwyAMg/WWb+gNtvADfWfvegzCMIjDINIys0Nz1XBbLpswCMFgAwahlinnUJcIC/82WIbcay5oyokmg2h6O4rL0C8TRpNBNL1FE8/hLkMjCh/mMkYQoiwz4ig7bnbcRsUt5HeM20Y7bv/VuK3FYBYGgEEkBmkYXMcgBYM0DC5gMAkDyICgw/ACoG3RoLj+FivXH374Hy9evODx5CdOtJ440fb7tEOHRI6Ow7+55dLnnze0tz/6+ef/d5i4XnF3z0ZQ/O1v/wuAC3CJw7nZ3v7o0aO/j0FcuXPmXLfZkkW8AshJhG8w+Ax1EgZTLeL67ZAaQjDIx2AHBtEWyoZbmLHewrlQC/PWWpeGFpZH2XLZ8KoLohEaGIjlaywuYZb6h7ussUwGVw2h7NoRXKxfJozGEmL5alsu1ojWWWapUZaBEWOZeK611PkaCFYXNJZQQom142bHzY6bHbe3xW0NBj6WbByBwR4MkjHIxyA+GSALoAC8Tv+G4rpp012A+IQEaWmp/t69gcbGB79bKy83ODmlDTslRdvCp3JylMPENWnq1PSCAk1Zmf7KFanFkQtw6uTJtjGI6xVvb77NlkQerYToBHAecvFI4pqLwWEMQi2UXWPZTgm37NhY2RBpodEqC8tjLWSy6RI3qkvkyC5rLGMpxpZLxBCXcMuQGOrCsQz11SO4xFkiGsllzcguQyMa7mLHzY6bHTc7bmPHLQ4Dj1ezeggGG1Ig4QokroWEdVCyAl4AUB8CZL17cY2KuglwEuA0wMnfvZ0a+QtHLxQWaoeJK9rXPQVwEuBPQy+Oj+8e27bwFdstmXEZwpLh/TGIax4GezCItDAj2sKP1a/+jLawYZXlGGPV2FyiLVdyLPxbNeRP/yUuUUOaPfaI3sLFjpsdNztudtxGcYnDYOGrWX0xBsEpkJgA1UFQtQTKl8P1cDi0FSDtnYmrq19RRTH74sWLnp4/FxYqCwu1v3/LzKQnTUod4flem+Ka5Ox89fLl3uRkxeHDYoAkizaPUVwTFyzIt9mSoJxSuHEFPsOAg8GEN4nrPgwiLOSwaatG/avd7LjZcfs9mB23fzrc4jD4yJKN/TGIwyAJgwK0LXxtiGUA8AAuvxtxnR9ayYkuO3u2k8eTp6dT/xSWkCCdOHG4uA6uL2/cUL548WL16mqAUwBJ6H139+sIiufP/wGQCMAD4AKcPHGi7cWLF99+2wpwEoA7wreyJH74Ya7NlixJKQLeFcjC4DoG2zAADJxG3hY+hEHYkAmXzTna0MkdokXMqC4254Njd4l+dQo5ytx26HTVOh8cOuscowvnbV3suNlxs+Nmx+3tcIvDwBMDwCAAAx4GuRikYJBqfaDpNXtH4vrJ6tsA3wFc+Gez4dvCl3bsqBcK+/72t//14sULne5fhML+RYsKAK4AJDk5pe3d2/TNN6KtW2vR3CQqqlIo7Hvy5N9evHjx6NHfhcK+sLAKgIQRtoWTbDfj00S4lgwYBskYZGHwKQaTMbiIQTYGh4bUsAyDfAx2YxCFQdQIpwtDjyWihvDvtfOSt3AZfioz/CTjLVyswy/K1qmM9WxmXEcsNk+A3uhix82Omx03O26jgBCHwTwMvDFIwiDD8m8J0n5jcfXm3LJ89POf3a4sW1Z89Gjb3r1Nn31279Ah0dGjbbNnZwNwATAAnkUR0cd4Er28Co4ebdu/v+Wzz+4dONBy9GjbggX5AInju+kODLIwwDDgWT6hvBeDRMucaJfFjmCQgcFxDEIwWG1hAHqILmTIT/TEeZjloB6xPGqIS+gwl5WW5+WsLjGWWRtiGHqub6UtF8RLNL8b6hJmy2W99d9HWFzQ/BE9ODDcZWhE4ZYZJedVF5sgrBzm8hoIdtzsuNl0WWfHzY7byLhFYXB5iLJaxXWiDXH1/vWfcz0pfO4VVQ1wAYD7qqFTyeFmvYAHkDTMa6RKrK9Hd0ka4V5jtCSAywDnX7UrI8eSABA/ZBkaD5AwaguH1mO5bCsXMrjAtVgSF65yIYkLXC7wuJBhsVQupHHhUy6EcyGEC6u4sIILa7iwjAtxXFjKhTjL6xVciOVCCBdiuBDGhQguRHFh5RCXFTxYx4PlPFjPg+U8WMeDIB7EciEkCVbxIIIHUTyISoKVXOBwIYgLq7mw3FL/WstdlnNhdRKE8CCWB2E8iORCJBdC3+jChSAucLiwkgtRXIjgQhgXYrgQzIXYV12sEa3hwgourBrmEsKFWEtEKIqlSS9dgpJgNQ9CecDhQUQShHMhepy4RSZBDA/CeLCaB8E8WMuDFTxYmwRLkwbRs+IWPAzqV0BIegn1Wt4rIIRy3wFua3gQxIO4JFiKcEuCdaipPAjmvQG310CwQh3ChWguhHNfwc0KgjX85TyI48KKJFhjgTo8CcKH8c16l7VJL0Gw8i2c92bcXgPhneAWy4UgHqzjwbKkl3xbnjSIGyLPW+AWkwSRPIjkAYcHoRbyxCVZXJIG7/iSb0nAsQy6GB6sTLKFG3qdBEE8WMODlTzg8Ebm28ggjIbbq6x+i3G6egzjdFx8e+v89hpua7iDfHvDOH0TbkFcOM+Fq0NyNZcLKVz4zmaqv+AVVX1S+OvEdX/1v1zKk5YImnBcNNz4Agm/UILjIpzfyhdI8ELx4J/Qr/xWm14v3fmtAoGksFBcUNCCXvPf5DLU641Xjsv4Aglf8GosQ4MqFL8popeteiWWGhEuFuGiMZhEhJeI8BoRXi7C60V4iQhvFOFFIrxJhAssPxtFeIkIvyfCy0V4jQivEuHVIvyOCK8Q4XUvXfgtEn6JBG8S4UWt/BYJv1SMN7TyKyV4vRi/KcLviPm1EvxmK14rwktFeIMILxbhwiF3EYrwYpFAKCmsEPPrWgXVEv6dVvy2CL8pwmtFeNmILniDCC8V4XUivFKE3xHht4a43Bvm0iTCiywR1YnwChF+R4RXi/CqV0DgN4n5pRK+SMIvFr/iUi/CK1v5dRL8lhivEuF3LS5lYlzYOibcasT8Kgl+r9V6F7xJxC8W80USXCDCm1r5ZRK8UYyXifBaEX5ThN8S4XdEeKUIr3uJW2GLWDAItUjQIiksFeMNopcut0W/ErdCoVhQJnkNN35xq6BZUlguto3bPQsTbEJdL8LLRfhdEV4twquH4FYi4jcPgoALRHyRhF8ixoUifrmE3yjGy0V4bSv/tgS/3Tqcb9a7CEokFhBaBZUSwT1JYbXYJm64UIQXiQQiiaBE8hKEd4cb3ijml0leDgTB4B3xRhFe2spvkOA3xa/gVinGG1rHhNutVv4dCV7bipeL+A1ifrnEyjd+sYTfInnpcq+Vf1OC14nxKhF+y8K3+taRhja/pBUNulH4ZhuEMeJW1PqSomMfpwi3hpHH6dvy7a3z2+suxSL8nmj0cfpm3KpEeKcIb3k1J7eK8GYRzn8925cImi7lSfdX/8uvEtc95X8talbdN1IsS1tNb1SryZ6yyKDCQO+iQO+ipb5Fgd4F/l73jhwwPTLrjWrjI3Pdt19L0pOMD01DHYfagweG8vLCwEDvU6cO/+Uvf75y5XxgoHdububDEVzu39fX1lYtXeq7ZIlPYKD3uXMnHj0yj1T52E2nV2o1ROWaqJexLPEu8Peq2bu779n3bdlp+BKfoqW++BKfjpwM40PjSPXcv6+/ebNoyRJv1MKEhO8GA1HSLEWz9BiMolk1zapoVk2zSprVjPrTeqXqpYtOy+jUyuqNcXxf7yJ/76JPfIsCfAoWe93etsn0oL8z/zrus6g4wBf38xEnXTHeN7GqYTUzNKuhdCrm4YCpqqzE/5NFgb7ep4798dF9s16jZNWUjcYwIzdPNUJEY3bRG9QsQ1VEhwoWL1L1thv0LKuhDUa9tKqs0M+3yN8H/8S7Of6sccDMqmhWTek0KlZNsQw1rJEUq2V0WrWOVbJKyjhgbrkUj/v5FPl5F/n5FAX6Fi72KgrwYSStGkpaumKZINCX/4nP7W0bdVo1q2GGQ41qNhs1SkIeFRmy5BOfpYE+G1avYjW0Xs3YiGj8uOlUTL9Zt2vblk98FjbV1fSbWZNW09MlCV4SsDTQJ9DX+8vPd/QbdDrNqFCPTh70QkPr9ezd3dsttPEpCvTBF3ndjIsxGPWy25WFn3gXBfjifj5N504P0mbYXUwGTU+bONDfe10sR88qHw/0Cfi5gZ94nztz4tF982suelapIhWxqyICfb1Xr4rQUISBVdpmwlvwTUnpdCq9TlO9MQ5ftJASNRqNelZL6w06orG2yM9XEOCD+3rfO3LI2GdkVTSronQaJaumR6ANrdOqdToVq6SM901t6am4/0vaCLwXFfotVty5ZRwwGvQs095StTpWQ/bq1EpWQxvNhq6867ifT5G/T/ESP36Ab0d2hrHPODyifrOuqb52aYBPoK/3En/vE0e+fdBv/HUgvPyTQaOiyd7o0BBEmy2frjNq1Xot8w7H6fj49rb57Q0gvIXLa47DEzV6Z3i2N1JFzao95X/9VeL6VcVf8+sZNS1XDC0EQVBUS15eIsDVP/yhs7a27uLFiwD8yEhaq1UoFLcOH77s4FB7/jxjMilGKAaDIS0tDQDWrVv37NmzL7/8EgC+++47k8mkUChommYsBV1PkmRnZ2ddXd3hw4cBYMuWLWazWaFQUBTFMAxBEOgFej3STW0UgiAoSlxSwgNIcXRsu3mzITk5AQAPDxfh+OVJk/gcjrSjgx8dzXVxab5xg9bphteh0WjKy8tnzJjh7+8vkUh27Njh4OAQHx9vMBheiwW1jSAIhmFompbL5SRJMgxDURSqyhrFuANB0VBUW3V1irMzD6C1qKg5OzsRIMfHp62yMtndvSAsrLetrXjTpivOzg3JybReb7MSlUpVUlLi5uYWHh5+6tQpZ2fnY8eOaTQaFMhwqFE4qNA0jSpBcf2qWEhSIZfjERFJEyYkAdxYvLhXLCYoiiBJaUdHZ3191YED3wGU797NmM0KhYJgGIKiCjmc1qIi2mAgLcxBRS6TSbu6ZD09CCVZTw8/Ojoe4Nbhw91NTde9vK4AtFVU5Pr7pzg6SiorG5KTrwAUr19PaTQKW40nSbKnp2fJkiUODg4CgSA7OxsAQkNDGYYZGjtJkuj6oT1rJbaVCVYMrUygadpoNK5cudLBwaGyslKj0RAE0dvbe/fu3aSkJAAICAjQarUI2KF3fDvadN27l+HufgWgOTu7VSDAJkzInDOnrbo6xdX1hrd3r1hcsWdPwqRJNefO0QbD8BqUSmVDQwMAAMDGjRsFAsH06dPRODWZTMNZTVFUUVERAEydOlUqlSJqURRlHRGvoTeeYAiCoorXr096//0kgKx587oaGgiaJkhS1tXVUVNz5/TpeABBbCxjNCoUCoKmKbW6eMMGYUYGYzaTDPNKd8vlQ2kjl8tLtmw5D1Dx+ec9YnH+ihUXAUQ4TjBMt1B4bf78tKlTZd3dBEVRLCsqKOBOm1YQGtrV2NhZV4dHRIyUQ0iSpK5OryQAACAASURBVCjqwoULAODv79/W1malgWKEnDB00I1+MUEQMpns7t27mZmZADBv3rzRgR2ar4aOaJt3fI3Vb8xv/z2Kmpbn1zNfVfwW4qpQkCpVb1sbBpA9f76qv5/R66u+/bZsx46ma9cyvbzSpky5DFB/5Qqir82i1+szMjIAYNu2bX/7298OHjwIABcvXjQajQzDdHR0CIXCxsZGsViM+gz104MHD9LT0wFg586dJpOJJEmJRNLS0kIQhEQiaWxsbG1tRalq7EgRNC2XSlOdnTNcXWmWVZrNd8+cKd64UZiZeXny5OpDhwzPn9/88svvRo5Ip9Pl5eUBwOrVq58/f37lypXJkycfP37cZDIRBNHa2trY2GhtG0mSMplMLBa3tbWhdCkWizs7OxEje3p6mpqaGhoaRCIRSZLjTS4ERRE0neHunjJxIkGSqv7++sTEguBguVTaXlcn6+pif/rpzrFj3wHcOXnS5tRHrVbfuXPHxcVl0aJFcrncYDAcPHjQ0dHx3LlzJEkOh5qiKJqmUYxNTU2dnZ2ov7q7u8VicXNzc0NDA/Ia3wAjCEql4kdGJgKI+PzOhobkCROyFy6Uy2QESRIkqX74sIHHuwBQ+dVXjMlEEIRcKhWsXn0FoDEtrbetrVsolMtkqCql2SwuLeW5uZVt3666f5+gKOX9+xW7d18AaMrOZp8966qvz/X3FxcXpzo5XZ02TWk2dwuFCQC5AQGUVjtcXFHKWLFiBQAUFRX19/e3tLRMnTr1k08+QSrY0tLS0NDQ3NyMlEOhUHR0dIjFYqFQKBKJhEKhWCxWKpVSqVQoFHZ1dcnlcnR9b28vAlAikQiFwtu3b9+8ebO7uxsxgSAIs9l8+/ZtAFixYoVWq1UoFDRNS6XSt4daoVAQBK3T5Xh7JwFI29rUDx82ZWYWrFwpwvGLAIWRkYbnz+sTE88DVO3bh6YyrxWlUtnY2Dhx4kSkr87OzujFzp07+/r62tra0BAQiUQEQSD0enp6nJycXF1d5XI5wzAikUgkEjEMI5PJrLHI5XJrch9joXW60s2bEwAa09N729rSpk3LmD1b2tZG0rSCIFT377fk518CKF6/njEYCJJUEETZjh2XAWrj46WdnV2NjXKpVEEQCoJgjMbOuroUN7dCDocxGgmaVvb33zl2LB6g7tIl9uefe8Xi3CVLRAUFRWvXZs6fzwXImDVL1tNDUBRtMDSmpcUDlG/frv3xx1tHj/KcnBIA7iUl2cwher2+tLQUAFatWtXX1yeXyxUKBUKmq6vLmhMoiiIIgiCIoYOuq6sLzdVIknwNajRfUSgUBoOhpaUFABYuXDi6uLa3tw8laltbG1LHoaxGLFVYWN3U1DSW/Daufvw9l99YXJXK7uZm7L33Mj/4oLupqebCBX5kJEFRsq4uWW9v2Y4dFwDqExLGIq6xsbEymWzbtm1IXM1mc0dHx7Jly7y8vHx9fT/44INbt25Zk4XBYEhOTraKq06nO3To0MyZM1NTU7du3bpgwQI3N7eSkpJx6StB09KOjtQpU65Om9ZZW3svObkgJEQuk8ml0h6xWCGXUxqNYO3aK5MnN127ZnPlqtVqS0tLXVxclixZIhaLW1tbu7u7u7u7CYLQaDS7d+/29fX19fWdNWtWcXExy7L19fUuLi5Lly7t6+vLyspycXH5/PPP0Vxh69at8+fP9/f3nzlz5rVr18a7ECEoSi6TZbi7Jzs6tt282XzjRt6yZdL2dpKmKY1G1tXVLRKV7dzJnT59pJWrRqOprKwEgOXLl+v1+r6+vvPnzwPAmTNn4uPjZ86cmZycvH379gULFri6uhYVFanV6pKSklmzZvn5+S1YsCAyMrK3t9dkMp0+fdrFxWXOnDleXl5ubm4Yho0vFoKg1OobPj5XAHpaW2mdLtXJKc3FRS6VEhSlUCgYo7E+IcEqrrROd3Pv3qSJE5MAsjw8shcuvOHj09PaSiqVst7ebqGw7vLliwD5QUHdLS09IpGyr698585LAHfPnOkRi/OXL2/Jz1coFNfmz0+ZOLGjtrYlL++N4vrhhx8CQFNTk1qtRgmlo6NDqVQmJCTMnDnTy8vL3d39wIEDDMPo9fo1a9a4uLjMmzfP1dV13rx5c+fObWxsbGho8PT0jIqKysrK8vLy+uCDD3bt2kVRlF6v37t374IFC9zd3d3c3KqqqtRqtbWDKioqrOKKJjf79u2bN29eQEDA7NmzExMTlUrlePdvSKXyxuLFSQAiHBeXlOQGBEg7Otpv3eK5uOT4+splsltHjsQD3Ny7dxRxdXR0dHR0nDJlCgCglevOnTufPn16+vRpX19fPz+/WbNmpaWlMQyjVCrb2tqcnJxmzZqlVquzs7OnTJmya9cuk8l07NgxDw+PwMDAOXPmnDt3bryx0Ho9HhZ2CaD91i31o0eZ7u4YQG9rK9rJoHW6puxsq7jSev2dU6d4kycnAWTOmZO9cGH2xx931tZSKpVcKu0WCoXp6ZcBrnt5dTY2djc3K/v6bv3xjxcBqvbvl3V14eHhDUlJlFrd29bWcfduyuTJ6a6ug+Kq1wszMi4CVB040JCcjE2dmuLklAjQkJzM2Fr6syzL5/MBIDo6Wq/XI1lVKpVyuXzNmjVz585duHDhH/7wBxzH0RqxqKjI1dV14cKFHh4eISEhnZ2dJEnq9fqzZ89aoU5JSbGip1Kp6uvrRxdXgiBUKlVwcLCLi4unp6erq6unp6eXl1dzc7NarcYwbPbs2QEBAZ6ennv27EE7K5s2bUKstubekfKbwVbU/6TlP0NcUyZNSnZ0vLF4caqra/7y5YzJRJCkamDg5t69YxfXadOm+fj4zJgxAwAuXbr0/fffh4aGIqFFy0FnZ+euri40gX1NXBEbIiIiHBwcbty4oVAoZs2aNWnSpNbWVubVXcFRChLXq3/4A8/B4bqXV9rs2dcXLaJ1OgVJ0jodpVYXb92aOG1aQ3IypdWOVAnLssXFxT4+Pm5ubuvWrVOr1VqtViaTaTSa2tpaHMdzc3OnT58+efLkrq6uxsZGAFiwYEF/f39qaioAbN68+ccff9y/fz8A7Nmz59atWx988AEA3Lx5U6PRjDEQhUVcszw8kt57L3vBgnQPj8wPPiCVSoIkaZ2uMS0tc9GiFFfXsl275HI5YWt9o9Fobt68CQBLly7VaDQmk+lPf/oTABw+fPjhw4fR0dEODg7Xrl0jSdLd3X3KlCnV1dXTp0+fPn16SUnJ8ePH0dT7hx9+QLv33377rclkQnubAoGAZdkxR0JQanVuYGAiQOPVq+KSkpSJE9NnzhxJXBUEQdA0HhqaANCckyOXyXrb2hRyOaVSddbWXvfyyvTw4AGkTZ2auWjR7RMnNE+flu/cmQCQ6e5+ffHiJABJeTljMPQ0N9/w8cn68MNkR0fexIklGzfa3BZG4rpw4UIAqK+vVyqVJEkaDIaHDx/m5eU5ODhER0f39fXt3bv3vffeO3/+/NOnTxGrs7Oz/f39s7OzXVxc3N3dKYrCcRwAwsPDjUYjAvDw4cMmk6m7u1smk/n7+wNAeXm5lQaviavRaDx79ux77723adOmmpoaHx8fAMjLyxsH1IpBcc3x8eECZM+fn/nhh1enTZPLZLRO11JQkPnRR1keHtj772MuLqNsCyNWe3t75+bmbt++HR367Nix49GjR83NzTiOFxUVLV68+P333y8rKzMajW1tbZMnT549ezaPx5s6deq6desMBgOPx5swYcKqVavq6urQxkBaWpp+hPMLm4XW6wujoy8D1F2+3H7r1lVX15RJk3rFYpviimhWvH79JYB7PJ6CIHrb2uQyGckwPa2tOX5+WZ6ePIDUyZMzvbwqv/5a8+TJrT/+MQEgY+bMGz4+XICma9cYg4FUq+W9vanOzukzZgwV10sAZdu2lW7fXvnll1UHDlwcm7jqdDqVSiWRSGQy2WeffQYAPB5PqVR6eno6Ojq2tLR0dHQ4Ojq6u7srFIqcnJy5c+d+/fXXLMtqNJqWlhYcx4uLi319fR0cHEpKStD2xtjFddGiRQCQm5vr6+ubm5sLAMuWLSsuLnZwcPDz87t79+6mTZsA4MiRIz/88ENMTAwAZGVlKSy5d6T8ZhxZC/7pyn/KyhXg2rx5lErVlJ1dumULpdEoFArGZKr86quxi+umTZseP3789ddfW8V1+fLlAPDxxx/7+fktWbIkIiKiu7sbLV5fE1eFQmEymVavXg0AhYWFJpPJw8MDAND+0hiRGly5Ojunz5ihkMlai4qK160jGIZUq0mGKd627Yqzc+PVq5rHj0mGUchfh0KhUJAk2dXVVVlZKRKJ0tPT3dzcNm/ejHZORCLRsmXLUCyOjo4TJ07s7OxEp1M+Pj4//vjjjRs3AGDDhg3Wg2cPDw9/f//AwMCAgICamhqVSjXGQBTWlevs2SkTJ/a2tXXcuSOIjVXI5STD0CxLMgyl1VYdOHDRwaE2Pt5m72i1WmvuNplM9+/fR0dB+/fv/+mnn9auXQsABQUFfX19np6e6Dhw6tSpjo6OaL4cGBi4f//+x48fHz16FK13nz17hkYgjuPjFde8JUsSAbI/+uj6okW8CRMy58wZUVwVCsZo5EdGJgCIS0tVDx8yRuOgKMrllErVdO3aeQA8LIzSauVSKWMyle/ceRHgHo9H6/VFcXGSsjJKrSYoitJouurrrwBkf/QRqVKNdODKMAwim1gs1mq1PT095eXlzc3NOTk5ALB27dqff/75yJEjAHD69OmnT59GREQAQHFxcVBQUHFxsaur67Rp05RKZVVVFQCEhIT8+OOP8fHxAHDgwAF0TmkwGIKCggCgoqJiJHE1mUwnTpwAgNmzZ/v7+wcEBAQEBJSVlVlXumNE27py7ayr6xGJCmNiZF1d6IRbaTI18HjfAZRt3z7SUxRWcf3oo48YhjEajUhcd+/erdVqN27ciBajU6dORSAgcZ02bdrEiRPnzp07a9YsoVD45z//+dKlSwDg5uZmjSU/P1878qR2eKH1+sKYmCsA1zw9b3h7Y++/nzZ16ojiqlAozeayLVsuAjRlZam//54xGgmL8JAMIy4puQhww9ubYBi5TMaYTLf++McLAHdOnVL295d8+mnz9euUVjs0hwwV10T0qURn56asrOpDh8YoriaTSSqVrl69+sSJE3v27EFzsgcPHnh5eQFAc3Nze3s7AHh6ejIMo1Kp0PMQFEX19PR8+umnHh4eS5YscXFxAQCBQDBecfX19UXzuaVLl5aXl0+YMMHX17ewsBAAXFxc/Pz8UHZKTEx8/PhxbGwsuos193Z2dgqFQgBYvHhxf3//1atX0dmfXVzHceYq7epCZ66M0UgyDHr8hGQY7Q8/VB08GA/QmJKiffqUoCibgmQV1y1btvz8889o0Xbp0qXHjx+j3q2vrx8YGCgpKcnJyZHJZAqFgqKoJ0+eZGVlAcAXX3zxww8/KJVKvV6POriiouL777+fO3cuALS0tIxLXBUEkTplSoarK6lWk0olQVEERcl7e0t378bc3Vtyc2U9Pc18fo9IZHO1p9Pp0BQvNjb23//931GK3L9//48//rhy5UrUtsePH7u6ugIAQRDt7e1oF6W6uvrQoUNOTk5nzpx5+vTpzp07ASA1NfXZs2d37ty5ceNGe3v7uM7PCIoi1epMd/eUiRMVCgWl0aBT2O7m5sZr17rq63V//eud48fPjXzmqlKp7t2799FHH82dO7elpUWlUm3btm3atGk8Hu/x48dxcXEAUFJS8uTJk/nz56NBiJ6SMJvNJEniOF5eXn7//n0krqdOnXr69Gl0dDQA8Pn8ca9cAwISATpqa+VyeaqTU7qbm1wqJUiSoCjt06eNKSnxAFUHD2p/+IFkGFqny1++/BJAe3V1R02NMDNT1t2NEiXNspKKiqyAgKqDB1FqUz18WPnFFxcAmrOzVQMDBEUpCEIhlxMUxRgMDRiGTZpUumULqVaPJK40Ta9fvx4AMAwbGBgQi8UooSAmbNiw4e9///vJkycB4Pjx43/+85+RuBYWFvr6+uI47ubmNmPGDIZhkFJGRkb+67/+a0JCAgB89dVXJpNJo9E8fPgwJCQEAGprax88eIAO2x48eFBbW4v0+OHDh99//z3aJDhz5szPP/9cX1+fk5PT2to63mNXxmTK8fFJAuiVSCiWHeS5XE6q1ZRGU3nwYJKra218vM1lq2KIuM6fP5+mabPZjCbB33777bFjxwAgISHh+fPnaDF6+/ZtdKzo5OTk4eFRW1vr5eXl5eXV0dGBxPXgwYO//PKLUCjMyclpamoa17GrdeXaWlxMabWDE02xmKRpgiTV338v4vMvApRu3qx98oRUKhmjsSguLh5AVFDQ3dTUmJUlbW9HtKE0ms76+uyAgLKdO9HpgOrBg7snT8YD1F2+rH74EB3ZKhQKxmgkKCp1ypR0V1dSpaL1elqvb0hJuQSQNnt2Q0qK4fnzyi++OA9Qn5g4fFKLHm5AxzGxsbHPnz8/d+4c2r3btWsXAOTn5z979gytKdE5KIK6r69PoVAUFBSUl5cPDAygJcrFixf//ve/I+ZUV1ejdX9/f79EIgGARYsW9fX1sSwrH5aWh4prcXHxokWLiouLJ0yYEBAQUFBQgNr27Nmz9vb2vLy8mpqavr4+lHtxHNfpdB4eHhMmTBi6ePjpp59Qut61a9fDhw+H3/GftPyG4oqYVxsffwUgedKk5uvXSZpGk/n227cbMjLyV6w4D1CyYUNjenp3UxNha2wYDAa0YxAXF/fTTz99/vnnAHDu3LlHjx7t27dvwoQJR44c4fF4KIlIpVKVStXS0pKenr5lyxYACAwMzMjIqK6u7u/vRx28f//+1NTUSZMmLV26tLOzc6wDkiAUJHkvKQn924uG1NTB2brRWBsf/yeA/KCg1uLinE8+OQtQn5CgHPkhoAULFnh6eubn569atcrNzS09PX1gYODo0aMTJ07cu3dvRkZGVFQUAJw/f16tVkskksWLFwPAhAkT/vSnPxmNRpZluVzu9OnTN23alJubO2PGjAULFjQ0NIxj5UoQBEUJMzJ4EyYkAtRfvox0iNJoJBUVKR98cO3jj0UFBfmhocnu7s25ufQIUqfRaIRC4cKFCz/++OOtW7c6OzsnJyebTCa9Xo/Ede/evVevXnVyclq+fLlQKAwKCpo0aVJ6evpXX3313nvvHT58+MmTJ4cOHbLuHQUHB6MEobN1Yj1SLJRGk71gwUWAjpoauULBA0iZOFEulZIqVXdTU2N6esmGDecB8lesaMjIaL99mzEYbn37Lff99yv370+dPPnG4sW97e2EZY5FkCSlVqO9B1Kp7KyvzwkMjAco2bJF2tFBKpUKC7Hvnj17ESBj9mxKoyFGfu4DZSKkr/Hx8adPn0Zb+nfv3v3444+9vLzy8/PDw8Nnz559/fr1R48eLVu2DKWhAwcOVFZWOjg4vP/++1Zx9fLyysnJWbNmzYwZM1JSUkwmk0AgSE1NdXd3B4Bvvvnm6tWrPT09PT09aWlp33zzDQC4u7unpqZWV1fn5ubOmjUrOjoax/EPP/xw3rx51dXV41q5EjQtKihIdXFJALh76pRcLkdjlqBpaVdX6bZtZwFK1q9XDQzYnCgrhjwt7ObmRlGUyWRKTEwEgM8//7ygoGDGjBlr167Nz8/fsmXLpEmTDhw4IJPJ0OiePHkyy7IIhJCQkOrqag8Pj6CgID6f7+vrO2fOHOvG5hgLbTAUBAefBxAVFtIsm+rszAXobW2lNJpesbgxLa189+4LADcWL25IT5dUVDAmU+1333Gdncu//DJ99uzMjz/uFgoRH1A3U2o1+pVkmO7m5oLw8PMA/NjYntZWUqUiCEJBEE3XrtXEx6N/ZV576VLz9etoPpc2f/4Nf//m69eFGRk5AQGpnp7i4mJ6WDg0Tff09CBpnD9/fl5eHtrsOXXqVGpqqrOz886dOzMzM6dMmeLv79/R0dHT0xMYGOjk5JSeno4y55EjRx48eJCWlubq6rp69eqCgoKtW7c6OTnt27dPKpUqFIqMjAy0wzFlyhQej5efnz88QyJKoycJSktL9+7di/rF09Ozrq7Oy8tr/vz5BQUFMTEx06ZNS0tLe/z4cVhYGADk5eXp9fpp06YBQFtbW0dHh5+fn4uLS1ZW1smTJxcsWODn51dbW6u0ovpPXn5LcaVpaWenYNUqPoeDx8SU79yJFn80ywrT03OCg/kREQIOBw8Pzw0OlpSXU7ZODTUaTWlpKYfDOX/+/MDAAI/H43A4ubm5Wq1Wr9cfOHBg5cqVwcHB69evVygUNE2r1eqqqqrg4OCwsDAOhxMZGRkcHMzj8X755ReU4FasWBEVFRUbG9vd3T32XiRIUi6TFa9fj2Ip+fRTBRIpjUaE4wUcDj8ysiA4mB8RgcfEtAoENmORy+Usy965cycqKiooKCg8PDwtLc1kMslkMqPReOzYsdDQ0JUrV7a0tOzYsSM6Orqrq8tgMAiFwpiYGPRQMarEZDIlJCSEhYUFBQVFRUU1NjaO78CVIAiSLNu6FY+J4XM4RXFxaIdKIZfTer2kvDw/MjI/KCgvIqI5O5sxmUZKlAqFQqfT1dTUREZGhoaGXr582Ww2y+XyR48eoeMWBDWHw+ns7NTpdN3d3bGxscHBwaGhoUePHjUYDFqt9urVqxwOJysrq7+///jx4xwO5/bt2+OaKJAMc3PfPpzD6W5ulsvlRWvXlmzeLJfJaJaVlJfnBgfj4eECDocfEZETHCxMT6dYFulrbmhoYUyMtLOTfI0GBIHWGbROV3fpUl5kpIDDyQ8LE5eUoG4laFra3l7I4RTExFR+8QVBUaM/SkNRlFKp3LZtW0hIyMqVK7/44guNRqPX62/evBkZGRkUFBQREZGVlWUymVQq1dGjRzkczt27d/v7+3t7e9etW7dp0yatVltXVwcAM2fOjI2NDQsLwzDMbDZrNJrjx48HBwcjnENDQ8PDwzs6Otrb28PCwkJDQzkcTlRUVHBw8LFjxx4/fpyRkREREREUFBQZGVlVVaXT6caxSiAIUqms/PLLgujoQg6HHx3dKxYjcaXUaklFRX5oaAGHU3v+/EizMYVCQdO0WCzmcDi7du0iSVKr1QoEAg6Hc/HixSdPnmAYFh4eHhQUdOfOnePHj4eGhtbU1GzevJnD4Wzfvp1hmLq6Og6Hg8718/PzUSwRERFFRUUGg2FcKx5Ko7l9/Hg+h9Nx9y6pVJZu3Vq0Zo20o4PSajtqavKDgwvCwgQcDj8yMic4uO7yZYpllSZTzdmzuaGheGRkt1D4+hi30oZlG69ezYuIEHA4eeHhzTdu0CyLthNKN2/OCwkp5HAKY2LyQkLKduwgKIoxGiWlpfmRkQXBwQXBwXmRkWKBgDEYho87lUp19+5da7eiHMLhcK5evfr48eOzZ8+GhYUFBwdHR0e3tbWpVCqlUtnV1bVq1So06I4fP240GmUymdlsTklJQVDfvn371KlToaGhDQ0NCoUiNjZ25cqVHA4nOjo6ODh4//79w6df6AMLX3/9NYfDaW5u7uvrk0gkHA5n9+7dBoOhpqbG2rbU1FS0uXLy5EkOh3Pr1i21Wr1jx47Y2Nj29naWZcViMbrRmTNnqqurIyMjL1y4MI659e+7vBtx3VPxV0EDbVZL1bT8pVEyDS3XGbV6s05v1un0ajUlQ+9rNbTexOpNrN6s05lYvYnVqMjBv75qKkqmU5MDZp2JVSrJXqOWGTDr9BpaRUnVtLzPoBkwsQMm9r6J1TIKNSVTUzJWRaA3B8y6wRcmtrQw7+N57gCwZ9c2LaN4PGDSKgmbd7RtlExNy3VGzWAsBo2alqtpmZqSadWU3qzTm1idJSKtmhqxZkqmU1MD5sFWGVmlmpKhevr0ahQIqyTuG7X3TVoNCl9FDph1Zit6tFxNyUw6pSVGVjcCdCObTE3JdAZLLEatNcDBcCyxaLXMG2pGvWNiB0ysSadUUzIjqywvxhd++AEAfPnZVivUKkqmVRLW7ujTq9WUTEVJDVpmwKwzaGglKTXrVQNmHTvecCyxaBiFmpbrTKw1Io2KHIzFrEN802poBLhOr0bvaEahASXTahm9xf0lRYcQW2fQDPbgqC3UMPL7Ri2Kvd+oQT2rH8oELaOiZCpKZtarB8w6VkmguwyY2Ef9BqK3Y/f2TwHgQ49Z1RXFTx/2mVilmpKpKJmJVSIaILbfN7EaRq5h5PetQ8DMDphYE6tUkVKjlrHSRj8KS0cOhNWrB2ljYjVoxA2BWm/WsYOUHrEGLaMYMOv6jVrUfr2aQqNbRUoHYzGxOhWJhoNWSfQbNANm3X2jVk3JWCWBxoKKlBo0tJVOeg2teptYVHqzDhFAZ9TqTKyGkaspmUZJWMey/uVAkKopGatT6U2s3jxivhqMEeU3s05vYi3ZQKamZTqDZvB9lDEMapSy0PU667gbZKmtNqNBZOlW9NqgZVSk1KxTWd9B/FG/OugsOUSGxqkVavMg1Ao1bWGpWYfoZNapRmoJ6hetUvGyTw0aS7p+Jb+pKJlZNzi0VZTsvlE7YGY1jEJl6VDET72asg6E8XXl79XMaqmggd7zK8V1X8UvF8uVgkY6/x4zBhvpMpvv0/n3mIIRXqNfC16+ybz2JrIysWH9gSsLInb7cL7yDN52Kb+xuIUdW1PfbSwvQygYFkj+q4GMErKtSt6VDW/26H36siXo1zKxYeMhrhXqi7n3LFDbbPNInftf0jW/Ho03mM3YX2WCDUCKmrVJAtG8oK0+nK8WRn4e+9WFUrHhtesLhmFr683RuPdO7Q3Vjk6AYUPgFVa8u1jeYuS+dX578yAau0vBWDv39euHVDsa1MO59KZ+tN2Jo7N61Gb8RrT8zzZBI32xXLmv4pe3F9cTTf9xtPbf9lX8sqf8r1/9Lm1P2V++UqYbLwAAAQ5JREFUrfn3443/ONH4j+ON/9hX9f/sKf/Lf3mr/luaHep3D2n5X/be/JsV0j/W/o89ZXZI7Wa337vtKf/rvopfjtb+24nXlqPjEFfh/3+y6T9ONv8fu9nNbnazm93s9tJsyeU4xNVudrOb3exmN7u90eziaje72c1udrPbOza7uNrNbnazm93s9o7NLq52s5vd7GY3u71jG1lcG/9xsvl/n2j6D7vZzW52s5vd7DYuO9n8v483/sOGuB679z9PCP9xvPH/s5vd7GY3u9nNbuOyE8J/HLv3P18X1x1pvZ9lKOxmN7vZzW52s9tb24603lfE1V7sxV7sxV7sxV7eVbGLq73Yi73Yi73Yyzsu/xf4gE5Xj691PAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penjelasan</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Program ini
akan bergerak dengan menekan tombol w,a,s,d, sebagai penun juk arah ular.
Program akan berkahir jika ular mencapai panjang 100,dengan kecepatan 200
delay, dengan tipe data x dan y.<span style="mso-spacerun: yes;"> </span>jika
ular gagal maka akan muncul kalimat “lagi galau, paramex obatnya, wkwkwkwk,
dank an muncul tampilan huruf W,A,S,D, unutk lanjut atau berhenti. Sekiranya
itulah jalannya program game ini secara sederhananya.</span></div>
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<br /></div>
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Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-61974138967767331912013-01-06T23:27:00.001-08:002013-01-06T23:27:34.869-08:00pointer pada pascal dan C++ dan game ular pada pascal<!--[if !mso]>
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<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing program pointer
pada pascal dan C++</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program<span style="mso-spacerun: yes;"> </span>pada pascal</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing
string pascal </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program set2;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">type karakter=
set of char;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var kapital :
karakter;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hidup :
karakter;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahh,jumlahk
: integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kalimat :
string;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">i:integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">clrscr;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">kapital:=['A'..'Z'];</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">hidup:=['A','E','I','O','U','a','e','i','o','u'];</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahh:=0;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">jumlahk:=0;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Masukkan
suatu kalimat : ');</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">read(kalimat);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">for I:=1 to
length(kalimat) do</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">if kalimat[i] in
kapital then inc(jumlahk);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">if kalimat[i] in
hidup then inc(jumlahh);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Jumlah
kapital = ',jumlahk);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('Jumlah
huruf hidup = ',jumlahh);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readkey;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
</span></b></div>
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<span style="mso-tab-count: 2;"> </span>Setelah program selesai
dibuat kemudiaan berjalan, program ini akan memanggil library dengan tipe data
adalah variable capital sebagai karakter,hidup sebagai karakter,jumlah adalah
sebagai intger, dan kalimat sebagai string. Dimana program akan<span style="mso-spacerun: yes;"> </span>membaca huruf capital,jumalh huruf kaptal,
kita diminta menuliskan kalimat yang kita mau. </div>
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<b style="mso-bidi-font-weight: normal;">Output program</b></div>
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<img alt="" 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" /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
Listing
program pointer pascal</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>program deklarasi;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var p :
^integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nilai : integer;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">clrscr;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">nilai:=32;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">p:=@nilai;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(p^);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">p^:=130;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(p^);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln(nilai);</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readln;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<img alt="" 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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><strong>Pointer </strong>merupakan
variabel khusus yang berisi suatu address (alamat) di lokasi lain didalam
memory. Suatu variabel yang points(menunjuk) ke sesuatu sehingga disebut
pointer. Setelah<span style="mso-spacerun: yes;"> </span>selesai program dibuat
kemudian, program kan bejalan dan memanggil tipe data dalam bentuk variable p
adalah sebagai pointer integer, dan nlai adalah sebagai integer. Program kan
melakukan deklerasi dimana nilai adalah sama dengan 32, dan pointer adalah sama
dengan 130, dan pointer akan membaca nilai integer itu, begitulah logikanya.
Program selesai.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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<img alt="" 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" /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Program
pointer pada C++</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing program</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">#include <iostream.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>int
main()</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int *a;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int b=10;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>a=&b; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>cout<<"alamat
a : "<<a<<endl;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>cout<<"nilai b :
"<<b<<endl;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>cout<<"nilai a :
"<<*a<<endl; </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>return 0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>}</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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<img alt="" 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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Program akan
memulai dengan tipe data dalam bentuk integer a adalah sebgai pointer dan
intger b nilainya sama dengan 10. Kemudian pointer a kan mengcopi nilai b. dan
program akan menampilkan nilaia dan nilai b. dan hasil copiannya harus
didahului dengan tanda*. <span style="mso-spacerun: yes;"> </span>begitulah
logika programnya.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing
program pointer C++</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">#include <iostream.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>#include
<conio.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>#include
<stdio.h></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>void main()</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char kata[100];</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char *balik;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>int i,jumlah;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>jumlah=0;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>balik=kata;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>char x;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>do</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>{</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout
<<"\t Masukkan kata : ";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>gets(kata);</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span>for(i=0;kata[i]!='\0';i++)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">{jumlah ++;}</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout
<< "\t Setelah Pembalikan Kata :";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span>for(i=jumlah-1;i>=0;i--)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>{cout
<< *(balik + i);}</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\n\t
===---------------**--------------=== \n\n";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cout<<"\n\t
Tekan y untuk mengulang = ";</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 3;"> </span>cin>>x;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>} while ((x=='y') || (x=='Y'));</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 2;"> </span>getch();</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>}</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Input
program</span></b></div>
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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Logika
program</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Setelah program selesai dibuat maka program berjalan
dan memanggil libarary dengan tipe data dalam bentuk char kata[100] dan pointer
char balik. I, jumlah adalah sebagai integer, dimana jumlah adalah sama dengan
=0. Balik sama dengan kata, char x</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kemudian program melakukan proses pengulangan dengan
rumus do while, selnjutnya kita diminta memasukkan kata yang kita mau”…”. Dan
program membaca kalimat dari awal dan setelah itu program membaca pointer balik
dari belakang. Pointer balik disini berfungsi membaca kata yang kita masukan
tadi. Program selesai..</span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=7016313698947524295" name="_GoBack"></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Output
program</span></b></div>
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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Game pada pascal</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">label</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>habis,
lanjut;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">const</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>max_panjang
= 100;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>batas_x =
80;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>batas_y =
25;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>speed<span style="mso-spacerun: yes;"> </span>= 200;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">type</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tempat =
record</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>x, y :
integer;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor :
array[1..max_panjang] of tempat;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung,
makanan : tempat;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tkn : char;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>i,pjg,skor,spd<span style="mso-spacerun: yes;"> </span>: integer;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>mati :
boolean;</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung.x :=
ekor[pjg].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ujung.y :=
ekor[pjg].y;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=pjg
downto 2 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].x
:= ekor[i-1].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].y
:= ekor[i-1].y;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[2].x, ekor[2].y); write('@');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[3].x, ekor[3].y); write('&');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[pjg-1].x, ekor[pjg-1].y); write('#');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ujung.x, ujung.y); write(' ');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=3 to
pjg do if((ekor[2].x=ekor[i].x) and (ekor[2].y=ekor[i].y)) then mati:=true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>delay(speed-spd);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var beda : boolean;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(skor,5);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(10,26); write('Skor = ',skor);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>beda :=
true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.x
:= random(batas_x-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.y
:= random(batas_y-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1
to pjg do</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((makanan.x=ekor[i].x) and (makanan.y=ekor[i].y)) then beda:=false;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until beda;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(makanan.x, makanan.y); write('o');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(pjg);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>inc(spd,2);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">procedure bergerak(c : char);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if c = 'd'
then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].x := ekor[1].x+1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'a' then tkn:='d';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
's' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].y := ekor[1].y+1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'w' then tkn:='s';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
'w' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].y := ekor[1].y-1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
's' then tkn:='w';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else if c =
'a' then begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((ekor[1].x = makanan.x) and (ekor[1].y = makanan.y)) then makan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>ekor[1].x := ekor[1].x-1;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>atur_posisi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if
(ekor[1].x = batas_x) or (ekor[1].y = batas_y) or (ekor[1].x = 1) or (ekor[1].y
= 1) then mati := true;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then exit;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if tkn =
'd' then tkn:='a';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>tkn:='d';</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>mati :=
false;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>randomize;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>pjg := 10;
spd := 0;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.x :=
random(batas_x-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>makanan.y :=
random(batas_y-2)+2;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[1].x :=
40;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[1].y :=
3;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=2 to
pjg do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].x
:= ekor[i-1].x;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>ekor[i].y
:= 3;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">lanjut:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>clrscr;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(10,26); write('Skor = ',skor);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1 to
80 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(i,1); write('-');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(i,25); write('-');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=2 to
24 do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(1,i); write('|');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(80,i); write('|');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>for i:=1 to
pjg do begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(ekor[i].x, ekor[i].y);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>write('&');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(makanan.x, makanan.y); write('o');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>if((tkn='w') or (tkn='a') or (tkn='s') or (tkn='d')) then bergerak(tkn)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>else begin</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,10); write('<span style="mso-spacerun: yes;">
</span>Lagi Galau..??');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,11); write('<span style="mso-spacerun: yes;">
</span>..Paused Game..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>repeat</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,13); write('..Press w, a, s or d to lanjut..'); delay(200);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,13); write('<span style="mso-spacerun: yes;"> </span>'); delay(200);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until
keypressed;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>tkn:=readkey;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>until((tkn='w') or (tkn='a') or (tkn='s') or (tkn='d')); goto lanjut;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>end;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>if mati
then goto habis;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>until (tkn =
#27) or mati;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">habis:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,10); write('<span style="mso-spacerun: yes;"> </span>Lagi
Galau..??');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,11); write(' ..Paramex obatnya..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>gotoxy(20,12); write('<span style="mso-spacerun: yes;">
</span>..wkwkwkwkwk..');</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>readln;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<img alt="" src="data:image/png;base64,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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penjelasan</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Program ini
akan bergerak dengan menekan tombol w,a,s,d, sebagai penun juk arah ular.
Program akan berkahir jika ular mencapai panjang 100,dengan kecepatan 200
delay, dengan tipe data x dan y.<span style="mso-spacerun: yes;"> </span>jika
ular gagal maka akan muncul kalimat “lagi galau, paramex obatnya, wkwkwkwk,
dank an muncul tampilan huruf W,A,S,D, unutk lanjut atau berhenti. Sekiranya
itulah jalannya program game ini secara sederhananya.</span></div>
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<br /></div>
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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-12393005581729542072012-12-30T19:48:00.001-08:002012-12-30T19:48:14.369-08:00String pascal<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<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"/>
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<br />
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">String pascal</span></b></div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
uses crt;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
var</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>a:string;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>b,c,d:integer;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in; text-align: left; text-indent: .25in;">
<span style="mso-spacerun: yes;"> </span>begin</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>clrscr;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>write('tulis
kata=');readln(a);</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>b:=length(a);</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>for c:=0 to b do</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in; text-align: left; text-indent: .25in;">
<span style="mso-spacerun: yes;"> </span>begin</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>for d:=1 to b-c
do</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>write(' ',a[d]);</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>writeln;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>end;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: left;">
<span style="mso-spacerun: yes;"> </span>readln;</div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in; text-align: left; text-indent: .25in;">
<span style="mso-spacerun: yes;"> </span>end.<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></b></div>
<div align="left" class="MsoNormal" style="margin-bottom: .0001pt; margin: 0in; text-align: left; text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Input
program</span></b></div>
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<img alt="" 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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Logika
program</span></b><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Setelah program
selesai dibuat, selanjutnya program memanggil library data dalam bentuk var
bertipe <b style="mso-bidi-font-weight: normal;">a adalah string, sedagkan b,c,d
adalah integer. </b><span style="mso-spacerun: yes;"> </span>Kemudian program
berjalan <b style="mso-bidi-font-weight: normal;">clrscr </b>berfungsi sebagai
pembersih data sebelumnya. Program cetak kalimat” <b style="mso-bidi-font-weight: normal;">tulis kata”,</b>kemudian program membaca” <b style="mso-bidi-font-weight: normal;">a” </b>sebagai <b style="mso-bidi-font-weight: normal;">string,.</b></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Kemudian ” <b style="mso-bidi-font-weight: normal;">b” </b>adalah <b style="mso-bidi-font-weight: normal;">intger</b><span style="mso-spacerun: yes;"> </span>yang kemudian
berhubungan dengan <b style="mso-bidi-font-weight: normal;">string. </b>Selanjutnya
program melakukan pengulangan dengan rumus” <b style="mso-bidi-font-weight: normal;">for do</b>”, dimana data “<b style="mso-bidi-font-weight: normal;">C”</b>
dimulai dari <b style="mso-bidi-font-weight: normal;">nol </b>membaca kata dari
awal untuk ke data “<b style="mso-bidi-font-weight: normal;">b”. </b><span style="mso-spacerun: yes;"> </span>sedangkan data” <b style="mso-bidi-font-weight: normal;">d” </b>dimulai dari <b style="mso-bidi-font-weight: normal;">1</b>untuk
membaca kata dari depan dan mengurangi kata diakhir satu huruf. Begitulah
seterusnya hingga kata itu Cuma tinggal satu huruf saja. Readln berfungsi
sebagai pembaca data diatasnya.” <b style="mso-bidi-font-weight: normal;">End”</b>
berfungsi sebagai mengakhiri program.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Output program</span></b></div>
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<img alt="" 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" /><br /><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;"></span></b></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-47235408248246317262012-12-26T18:39:00.001-08:002012-12-26T18:39:52.662-08:00program string bahasa C<b>Listing program string bahasa C</b><br />#include <stdio.h><br />#include <string.h><br />void main()<br />{<br />char nama[11];<br /> int i,max=10;<br />do {<br /> printf("Silakan masukkan nama anda:");<br /> fgets(nama,11,stdin);<br /> fflush(stdin);<br /> for (i=0;i<=max;i++){<br /> if(nama[i]=='\n'){<br /> nama[i]='\0';<br /> break; <br /> }<br /> }<br /> if (i>0){<br /> break;<br /> } else {<br /> printf("Anda belum memasukkan nama...\n");<br /> }<br />} while (i==0);<br /><br /> printf("Selamat pagi, %s.\n",nama);<br /> printf("%s mempunyai 10 panggilan tak terjawab dan sms dari pacar.",nama);<br />}<br /><br />Input program<br /> <img alt="" src="data:image/png;base64,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" /><br /><br /><b>Logika program</b><br />Setelah program selesai dibuat kemudian program memanggil library bertipe char,int i<br />Kemudian program mempunyai rumus do while untuk pengulangan, dan kondisi if else sebagai logikanya. Setelah itu program cetak ("Silakan masukkan nama anda:"); program akan membaca nama kita dengan karakter max 11. Dan pengulangan dimulai dari nol, break berfungsi sebagai keluar dari for –loop. Jika i>0 maka jika tidak lagi program akan cetak “anda belum memasukan nama” while (i==0);<br /> ("Selamat pagi, %s.\n",nama);<br />("%s mempunyai 2 e-mail pagi ini.",nama); , program selesai.<br /><br />Output program<br /> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl4AAAFlCAIAAAC1FnEiAAAgAElEQVR4nOydd1xTV//HT6ttbe2w9hFbJ4oDJxo3qIDiQhRxbwUnLhygiIoTBWRvMsgigOwVkkASwoawCYS9EYQwwt7c3x9H00gZam1/ffrcz+v98kVucs899+Sazz3nnvP9AgQVKlSoUKFCJSXw/10BVKhQoUKF6p+lt9ZYWVlZXV1dhwoVKlSoUP3vSSQSFRcX6+vrv2eNNTU1fX19DQ0NIlSoUKFChep/TI2NjYGBgZcuXXrPGuvq6hobG+l0enx8XHJSPD8RBeVvIO6zkCRNAgrK30Hi5yV+ZGJR/lIS4uOYTBaZTL569epgaxSJRAnxcXUNLRmF1VlFNf9ABNIUD+LNX0jJsGS/pfb/k9L3yPk46j4B4cdS9hchguRKU/73UD8CeSNQ8XnI/xAqh6ThL6Lgg2h8j6qPoPD/hdcSmgZR9Hmp/gwUD4v4M1AjLq4Rl3wczf8VFFU3N7V2JCUmEInEoa2RnxifUVBt4ZNqH5j+N+AACYJkjIqjNMGDyBwSp0GEDEcWxHlIQofF5S2CwdCHxnVost8SNgTYUWHkSIP7cJg5OKYQ/1GwhHiWkPA7uaPixsp1Cx+OvD9ClBAxKgUQsjSc0aG8pfAt3FGgDkERNXJY3EeAV+TOK/4jtFGJklBCiyrx+BCif8fzd0pHIeYtXkNTNjSxZa8+iHKINyTuI/CJK/eJq/CJ/1B8pUmo8E2oHBm/IUmUUDWIgBFI+iOvA5JeB45A8hAE/U710KS8R/CwvHmP1N8JGZ3at6TVhqTVhn4M9PQ6enpdYMqbgOSPgCEQ0zMaPmqX0IwGVraYnlYblFL7sTuGZ4sDU2pLapqTk0a0xqyiGvvAdNfQTGxYNpYhHJ0wgWto5qeBhdAhWaOCkyZsEIIhwQ+CMRzZEMKQMIfF7S05g2ENDXFohG8JHwLSqETkSkP+cNi5ZHYe5aPg5FE4edTfyR8Vd06+O3c4Cv4ITULkqBRCPKThjY7nW4reEjUKXkNQ7BU9LK9GIKb4VUzJH/EelVgJpd6xpT4fQtzv+P5O2SjEv8VvaMqHJqHc/4OogARAEj+CwMSKwMTKwKQPJUgafmUQv2pkgockWcLrQYSMQMofqQ5JqQ4dgdQhoP9OzdCkvUfYsLx5j/TfYYxO7VsyahkZtcyPpi6/pq2iobOioWt06jurmroDw+PCY9PL6zsqP2SXhs7Kxu7Y1FzXVxHh2U1Z5c0V9Z0fvmNcWp7rq3CmQFz65sOsEReWY4EPeGblamJDGB78c1s3O1qEa2ima2gWao2oNaLWiFojao2oNb5HZl1Hd19na3NzU0OzeBTaW5vLSooeP3wQzeMi/b3ixvoWcWNbi3g44Lu1Na+xTraPXzqGC9tqm7t7O9vFjfWjHg7uiHO2f2RmH5HX/qHW6Bwq8A7lhtFDw8LCGO8Io4eFhtLD6GFhYWGhdDqTwQgMDDK1cbH3S3Klv2+NdAEuTIBj5OCZOfiwYV3zw6xRgGPk4BmCj7ZGRg6BlUsMzyWyhATGO2tk5riF5xAkjsgUEsNziRG5bwfowvOIzLd26MbKJUXkkSLySOFCN2aOW3iuG+udHYbnEsNz3v7NEpLDhaSIfDI7n8QSEsPzyBF5xN+9UEhiS14KSew8coQQeiGZnU/h5FM4+eSIXFJ4HjkiV8oac8mcAgq3gMItoHDyyeFCUkQelVtA5eSTI3IpnAIqO1fii2R23tty2HnS1kjhFLhHFrpHFlLZeRT227/fwi2gsHMp7AJ3XqE7r4jGK3Ln5lPY+dTIt39TOYW0yEJ3jsQR890jC6mct9ZIjSz0iCryiCry4BW6c/Kp3EKPqGKPqGKPt/tKKKDxij2iij2jij2jimiRBTRekQevAJri278jC38f6+MV0XhFHrwiD9QaUWtErfFfZI3N7T21NdW1tbWjzhFtaWnh8/nXrl2Lj49vb2+vqampr69vGF4ikUgsFhcWFhrfNzK1dwsXtlY3dTc1iGpqamCBYrG4sbERuptIJIKzTcVisWTHhw/uvbDFR+S2fZA12gWm2wekZZfWdXZ11YvbROJWSGNLW2t7R2t7Z2tHZ2t7p7its1bUYG7jZP0q9j1rpAtwoSl2fkn2PnG2vgl2fikun2CNYTmEcCEuLAtHz3DyS7T3T3WlCz7cGgmsPDdGhoNPrO2rWFufFCxdQGAI8GFZOHq6S1Amngl9MRsbwrf3ibX1iXcI4Nv7xtv6JDqHCAiMHGJEATEszdEnzs47zt4/Hc8U4EJT8MwcAjObwMrGhWbg6AICK4fAzHZjZLoEp7oEJDkFpriEZOLp6S7BWQRmLik8x42V48bMwoVk4Jk5biwhiZWNo6dj6VlElpDIzMKFJDv5JTj4JjoHp+PpAnxoDjFCYo3ZuJBUJ/8EB79Ep+AMEiefSE9zDUpxCU4nMAUEehqWkUuJgP3FHLewLAIjE0/PdmPlktjQGvOonHwyK93ZP9HJPwXPFJKYqS7+iU7+fNeQVJeARKeAZDxTSGJlYUOSnQMSnQNTiOx8KjuXEJKCDU3DhQlIrCx8WDaJXfDOHYXEMAEpIpfCznfnFVIiMl0Dk5wDk1xDs8jsfGp4lmsg3zkwGRsmoEYWuf9ujbkkRgY2ONk1kO8akkaKEBKZAiK7wCMy3z2y0J2d6cbKoXJySWHp2KBk16BkLF1AYma5hQtpke/cEbVG1BpRa/xXWKOo9k1TU1PzaOrq6srIyLhx40ZcXFxHR0dLS0tFRcWKFStmDyUMBlNaWtrX11deXv7ksbHEGsWN9Q0NDS0tLU1NTW/evKmvr+/o6BCLxWKxuLOzs76+vqamRiwWd3R0lJeXP3vy6OOs0S4grfRNc2F+lYEDS9c2VM+Vrov1w7Kiezra+/t6+np7+vt67rryMvPK7Zxx71tjFp4peGZ0cdmxG5oqi2UmzVE45mrLysHRh+g7DmuNYVmuwXxbz3gneh6Fybpw6Pg2bRcLZpEb44OskcDMJbCSHty9unbBYtm5C2diTlx0iiVE5JO5WRZ21nvW33oUXkBkZhM5ZebPLq1WWDhDbs5kmWm/ycrPXL7tyMtEGrfQLSz61sXDS+cslp27UE7tzl08/dpZtYPWaeSIAlpC/LWDR7YesDKPqKBFCOwsDBYevqm1ZpaMzOodD6lGekenzthxxjnBk1dM5gqd3J12LTt2lSIgR5V7+XloKq7FnHC2j3xN9XRQni8/ZfaCmXOVNt10Nbzz6MDel1ZxFdTwXDIn343uoSkv/9usBbJz5eesPXDdo9jG/CZm6vTJSy/ok0kHVqyYveuZA7OAyi7yTOAbnrukddxg/27984/8sXFllIhcCrfIM5h94/Su6fMWz5Jbr2lEf2p+Zc3SRTPnzJksM33K7AWyq/ZeIMU/v31mwW+zp89bMkt25oarPvahUee3z58ss0TFgPTY+LzsVOUjtjE+seU0XoFbEHnf8kMXcem02IpXrIirJ/bMnrt41rxFU5fq6FOTcY73Fy5ePGuOvNzKnRdwhZ7RhVROvntkMS0y+OiK5dNk5WXnLZJXPnafwL14RmeLvpd70mufmAKji9t3GJJtabht02Snyi2aNW/RqqOm+o8faJy69vBVoU9MMWqNqDWi1vhvskbYXRtZnZ2d0tbY2tpaWFj49ddfjx8//vv3NX78+LFjx+bl5fX19ZWVlQ2yxvr6+u7u7vT09AkTJmhqakLT7erqamhoUFNT+/nnnwsKCuCOn2KNxdWNWRklt53DdGx9zzt5nXYh2YUxOluae3u6erq7+nq6zlsFJ2cX2Q+yxrB8As1WeeuViw4cC+xTxV83HXfkEyLy3dgFxIhCSmQxOUKIDc1wDc3ChxdRI4up3EISS+BKz8SGZuHDCym8EmpkmXu00Bb3ctvCE/pBZe4RAufgNOeQTEJEESlciKdnYukCAiufwhbi6AI3dqF7VIl7VBGJlYODo7jMfFIY57r2pkVrtPXwGc5+iXYEh2uWEbbBJV6x5Vgq5di+DUfscmnsbDwjGxucZO8Xb+VuvWmq0r4ndBv/ZBdGITXY79TOFct23H9Ay3Lxi7HCORpYM/X1Tspru5N55Z6MoFNq8yZirhi9KvRip93X1dh42/3hwxvrZh4yYCTfOXl63jffLDlt/iKg0is215FsqTpt+zli7qtYwTMbwyU/TFm3z8aKV0Mmma6eekiXHEdgCQjhxQ7W93cdPHKNWvUqMpfMyccH4bZN23jQjItjsPVOnFBUNrVJiz6juEn1kJMVO3DPVIVZi+R2P0ty55W94ifdOnxg0w7za4bHdlyyeBla6cEr9OLyH93QxSjeN4nIwdNIt238TT0FBDrfhmyx6TfloxYcp6As9wS+wbFD65X0H4YWEhyNFk7X0iHEWLs+3jBNUy8k5cmNqwvHfL3w2L0nftW+CUVuAa7bpqlpY7Nf8Xg3Tu1es8X4caDAjZ76QO/ZHXK4tX+0c0AyOZh+ad+eBcovbJIrPTn57pHF7pxXmrM27H0Q7BiSjg1JpUZXO1rc2HHw1B2/lkA/003b9Qw9U1zdLVWnbj9LSMaHpGDpOe5RqYanj+zSJzmwK7x5qDWi1oha4/+6NQoEAgUFhdLS0tra2up3qq2tLS8vV1BQyMjIGMEac3JyJk2aBAA4cOBAa2urWCxWV1cHAMyYMaOkpKS3t/dTrNE+MD23XJSZUWJEDNlt7qpuYatm9fxJoGd3a2tPT3d3V2dfd9ftYNf0EqGdI0HKGrPwEfkv7hxfr/3SJDDfiWqzSXb3BUqagyfH3CHgga3bhfsOd3A8Z7oQH5pqauege8/mylPKE+90EiPLjVvoRPa5+cBG94GDMYV+/cKxBf9ZveMO+YlXgj2FZUqKfOHqZUqNcwnLdQtLd3Bn3HWOJHCz7cje1+5b6T6kmfmkESKEuLAcEifH3PSu8srN5ynF7uw8YngukZVDCBO4vmI9cI3Cs+KNnhhtO+WC4xYQGFl4ppDELSDQSRpyW0/aJhIjSz2iBcbXjq3fdOqO/2tPbj4pIo8UnkeJSHtuZrxx22OLqCpnq6cnzmyZq/b8pnU0JTL81FrNC8Roc5snqvNP34/MMDhyYofaKWXNc0efBpHiS12o1mqzdl30LPKgeV26ra2wfLfGXgtLXg2FZLJsotL2W9Z3nTmEqNe+EeFnLukf0fenxpRSOPn4IIK6nMZFahlDWPL4zvnVisZ2KalXtuzeqU204wYflN+y6/yt9duuGQcX+6fy9Y8d2bTV1JoVpHn4zh2XePeYcm92guHlfdPW3bGKbQjhV9I4QjK70COmlBhM0Ji98xw+kxZd6ZucrH/8+FZ1CycBwoqmqc7Zdtw60p5qu3XOEcOIrIeXdXesP7rpoO6Bu56kxGpKEE591s6L5HRri7ub1qlf833tF18ZkFIfnFrjHVVI5Rb7prQwBfkPb+huUDV35Fd4vLVG773zdpxxEgQKWkNTKz15Zf5RvCtnL++/5nDq3M4D973cYl9jyRZb5x4xDG9iCpoCEss9o6t8yS+W7Lt3l5rpG1uMWiNqjag1ota4fPnyxsbGrq6u9nfq6uoSi8UYDGYEa2xubu7p6UlLS5s1axYA4Pz588ePHwcAzJ07Ny8vr7u7u729/ROtMa+8PjOj5LAldpuFxR5Hix3Oj57RqV0tbT093T1dXT3dXcEFwaVviqztpXuNOW7cqHPbDu43cLfnFdkTLFRn7rnkk2Ssf3bZL0uX7Dy8aqncxGXnrpEyiMyU21cPrN+usXT5xjWHnJy5xc40wkEN5UVLlJcpbjn42E5zxbKJ3/0qq6Sjgwu4rrVXZfeTC2d3rjxp8SKwzCOEq3dq48LTVDsa9YTGHszWw8prNTTueVuz8t2YuZTweKObl1asN3kZXUh8Oys1h8QS2Nw7Nn7pVWO60MXV6dA+7fMeBbTwbDxDQAgXYoMI6rO3HLeKxXNKPSNYFw6eUj6IdU4oJb2doZpDiixwwOMPbtmqF1zwWN/w8EWjQ7v1Tht52AXiNmJuGgcmWVg/UJl76h4n3eDwwc277I2s9JRUTt+hZLp42avN1rruxb9/76nW1Udnjx/fusvcMvK1ux/t8K7dmFWrZ8uu03jIJvLLbI1v7z51/15QhRevgBBC3D592ZrDRmcvXlM7oHeMkB2WHn1uk8aOUwRbduB+eY2TZoGXz6psOESkpGYaHDuyacvTl/EVJucOa9x7ZR9e5hWb70x22L1WWVHT6Lo9ixBV48nJpUQW4P2x6rN2nHFNpXBLvfmphjqHl8mr77llc9nAQO2sg3lYljPxpZrc4duszIeXdDZvNrvvYrxp04HrLhlkBnnn7F2XCNwHt66t22zhmFrtEUDXv/f43D2n5z6ZFHaKybPn2uevbTp1/SIu1T+qkAIHVLm+e+euWL3nxskbJpefBLpGFXrGVHuHkA8pyk/eamYeVhqUVORKtVSRWa5y5pHODTN9Oy4x/rVvuPvO9Vf1nOM8Eso8UGtErRG1xv95a1y2bFltbS3s9kG1traKRKLly5ePbI1isXhgYEAgEKxfvx4AAADYtGlTYWFhf3+/WCz+E9ZYUZ+ZUXLSyXmX44sDbs/3kO6ahrv1tLYjA339fb093V0IgrS1NFvYOktZo5DICz6yUvvoHT+X+AI7aI3e/EcGJ2R/3XqKWEyPcFeZo7r1jp9LVKmbp9fJKze2qKxdsPCCcXjqFQ3l5ZqPzCKqvWMq3KNzbbCmm+ccvhVU7Zscp7tbS2WXlZUvbrWingEp2dXf78j2PQZ+fMPzWrMmr1W78Pi4ltKvavp3KJlUTj6FFXf31pVVm61sovMIb60x240hcHJ21Lru9jI0z4vFvHb7juatcGp07hDWGM44d/TspuMkbEIx8d3iDTd2MfFVwJnT2zWf+1y4aqB1m2Nrcknzhs29+7oLTjs5sLKsLO8pv7NG1W3PrRJy7+/bs/oyzZzqqL5g/wUz4onTV7T9+Y+PH9u+z8E+pobGzveMr/GPz76vqyk3+8x9dk0gw+PwuccXLfheCcWEENK2KXKzV6uv37p7g9rVCxbhhKTYi5vfWuO+udtOOiTgacQ9SkeO0BIe6xxT3fLELErk7WOhdszR1FdAiyzwiKsg+flr71Ses3T9/nssAqfCgzfIGtOMzh2c99vylcorf5Q9beQhDEgvccCabn5njSpKRhYpZaanDq/Wxr30p2rN330Jx31w+8Z6DTvX1BqaJ+3kCZXp38puMwzFcfkGZ/Yrb9HadMrUwI5LiC2mcfLdI0tokX575yyQW75Fccv+ndqu9tFFnrF1ngySzkaFhep2L5glfvwiLM1qw08z52/YvX7L8aP3AvFJr73joy8oHz5lGkaMq/BCrRG1RtQaUWv8VGtsamrq7e1tamo6efIktMYLFy60tbX19PQ0NTX9KWvMyiw7jrfaSTDaTzPc7XHJPMqpsUZUXlZaWlrS0izu6emuF9W+tBlsjYcHW2PivesXlVddN2ZWUaPDjq/auvOqp5WX/8nNe5bvOaGsorJKTe9pYOBezIGd13xdE4sI9Gw3TuZLu8fKs/dd8SrySIi5pLlXRcPMPCrLYPfBXffcjZ7rqRzzInEirx3XmimntumY9pa9ZzVuuVn6ZxHDc8mczGcP9NZiDt6m19DCoTXmkVg5xMjKwKRyMjOHHJ377Mm9PfuvPKZXklnvWyO7mMZLNtA+oLRN/wVX5BEuIDBy3FgFZE6BJ5N3887ttdvPH7126aBDoTf52UbtBwe37dhr7I/l5VlaSFvjMzOuyDvAbeMO9aMPTHYp7N93/dbKX2RXah1aOmvW1JmbjltycZwiSnguLS7XztlUbdY+PZ8yb36e4cXTB6/a2vJqiMF4dTmNC+TikJyal/dOYZYdMGJnXNsqscatxywTvGKEjx5dUTpxTvvQ5e1bH5vyajyjE87v1jhrzSVwS925RR5RFUHpFRb6+2YrHr9KLvCLL3rfGpP1jx/fom7lklJkuG/vlrs++PgyV4KUNa43fB7ZFMzy3rpr55HHJrvmHbhMiX1654rikpumiTXeUVXBOfFn1+zYc8MPG1Ptm9zEEhQ8vnho/oLLz6Jq/BKqfBIqaOxXe+ft0HHI9M9sDk4u94gsDYpMOn/qgLq2tqLy9r1PQmjJ1VjSy61zjtxhNoRl1vsllNG4xV4JMRdVDp16QSfGVniN/rgRtUbUGlFr/K+xxqampo6ODuQPgrNJR7DGurq6trY2yUTWtra2+vr6ka1RLBb39PTU19fD54sbNmxYtWoVAGDPnj0tLS1dXV1tbW2faI0FVY3RUcm23gF2QYEOIf62QV4hiVElhUUxMTExMTG1b950dnZUv6563xpziFze2S2HDhjQHKKKHal2arL7rvon379+Xmn5JaPQCndeyGHM1l3XaE+eXpm6xMg2udLmqf66tReMmWlXd6su13zwgln1KrqMyssyt3mwQfbgjYAqH36s7m4t5Z0vTNk1eFeDZSrndmzQOuGWTItJunVqz4LFFx9Ht7EE4sDEciJTgKUL8BGFbl4eR1Rnymo8M6PXesdWeIQGGLvyXlo57L6CNQ/OJHLKSR6uB8/qnDRP84oUQmvcMUvtuFUsPiKPxC0lEl5uXjljqTbZiSvyiS2h+HsZuaYR2dnm1o9X/GeygubNe8F1vjx/LdUNv32zRts1jppUaG39aNM8HeOoLINDB1S2PjVlV9F4ORb39snPWjB9yg4de7/rV42PXb6wdsFCOXmt887xpOhK7/jqV5H8q8dWz117x5RVTI2sJuLuq52+f49aQGMQd8zacZaQG5Be+tzgJAZz/GFM9o3tmho6ZHtu0N45W46+jCHGVtECvC8cWD7hP/NW7TF7GfnaM7LY2uzk+ovuuIBUZ6KvCasqMLMRZ6a7eKPWeWy2f3wx3h+7Q3a7xBoNjh9V3fzQLKb5VaCF2trT193SXD0cts05ZsTJfqirrax0x4Rb4x1f7GByetmCBZN/VD1PE7pRXLbLr1G+QadlNdEzeaeXb9LQ8yUkNQTw60KTMu/dOL1s83OnZOEzg2eXH4W68oIOzNt6yib5VbIoILHSL7USZ/V4607dq/7lZEfd9atvPgjMcaVZb5l94FZIdVDyG9/4cs+oslcRtF2KV/ScYtEBVdQaUWv8l1ljd3c3j8c79r7OnDlTVVXV1tY2pDVmZWUtW7asvb0dQZD+d0IQpLOzE4PBpKenD2eNnZ2d5eXlmzdvBgAoKCgUFxcLhcL58+cDADQ1NWtqarq7uz/aGu0D0+0D03LKGhoaRC0NLR0N7R1NHe1NPV2tnR1t4gaRSFRX19Is7uxsrxfVvnxvXWMWPiLP5NbRjeesTXyiL2kt/WnsbysvO9+8cV5JQfduaKU7L/igwib1q54WVDcVzPy5K9bPX6K8WvWcIb2S4Ougobh69oJ1i1duOGIZb099tXvRxKkrj51yDbixd++G7SYvIiqpof47MXN+23DPmiEkcvNxNNc9G1f8NnftkhXrFhx4buKdRQ7PwYXlkFhCR4Lt9k2rZyzcuGSF0kKlI2esuZbGZ35afvW+fyYxPI8WlWagd2P3KTPLiDJyhBAbhNs2XfWoZQw+Is+Nmesenm1lfV9pJWbWUuUlK9Yu2nJRj5BC4lUQPQibFk+fqengFF3qHiM02LfgW/lDd71zKPTgo+tn/PjVwh0mVL1jh1Q2P34RUeHOKXBn8rQ3zPjq540XPIp9khtC8rNv7d2/ZY+9Q2Kxse4BzIr1C5eslFt77KpbIpmTR2QVeEYnnDukc+KhrzPLc9uk3ybPX7Nk5cola46dd4w3t767fMKEn+efvUXBa83dcvRltBu32DO2DOv4ZOHEMdM0zC0jX3tGFpBCg/Zt075NjbWyMlq7SGnpGkXZxSoat72I7BKPqEK8v8u2aVu0Xd71Go8eUlZ5YMp74xOf/eDY9jlqp7dvmjvhKznle6Q7V3Q2rjV4xq32iix+FZlyVWPh2O+Wn8DneMUUONm+2Lxx/by1ygqrlsmr6N0lcvTP7lFYuV5h2eqlSlev+OQGCmLPKals1LS3j2PtnyX7q9yKRSvXK2w7e/axncYOJXXDYJ/kWr+YzIvbVy48a2lJttrw3aRpS5SWrFRapnX7gV813evl0r1GhpQM39gSdBoOao2oNf6brBFBEBwOB/6ggoICOLPmj9aYn58/YcKEjRs3qqqqqryTqqqqsrLyTz/9JBQKh7PG3t7epKQkAMDChQuFQiG0ufT0dDgrRygU9vf3f4o1utKznSmBRBKJ7O5OolDIFCqZ6k6kUIlkCsXdi0imYfFurng3ZyzBxJZo55v4++INRj6BarF+q94lW6aZM8XgJeUelm3tEfHcJcIuNAfHSH7pEmJKS3JhZFg5uV1/itO3DjSjhNuF5BAjc2zxvreeOl174vLIPQ1Lz7TEEW8+pzz2TLCnMF+4RTuF5RDC0q1xXvdJsTi6ABeWTWJnO9KCDJ45X3vipGdLtw/KIjCzcWECLENI5ua7eoboP3PSe+J83TzYNigT7895hI90ogsIDAGBU0x0ebn3rKEuIZvGycGHJZg70638M/HMHAJDgGfm03i5Dm4+t545X3/qctMm3BlGwAlLtaKGPfdKIUbkuLHyXX1CH1N5OIbQLTT+hS3R0OrVM2qMvQf7JSnWlZVHZAmJEfl4X8Yj5zC70BxiuJDEzrKnsF5S4vHsbFusu/4zl5smBGNSintUIYklJLKEJF4p3vzWlisOT33TbF29bptib5hg77lGEuPKcR6hD62od+3otoEJ1nimbWAWKSKXFFHgHp5uQwh4Ro3HswvInHxKRLr5bR01YwY2JNbEFHvLBGtgz3BkFnlF5pEjcklMvhWW6RCaQ2bnU7nZLp5sS0osnlPozikih3AeuQQ+tSMZ2b56Ro118eVZkmLw7EIqO4/KLaYEcZ65htmHCimRJT6xBc4039svsCtofS8AACAASURBVPovCI88+JRIoT2WcvsFTt+U9BifSIsv8+BlO7tHWHslkyIFdni/ey8Jt1/gbtv4mrtzzYiBNvQC76gCd14pMSD4MSXKjcG3dPS8a443MMXfcQhzYWc9PHtsx3WcXQS6eAO1RtQa/z3W2CCqgzNfysvLue8rKiqqsbGxra2tpaWlu7s7MzMTWmNnZ6dYLG5qaoqMjAwICPB/XwEBAVwuF/ZEKyoqpK2xuamhsbGxvb1dJBJxudysrCwEQeBILIIgaWlpXC63oaEB7vjR1oilZ9l6x5oRGaZEphmJaUpimhKZ8G9zMsucxDIjMc1ITDMyy9Y71iU4XWohfxaemfnwls6S4+bmwYW0qGIiKwfHyHWLEOJCM1xCBISIfAJT4BqaRYgoonCKKOx8Yngunp7hGiogRBRSIospkcVEpgAbJnBjF1O4hURGNj48nxghxNEzcXQBkV1EiRDCJf/YMIFbRAGVV0zlFVM5+QSGdECcbEJEIZVX4s4rcY8sIDKz8cw8KifP7W2IuBwSI8XOL8E+KIvAFOAZQlJkEZGVI4mhimcIyZxiWlQpLaqUFllAZGUTmAICS0jmFlE5uQRGNoEpILKL3LkFRFa2GyuXyiv3jC51Z+eTOYVUbj6RmQ0DxZG4xR7RxeS3kXGE5Mgi98h8EjOHElniGVPuFVPmEZlP+j2Gah6FlWLrn4Jl5NNiy71iK7xiKzyiiyjhOWRusWdsxauYYio73z26xP1toLgcUkQ+LbrMM6qQHCGEcXDIDL5tQCaZU+QVV+kdV+kdW0rj5L2NHscu8IgpdefkkSNyyeF5VF6JR3QRhZ1LYedReaWvYsu8Yqt84iu9oorceSWeMcXu7FwYKI7KK/OOK/fg5lHYuWROgUdMuW9ClW9ClU9MsTu3wCO20jfhtW9ClXdsiTs7j8Iu8Igp84oucucUesZV+ia89kt47ZdQ8SqmxDuu4lVUAZWT787N94ip8IktofFKvBOr/RKr/RKrA1PFWJsbClsO3SRk+MaVoUv+UWtErfHfYY3t3QN1b2pEIpFkTYW0uru7GxsbYUC41tbW9PT0mzdvJiUldXR0vHnzpqmpqbu7u2cowR2bm5tLSkqePX0ErbGutV/c1FBbW9vQ0NDU1NTT09PR0SGJNgcHWnt6eiQ7Pn/25CN7jaGZw6RPErjSswa/HBTmhp6NC0609E50Cv4HhxdnConhuW7Mf1h48YgCKiefFPHp4cXJnEIaN++/Mrx4ZBGFkeIcmkHhFHlGooHiUGtErfHfYI3hWaKiskp3CsnF2RHr6jIyOKwLDut6Q+8akxHGYjIcHexH38XVBY/DPrh7+7kNjpPXXlApCgn0+/AdjY3umFi7fqQ1/hnCsvEMARbNvIFm3viIzBv57rxir6gSj0g0vDhqjag1/huskZUlChfUv7B2uW1kbPjgyYdw1/ipkfHTe49M7ho//dBdHjzRN7znSA2MLumxJ/oYGN778B0NDO87kAPCc1pGt8b0gmoLnxS7gPS/AXvI28zGGaPiIE3wIDKHBE1l/K9OZZwPIUnDHh3yWwre8qGpj6UponCHxX0E0FTG/5ZUxv4jkPRHXvsnvQ4YAf4QBP5O9dAkv0fwsNS8R8rvhIzOm7ekvQlJexP6MdDT6+jptfT0urCM+g+HkdlAzxDRM0QfsVdmfViGiJ5WG5peR/+YY8EdA1Nqi0dOZZyYEFdSJQpNKGAmFf4NsCB8SNGfo3hIwgeRPAoRQ5IyKiUfCHtkUoeAMzqln0haKSetjPtRpH80kSNR/kd4EjJGpWIIMkcn6iOJHoLK6KxPQjA0MR9B1YeS/Tuxv/P6A4n7KHI+kGpIPET4ESQIqxOENZ9I7ugkDkmehDd/nqQRyB8C/u/U/jnq3qPgd5I/nMK65MK6lI9DlFIoSi2q/3sYdKz0ksb00sb0khEpbUwrbsiqaK1v6UxKiB/WGmNiYro6Owf6uvt7h2agr3ugr2eED6Cg/I10QfqkgG/1vb9xGOAnu/t6ulBQPpbefwLdfwOd/430dHU2NYhEtW/q60ahrUWckZaSl5ebnJwykjV2d3f/MVoBKlSoUKFC9d+igf7+6urq5ubm1hHV0tJSWVl5//790NDQrKysT7dGBoNx4MABDofzl58Zqn+7Ojo6jh49ev369c9YZl9f35kzZ86fPz8wMDDqh+l0+oEDB7hc7mesACpUqP4J6uvrq6urGxgY6BxRvb292dnZenp6bDY7MzNzdGt0dHRUVlbeuHGjmppaXV2d5Hg2NjYAAEdHR/iyra1NQ0NDWVlZVVXV1NR05LoSiURVVdWYmJjP3wx/gezs7FRVVdPT06U38ng8VVVVCoXy/1Wr/y+1tLSoqqpevnz5M5bZ3t4OAJg6depnLHNgYAAmPoXRpAbp2LFjO3fu7OzshC9fvnwJAHBxcfmMFUCFCtU/QdAaYXjxEdTe3p6ZmXnr1q3RrXFgYMDV1XXcuHGPHz+OjY2dPHmyoqJiR0cHPEZpaWlSUpLELHt7exMSElxdXQEA+/fvl66ZJGJsT08P3HL79m0AgLe3N4Ig0LHh9u7ubljLtrY2uAVafXt7e1NTU0tLy8hN0Nvb29nZCWPOwmzOwxULBYuFgvcBXV1dsDL9/f1wQSiCIGfPngUAhIeHw9rCYj08PAAARkZGsPzOzk7YO+nr64MFSte2q6uro6MDNkJfX9/I32JnZydsMRgtUHJqsNjW1tZBxUrOV9I9am1tlT6pkVtsuGKbmpqam5ulfaW3t1csFguFQgDA4sWL4cbOzk7JhfXHE+ns7Bz5fBEEaWlpaWhoSE5OFggEkgNJdhz0jcBTk65tf38/rMCgFmhsbExNTc3IyJA+Vn9/PwzDP3HiRABAe3u79MUsEolGrioqVKj+6ySxxkHJPTo6OlpaWqRfZmVlfZA1IghiYWEBACAQCAiCiEQimOAqNTUVg8EsXbp0/vz5Pj4+0pXIzc0FAJw4cUJ64+HDhzEYjIKCws6dO5uamhAEMTY2BgAEBwcjCLJq1So5OTn4Ix4WFobBYDAYjJycXFBQUG9vb2Nj47x582RlZTEYzIIFCx4/fjzoJ1haJiYmU6dOXbx48ezZsxcvXrxu3Tr4YxcQEACLnT17dlhYWF9f38DAQFxcHCwWKiQkBEGQLVu2zJgxo7e3VygUTp06FQ7xXbt2DQAAG0ReXn7ZsmUIgvj7+wMAnjx5giDIqVOnJk6cWFxcDFsAFjh//nxLS0v4s66mpjZt2jQMBrNkyZITJ07AMEVDyt/ff+rUqfLy8hgMZtasWVFRUdAhMjMzJcU6ODhAe964ceOMGTMWL14sJye3aNGi27dvQ++/cuUKBoNZtmzZ2rVrR/65T0lJgcXOmzcPi8V2d3f39/evW7du+vTpGAxm8eLFurq60IfEYrGmpqaCgsLSpUth9HpYgrOzMyxh1qxZycnJEiv18PCYMGHChAkTfH19R6gAgiDa2toYDEZeXn7Pnj1wi4uLy9SpUwMCAhAEUVFRmT17NmyBqVOnzpkzB4PBzJkzx8PDA9641NbWrlu3DoPBLFy4cFALyMvLb9myRVKltra2W7duLVq0CIPBfPPNN7/++mt/f39GRgb8XubPn+/n5zdyVVGhQvVfpz9aY1NTU1dXV0VFBXzE+NHW2N3d3d3d/fDhw/Hjx5NIJMmRenp6RCKRiYkJAMDV1VW6EqmpqX+0RhjIJzMzEwBw6NAh5J01RkZGvn79esyYMYsXL4Y/c/39/fCgWlpaX3/9dV5eXkdHBwBAXl5eJBKZm5t/+eWXOBxuuCa4ceMGAMDT03Pz5s3+/v5fffWVoqKidLE7duz45ptvSktLm5ubAQAYDAZub25uhh4mLy8PAOjt7U1PTwcAHD16FHlnjWlpaeXl5QAAJSUl5J01Wltbi8XixYsX/+c//yktLUUQZGBgAJb5+PHjMWPGQGOQlZUFAIhEIgaDAQC4du3acKdAJpMBAPfv3xeJRCtXrhw3blxFRYV0sXfv3h0zZkxoaCiCIL/99tvEiRM9PT3V1dWJRCIAwNLSEkGQ3t7e7u7u6upqAABsgeEkKfbGjRtjx45ls9kIgkycOPGHH34QiUReXl4AAGNjYwRBTpw4AQBISkoqLS0FAKxdu1Zy2cESFixY8N133zU0NMDtvr6+srKysrKyQUFBI1QAQZCmpqbi4mIAALRABEFMTU0BAFQqFUGQ2bNnAwAQBOHz+QCAw4cPi0Sio0ePfvXVV/Hx8dKnAFvAysoKQRCxWFxdXT1+/PhffvlFYo3m5ubwPk8kEs2cOfOnn37q6OiAF/Pjx48BACNcWqhQofov1SBrbGpq6uvrq6ioWLduHZlMRhAEuuPHWSPcYmRkBAAgEonSx3N2dgYA4PF46Y1DWqNQKGQymXCsVUNDA3lnjY8ePVJQUNi8ebNk7LGzs5PH44WFhamoqAAAcnJyOjs7AQArV65EEIRAIAAAHBwchmsCOE7LZrO1tLRiY2O/++67RYsWIQjS0dEBi1VUVITB3dva2hYuXDh16tSwsDAulyupgIKCwpgxY3p7e6GRnzp1CnlnjSYmJvPmzdPU1IQ9Nh8fHwDAxYsXtbS01qxZk5+fL6lGbGxsWFiYtrY2AMDDwwNBkPnz53/77beS9jl79uxwp+Du7i75fVdVVQUAlJWVwbdiYmLCwsKOHTsGAPD390cQRFZWdvr06Ww2+8iRI6GhoQCAZ8+eIQhSXFwcHh7u5eX1xRdfLF26dLhjSRd78OBBAACDwUAQ5Lfffps8eTKCIBwOBwBgYGCAIIiWlhYAoLy8HH4jEmusr6/ncDhhYWFycnJffPFFfX39yIcbUh0dHePGjVuwYAF8CccqYNMtWLBg3LhxCIKkpKTABKQIgujq6gIAoqKi4OcTExPDwsLu3LkDvyZJsZMmTZoyZYrEGqH/wbEKOTm5H3/8UTICYW9vDwBwc3P7hMqjQoXqnyxpa2xqaurv76+oqNiwYQMA4Ouvv4ZjRc3NzR9hjZJndQiCGBkZjRkzhkAg9Pb2wi0ODg4fYo08Hm/y5Mlqamrwh15LSwtBkIcPHwIAVq9ePWbMGEm/882bN5cvX546daq6uvqUKVNguhD4Q7xixQoEQbBYLADAyclpuCaA1shkMjU1NXk83vjx49esWVNbW3v+/PkZM2aoq6tPnjwZOi48TS0tLXV19blz5x44cAA60JDWqKenBwBYs2bNmDFjPD094bGgNS5ZsmTSpEl3796FG9va2kxNTb///nt1dXXYAfXy8kKkrBHmRoG/70MKWuPLly8RBIH3B69fv+7o6Hj69OmPP/4IawsACAwMRBBEVlZ22rRpTCbz0KFDgYGBsBebmZm5YMECJSWl7du3f/HFF6tWrRruWM3NzcbGxj///LO6urqcnBwAgMViIVLWyGKxAACGhoYIghw4cAAAUFRU1NLSIrHG4uJiTU3NhQsXqqur//jjj+PHj/80a2xubv5Aazx37hyCIBcuXAAAxMXFIQiCx+PHjRunrq6+fPlyAIBkClhPT88ga3z27JnkrmL27NnS1gjnlKHWiArVv0/S1tjR0ZGSkrJo0SLpTFguLi5tbW2dnZ0fao19fX0xMTEvX76Ec23mzZsHAJB0sEgkEgDg1atX0pUoKSmR/H5BwZxYbw8AwO7du5F3vcaoqCgnJyf4g44gSHBwsOTp3fnz5/+MNaqoqLDZ7O+//15NTS0oKEhiNnBUMDs7W3ov6EZ2dnYIgsyYMQPWtqKiYlCvMTU1Fc5jhMNuvr6+AABnZ+ewsLBffvnlxo0b7e3tZWVlAAB1dXXkXR/3z1tjY2MjHMOEk5tg/0ZijdOnTw8JCdmxYwc8TTc3N3iOYrEYQZAvv/wSPhkdUmlpaQCAkydPIghiZmY2sjVu27YNVgZ+j2vWrEEQ5Pnz5wAAOLq7du1aAIDEGnNzcx0cHBwcHAoKCoargESDrPHJkyeSYhcvXvzNN98gQ1kjn8+HlVm4cCGCIDweT9oaEQSZPHnytGnTJC/h4AccNJ47d+4PP/wgmZaFx+MBAIMenKNChepfIGlr7OnpodFoJ06cOPtOOjo6169fh9M2P8IaIyIifvvtt7Vr1+rq6o4ZM+bu3bs9PT0FBQW6urqrVq2CvQddXd2KioqBgQF9ff09e/YAAKZMmaKrqwt/g0gk0rhx47S1tY8ePQoA2Lx5M4Ig+vr6AADYk/3+++8BAL29vWVlZbt27ZozZ46uru6vv/4KABAIBPBZo5ycHIIgdnZ2ksHGIXX58mU4Yvbq1aucnBwAwIIFC0pKSnbs2CEvL6+rq/uf//xH4rh6enq6urq6urorVqxQUlKCUxldXFy+/PLLCxcu7N27V+JGZ86cAQBERkYiCALvMhAEgc/hoG0oKysDAAoLC9vb28+dO/fDDz/o6uoqKCgAAOBYtoyMDNwrLi4OAHDs2LHhTgEaKrw/gN2gqqqq5uZmbW3tCRMm6OrqwvsdOLn3p59+GjNmTF5enp+fH/RUMzOz8PDwyZMn79u3D95ezJ07d7hj1dXVHT9+fNKkSbq6ujDnNXSjb7755quvvkIQBA7Swiejvr6+v/zyy+HDh3V0dMC7GaopKSmrV69WVFTU1dUdO3YsAEAyY9nW1lZyRzbqtTvIGhMSEpYvX75hwwY4cAqbLjExEQBw5MgRBEHgqDIcUDU0NBw7dqyuri78Fh4+fIggiL29PTx9AMDFixfh7VRMTMzixYtVVVVhsV9++WVPT09xcTG8BgAA69at09XVlYxgo0KF6l+gQQOqQ87b/7hnjXBANT093cLCwsTERDJ2Wl5ebmJiYmVlhcViLS0tTUxM3rx5MzAwYGVlZWZmhsVi7ezsTExMkpKS4OeDgoKeP39uamqKxWIjIiIQBElJScFiseXl5QiC0Gg0CoUC52HW1tba2tqamJjY29tjsVj4vBSLxcJBsNzcXCwWC4dDh1RSUhIWi4XzVnp7e7FYLJwFU11dbWNjIym2paWlq6vL3NzcxMQEnoh0z8bb29vExASeCPzxjY+Px2KxNTU1CIKQSCTYESwtLcVisWlpaQiCMBgMLBYLO2p9fX2Ojo4mJibW1tZYLBZOW/X29oaDdXV1dVgsdoQFnYWFhVgsNjMzE0GQkJAQWFsEQbq7ux0cHCTFwp9vT09PyfQouCNcfMnhcMzMzExMTLBYLOxfDqeOjg57e3sTExMbGxssFltZWYkgiLu7O5wCU1lZicViYecMQRAWi2Vqavr8+XMsFgsn9CIIIhQK4TXg5OREJpMl63Dy8/OxWCwWiy0qKhqhAlCtra3jxo2Tl5eXbMnKyoJXnbOzM6yMSCTCYrHR0dEIgsTExEi+EQRBcDiciYmJhYUFFouFtzienp4mJiYuLi4uLi4mJiaSsY20tDRJsTQaDZ7joIu5urp61AqjQoXqv0XDLd7441qOj56GgwrVX6qOjo6xY8dKZqiiQoUK1ecStMa+vr7mEdXZ2SkQCFBrRPWPkKGhoaKi4po1a6ZMmZKcnPz/XR1UqFD929TX11dfX/+B1qivr49aI6r/fxUVFaWkpKSkpMBVoahQoUL1eTUwMCAQCGg0GpVKdR9e8AP6+vocDge1xiHU399fVlb2+vXrz15yT09PWVlZbW3tZyyzr6+vrKxM8tRtZDU0NJSVlUkeB6JChQrVv14dHR2mpqb6+vp3RtODBw8uXbrE5XI/yBrr6uqio6M5HE5qauoIh+/t7Y2OjubxeKmpqZ93jl9XV1dqauqHzOb4LGpoaBh5YucnC06a3bZt22css7KyEgCwevXqP77V29ubmpqam5sr2XLu3DkAAJpfAhUqVP87gv2HysrK16MJTthkMBijWGNvb29JScmuXbsWLlwIF+w7OTlJlvwPUltbm6amJpwEP8LihE9QbW2tZEHk36MjR47o6+t/9mLb29sPHjxobm7+GcscGBg4ePAgjOU2SP39/UAqDjiCIDQa7eDBg0Kh8DNWABUqVKj+yerr64OhpPtHFIIgBQUFN2/e/KDw4jD4Fuxn3Lx58+jRo3A4rrGx0dXV1dLSUrK6AAqmZRhkjRQKxdLS0sbGRpLcMSMjg0Kh2Nvb43A4Ozs7uDYDebcSwNLSEofDwUglHR0dMD6AvLw8fGtQLgVppaamUigUOzs7S0tL6VgEAoFAUqx0iB8CgWBpaenk5EShUGCvlEajWVtbBwQESIKQfRbBJSh2dnaBgYGSNS0JCQkUCgWukafRaDDWaElJCYVCcXJysrS0hFHdoV6/fg1PwdnZWTLYSyQSbW1tAwMDYVwYiaKjo21tbWFcNAwGgyBIdna2paUlmUwODAz8tIA1qFChQvXfqA9MStXR0fGhSan6+vo4HM7cuXP3798v7X+VlZWHDh2aPn26jo7OlClTjh8/LlkKBgOsDIqh+vDhQx0dnT179kycOBGmUzAwMAAAqKio/PLLL2pqauPGjYPh4hISEnR0dHR0dGRkZE6fPl1bW9va2nr8+HEAADycjo7OCOOBV69ehVEFdHR0xowZY2lpCbMURUdHw30nTpx49uxZuOrz+vXr48aN09HRWbZsmWRl+tOnT2Fogjlz5nzG76a3t1cSD2HLli1wIzxQQkICgiAAgN9++w1BEBgje8mSJTo6OuPHj7969SpM01FUVARPQV5eXl1dHYZsNTIygrFPYYxZKDqdPmXKlF27dmlra0sCxcXExOjo6MycORMAgGafRoUK1f+OPv+6RtjBio+PnzRpkoaGRkdHB/wAm82WBIKB8UUla9iHDC8OBUO+qaioIO8CxcXExBw5ciQlJeXnn3/+9ddfpT8MQ5nA2fwikQgAsHfv3lGbAAaKg0vUJ02aNG7cuEFpbGEQtYKCArFYDABQVlZG3gWgkY6fOXbs2CVLlox6uI/VmzdvAACamprwJXzyB89REgsGpoGE0Vu2bNkCACgpKZEuBAaKg/FFkXetKkkRhSAINGC4eP/LL79cvny55C0YhOjzdohRoUKF6p+sv3DJf3Jy8vfff79lyxa4JSoqCgAgKyu7a9euSZMmgXeBnpFhrNHIyGj37t0wIigMLw6tMTQ0dO/evRwOZ+LEiTASSmpq6v79+3ft2jV16lQAAIztUlBQAN6l7BhZ0BphwB3p0NLx8fH79u3btWsXjD9XXFwMk1LBhE0wpJnEGhsbG8eOHTtqwopPEExm+SHWKB1DFc5pqqqqOnjw4K5du2AkW0lmwaqqKgDAxo0bJUeB9p+VldXd3T3IGmEgPdQaUaFC9b+jvzYaTnZ29vjx42GfLzY2FgCwfft2f39/FovF4XAkuXmlE1ZAwUFOMpkMk1LBdLUSa9TU1GSz2RMnTly1alV6evrs2bNhqkWYMQRaY35+PgBg165dozYBtEY44jpp0iQZGZmBgYGkpKSZM2fu2LHD399/zZo10tYIMy/CFCISa2xpaRk7dqyCgsKf/D7+qEHWCIORwnMcwRpra2vr6uoWL148d+5cf3//w4cPS1sj7InC7i8UHKcVCoUDAwODrBF+F4MeTKJChQrVv1if3xoHBgZIJNLSpUv9/Pz6+vqmT58Oo04nJSV9+eWX0uk1EAQZGBhobm6OjIwEAOzbt08sFsPxWJiQobGxUTorBcyBEBQUdOjQIS6X+913361YsQJmB4TBrPfv3w8AgBFKCwsLx44du2nTJngCI6y2hNYYGBgoFot//PFHWVlZBEHodDoA4Pbt2wiCaGhowDjgzc3NX3311fLly8ViMUw6Aa2xtbUV1nPu3LmwsSSFnzx5cunSpZs3b5be+FEaZI0wyDWXy4WjuzCEOpVKBe/SR8DskiKRCKYBgQ8p4V0FzBHR0tIC5z2tWrVKLBbDGVLQcWNjY+vq6gAAMGNld3e3WCw+ffo0vCNpbm6GT2ERBGEwGPPnz0dz3KNChepfqc9vjT09PfX19To6OnPnzsVgMLNnz4ZdHJhRfdasWRgMBoPBwIjPra2tmzZtWrJkiYyMjKysLAaDcXd3RxCktrZWSUlp2bJlCgoKcHINgiBmZmYyMjJhYWH19fX19fUzZszYsGFDV1cXDoebPXs2BoORlZWVkZERCAQIgvT29tLp9BkzZsDDjZA5CM6nhbWdP38+nKvS2dlpb28vJyeHwWBmzpwpIyOTn5/f39/P4/GmTZuGwWCmTZsGAIBxuk+cOLFs2TIZGZmpU6diMJhHjx5JCofP8MaMGdPa2vpp39Aga2xsbDx48ODixYsxGMzkyZNVVVURBPH395eRkXF0dIRHlJGRef36dV9fn6QF5syZA5sOQZC9e/fCVp0+fToGg7G0tEQQpKGhYc+ePUuWLMFgMDIyMnAZZVBQEPwGZWRkFi1apKSkJJmn6ufn9+2333777bcUCuXTzgsVKlSo/rH6qwZUe3t76+vra2trpSepIgjS2NhYW1tbW1sLe4cDAwMikUgkErW0tDQ1NdXW1kryxHZ0dNTV1dXV1bW0tMAuV1dXV0tLi2SJZEtLi8RvYLFNTU0tLS3Sk2hgmbW1tSN02mCv0dPTE05t/WNtBxU7MDDQ2dkJE+fCKbKNjY2wnmKxuLa2VjJQjCBIamrqDz/8sGTJkk/uNcLl+ZIZqgiCdHd3i0Qi2LawuXp6elpaWmDLt7e3S9cWtkBDQ4Ok6RoaGqRrKznlrq6uQcV2dnbW1tY2Nja2tLSIRKK6ujpJsb29vS0tLS0tLT09PZ92XqhQoUL1jxWaeQO5cuUKAAD2qEZWZ2cng8FgsVgsFuv06dMyMjIwVeEIunr1qpKSkiQf4UcpKioqJCQEPtS8c+fOJ5SAChUqVKg+Qag1IhQKZe/evfAJ5ciqr6/X1NTcvn379u3bNTQ0goOD/9KKXbp0afv27erq6g8ePPhLD4QKFSpUqKSFWiMqVKhQoUL1niSB4jpHVH9/v1Ao/KBAcaNaI5vN8wHKbwAAIABJREFUNjY2hrNdPpfi4uKMjY1hmvuR1d3d/ezZMzs7u8949H+IWCyWsbHx3xZR/W+TSCQyNjaWxCv4n1VOTo6xsXFkZOT/d0X+J9TQ0GBsbIzOMvuf1cDAQF1dXWZmZnJycsrwSk9P5/F4hoaGn8EaL168CADw8vL6jKfx4MEDAICzs/Mf34qOjr5w4QKPx4MvW1tbAQDffvvtZzz6P0Ta2tpwFcqHfFgsFl+4cAGHw0lvNDMzO3z48NGjR+ESyX+IBALBoDwhL1++PHTo0Llz5+7evTtc5PpP05MnTy5dujRqBq78/PwLFy58+DX84MGDa9eu/ckpS3CJDlyn9OfV1NR04cIFCwuLj9qrp6dHT0/v/v37n6UOf7Xa2touXLhgYmLyCfvCmeF/RRAPVP8V6urqsre3v3Llip6enp6e3vXr169fvw7/GPSvvr7+6dOnIyIisrKy/pQ1FhcXs1isT5uZMpwqKytZLJYkKKu0YIw0KysryRY2my2JUfdvUmFhIYvF+pA44M3NzTAywM6dOyUbHz58CBvK1tb2iy++ePz48V9Z2Y9Qd3c3i8WSfhgcHh6OxWIBAF999dXnHcCfPn06AKCtrW3kj4WHhwMAtLW1P7BYGP7pT1a1vr6exWJ9rlEBuOx12bJlH7VXd3c3AODnn3/+LHX4q9XU1CRZ+/ux6unpYbFYKSkpn71WqP4r1N3dHRMTk5CQEBcXl5iYGB8fHx8fn5iYGBcXl5SUFBsbm5SUJHkrISGhoqKCz+d/ojVyuVwlJSU1NTUNDQ0Ys7S1tVVZWRnm3GAwGIqKijD3xbVr1xQVFZWUlJSUlC5evCgpwdzcHG7csmVLU1MTgiB8Pl9JSWnTpk0aGhrSY00VFRXwk3JycpI44Lq6ukpKSjt37hz11js2NlbxnZSUlBQVFWFU0pKSEskWMpkMP3zmzBnJRiUlJXiXamNjIzmFXbt2wcUbXC5XUVGRSCQiCHLz5k1FRUWRSNTU1LRx40ZJCZK+yOHDh+GyxZycHEVFRUleKkNDQ1islpYW7IiwWCxJw8JVpCPoyJEjMAsYAODIkSOS7TDoT0VFxb59+waFkZMWbAFJbSVzdFtaWnbs2AErJrlPf/DggaQRpDOr4HA4uFFRUXHr1q1isRhBkMTEREmxioqK8ES0tLQ2bNigoaHx/PnzQTWZMWPGxIkTpa83R0dHWKyysvKbN28QBBEIBNK1HXk08ubNm999990XX3yxZs0aJSUlAwMDuN3a2hoWu3nzZnjnAYNUwP8Dz58/X716dU5OznDFXr169dtvvx0zZszatWuVlJTu3bsHt5uamsJiB7UAXBF0586dlStXFhQUIAhSXl6upKSkoqKioaEhPbB85MgRWIKenh7c4uDgoKioCP9zNTU1KSoq6ujoIAgSEhIiaXCYhaaqqurrr7/+8ccf4UYqlTpCyyAIcv/+fSUlpbVr144ZMwbGYEIQxMfHR1IsTFtWXV29YcMGSYNLp7IZUgYGBkrvBG81WCyW9P8mFRUV+FVmZGRIriUlJaWRIxfq6ekpKSmtXr0aALB27Vq4kUAgSGoLIykWFRUpKirChcjW1tYrV66EKW72798Pr7onT56MXH8fHx9JrTZs2FBVVQW3x8fHS47FZrPhxvr6+s2bNyspKa1bt+7Fixd9fX1w+7lz56RbAEEQGo2mqKjI4/H6+vr27t27fv16yao2VP9M9fX1xcfHf6I1NjQ08Pn8I0eOAABgMg14Wzdz5kzkXcBuMzMzBEFWrlwJ45oGBAQAAC5dugRLeP36tUAgyMrK+uGHHzAYTE9PT3NzM5/Ph4O00HIQBGlsbJw5c+b06dP5fD6MoQNDbwuFQh6PBwCYNm3ayOcpOa6Wlta9e/eWL18+a9asnJycmTNnzp07VyAQ3Lx588cff4SJsebMmQMAsLOzW7VqlZWV1ddff00gEAwNDeEYL5/P//LLL6HJvXr1CgAAx6M2btwIAKiqqoKpJRcuXMjn88+fP//TTz/R6XQEQWBIWARB4uPjAQAnT56EdSsvLxcIBAkJCTDwHoIg9fX1fD4fBgMadRVKVlZWcnJyYGAgAODQoUOS7WpqagAAgUAwZcqUEcLPZmVlwZ8bPp9/6NChX375BQ5W9/X1CYVCgUBgZ2f39ddfw5E6GEjI19cXesnBgwcRBPHw8Pj+++8NDQ35fD48x46OjsLCwl9//VVFRYXP52tpaQEAWCwWgiAZGRleXl4AgK1bt0pXY2BgYNq0ab/88ov09VZTUyMQCAQCweTJk+fPn48gSGJiIgBg27ZtfD5/x44dMjIyI/QD8vPz58yZ89VXX3G5XD6fD20JQZDq6mpY7MSJE2EEeRj1UF9ff2BgYOfOneBdePohlZubO3369G+//TYqKorP5xcWFiIIYmNj880339jb2wsEgu+//x5mQWEymQCAW7duOTo6Tpw4EQAAbayzs5PP5z979gwAcPfuXUnJBQUFAoEAXlQ3b95E3q1EYjAYurq6cXFxAADYDo2NjfAU1qxZM2XKlKqqqoaGBhgRkM/nX758WXIxD6knT56MGTMGi8Xy+fzvvvtOkrK7vr4eFqugoDBt2rS6urrXr18DAJYsWcLn88+ePTthwgR4MQ8pmEuHQqHA/9TZ2dnIu98BQ0PDrVu3Pnv2DEbzyMzM/OWXX9asWQMPl5qa2tjYOFyxMCC+p6cn/JokGWZqa2vh7rNmzZoxY0ZHRwcMC3XgwAFPT08YKpnJZCIIkpmZ6ePjM8INokRwffPdu3f5fP6UKVNmz54N73JaWlrgsfbu3Ttp0iR41SkoKEyY8H/t3XtwlNX9x/FjgEAgCdpYMVgDpqWxDDSi0pURx5kylVZLRK0TpzLj5sI1GMI+ZcTWUlEQFepD0sbpAMNFtBkK1OHSdkyUXhxEEWpIFaFFFxJChHAxJGyu5Pz++P5yZs8mLESt0mffrz8ykIXNJtnd73PO+X7OuXL37t3PP//8Nddcs2rVKrmTQ4cO/etf/5LfvuyXKb/rVatWOY4zYMCAlJSUiIA4/ts6O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/><br />Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-43896396685521587202012-12-08T03:28:00.001-08:002012-12-08T03:28:26.110-08:00Program Fungsi String Pada C++<div style="font-family: Arial,Helvetica,sans-serif;">
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
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:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
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-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal;">
<b><span style="font-size: small;"><br /> </span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">#include <iostream.h></span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">#include <conio.h></span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">#include <string.h></span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">void mengembalikannilai ()</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan kata yang
diinginkan:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strrev (kata1);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"kebalikan kata
yang diperoleh adalah :";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">void panjangteks ()</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan kata yang
diinginkan:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">panjangteks:strlen (kata1);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"panjang kata
adalah :"<<panjangteks;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">void keluar ()</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"terima
kasih";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">void main ()</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char pil;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">do</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"-------------------Menu-------------------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 1.
mengembalikkan kata------------------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 2. memperbesar
dan memperkecil huruf----\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 3. panjang
string-----------------------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 4. mengkopi
kata------------------------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 5. menggabungkan
kedua kalimat----------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"| 6.
keluar-------------------------------\n";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">switch (pil)</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">{</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case '1':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">mengembalikan kata ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case'2':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char string1 [40]=
"aBcDeFGhij";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strupr (string1);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strlwr (string1);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case '3':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">panjang string ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case '4':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan kata1
:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcpy (kata2,kata1);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<< "kata 1 adalah
"<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<< "kata 2 adalah
"<<kata2<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case'5':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata1 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">char kata2 [100];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">clrscr ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata1:";cin>>kata1;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"masukkan
kata2:";cin>>kata2;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">strcat<<"(kata1,kata2);</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"penggabungan kedua
kalimat adalah "<<kata1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">case'6':</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">keluar ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">default:</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">cout<<"tidak ada
pilihan!";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">break;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">while (pil !='6');</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">#include
<iostream.h>//pemanggilan cin</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">#include
<conio.h>//pemanggilan getch</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">#include <string.h>//untuk
dapat menggunakan string</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">int main(){</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> char nama_1[20];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> char nama_2[20];</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> //input string</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">
cout<<"Masukan nama pertama : ";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">
cin.getline(nama_1,sizeof(nama_1));</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">
cout<<"Masukan nama kedua : ";</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">
cin.getline(nama_2,sizeof(nama_2));</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> cout<<"Nama
pertama : "<<nama_1<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> cout<<"Nama
kedua : "<<nama_2<<endl<<endl;</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;"> getch ();</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-size: small;">}</span></b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
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Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-74409999541488895842012-12-08T03:24:00.000-08:002012-12-08T03:24:19.649-08:00program array pada pascal dan C++<!--[if !mso]>
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PROGRAM ARRAY C++</div>
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#include <stdio.h></div>
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#include <conio.h></div>
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//Pendeklarasian tipe data baru struct Mahasiswa</div>
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typedef struct Mahasiswa{</div>
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<span style="mso-tab-count: 3;"> </span>char
NIM[9];</div>
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<span style="mso-tab-count: 3;"> </span>char
nama[30];</div>
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<span style="mso-tab-count: 3;"> </span>float
ipk;</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>};</div>
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main()</div>
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{</div>
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<span style="mso-spacerun: yes;"> </span>//Buat variabel mhs
bertipe data Mahasiswa</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>Mahasiswa mhs;</div>
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<br /></div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("NIM =
");scanf("%s",mhs.NIM);</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("Nama =
");scanf("%s",mhs.nama);</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("IPK =
");scanf("%f",&mhs.ipk);</div>
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<br /></div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("Data Anda : \n");</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("NIM : %s\n",mhs.NIM);</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("Nama : %s\n",mhs.nama);</div>
<div class="MsoNormal">
<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>printf("IPK : %f\n",mhs.ipk);</div>
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<span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span>getch();</div>
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}</div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Input
program,</span></b></div>
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<img alt="" 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" /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Logika
program</span> </b></div>
<div class="MsoNormal">
Setelah program selesai dibuat maka program akan memanggil
library var mhs bertipe data mahasiswa. Kemudian program akan cetak<span style="mso-spacerun: yes;"> </span>char NIM[9];</div>
<div class="MsoNormal">
<span style="mso-tab-count: 2;"> </span>char
nama[30];</div>
<div class="MsoNormal">
<span style="mso-tab-count: 2;"> </span>float
ipk;</div>
<div class="MsoNormal">
selanjutnya program berjalan<span style="mso-spacerun: yes;">
</span>akan cetak lagi </div>
<div class="MsoNormal">
("NIM = ");,program akan baca NIM mahasiswa</div>
<div class="MsoNormal">
("Nama = ");,program akan baca Nama Mahasiswa</div>
<div class="MsoNormal">
("IPK = ");,program akan baca IPK Mahasiswa.</div>
<div class="MsoNormal" style="margin-left: 0in; text-indent: .25in;">
("Data Anda :
\n");</div>
<div class="MsoNormal">
("NIM : %s\n",mhs.NIM);</div>
<div class="MsoNormal">
("Nama : %s\n",mhs.nama);</div>
<div class="MsoNormal">
("IPK : %f\n",mhs.ipk);</div>
<div class="MsoNormal">
Program selesai.</div>
<div class="MsoNormal" style="margin-left: 0in; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%; mso-bidi-font-size: 11.0pt;">Output program </span></b></div>
<div class="MsoNormal" style="margin-left: 0in; text-indent: 0in;">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal">
PROGRAM ARRAY PASCAL</div>
<div class="MsoNormal">
LISTING PROGRAM ARRAY</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Uses Crt;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
VAR</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
A, N, Jml_Nilai
: Integer;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Nilai :
ARRAY[1..10] Of Integer;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Nil_Rata :
Real;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
BEGIN</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
ClrScr;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn('Program
Latihan Array');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn('=====================');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Write('Masukan
Banyak Data : ');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
ReadLn(N);</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
FOR A := 1 TO N
DO</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Begin</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Write('Nilai
Ke- ',A,' = ');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
ReadLn(Nilai[A]);</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
End;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Nil_Rata := 0;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Jml_Nilai := 0;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
FOR A := 1 TO N
DO</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Begin</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Jml_Nilai :=
Jml_Nilai + Nilai[A];</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Write('Nilai
Ke- ',A,' = ',Nilai[A]);</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
End;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Nil_Rata :=
Jml_Nilai / N;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn('');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn('Jumlah
Nilai<span style="mso-spacerun: yes;"> </span>: ',Jml_Nilai);</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
WriteLn('Nilai
Rata-Rata : ',Nil_Rata:5:2);</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
ReadLn;</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
END.</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
INPUT PROGRAM </div>
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<img alt="" 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" /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
LOGIKA PROGRAM </div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
Setelah program
selesai program akan memulai akan memanggil variable bertipe data A, N,
Jml_Nilai : Integer; Nilai : ARRAY[1..10] Of Integer; Nil_Rata : Real;.
Selanjutnya program akan cetak</div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left; text-indent: -.25in;">
<span style="mso-spacerun: yes;"> </span>('Program Latihan Array');</div>
<div align="left" class="MsoNormalCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; text-align: left; text-indent: 0in;">
<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>('=====================').
Program meminta kita untuk memasukan <span style="mso-spacerun: yes;"> </span>banyak data. Program akan melakukan
pengulangan . selanjutnya program akan melakukan pengdeklarasian tentang jumlah
nilai dan nilai rata rata. Program selesai.</div>
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Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-18611579160702315102012-12-08T03:21:00.001-08:002012-12-08T03:21:15.208-08:00string<div style="text-align: justify;">
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Fungsi-fungsi String<br />
2. Fungsi-fungsi Date<br />
3. Fungsi-fungsi Konversi<br />
4. Program Permainan<br />
Semoga bahasan ini menjadi menarik dan bermanfaat untuk Anda semua.<br />
FUNGSI-FUNGSI STRING<br />
Berikut ini adalah fungsi-fungsi untuk memanipulasi data String. Jalankan
aplikasi<br />
Pascal Anda, ketikkan kode berikut:<br />
PROGRAM MANIPULASISTRING;<br />
USES CRT;<br />
a. Lower Case<br />
Fungsi ini akan mengubah string yang diinputkan menjadi Lower Case (huruf
kecil).<br />
Ketikkan fungsi berikut ini:<br />
b. Upper Case<br />
Fungsi ini akan mengubah string yang diinputkan menjadi Upper Case (huruf
besar).<br />
Ketikkan fungsi berikut ini:<br />
c. Proper Case<br />
Fungsi ini akan mengubah string yang diinputkan menjadi Proper Case (huruf
besar<br />
untuk huruf awal setiap kata). Ketikkan fungsi berikut ini:<br />
<br />
FUNCTION LCASE(S:STRING):STRING;<br />
VAR I:INTEGER;<br />
BEGIN<br />
FOR I:= 1 TO LENGTH(S) DO<br />
IF (S[I] >= 'A') AND (S[I] <= 'Z') THEN<br />
INC(S[I], 32);<br />
LCASE := S;<br />
END;<br />
FUNCTION UCASE(S:STRING):STRING;<br />
VAR I:INTEGER;<br />
BEGIN<br />
FOR I:= 1 TO LENGTH(S) DO<br />
IF (S[I] >= 'a') AND (S[I] <= 'z') THEN<br />
DEC(S[I], 32);<br />
UCASE := S;<br />
END;<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
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<br />
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<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle">
Untuk mencoba fungsi-fungsi di atas,
ketikkan program utama sebagai berikut:<br />
{program utama}<br />
BEGIN<br />
CLRSCR;<br />
WRITE(LCASE('Created By vian sastra '));<br />
WRITE(UCASE('Created By vian sastra '));<br />
WRITE(PCASE('Created By vian sastra '));<br />
READLN;<br />
END.<br />
<br />
Lihatlah tampilan pada layar monitor Anda!<br />
Baris pertama, tiap kata ditulis dengan huruf kecil, baris ke-2 tiap kata
ditulis dengan<br />
huruf besar, dan baris ke-3, tiap kata hanya huruf awal saja yang ditulis
dengan huruf<br />
besar.<br />
FUNCTION PCASE(S:STRING):STRING;<br />
VAR I, J:INTEGER;<br />
BEGIN<br />
IF (S[1] >= 'a') AND<br />
(S[1] <= 'z') THEN<br />
DEC(S[1], 32);<br />
FOR I:= 2 TO LENGTH(S) DO<br />
IF (S[I] >= 'A') AND<br />
(S[I] <= 'Z') THEN<br />
INC(S[I], 32);<br />
FOR I:= 2 TO (LENGTH(S)-1) DO<br />
IF (S[I] = ' ') THEN<br />
BEGIN<br />
J := I;<br />
IF (S[J + 1] >= 'a') AND<br />
(S[J + 1] <= 'z') THEN<br />
DEC(S[J + 1], 32);<br />
END;<br />
PCASE := S;<br />
END;<br />
<br />
<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpLast">
FUNGSI-FUNGSI DATE<br />
Berikut ini adalah fungsi-fungsi untuk memanfaat sistem date dari unit Dos,
untuk<br />
menampilkan tanggal atau hari sesuai data pada sistem komputer. Jalankan
aplikasi<br />
Pascal Anda, ketikkan kode berikut:<br />
<br />
PROGRAM TAMPILTANGGAL;<br />
USES CRT, DOS;<br />
(* FUNGSI UNTUK MENGKONVERSI<br />
NILAI INTEGER MENJADI STRING *)<br />
FUNCTION INTTOSTR(I: LONGINT): STRING;<br />
VAR<br />
S: STRING[12];<br />
BEGIN<br />
STR(I, S);<br />
INTTOSTR := S;<br />
END;<br />
<br />
a. Menampilkan Tanggal Sistem<br />
Fungsi ini akan menampilkan tanggal dari sistem komputer Anda.<br />
b. Menampilkan Nama Hari<br />
Fungsi ini akan menampilkan tanggal dari sistem komputer Anda.<br />
<br />
FUNCTION TANGGAL:STRING;<br />
VAR<br />
Y, M, D, DOW : Word;<br />
BEGIN<br />
GETDATE(Y,M,D,DOW);<br />
TANGGAL := INTTOSTR(D) + '-'<br />
+ INTTOSTR(M) + '-' + INTTOSTR(Y);<br />
END;<br />
FUNCTION HARI_INI:STRING;<br />
CONST<br />
DAYS : ARRAY [0..6] OF STRING[9] =<br />
('MINGGU','SENIN','SELASA',<br />
'RABU','KAMIS','JUMAT',<br />
'SABTU');<br />
VAR<br />
Y, M, D, DOW : Word;<br />
BEGIN<br />
GETDATE(Y,M,D,DOW);<br />
HARI_INI := 'HARI INI : ' + DAYS[DOW] + ', ';<br />
END;<br />
<br />
Untuk mencoba fungsi-fungsi di atas, ketikkan program utama sebagai berikut:<br />
(* program utama *)<br />
BEGIN<br />
CLRSCR;<br />
WRITELN(HARI_INI, TANGGAL);<br />
READLN;<br />
END.<br />
Lihatlah tampilan pada layar monitor Anda!<br />
<br />
FUNGSI-FUNGSI KONVERSI<br />
Berikut ini adalah fungsi-fungsi untuk mengkonversi suatu nilai ke nilai lain.
Jalankan<br />
aplikasi Pascal Anda, ketikkan kode berikut:<br />
<br />
PROGRAM KONVERSI;<br />
USES CRT, STRINGS;<br />
VAR MASUKAN : INTEGER;<br />
(* FUNGSI UNTUK MENGKONVERSI<br />
NILAI {INTEGER} MENJADI STRING *)<br />
FUNCTION INTTOSTR(I: LONGINT): STRING;<br />
VAR<br />
S: STRING;<br />
BEGIN<br />
STR(I, S);<br />
INTTOSTR := S;<br />
END;<br />
<br />
a. Konversi Desimal ke Angka Romawi<br />
Fungsi ini akan mengkonversi suatu nilai bilangan (decimal) ke angka Romawi.
Contoh:<br />
1234 menjadi: MCCXXXIV.<br />
(* FUNGSI UNTUK MENGKONVERSI<br />
BILANGAN DESIMAL MENJADI ANGKA ROMAWI*)<br />
FUNCTION CONVROMAN(INTANGKA : INTEGER): STRING;<br />
VAR<br />
I: INTEGER;<br />
INTSERIBU, INTLIMARATUS : INTEGER;<br />
INTSERATUS, INTLIMAPULUH : INTEGER;<br />
INTSEPULUH, INTLIMA, INTSATU : INTEGER;<br />
STRSERIBU, STRLIMARATUS :STRING;<br />
STRSERATUS, STRLIMAPULUH : STRING;<br />
STRSEPULUH, STRLIMA, STRSATU : STRING;<br />
STRROMAWI : STRING;<br />
BEGIN<br />
I := 0;<br />
STRROMAWI :='';INTSERIBU := 0;<br />
INTLIMARATUS := 0;INTSERATUS := 0;<br />
INTLIMAPULUH := 0;INTSEPULUH := 0;<br />
INTLIMA := 0;INTSATU := 0;<br />
STRSERIBU :='';STRLIMARATUS :='';<br />
STRSERATUS :='';STRLIMAPULUH :='';<br />
STRSEPULUH :='';STRLIMA :='';<br />
STRSATU :='';<br />
(*===============================*)<br />
INTSATU := INTANGKA;<br />
INTSERIBU := INTANGKA DIV 1000;<br />
INTSATU := INTSATU - (INTSERIBU * 1000);<br />
INTLIMARATUS := INTSATU DIV 500;<br />
INTSATU := INTSATU - (INTLIMARATUS * 500);<br />
INTSERATUS := INTSATU DIV 100;<br />
INTSATU := INTSATU - (INTSERATUS * 100);<br />
INTLIMAPULUH := INTSATU DIV 50;<br />
INTSATU := INTSATU - (INTLIMAPULUH * 50);<br />
INTSEPULUH := INTSATU DIV 10;<br />
INTSATU := INTSATU - (INTSEPULUH * 10);<br />
INTLIMA := INTSATU DIV 5;<br />
INTSATU := INTSATU - (INTLIMA * 5);<br />
(*=================================*)<br />
FOR I := 0 TO INTSERIBU-1 DO<br />
STRSERIBU := STRSERIBU + 'M';<br />
IF INTSERATUS <> 4 THEN<br />
FOR I := 0 TO INTLIMARATUS-1 DO<br />
STRLIMARATUS := STRLIMARATUS + 'D';<br />
FOR I := 0 TO INTSERATUS-1 DO<br />
STRSERATUS := STRSERATUS + 'C';<br />
IF INTSERATUS = 4 THEN<br />
IF INTLIMARATUS = 1 THEN<br />
STRSERATUS := STRROMAWI + 'CM'<br />
ELSE<br />
STRSERATUS := STRROMAWI + 'CD';<br />
IF INTSEPULUH <> 4 THEN<br />
FOR I := 0 TO INTLIMAPULUH-1 DO<br />
STRLIMAPULUH := STRLIMAPULUH + 'L';<br />
FOR I := 0 TO INTSEPULUH-1 DO<br />
STRSEPULUH := STRSEPULUH + 'X' ;<br />
IF INTSEPULUH = 4 THEN<br />
IF INTLIMAPULUH = 1 THEN<br />
STRSEPULUH := STRROMAWI + 'XC'<br />
ELSE<br />
STRSEPULUH := STRROMAWI +'XL';<br />
IF INTSATU <> 4 THEN<br />
FOR I := 0 TO INTLIMA-1 DO<br />
STRLIMA := STRLIMA + 'V';<br />
FOR I := 0 TO INTSATU-1 DO<br />
STRSATU := STRSATU + 'I' ;<br />
IF INTSATU = 4 THEN<br />
IF INTLIMA = 1 THEN<br />
STRSATU := STRROMAWI + 'IX'<br />
ELSE<br />
STRSATU := STRROMAWI +'IV';<br />
STRROMAWI := STRSERIBU + STRLIMARATUS<br />
+ STRSERATUS + STRLIMAPULUH<br />
+ STRSEPULUH + STRLIMA + STRSATU;<br />
CONVROMAN := STRROMAWI;<br />
END;<br />
b. Konversi Desimal ke Binear<br />
Fungsi ini akan mengkonversi suatu nilai bilangan (decimal) ke basis Binear.
Contoh:<br />
123 menjadi: 1111011.<br />
FUNCTION BINEAR(INTANGKA : INTEGER): STRING;<br />
VAR<br />
INTNILAI :LONGINT;<br />
INTLEN :INTEGER;<br />
J :INTEGER;<br />
STRHASIL :STRING;<br />
STREND :STRING[1];<br />
STRSUB : STRING;<br />
BEGIN<br />
STRHASIL := '';<br />
STREND := '';<br />
STRSUB := '';<br />
REPEAT<br />
INTNILAI := INTANGKA MOD 2;<br />
INTANGKA := INTANGKA DIV 2;<br />
STRHASIL := STRHASIL + IntToStr(INTNILAI);<br />
UNTIL INTANGKA = 1;<br />
INTLEN := LENGTH(STRHASIL);<br />
STREND := IntToStr(INTANGKA);<br />
FOR J := INTLEN DOWNTO 1 DO<br />
STRSUB := STRSUB + COPY(STRHASIL, J, 1);<br />
BINEAR := STREND + STRSUB;<br />
END;<br />
c. Konversi Desimal ke Hexadecimal<br />
Fungsi ini akan mengkonversi suatu nilai bilangan (decimal) ke basis
Hexadecimal.<br />
Contoh: 123 menjadi: 7B.<br />
FUNCTION HEXADEC(INTANGKA : INTEGER): STRING;<br />
VAR<br />
INTNILAI :LONGINT;<br />
INTLEN :INTEGER;<br />
J :INTEGER;<br />
STRHASIL :STRING;<br />
STRHEXA :STRING;<br />
STREND :STRING[1];<br />
STRSUB :STRING;<br />
BEGIN<br />
STRHASIL := '';<br />
STRHEXA := '';<br />
STRSUB := '';<br />
STREND := '';<br />
REPEAT<br />
INTNILAI := INTANGKA MOD 16;<br />
INTANGKA := INTANGKA DIV 16;<br />
CASE INTNILAI OF<br />
10: STRHEXA := 'A';<br />
11: STRHEXA := 'B';<br />
12: STRHEXA := 'C';<br />
13: STRHEXA := 'D';<br />
14: STRHEXA := 'E';<br />
15: STRHEXA := 'F';<br />
ELSE<br />
STRHEXA := IntToStr(INTNILAI);<br />
END;<br />
STRHASIL := STRHASIL + STRHEXA;<br />
UNTIL INTANGKA < 16;<br />
INTLEN := LENGTH(STRHASIL);<br />
STREND := IntToStr(INTANGKA);<br />
FOR J := INTLEN DOWNTO 1 DO<br />
STRSUB := STRSUB + COPY(STRHASIL, J, 1);<br />
HEXADEC := STREND + STRSUB;<br />
END;<br />
d. Konversi Desimal ke Nominal<br />
Fungsi ini akan mengkonversi suatu nilai bilangan (decimal) ke huruf nominal. Contoh:<br />
123 menjadi: Seratus duapuluh tiga.<br />
Function DlmHuruf(Var nHuruf:String):String;<br />
Begin<br />
If nHuruf ='1' Then DlmHuruf:='satu' Else<br />
If nHuruf ='2' Then DlmHuruf:='dua' Else<br />
If nHuruf ='3' Then DlmHuruf:='tiga' Else<br />
If nHuruf ='4' Then DlmHuruf:='empat' Else<br />
If nHuruf ='5' Then DlmHuruf:='lima' Else<br />
If nHuruf ='6' Then DlmHuruf:='enam' Else<br />
If nHuruf ='7' Then DlmHuruf:='tujuh' Else<br />
If nHuruf ='8' Then DlmHuruf:='delapan' Else<br />
If nHuruf ='9' Then DlmHuruf:='sembilan' Else<br />
DlmHuruf:=' ';<br />
End;<br />
{-------------------------------------------}<br />
Function Terbilang(Angka:LongInt):String;<br />
var<br />
ChrS : Array[1..10] of String;<br />
StrT : Array[1..10] of String;<br />
Huruf:String;Indeks,Panjang:Integer;<br />
Begin<br />
Huruf:=''; Panjang:=0;<br />
For Indeks := 1 to 10 do begin<br />
ChrS[Indeks]:='';<br />
StrT[Indeks]:='';End;<br />
Panjang:=Length(IntToStr(Angka));<br />
For Indeks := 1 to Panjang do<br />
ChrS[Indeks] :=<br />
Copy(IntToStr(Angka),<br />
(Panjang-(Indeks-1)),1);<br />
If ChrS[8] ='0' Then<br />
Begin<br />
StrT[8] :='';<br />
StrT[7]:=DlmHuruf(ChrS[7]) + 'juta ';<br />
End<br />
Else If ChrS[8] ='1' Then<br />
Begin<br />
StrT[8]:='';<br />
If ChrS[7] = '0' Then<br />
StrT[7]:='Sepuluh juta ' Else<br />
If ChrS[7] = '1' Then<br />
StrT[7]:='Sebelas juta ' Else<br />
StrT[7]:= DlmHuruf(ChrS[7]) +<br />
'belas juta';<br />
End<br />
Else If ChrS[8] >'1' Then<br />
Begin<br />
StrT[7]:=DlmHuruf(ChrS[7]) + 'juta ';<br />
StrT[8]:=DlmHuruf(ChrS[8]) + 'puluh ';<br />
End;<br />
Begin<br />
End;<br />
If ChrS[6] = '0' Then<br />
StrT[6]:=''<br />
Else<br />
Begin<br />
If ChrS[6] <> '1' Then<br />
StrT[6]:=DlmHuruf(ChrS[6]) + 'ratus '<br />
Else<br />
StrT[6]:='Seratus ';<br />
End;<br />
If ChrS[5] = '0' Then<br />
Begin<br />
StrT[5]:='';<br />
If ChrS[4] = '1' Then<br />
StrT[4]:= 'Seribu '<br />
Else<br />
StrT[4] := DlmHuruf(ChrS[4]) + 'ribu ';<br />
End<br />
Else If ChrS[5] = '1' Then<br />
Begin<br />
StrT[5]:='';<br />
If ChrS[4] = '0' Then<br />
StrT[4]:='Sepuluh ribu ' Else<br />
If ChrS[4] = '1' Then<br />
StrT[4]:='Sebelas ribu ' Else<br />
StrT[4]:= DlmHuruf(ChrS[4]) +<br />
'belas ribu ';<br />
End<br />
Else<br />
Begin<br />
StrT[4]:=DlmHuruf(ChrS[4]) + 'ribu ';<br />
StrT[5]:=DlmHuruf(ChrS[5]) + 'puluh ';<br />
End;<br />
If ChrS[3] = '0' Then<br />
StrT[3]:=''<br />
Else If ChrS[3] ='1' Then<br />
StrT[3]:='Seratus '<br />
Else If ChrS[3] > '1' Then<br />
StrT[3]:=DlmHuruf(ChrS[3]) + 'ratus ';<br />
{========================================}<br />
If ChrS[2] = '0' Then<br />
Begin<br />
StrT[2]:='';<br />
StrT[1]:=DlmHuruf(ChrS[1]);<br />
End<br />
Else If ChrS[2] ='1' Then<br />
Begin<br />
StrT[2]:='';<br />
If ChrS[1] = '0' Then<br />
StrT[1]:='Sepuluh' Else<br />
If ChrS[1] = '1' Then<br />
StrT[1]:='Sebelas' Else<br />
StrT[1]:= DlmHuruf(ChrS[1]) +'belas';<br />
End<br />
Else If ChrS[2] > '1' Then<br />
Begin<br />
StrT[1]:=DlmHuruf(ChrS[1]);<br />
StrT[2]:=DlmHuruf(ChrS[2])+'puluh ';<br />
End;<br />
For Indeks := 1 to 8 Do<br />
If Panjang <= Indeks Then<br />
StrT[Indeks + 1] :='';<br />
For Indeks := 8 DownTo 1 Do<br />
Huruf:=Huruf + StrT[Indeks];<br />
Terbilang := Huruf;<br />
Untuk mencoba fungsi-fungsi di atas, ketikkan program utama sebagai berikut:<br />
(* program utama *)<br />
BEGIN<br />
CLRSCR;<br />
WRITE ('MASUKAN ANGKA : ');<br />
READLN(MASUKAN);<br />
WRITELN('ROMAWI = ', CONVROMAN(MASUKAN));<br />
WRITELN('BINEAR = ', BINEAR(MASUKAN));<br />
WRITELN('HEXA = ','&H', HEXADEC(MASUKAN));<br />
WRITELN('TERBILANG = ', TERBILANG(MASUKAN));<br />
READLN<br />
END.<br />
Tampilan akhir program seperti gambar di bawah ini:<br />
<br />
PROGRAM PERMAINAN<br />
Berikut ini adalah contoh pembuatan sebuah program permainan, sulap angka.
Program<br />
ini akan menebak sebuah angka yang dipilih oleh seorang pemain, setelah
menempuh<br />
beberapa wizard. Jalankan Pascal dan ketikkan kode yang banyak ini:<br />
PROGRAM SULAPANGKA;<br />
USES CRT;<br />
VAR I, J, K, L: INTEGER;<br />
YT: CHAR;<br />
NILAI:INTEGER;<br />
FUNCTION CSTR(I: INTEGER): STRING;<br />
VAR<br />
S: STRING[11];<br />
BEGIN<br />
STR(I, S);<br />
CSTR := S;<br />
END;<br />
PROCEDURE TULIS(POSISI:INTEGER; TEKS:STRING);<br />
VAR A, B, C: INTEGER;<br />
BEGIN<br />
A := POSISI;<br />
B := POSISI MOD 10;<br />
C := 1;<br />
IF B = 0 THEN<br />
BEGIN B := 10;C := 0; END;<br />
GOTOXY(B * 8 - 5,<br />
(A DIV 10 + C) * 3 + 1);<br />
WRITE(TEKS);<br />
END;<br />
(* Untuk symbol-symbol seperti : ÉÍÍ,<br />
dapat Anda ganti dengan symbol: # atau lainnya *)<br />
PROCEDURE BIKIN_KOTAK(KOLOM, BARIS: INTEGER);<br />
BEGIN<br />
CLRSCR;<br />
FOR I:= 1 TO KOLOM DO<br />
BEGIN<br />
FOR J := 1 TO BARIS DO<br />
BEGIN<br />
GOTOXY (J * 8 - 7, (I * 3));<br />
WRITE('ÉÍÍÍÍ»');<br />
GOTOXY (J * 8 - 7, (I * 3 + 1));<br />
WRITE('º º');<br />
GOTOXY (J * 8 - 7, (I * 3 + 2));<br />
WRITE('ÈÍÍÍͼ');<br />
END;<br />
END;<br />
END;<br />
PROCEDURE WIZARD7;<br />
BEGIN<br />
CLRSCR;<br />
WRITELN('ANGKA YANG ANDA PILIH = ', NILAI);<br />
WRITELN;<br />
WRITE('INGIN MENGULANG (Y/ESC.)? ');READKEY;<br />
YT := READKEY;<br />
END;<br />
PROCEDURE WIZARD6;<br />
BEGIN<br />
BIKIN_KOTAK(2, 10);<br />
FOR I := 1 TO 19 DO<br />
TULIS(I, CSTR(I + 31));<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := NILAI + 32;<br />
WIZARD7;<br />
{===============================}<br />
END;<br />
PROCEDURE WIZARD5;<br />
BEGIN<br />
BIKIN_KOTAK(2, 10);<br />
FOR I := 1 TO 16 DO<br />
TULIS(I, CSTR(I + 15));<br />
FOR J := 17 TO 19 DO<br />
TULIS (J, CSTR(J + 31));<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
{===============================}<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := NILAI + 16;<br />
WIZARD6;<br />
END;<br />
PROCEDURE WIZARD4;<br />
BEGIN<br />
BIKIN_KOTAK(3, 10);<br />
FOR J := 0 TO 2 DO<br />
FOR I := 1 TO 8 DO<br />
TULIS(J * 8 + I, CSTR(J * 16 + I + 7));<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := NILAI + 8;<br />
WIZARD5;<br />
{===============================}<br />
END;<br />
PROCEDURE WIZARD3;<br />
BEGIN<br />
BIKIN_KOTAK(3, 10);<br />
FOR J := 0 TO 5 DO<br />
FOR I := 1 TO 4 DO<br />
TULIS(J * 4 + I, CSTR(J * 8 + I + 3));<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T'];<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := NILAI + 4;<br />
WIZARD4;<br />
{===============================}<br />
END;<br />
PROCEDURE WIZARD2;<br />
BEGIN<br />
BIKIN_KOTAK(3, 10);<br />
J:=0;<br />
FOR J := 0 TO 12 DO<br />
FOR I := 1 TO 2 DO<br />
TULIS(J * 2 + I, CSTR(J * 4 + I + 1));<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := NILAI + 2;<br />
WIZARD3;<br />
{===============================}<br />
END;<br />
PROCEDURE WIZARD1;<br />
BEGIN<br />
BIKIN_KOTAK(3, 10);<br />
L:= 1;<br />
REPEAT<br />
TULIS ((L + 1) DIV 2,CSTR(L));<br />
L:= L + 2;<br />
UNTIL L > 50;<br />
GOTOXY (5, 15);<br />
WRITE('APAKAH ANGKA YANG ANDA PILIH',<br />
' ADA PADA DERETAN ANGKA DI ATAS (Y/T) ');<br />
REPEAT<br />
YT := READKEY;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
IF UPCASE(YT) = 'Y' THEN<br />
NILAI := 1;<br />
WIZARD2;<br />
{===============================}<br />
END;<br />
PROCEDURE TULIS_NOMOR;<br />
BEGIN<br />
BIKIN_KOTAK(5, 10);<br />
FOR K:= 1 TO 50 DO<br />
TULIS(K, CSTR(K));<br />
GOTOXY(1, 20);<br />
WRITE ('PILIH SEBUAH ANGKA, ',<br />
'TEKAN: Y, KALO MAU TERUS! ');<br />
WRITE ('TEKAN ESC UNTUK KELUAR ');<br />
REPEAT<br />
YT := READKEY;<br />
IF UPCASE(YT) = 'Y' THEN<br />
BEGIN<br />
NILAI := 0;<br />
WIZARD1;<br />
END;<br />
UNTIL YT IN ['y', 'Y', 't', 'T', #27];<br />
{===============================}<br />
END;<br />
(* Program Utama *)<br />
BEGIN<br />
CLRSCR;<br />
TEXTATTR := $1F;<br />
REPEAT<br />
TULIS_NOMOR;<br />
UNTIL YT = #27;<br />
END.<br />
Tampilan program adalah sebagai berikut:<br />
Tampilan<br />
pertama:<br />
Pada wizard<br />
ini pemain<br />
diminta<br />
memilih<br />
sebuah angka,<br />
tanpa perlu<br />
ditunjuk atau<br />
disebutkan,<br />
kemudian<br />
tekan tombol<br />
Y pada keyboard.<br />
Pada wizard ini, pemain mengamati angka-angka yang ditampilkan, jika angka yang<br />
dipilih (pada wizard sebelumnya) ada pada deretan, tekan tombol Y, jika tidak
ada tekan<br />
tombol T<br />
Tampilan dan penggunaan wizard-wizard selanjutnya sama seperti wizard di
samping.<br />
Setelah melalui<br />
semua wizard,<br />
maka akan<br />
ditampilkan<br />
hasil seperti<br />
pada gambar di<br />
samping ini.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">program cobastring;<br />
uses crt;<br />
var<br />
(*pendeklarasian tipe data variable*)<br />
pil,hasil:integer;<br />
s,s1,s2,hasilconcat,x1,x2:string;<br />
(*string merupakan tipe data yang mengalokasikan ruang untuk 256 karakter*)<br />
a,x:integer;<br />
jawab: char;<br />
<br />
begin<br />
clrscr;<br />
repeat<br />
(*repeat untuk pengulangan yang akan terus di lakukan apabila kondisi yg di
definisikan masih bernilai false*)<br />
writeln('----------------MENU-----------------');<br />
writeln('1. Mencari panjang dari sebuah string');<br />
writeln('2. Menggabungkan isi dari 2 buah string');<br />
writeln('3. Menyisipkan isi dari sebuah string kedalam string lain');<br />
writeln;<br />
writeln;<br />
write('masukkan nomer menu yang anda pilih : ');readln(pil);<br />
<br />
case pil of<br />
(*catatan untuk statement case yaitu kita harus menempatkan statement tersebut
di dalam blok begin*)<br />
1: begin<br />
writeln;<br />
write('masukkan sebuah string: ');readln(s);<br />
a:=length(s); (*length yaitu cara untuk mendapatkan panjang string*)<br />
writeln('Panjang string : ',a);<br />
readln;<br />
end;<br />
<br />
2: begin<br />
writeln;<br />
write('masukkan string 1 : ');readln(s1);<br />
writeln;<br />
write('masukkan string 2 : ');readln(s2);<br />
hasilconcat:=concat(s1,s2);<br />
(*concat yaitu fungsi utk melakukan penggabungan terhadap string-string yg
menjadi parameternya*)<br />
writeln;<br />
writeln('string baru : ',hasilconcat);<br />
readln;<br />
end;<br />
<br />
3:begin<br />
writeln;<br />
write('masukkan string 1 : ');readln(x1);<br />
writeln;<br />
write('masukkan string 2 : ');readln(x2);<br />
writeln;<br />
write('pada posisi ke berapa string 1 akan di sisipkan ke string 2 :
');readln(x);<br />
insert(x1,x2,x);(*insert utk menyisippkan string 1 ke string lainya*)<br />
writeln;<br />
writeln('string baru : ',x2);<br />
readln;<br />
end;<br />
<br />
end;<br />
clrscr;<br />
writeln('apakah anda ingin kembali ke menu ? (y/t)');readln(jawab);<br />
until (jawab= 't');<br />
end. <br />
<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">OUTPUT PROGRAM<br />
MENU 1 :</span></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0in; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: 0in 0in 0in 0in;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-y8yuelYUK7slWK7OGzdrzBg1_Hv7z1UHJKPK1qnoBDH3sqEt-pmlVsm7nEAS8jHFiPU09t-jjWETDoRbdE2KLK4ZGgqVUCAvQGBqO_YVC4WnE8zpk-CZxt1LgJdgOF6kksMkQoGRUo6I/s1600/untitled1.JPG"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-y8yuelYUK7slWK7OGzdrzBg1_Hv7z1UHJKPK1qnoBDH3sqEt-pmlVsm7nEAS8jHFiPU09t-jjWETDoRbdE2KLK4ZGgqVUCAvQGBqO_YVC4WnE8zpk-CZxt1LgJdgOF6kksMkQoGRUo6I/s1600/untitled1.JPG" border="0" height="571" src="file:///C:/DOCUME%7E1/ADMIN%7E1.YOU/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image001.jpg" width="1210" /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="padding: 0in 0in 0in 0in;"><br /></td>
</tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyv0bCGjmyoHPfuU5W68omy_KOxkYOCzh0oIRwSwNYvqLV5s1JWSxtXVlfdSdqYi8WE6ONzWwEZQ2KNm0SIyel1P1I-Ev-62cM6nvFLKtbld6gTXaaTlrVRhPF4WBuG539sI8jtBbCb_PK/s1600/untitled3.JPG"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyv0bCGjmyoHPfuU5W68omy_KOxkYOCzh0oIRwSwNYvqLV5s1JWSxtXVlfdSdqYi8WE6ONzWwEZQ2KNm0SIyel1P1I-Ev-62cM6nvFLKtbld6gTXaaTlrVRhPF4WBuG539sI8jtBbCb_PK/s1600/untitled3.JPG" border="0" height="518" src="file:///C:/DOCUME%7E1/ADMIN%7E1.YOU/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image003.jpg" width="1210" /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvnrMo9oYsSHRCvTEtAlnTz489bRI4kn2itratGWWZB3-MBtcUMmooBDzAsJvrohY6Nkz3fixYMMOvZhZTkc2zghWKIMoi8R_xHTbesAcoJ-TJHBrPnbnOKUhfWC0ydroGWNT9T2ap8VTZ/s1600/untitled2.JPG"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvnrMo9oYsSHRCvTEtAlnTz489bRI4kn2itratGWWZB3-MBtcUMmooBDzAsJvrohY6Nkz3fixYMMOvZhZTkc2zghWKIMoi8R_xHTbesAcoJ-TJHBrPnbnOKUhfWC0ydroGWNT9T2ap8VTZ/s1600/untitled2.JPG" border="0" height="571" src="file:///C:/DOCUME%7E1/ADMIN%7E1.YOU/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image004.jpg" width="1210" /></span></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2. BUATLAH PROGRAM UNTUK MENAMPILKAN
JURUSAN DAN ANGKATAN SEORANG MAHASISWA DI UNIVERSITAS GUNADARMA BERDASARKAN NPM</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">BERIKUT INI SINTAKS NYA :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">program npmdanjurusan;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">uses crt;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">var</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">npm,jurusan1,jurusan2,angkatan1,angkatan2:
string;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">y,z : integer;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">begin</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">clrscr;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">write ('Masukkan NPM anda : ');</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">readln (npm);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">(*gunadarma didirikan pada tahun
1981</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">kode jurusan :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1= strata 1 ; sistem informasi</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2= diploma 3 ; manajemen informatika</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3= strata 1 ; manajemen komputer dan
akuntansi dan seterusnya sesuai database*)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">jurusan1:=copy(npm,1,1);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '1' then
jurusan2:='Strata 1 - SISTEM INFORMASI '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '2' then
jurusan2:='Diploma3 - MENEJEMEN INFORMATIKA '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '3' then
jurusan2:='STRATA 1 - TEKHNIK INFORMATIKA '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '4' then
jurusan2:='STRATA 1 - SASTRA INGGRIS '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '5' then
jurusan2:='STRATA 1 - MENEJEMEN AKUNTANSI '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if jurusan1= '6' then
jurusan2:='STRATA 1 - TEKHNIK INDUSTRI '</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">(*database bisa di update dan di
masukkan lebih banyak lagi dg menggunakan fungsi IF*)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">jurusan2:=' MAAF ANDA TIDAK
TERDAFTAR SEBAGAI MAHASISWA UNIVERSITAS GUNADARMA ';</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">writeln;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">writeln('Jurusan anda adalah :
',jurusan2);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">writeln;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">angkatan1:=copy (npm,4,2);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">(*untuk mengambil string angka ke 4
sebanyak 2 karakter*)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">val(angkatan1,y,z);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if y>81 then</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">writeln('Anda adalah mahasisa
Universitas Gundarma angkatan 19',y)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">else</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">if y<10 then</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">begin</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">str(y:1,angkatan2);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">insert('0',angkatan2,1);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">writeln('Anda adalah mahasiswa
Universitas Gunadarma angkatan 20',angkatan2);</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">end;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">readln;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">end.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">OUTPUT PROGRAM :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
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Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-56391773443571555652012-11-28T21:04:00.002-08:002012-11-28T21:04:32.776-08:00prosedur,fungsi di pascal dan C++<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 14.0pt;">Listing program prosedur pascal</span></b></div>
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<span style="font-size: 14.0pt; line-height: 150%;">program procedure1;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">uses crt;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">var</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">a,b,c,d:real;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">procedure nilai;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">begin</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">d:=((a*0.3)+(b*0.3)+(c*0.4));</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write(d:2:2);</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">end;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">begin</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">clrscr;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Masukan Nilai Tugas Anda :
');readln(a);</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Masukan Nilai UTS Anda : ');readln(b);</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Masukan Nilai UAS Anda :
');readln(c);</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Nilai Anda : ');</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">nilai;</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">end.</span></div>
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<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-family: "Courier New"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Input program</span></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><img height="323" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image002.jpg" width="624" /></span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Logika program</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Setelah progrsm dijalankan kemudian
program memanggil variable dalam bentuk bilangan real procedur nilai.prgram
memulai.selanjutnya program akan cetak <span style="mso-spacerun: yes;"> </span></span><span style="font-size: 14.0pt; line-height: 150%;">'Masukan Nilai Tugas Anda :
');program meminta kita untuk memasukan nilai a.</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Masukan Nilai UTS Anda :
');program akan meminta kita untuk memaasukan nilai b</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Masukan Nilai UAS Anda :
');program akan meminta kita memasukan nilai c.</span></div>
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<span style="font-size: 14.0pt; line-height: 150%;">write('Nilai Anda : '); nilai
akhirpun kan terbaca.</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Output program</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><img height="315" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg" width="624" /></span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Listing program fungsi pascal</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">uses crt;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">var x,y,z:real;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">function pangkat(a,b:real):real;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pangkat:=exp(ln(a)*b);</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">begin</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">clrscr;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">write('masukan basis yang akan
dipangkatkan<span style="mso-spacerun: yes;"> </span>=');</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readln(x);</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">write('masukan pangkat<span style="mso-spacerun: yes;"> </span>');</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readln(y);</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">z:=pangkat(x,y);</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">writeln('nilai',x:0:2,'^',y:0:2,'adalah:',z:0:2);</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">readln;</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">end.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Input program</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"><img height="279" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image006.jpg" width="624" /></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Output program</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt; mso-no-proof: yes;"><img height="244" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image008.jpg" width="624" /></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Listing<span style="mso-spacerun: yes;"> </span>program
prosedur C++</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">#include<iostream.h></span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">void volume_limas()</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">double p, l, t;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume limas segi
empat"<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan panjang:
";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>p;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan lebar:
";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>l;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan tinggi:
";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>t;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume limas segi
empat: "<<p*l*t/3<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">}</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">void volume_kerucut()</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">double r, t;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume
kerucut"<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan jari2:
";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>r;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan t: ";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>t;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume kerucut:
"<<3.14*r*r*t/3<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">}</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">void volume_bola()</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">double r;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume
bola"<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan nilai r=
";</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cin>>r;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Volume bola=
"<<4*3.14*r*r*r/3<<endl;</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">}</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">int main()</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">volume_limas();</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">volume_kerucut();</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">volume_bola();</span></div>
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 150%;">return 0;</span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%;">input program</span></b></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><img height="254" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image010.jpg" width="580" /></span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Logika program</span></b></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">Setelah program selesai dibuat
kemudian program kan memanggil library dalam bentuk double betipe data p,l,t.
kemudian akan cetak<span style="mso-spacerun: yes;"> </span>Volume limas segi
empat <<"Masukkan panjang: "; kemudian program akan membaca
nilai p. selanjutnya program akan cetak <<masukan nilai lebar,kemudian
program akan memebaca nilai l.selanjutnya<span style="mso-spacerun: yes;">
</span>program akan cetak lagi <<"Masukkan tinggi:.selanjutnya akan
membaca nilai t. program akan cetak volume limas.</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">Program memulai lagi ,kemudian
program akan memanggil var dalam tipe r,t.program akan cetak<span style="mso-spacerun: yes;"> </span>cout<<"Volume kerucut"<<endl;
cout<<"Masukkan jari2: ";program akn membaca nilai r dan t.
program akan cetak Volume kerucut: "<<3.14*r*r*t/3</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Program memulia lagi kemuian program
kan memanggil librarydalam tipe <b style="mso-bidi-font-weight: normal;">r .</b>kemudian
program akan cetak <<"Volume bola"<<endl;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">cout<<"Masukkan nilai r=.
kemudian program akan membaca nilai r,kemudian akan cetak cout<<"Volume
bola= "<<4*3.14*r*r*r/3<<endl;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">program selesai.</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Output program</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; line-height: 150%;"></span></b></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><img height="249" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image012.jpg" width="581" /></span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Listing fungsi C++</span></b></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">#include <iostream.h></span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">void duplicate (int& a, int&
b, int& c)</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">a*=2;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">b*=2;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">c*=2;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">}</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">int main ()</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">{</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">int x=1, y=3, z=7;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">duplicate (x, y, z);</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">cout << "x=" <<
x << ", y=" << y << ", z=" << z;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">return 0;</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<span style="font-size: 12.0pt; line-height: 150%;">}</span></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<br /></div>
<div align="left" class="MsoNormalCxSpMiddle" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Input program</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;"><img height="325" src="file:///C:\Users\jumran\AppData\Local\Temp\msohtmlclip1\01\clip_image014.jpg" width="624" /></span><span style="font-size: 12.0pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Logika program</span></b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Setelah program selesai dibuat maka
program memulai selanjutnya program kan memanggil duplikat dalam bentuk integer
a,b,c . kemudian program akan melakukan deklerasi perhitungan. Selanjutnya
program kan cetak cout << "x=" << x << ",
y=" << y << ", z=" << z; program selesai.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt; line-height: 150%; mso-bidi-font-size: 12.0pt;">Output
program</span></b></div>
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<br /></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-74349017361172611442012-10-15T22:53:00.000-07:002012-10-15T22:53:09.486-07:00Penggunaan printf dan cout di C++
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://ananggugel.wordpress.com/2012/10/16/perbedaan-writewriteln-read-danreadln/">PERBEDAAN WRITE, WRITELN, READ, DAN READLN</a> »</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Untuk melakukan pencetakan pada
program C++ kita dapat mempergunakan perintah<br />
printf cout masing-masing perintah tersebut mempunyai perbedaan misalnya pada
pencetakan<br />
variabel, maka pada printf harus dimasukkan string penandanya,sedangkan pada
cout harus dipisahkan dengan tanda Pustaka yang harus dimasukkan untuk
masing-masing perintah juga berbeda yakni pada printf<br />
maka pustaka</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>#include harus dimasukkan, sedangkan pada cout
maka pustaka harus dimasukkan.<br />
Contoh:<br />
#include <br />
#include <br />
#include <br />
void main(){<br />
clrscr();<br />
int a;<br />
a = 5;<br />
printf(“Program pencetakan\n”);<br />
printf(“Nilai a: %d “, a);<br />
coutKode \n harus di dalam tanda kutip, sedangkan endl harus
diawali oleh atau kode endl bisa<br />
diganti dengan “\n” yang merupakan esc ( escape sequence character) pada
c++.</span></div>
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<![endif]-->Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-74359643316451106572012-10-15T22:34:00.001-07:002012-10-15T22:34:41.951-07:00PERBEDAAN WRITE, WRITELN, READ, DAN READLN<!--[if gte mso 9]><xml>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">PERBEDAAN
WRITE, WRITELN, READ, DAN READLN</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada bahasa<br />
pemrograman Pascal. Perintah yang<br />
digunakan untuk menampilkan<br />
output adalah write dan<br />
writeln, sedangkan untuk<br />
keperluan input (membaca input)<br />
atau menerima input digunakan<br />
identifier standar READ atau<br />
READLN. Identifier standar<br />
Readln sedikit berbeda dengan<br />
Read. Perintah input dan output<br />
tersebut akan dibahas satu persatu<br />
secara detail sebagai berikut:<br />
1. WRITE<br />
Perintah write<br />
digunakan untuk<br />
menuliskan output, dengan<br />
posisi cursor – penunjuk<br />
aktif, terletak pada akhir<br />
output yang ditampilkan<br />
pada baris yang sama.<br />
Write tidak menambahkan<br />
CR setelah menampilkan<br />
data semua argument.<br />
Write menampilkan hasil<br />
tanpa ganti baris dan<br />
tampilan berikutnya akan<br />
disambung dalam baris<br />
yang sama.<br />
Syntax :<br />
write(’ yang akan<br />
dituliskan’);<br />
write( variabel);<br />
write(‘ tulisan ’, variabel);<br />
Contoh program:<br />
Listing Program 1.1<br />
program nothelloworld;<br />
begin<br />
write(‘not a hello world’);<br />
end.<br />
2. WRITELN<br />
Perintah writeln<br />
digunakan untuk<br />
menuliskan output, dengan<br />
posisi cursor – penunjuk<br />
aktif, terletak pada awal<br />
baris berikutnya. Writeln<br />
menambahkan CR setelah<br />
menampilkan data semua<br />
argument. Writeln<br />
digunakan untuk<br />
menampilkan tampilan<br />
perbaris, akan ganti baris<br />
untuk tampilan berikutnya.<br />
Argumen perintah writeln<br />
boleh berupa ekspresi.<br />
Contoh perintah penyajian<br />
writeln(‘Luas = ‘, luasPSP);<br />
bisa dikerjakan dengan<br />
perintah: writeln(‘Luas = ‘,<br />
panjangPSP * lebarPSP);<br />
Syntax :<br />
writeln(’ yang akan<br />
dituliskan’);<br />
write( variabel);<br />
write(‘ tulisan ’, variabel);<br />
Contoh program:<br />
Listing Program 1.2<br />
program nothelloworld;<br />
begin<br />
writeln(‘not a hello world’);<br />
end.<br />
WRITE dan<br />
WRITELN dapat<br />
menerima:<br />
Argum<br />
en<br />
bertipe<br />
dasar,<br />
jumlah<br />
argum<br />
en bisa<br />
lebih<br />
dari<br />
satu.<br />
Suatu<br />
ekspre<br />
si<br />
Tanpa<br />
argum<br />
en<br />
Writeln (20.13) {argumen<br />
bertipe real}<br />
Writeln (678) {argumen<br />
bertipe integer}<br />
Writeln (True) {argumen<br />
bertipe boolean}<br />
Writeln (‘A’) {argumen<br />
bertipe char}<br />
Writeln (‘Turbo Pascal’)<br />
{argumen bertipe string}<br />
writeln (2 * 3 + 4) {suatu<br />
ekspresi}<br />
writeln (‘Jumlah barang :<br />
‘,jumlahbarang) {lebih dari<br />
satu ekspresi}<br />
Writeln (‘ ‘); {tanpa<br />
argumen}<br />
Writeln ; {tanpa argumen}<br />
Argumen perintah<br />
writeln boleh berupa<br />
ekspresi. Contoh<br />
perintah penyajian<br />
writeln(‘Luas = ‘,<br />
luasPSP); bisa<br />
dikerjakan dengan<br />
perintah: writeln<br />
(‘Luas = ‘, panjangPSP<br />
* lebarPSP);<br />
Format Output<br />
dari Write atau<br />
Writeln<br />
Ada dua format :<br />
data :<br />
n pada<br />
umum<br />
nya<br />
data :<br />
lebar_<br />
total :<br />
lebar_<br />
pecah<br />
an<br />
bilang<br />
an real<br />
writeln (‘<br />
12345678901234567<br />
890′);<br />
writeln (‘Yogya’:<br />
10);<br />
writeln (‘A’ : 8);<br />
writeln (True : 8);<br />
writeln (123 : 8);<br />
writeln (-123 : 8);<br />
writeln<br />
(1234.5678 :8);<br />
writeln<br />
(1234.5678 :12:5);<br />
writeln<br />
(1234.5678 :13:5);<br />
writeln<br />
(1234.5678 :13:4);<br />
writeln<br />
(1234.5678 :13:0);<br />
writeln<br />
(1234.5678 :7:5);<br />
writeln (True : 2);<br />
Bentuk umum<br />
penulisannya :<br />
WRITE (variabel output);<br />
WRITELN (variabel output);<br />
3. READ<br />
Perintah read<br />
digunakan untuk menerima<br />
input, dengan posisi cursor<br />
– penunjuk aktif, setelah<br />
diberi input pada baris<br />
berikutnya. Read tidak<br />
membaca end of line<br />
marker. Pernyataan ini tidak<br />
akan membuang kelebihan<br />
data. Kelebihan data akan<br />
diberikan pada read atau<br />
readln berikutnya. Read<br />
tidak ganti baris, masih<br />
dalam baris yang sama<br />
Syntax :<br />
read( variabel);<br />
Contoh program:<br />
Listing Progra 1.3<br />
program nothelloworld;<br />
var<br />
s : integer;<br />
begin<br />
write(‘not a hello world ’);<br />
read(s);<br />
write(s*s);<br />
end.<br />
4. READLN<br />
Perintah readln<br />
tidak terlalu jauh berbeda<br />
dengan perintah read.<br />
Readln membaca end of<br />
line marker. Pernyataan ini<br />
menyebabkan kelebihan<br />
data akan dibuang (tidak<br />
diberikan ke read atau<br />
readln berikutnya). Readln<br />
juga digunakan untuk<br />
memasukkan data perbaris,<br />
artinya setelah tombol<br />
Enter ditekan, maka akan<br />
ganti baris,<br />
Syntax :<br />
readln( variabel);<br />
Contoh program:<br />
Listing Program 1. 4<br />
program nothelloworld;<br />
var<br />
s : integer;<br />
begin<br />
write(‘not a hello world ’);<br />
readln(s);<br />
write(s*s);<br />
end.<br />
READ dan<br />
READLN tidak<br />
dapat dipakai untuk<br />
memasukkan semua<br />
jenis data. Data<br />
bilangan, string<br />
maupun karakter<br />
dapat ditangani oleh<br />
kedua pernyataan ini.<br />
Perintah read atau<br />
readln dapat<br />
digunakan untuk<br />
membaca data lebih<br />
dari satu sekaligus<br />
dengan berbagai<br />
format.<br />
Bentuk umum<br />
penulisannya :<br />
READ (variabel input) ;<br />
READLN (variabel output);<br />
Ada banyak contoh yang<br />
dapat kita pelajari. Di bawah ini<br />
adalah beberapa contoh yang dapat<br />
kita pelajari dan mencobanya.<br />
Menggunakan Readln<br />
dan Writeln<br />
Program<br />
MasukkanData;<br />
(*Layar*)<br />
Var<br />
A, B : Integer;<br />
C : Real;<br />
D : String[10];<br />
E : Char;<br />
BEGIN<br />
(* Memasukkan<br />
data untuk<br />
masing-masing<br />
variabel *)<br />
ReadLn(A);<br />
ReadLn(B);<br />
ReadLn(C);<br />
ReadLn(D);<br />
ReadLn(E);<br />
(* Menampilkan<br />
data yang dimasukkan *)<br />
WriteLn;<br />
WriteLn(‘A =<br />
‘,A,’ B = ‘,B,’ C = ‘,C);<br />
WriteLn(‘D =<br />
‘,D);<br />
WriteLn(‘E =<br />
‘,E);<br />
End.<br />
50<br />
12345<br />
12345<br />
HALO<br />
HALO JUGA<br />
A = 50 B =<br />
12345 C =<br />
1.2345000000<br />
E+04<br />
D = HALO<br />
E = H<br />
Menggunakan Read,<br />
write, dan Writeln<br />
Program MasukData;<br />
(* Input, Output *)<br />
(*Program untuk<br />
mengkonversikan<br />
dari derajat celcius<br />
menjadi derajad<br />
fahrenheit *)<br />
Var<br />
C, F : Real;<br />
Begin<br />
Write(‘ Berapa<br />
Celcius ? ‘);<br />
ReadLn(C);<br />
F := 1.8 * C + 32;<br />
WriteLn;<br />
WriteLn(C,’ Celcius<br />
adalah ‘,F,’<br />
Fahrenheit’);<br />
End.<br />
Berapa Celcius ? 10<br />
1.0000000000E+01<br />
Celcius adalah<br />
5.0000000000E+01<br />
Fahrenheit<br />
Menggunakan<br />
Readln, write, dan<br />
Writeln<br />
Var<br />
Sisi, panjang, luas :<br />
integer ;<br />
Begin<br />
Write (‘Masukkan<br />
sisi persegi panjang<br />
=’);<br />
Readln (sisi) ;<br />
Write (‘Masukkan<br />
panjang persegi<br />
panjang =’);<br />
Readln (panjang) ;<br />
Luas : = sisi x<br />
panjang ;<br />
Writeln (‘Luas<br />
persegi panjang<br />
adalah’, Luas) ;<br />
End.<br />
Output program :<br />
Masukkan sisi<br />
persegi panjang =<br />
10 </span><span style="font-family: "Tahoma","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">��</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
data yg<br />
diinput melalui<br />
keyboard<br />
Masukkan panjang<br />
persegi panjang =<br />
10<br />
Luas<br />
persegi panjang<br />
adalah 100<br />
Menggunakan write<br />
VAR nama : string<br />
{15};<br />
BEGIN nama :=<br />
‘Dewi’;<br />
write(‘nama : ‘);<br />
write(nama);<br />
END.<br />
Nama : Dewi<br />
Menggunakan writeln<br />
VAR nama : string<br />
{15};<br />
BEGIN nama :=<br />
‘Dewi”;<br />
WriteLn(‘Nama : ‘);<br />
WriteLn(Nama);<br />
END.<br />
Nama :<br />
Dewi<br />
Menggunakan write<br />
dan writeln<br />
write (‘Selamat<br />
Belajar’);<br />
writeln (‘Pascal’);<br />
write (‘Semoga<br />
Sukses’);Dalam layar akan<br />
ditampilkan:</span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com1tag:blogger.com,1999:blog-7016313698947524295.post-35572550664119135442012-09-30T00:57:00.000-07:002012-09-30T00:57:08.433-07:00Hacker Tools yang Sering Digunakan
<time datetime="2012-09-30T00:30:35+00:00" pubdate="">
</time><br />
<h1>
<em>Berikut jenis-jenis toolsnya :</em></h1>
<br />
<div class="content">
<em>1. Nessus</em><br />
<em>Nessus di buat oleh Renaud</em><br />
<em>Deraison pada tahun 1998.</em><br />
<em>Nessus merupakan suatu tools</em><br />
<em>yang powerfull untuk</em><br />
<em>melihat kelemahan port yang</em><br />
<em>ada pada komputer</em><br />
<em>kita dan komputer lain. Nessus</em><br />
<em>akan memberikan</em><br />
<em>report secara lengkap apa</em><br />
<em>kelemahan komputer kita</em><br />
<em>dan bagaimana cara</em><br />
<span id="more-41"></span><em>mengatasinya.</em><br />
<em>2. Snort</em><br />
<em>Snort merupakan aplikasi</em><br />
<em>yang digunakan sebagai tool</em><br />
<em>security yang berfungsi sebagai</em><br />
<em>pendeteksi adanya intruksi</em><br />
<em>paa jaringan. Intruksi itu</em><br />
<em>misalnya penyusupan,</em><br />
<em>penyerangan</em><br />
<em>dan berbagai macam</em><br />
<em>ancaman lain yang</em><br />
<em>membahayakan. Istilah lain dari</em><br />
<em>snort adalah</em><br />
<em>Network Intrusion Prevention</em><br />
<em>System (NIPS) dan Network</em><br />
<em>Intrusion Detection System</em><br />
<em>(NIDS).</em><br />
<em>3. Kismet</em><br />
<em>Kismet adalah sebuah tool</em><br />
<em>yang mampu mendeteksi setiap</em><br />
<em>jaringan wireless dengan</em><br />
<em>sempurna</em><br />
<em>sekalipun jaringan tersebut</em><br />
<em>telah disembunyikan. Kismet</em><br />
<em>adalah detektor jaringan</em><br />
<em>wireless, sniffer,</em><br />
<em>dan sistem peneteksi</em><br />
<em>penyusup pada komputer.</em><br />
<em>Kismet dapat bekerja pada</em><br />
<em>beragam tipe wireless</em><br />
<em>card, dengan syarat wireless</em><br />
<em>card kita memiliki fitur mode</em><br />
<em>monitor. Kismet dapat</em><br />
<em>melakukan</em><br />
<em>sniffinng pada traffic 802.11b,</em><br />
<em>802.11a, dan 802.11g.</em><br />
<em>4. Metasploit</em><br />
<em>Framework</em><br />
<em>Metasploit Framework Adalah</em><br />
<em>sebuah proyek open source</em><br />
<em>untuk mengembangkan,</em><br />
<em>menguji dan</em><br />
<em>menggunakan kode exploit.</em><br />
<em>Dibuat dengan bahasa perl dan</em><br />
<em>terdiri dari komponen</em><br />
<em>pelengkap yang</em><br />
<em>telah dicompile dengan bahasa</em><br />
<em>C, Assembler dan python.</em><br />
<em>Metasploit framework dapat</em><br />
<em>bekerja pada</em><br />
<em>Sistem operasi UNIX, Linux dan</em><br />
<em>Windows.</em><br />
<em>5. Hping</em><br />
<em>Hping merupakan sebuah tool</em><br />
<em>serba guna, tool ini dapat</em><br />
<em>digunakan untuk menguji</em><br />
<em>kemampuan firewall, mencari</em><br />
<em>port yang terbuka, menguji</em><br />
<em>keamanan jaringan dengan</em><br />
<em>menggunakan berbagai jenis</em><br />
<em>protokol, mendapatkan</em><br />
<em>informasi dari sistem operasi,</em><br />
<em>dan mengevaluasi protokol TCP/</em><br />
<em>IP.</em><br />
<em>6. Cain N Abel</em><br />
<em>Cain N Abel adalah sebuah tool</em><br />
<em>untuk masalah password. Tool</em><br />
<em>ini dapat mengumpulkan</em><br />
<em>password</em><br />
<em>dalam satu jaringan dengan</em><br />
<em>metode network sniffing,</em><br />
<em>mengcrack password</em><br />
<em>menggunakan dictionary attack,</em><br />
<em>brute force dan cryptanalysis</em><br />
<em>attack.</em><br />
<em>7. WireShark</em><br />
<em>WireShark adalah sebuah tool</em><br />
<em>untuk menganalisa protokol</em><br />
<em>dalam jaringan. Tool ini juga</em><br />
<em>berfungsi sebagai sniffer.</em><br />
<em>Wireshark juga dapat memantau</em><br />
<em>padatnya lalu lintas internet.</em><br />
<em>Wireshark dapat beroperasi</em><br />
<em>pada sitem operasi Windows,</em><br />
<em>Mac OS X, dan pada Linux.</em></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-71625737155197798722012-09-30T00:55:00.003-07:002012-09-30T00:55:33.070-07:00Bahasa pemrograman Gambas dan Boo<strong>1.Bahasa Gambas</strong>
<u><em>Gambas</em></u> adalah bahasa<br />
pemrograman untuk Linux dengan<br />
mensimulasi kemudahan VB (Visual<br />
Basic) dan VB sendiri yang juga<br />
merupakan salah satu pemrograman<br />
Visual untuk Windows yang<br />
berorientasi pada BASIC.BASIC<br />
sendiri , adalah singkatan dari<br />
Beginners’ All-purpose Symbolic<br />
Instruction Code yang berarti sebuah<br />
kelompok bahasa pemrograman<br />
tingkat tinggi. BASIC memiliki arti<br />
“kode instruksi simbolis semua tujuan<br />
yang dapat digunakan oleh para<br />
pemula”.<br />
Memang, istilah “Bahasa BASIC” di sini<br />
juga bisa diartikan menjadi bahasa<br />
untuk pemula, atau dengan kata lain,<br />
disebut sebagai bahasa dasar, tapi hal<br />
tersebut dirasa kurang tepat,<br />
<span id="more-39"></span><br />
mengingat BASIC dapat juga<br />
digunakan oleh para pemrogram ahli.<br />
Pencipta dari gambas adalah seorang<br />
yg berkewarganegaraan Prancis<br />
bernama Benoit Minishi, dan gambas<br />
ini diliris sejak tahun 1999.<br />
Walaupun source codes Gambas tidak<br />
sama dengan Visual Basic,<br />
tapi ia adalah sebuah BASIC<br />
Interpreter dengan objek-objek yang<br />
istimewa.<br />
Hal ini membuat Gambas sebagai<br />
pilihan yang baik bagi pengguna Linux<br />
dengan memanfaatkan pengetahuan<br />
pemrograman VB diatas landasan<br />
GNU yang bebas.<br />
Selain itu juga gambas merupakan<br />
sebuah IDE yang kepanjangan dari<br />
Integrated Development Environment<br />
( IDE berarti program komputer yang<br />
memiliki beberapa fasilitas yang<br />
diperlukan dalam pembangunan<br />
perangkat lunak. )<br />
yang berorientasi pada RAD yang<br />
kepanjangan dari Rapid Application<br />
Development ( RAD yang berarti<br />
model proses pembangunan<br />
perangkat lunak yang tergolong dalam<br />
teknik incremental (bertingkat).<br />
RAD menekankan pada siklus<br />
pembangunan pendek/singkat/cepat.)<br />
seperti halnya Microsoft Visual Basic.<br />
Dengan Gambas kita dapat<br />
menggunakan aplikasi berbasis GUI<br />
yang kepanjangan dari Graphic User<br />
Interface (GUI yang berarti metoda<br />
interaksi secara grafis antara<br />
pengguna dan komputer) di Linux<br />
dengan mudah.<br />
<strong><u>#KELEBIHAN GAMBAS:</u></strong><br />
1) Memiliki tampilan interface GUI<br />
yang familiar dan simpel<br />
2) Memiliki license sama dengan linux,<br />
yaitu free dan opensource<br />
3) Lingkungan kerja gambas dibuat<br />
dengan Gambas itu sendiri<br />
4) Gambas dapat dijadikan debugger<br />
yang baik<br />
5) Gambas sangat mudah<br />
diterjemahkan ke bahasa apapun<br />
6) Mendukung database PostgreeSQL<br />
Mysql, SQLite.<br />
<u><strong>#KEKURANGAN GAMBAS:</strong></u><br />
1) Minimnya dokumentasi ataupun<br />
forum-forum yang membahas<br />
pemrograman ini.<br />
2) Karena berjalan di linux, seperti<br />
biasanya, instalasi terkadang tidak<br />
semulus di readmenya. <br />
<strong>2.Bahasa Boo</strong><br />
Bahasa <u><em>Boo</em></u> adalah salah satu dari<br />
bahasa pemrograman baru yang ada<br />
saat ini. Boo diciptakan oleh Rodrigo<br />
Barreto de Olivera pada tahun 2003.<br />
Boo adalah bahasa mengagumkan<br />
yang mengkombinasikan sintaks dari<br />
bahasa Python, fitur-fitur dari Ruby,<br />
dan memadukan kecepatan dan<br />
keamanan dari C#. Dalam penulisan<br />
ilmiah ini, penulis membandingkan<br />
bahasa pemrograman Boo dengan<br />
bahasa pemrograman Java, baik<br />
kelebihan atau kekurangan dari kedua<br />
bahasa pemrograman tersebut.<br />
Metode penulisan ilmiah ini<br />
mengambil referensi dari buku-buku<br />
dan tutorial web dari internet yang<br />
berhubungan dengan kedua bahasa<br />
tersebut. Bagian akhir dari penulisan<br />
ini juga disertai kesimpulan dan saran<br />
sebagai rekomendasi bahwa Boo<br />
adalah bahasa yang open source dan<br />
memiliki mode interaktif berupa<br />
interpreter Boo. Sintaks bahasa<br />
pemrograman Boo juga hampir sama<br />
dengan bahasa pemrograman<br />
python.Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-20846073239599994202012-09-30T00:54:00.004-07:002012-09-30T00:54:45.270-07:00Aplikasi Grafis Open Source<h1>
<br /></h1>
Ngapain bangga menghasilkan karya dengan software bajakan,he..he..he..<br />
Berikut beberapa sofware yang bisa<br />
Anda gunakan:<br />
1. Ajax Image Editor<br />
http://www.ajaxprogrammer.com/?<br />
p=9<br />
Open Source ini merupakan editor<br />
gambar dengan menggunakan<br />
pemrograman PHP.<br />
2. ArgoUML<br />
http://argouml.tigris.org/<br />
ArgoUML ini merupakan open<br />
source populer untuk modeling UML<br />
yang kompatibel untuk berbagai<br />
platform java.<br />
3. Avidemux<br />
http://fixounet.free.fr/avidemux<br />
Video editor yang mudah anda<br />
gunakan ini mendukung konversi<br />
<span id="more-37"></span>DVD/DivX dan editing.<br />
4. Blender<br />
http://www.blender.org/<br />
Animasi 3D dan modeling gratis ini<br />
disertai dengan banyak tool yang<br />
akan mempermudah anda untuk<br />
modeling.<br />
5. BlueFish<br />
http://bluefish.openoffice.nl/<br />
Editor open source gratis yang<br />
cukup menarik untuk programmer<br />
dan desainer grafis web ini dapat<br />
membantu anda untuk membuat<br />
website, script dan kode<br />
programming.<br />
6. BRL-CAD<br />
http://www.brlcad.org/<br />
Sistem open sorce CAD ini<br />
berkonsentrasi pada modeling CSG<br />
(constructive solid geometry). Buat<br />
anda yang biasa menggunakan<br />
autoCAD untuk modeling arsitektur,<br />
mesin, elektro dll, anda bisa<br />
menggunakan software open<br />
source ini untuk mempermudah<br />
kerja anda.<br />
7. Cinelerra<br />
http://cinelerra.org<br />
Open Source untuk mengedit video<br />
ini memiliki fitur-fitur seperti<br />
capturing, editing dan compositing.<br />
8. CinePaint<br />
http://www.cinepaint.org<br />
Aplikasi open source editor grafis<br />
profesional sangat banyak<br />
digunakan dalam industri film<br />
termasuk untuk animasi film-film<br />
hollywood yang terkenal seperti film<br />
transformers.<br />
9. Cornice<br />
http://wxglade.sourceforge.net/<br />
extra/cornice.html<br />
Image viewer cross platform/untuk<br />
semua jenis platform OS baik<br />
windows atau linux ini memiliki<br />
fungsi yang hampir mirip dengan<br />
ACDSee.<br />
10. Dia<br />
http://wwww.gnome.org/projects/<br />
dia/<br />
Open source untuk menggambar ini<br />
dapat anda gunakan untuk diagram<br />
UML dan memiliki fungsi yang<br />
hampir mirip seperti Software Visio.<br />
11. Flowchart Studio<br />
http://sourceforge.net/projects/<br />
flowchartstudio/<br />
Anda bisa menggambar flowchart<br />
melalui editor grafis ini.<br />
12. F-Spot<br />
http://f-spot.org<br />
F-Stop ini merupakan editor<br />
gambar/foto yang memiliki fitur<br />
berupa aplikasi manajemen foto-<br />
foto pribadi anda untuk anda edit<br />
dan utak-atik.<br />
13. Gaphor<br />
http://gaphor.sourceforge.net<br />
Environment modeling sederhana<br />
ini dapat membantu anda untuk<br />
membuat diagram UML intuitif untuk<br />
tujuan dokumentasi.<br />
14. Gimp<br />
http://www.gimp.org<br />
Gimp ini merupakan aplikasi open<br />
source grafis tertua dan sangat<br />
terkenal dengan lebih dari 100 plug-<br />
in dan tool paint yang sangat bagus.<br />
15. Gimpshop<br />
http://plasticbugs.com/?<br />
page_id=294<br />
Jika anda masih belum awam<br />
mengganti software photoshop<br />
anda dengan software yang gratis<br />
dan bebas lain karena<br />
membutuhkan adapatasi, sekarang<br />
anda dapat menggunakan<br />
GimpShop ini yang memiliki<br />
antarmuka menu dan dialog yang<br />
sangat mirip dengan photoshop.<br />
16. i.Mage<br />
http://www.memecode.com/<br />
image.php<br />
i.Mage ini merupakan aplikasi editor<br />
grafis yang mudah digunakan<br />
dengan dilengkapi editor piksel dan<br />
gambar.<br />
17. ImageMagick<br />
http://www.imagemagick.org/script/<br />
index.php<br />
Anda dapat berkreasi, mengedit dan<br />
melakukan beberapa komposisi<br />
bagus untuk gambar bitmap anda.<br />
18. imgSeek<br />
http://www.imgseek.net<br />
imgSeek ini merupakan open source<br />
manajemen foto dan aplikasi untuk<br />
melihat gambar dengan dukungan<br />
pencarian.<br />
19. Imgv<br />
http://imgv.sourceforge.net/<br />
Software opensource yang memiliki<br />
fitur viewer gambar ini mendukung<br />
berbagai vaariasi format gambar.<br />
20. InkSpace<br />
http://www.inkspace.org<br />
Open Source grafis vektor ini<br />
memiliki fungsi yang sangat mirip<br />
dengan adobe illustrator. Selain itu<br />
software ini juga mendukung fitur-<br />
fitur menggambar seperti produk<br />
komersial.<br />
21. Inquisitor<br />
http://sourceforge.net/projects/<br />
inquisitor<br />
Inquisitor ini merupakan ripper<br />
gambar web visual, downloader dan<br />
browser offline.<br />
22. Jahshaka<br />
http://www.jahshaka.org<br />
Editor open source untuk film ini<br />
memiliki fitur antara lain playback<br />
media realtime dan efek visual.<br />
23. Karbon<br />
http://www.koffice.org/karbon/<br />
Sebagai bagian dari open source<br />
KOffice, anda dapat<br />
menggunakannya sebagai pilihan<br />
terbaik sebagai aplikasi<br />
menggambar vektor.<br />
24. Kino<br />
http://www.kinodv.org/article/<br />
static/2<br />
Kino ini merupakan open source<br />
editor video non-linear yang mudah<br />
dengan fitur import DV Video dan<br />
efek transisi video dan audio.<br />
25. khtml2png<br />
http://sourceforge.net/projects/<br />
khtml2png<br />
Utiliti command line untuk membuat<br />
gambar PNG dan JPEG ini dapat<br />
anda gunakan untuk keperluan<br />
desain web.<br />
26. Krita<br />
http://www.koffice.org/krita/<br />
Krita ini merupakan software open<br />
source untuk editing gambar dan<br />
menggambar/mewarnai dengan<br />
fitur-fitur yang menarik dan bagus.<br />
27. KToon<br />
http://ktoon.toonka.com/<br />
Toolkit animasi 2D ini memfokuskan<br />
aplikasi kegunaannya pada industri<br />
animasi.<br />
28. NVU<br />
http://www.nvu.com<br />
NVU ini bisa membantu anda untuk<br />
membuat halaman web dengan<br />
mudah dan me-manage website<br />
anda tanpa memerlukan<br />
pengalaman teknis atau jika anda<br />
seorang yang tidak mengerti sama<br />
sekali tentang membuat website.<br />
Anda juga bisa mendesain sendiri<br />
grafis visual di website yang ingin<br />
anda buat.<br />
29. OpenLaszlo<br />
http://www.openlaszlo.org<br />
Environment open source yang<br />
dikembangkan untuk aplikasi web ini<br />
menggunakan bantuan dari<br />
macromedia dan AJAX untuk<br />
keperluan webpage anda.<br />
30. Paint.NET<br />
http://www.getpaint.net/<br />
Anda mungkin pernah mendengar<br />
software ini dari beberapa majalah<br />
komputer dan sering sekali dijadikan<br />
bonus dalam paket CD/DVD<br />
gratisnya. Software ini merupakan<br />
open source aplikasi bitmap<br />
berbasis .NET dengan antarmuka<br />
intuitif untuk menggambar dan<br />
meng-edit.<br />
31. Pixie<br />
http://pixie.sourceforge.net/<br />
Renderer open source ini dapat<br />
anda gunakan untuk keperluan<br />
gambar 3D anda.<br />
32. QCad Community Edition<br />
http://www.qcad.org/<br />
qcad_downloads.html<br />
Aplikasi CAD 2D open source ini<br />
mudah digunakan dan sederhana,<br />
anda dapat membuat modeling 2D<br />
anda dengan mudah dan segera,<br />
jika anda belum bisa menggunakan<br />
autocad 2D.<br />
33. Seashore<br />
http://seashore.sourceforge.net/<br />
index.php<br />
Editor gambar open source dasar<br />
dengan fungsionalitas sederhana<br />
dan fitur-fitur yang mudah dipahami<br />
ini sangat tepat untuk anda gunakan<br />
jika anda masih seorang pemula.<br />
34. Skencil<br />
http://www.skencil.org/<br />
Aplikasi open source menggambar<br />
yang fleksibel bisa anda gunakan<br />
untuk ilustrasi, diagram dan untuk<br />
tujuan visualisasi lain.<br />
35. Synfig<br />
http://www.synfig.com/overview/<br />
Program animasi vektor 2D open<br />
source untuk membantu desainer/<br />
kartunis membuat gambar kartun.Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-39502673166579166002012-09-30T00:53:00.003-07:002012-09-30T00:53:31.274-07:00Jenis-jenis database<h1>
<br /></h1>
Pengertian Database<br />
Database bisa dikatakan sebagai suatu<br />
kumpulan dari data yang tersimpan<br />
dan diatur atau diorganisasikan<br />
sehingga data tersebut bisa diambil<br />
atau dicari dengan mudah dan<br />
efisien. Sebagai contoh sederhana<br />
dari database adalah buku telepon<br />
yang mungkin sering Anda<br />
lihat.Bagaimana halnya dengan<br />
database dengan sistem database<br />
dengan menggunakan komputer? Hal<br />
tersebut sama saja seperti database<br />
yang sifatnya manual (seperti contoh<br />
buku telepon di atas) hanya saja<br />
dengan adanya komputer maka<br />
informasi yang ada di dalam database<br />
akan sangat mudah untuk di-update<br />
dan sangat cepat untuk dicari.<br />
Software atau aplikasi yang bertugas<br />
untuk mengatur, menyimpan,<br />
memodifikasi data disebut dengan<br />
software database engine dan lebih<br />
resminya disebut dengan DBMS<br />
<span id="more-35"></span>(Database Management System). Ada<br />
banyak sekali aplikasi DBMS ini mulai<br />
yang berjalan di komputer personal<br />
(PC) sampai ke komputer skala<br />
mainframe. Contoh-contoh dari<br />
aplikasi database engine misalnya<br />
seperti: <br />
1.MySQL<br />
MySQL ( My Structure Query Language )<br />
atau yang biasa dibaca “mai-se-kuel”<br />
adalah sebuah program pembuat<br />
database yang bersifat open source<br />
dan berjalan di semua platform baik<br />
Windows maupun Linux. Selain itu,<br />
MySQL juga merupakan program<br />
pengakses database yang bersifat<br />
jaringan sehingga dapat digunakan<br />
untuk aplikasi Multi User (Banyak<br />
Pengguna).<br />
Sebagai sebuah program penghasil<br />
database, MySQL tidak dapat berjalan<br />
sendiri tanpa adanya sebuah aplikasi<br />
lain (interface ). Oleh karena itu harus<br />
ada software pendukung antara lain<br />
PHP ( Paper Hipertext Preposesor),<br />
Visual Delphi, Visual Basic, Cold<br />
Fusion, dan lain-lain.<br />
MySQL memiliki layer utama seperti<br />
layer DOS yaitu memiliki prompt<br />
utama yang disebut mysql, tetapi<br />
sekarang ada suatu program dump<br />
yang dibuat seperti web berjalan di<br />
bawah server database yang disebut<br />
PhpMyAdmin. Untuk memprogram<br />
database lewat prompt harus paham<br />
dan hafal mengenai perintah query<br />
tetapi dengan PhpMyAdmin<br />
pengaksesan akan terasa singkat dan<br />
lebih mudah karena sudah ada grafik<br />
interface yang memudahkan dalam<br />
pembuatan database serta<br />
pengaksesan perintah-perintah Query.<br />
2.Microsoft SQL Server<br />
Microsoft SQL Server<br />
adalah sebuah sistem<br />
manajemen basis data<br />
relasional (RDBMS) produk<br />
Microsoft. Bahasa kueri<br />
utamanya adalah Transact-SQL<br />
yang merupakan implementasi<br />
dari SQL standar ANSI/ISO<br />
yang digunakan oleh Microsoft<br />
dan Sybase. Umumnya SQL<br />
Server digunakan di dunia<br />
bisnis yang memiliki data<br />
berskala kecil sampai dengan<br />
menengah, tetapi kemudian<br />
berkembang dengan<br />
digunakannya SQL Server pada<br />
basis data besar.<br />
Microsoft SQL Server dan<br />
Sybase/ASE dapat<br />
berkomunikasi lewat jaringan<br />
dengan menggunakan protokol<br />
TDS (Tabular Data Stream).<br />
Selain dari itu, Microsoft SQL<br />
Server juga mendukung ODBC<br />
(Open Database Connectivity),<br />
dan mempunyai driver JDBC<br />
untuk bahasa pemrograman<br />
Java. Fitur yang lain dari SQL<br />
Server ini adalah<br />
kemampuannya untuk<br />
membuat basis data mirroring<br />
dan clustering. <br />
3.ORACLE<br />
Oracle adalah relational<br />
database management system<br />
( RDBMS ) untuk mengelola informasi<br />
secara terbuka, komprehensif dan<br />
terintegrasi. Oracle Server<br />
menyediakan solusi yang efisien dan<br />
efektif karena kemampuannya Oracle<br />
merupakan DBMS yang paling rumit<br />
dan paling mahal di dunia, namun<br />
banyak orang memiliki kesan yang<br />
negatif terhadap Oracle . Keluhan -<br />
keluhan yang mereka lontarkan<br />
mengenai Oracle antara lain adalah<br />
terlalu sulit untuk digunakan , terlalu<br />
lambat , terlalu mahal , dan bahkan<br />
Oracle dijuluki dengan istilah “ora<br />
kelar -kelar ” yang berarti “tidak selesai -<br />
selesai ” dalam bahasa Jawa . Jika<br />
dibandingkan dengan MySQL yang<br />
bersifat gratis , maka Oracle lebih<br />
terlihat tidak kompetitif karena<br />
berjalan lebih lambat daripada MySQL<br />
meskipun harganya sangat mahal.<br />
Kegunaan ORACLE:<br />
o Melindungi dari kegagalan server ,<br />
kegagalan situs , kesalahan manusia ,<br />
dan mengurangi downtime.<br />
o Mengamankan Data yang<br />
memungkinkan sesuai dengan row-<br />
level keamanan yang unik , auditing<br />
halus , transparan enkripsi data, dan<br />
total recall data .<br />
o High -data kinerja pergudangan ,<br />
pengolahan analitik online, dan data<br />
mining .<br />
o Mudah mengelola seluruh siklus<br />
hidup informasi bagi database<br />
terbesar . o Bisnis Konsolidasi aplikasi<br />
grid ke database yang cepat , handal<br />
dan scalable.<br />
o Memaksimalkan ketersediaan data<br />
dan menghilangkan redundansi data<br />
center idle . o Mempercepat kinerja<br />
dengan mengompres data ke partisi<br />
storage yang murah .<br />
o Aman melindungi informasi dan<br />
data yang akurat.<br />
o Menggandakan DBA produktivitas<br />
dan mengurangi risiko perubahan.<br />
o Oracle Database Memperkenalkan<br />
Mesin Exadata X 2 -8 .<br />
o Oracle lebih mudah dalam<br />
mengelola DB 2 dan SQL Server.<br />
o Data Biaya – Efektif Pencegahan<br />
Kebocoran Dimulai pada Sumber.<br />
o Tingkatan yang dicapai : Dunia<br />
mencatat kinerja dan harga yang baik.<br />
o Kompresi kolumnar hibrida dengan<br />
kompresi data sebesar 10-15 kali .<br />
o Pemindaian data terkompresi unutk<br />
eksekusi pencarian lebih cepat .<br />
o Indeks penyimpanan untuk<br />
mengurangi lebih jauh I /O<br />
disk. Pembebanan proses pencarian<br />
pada penyimpanan dengan<br />
menggunakan Smart Scan.<br />
o Aplikasi- aplikasi yang dijalankan<br />
pada Mesin Database Sun Oracle<br />
dapat mencapai satu juta I /O .<br />
o Operasi per Detik pada Flash<br />
Storage<br />
4.FoxBase<br />
Aplikasi pengolah file yang berjalan di<br />
sistem operasi DOS. FoxBase memiliki<br />
serangkaian aturan dan metode yang<br />
hamper mirip dengan program<br />
dBase, namun memiliki feature lebih<br />
banyak.<br />
5.SQL Embedded<br />
Embedded SQL adalah metode<br />
menggabungkan kekuatan<br />
komputasi dari bahasa<br />
pemrograman dan<br />
kemampuan manipulasi<br />
database SQL. Embedded SQL<br />
pernyataan adalah pernyataan<br />
SQL yang ditulis inline dengan<br />
kode sumber program bahasa<br />
inang. SQL tertanam<br />
pernyataan diurai oleh<br />
preprocessor SQL tertanam<br />
dan digantikan oleh host-<br />
bahasa panggilan ke<br />
perpustakaan kode. Output<br />
dari preprocessor kemudian<br />
dikompilasi oleh compiler tuan<br />
rumah. Hal ini memungkinkan<br />
programmer untuk<br />
menanamkan pernyataan SQL<br />
dalam program yang ditulis<br />
dalam sejumlah bahasa<br />
seperti: C / C + +, COBOL dan<br />
Fortran. ANSI SQL standar<br />
komite mendefinisikan SQL<br />
tertanam standar dalam dua<br />
langkah: formalisme yang<br />
disebut Bahasa Modul<br />
didefinisikan, maka embedded<br />
SQL standar berasal dari<br />
Modul<br />
6.SQL Lite<br />
SQLite merupakan sebuah sistem<br />
manajemen basisdata relasional<br />
yang bersifat ACID-compliant dan<br />
memiliki ukuran pustaka kode yang<br />
relatif kecil, ditulis dalam bahasa C .<br />
SQLite merupakan proyek yang<br />
bersifat public domain yang<br />
dikerjakan oleh D. Richard Hipp.<br />
Tidak seperti pada paradigma<br />
client-server umumnya, Inti SQLite<br />
bukanlah sebuah sistem yang<br />
mandiri yang berkomunikasi<br />
dengan sebuah program,<br />
melainkan sebagai bagian integral<br />
dari sebuah program secara<br />
keseluruhan. Sehingga protokol<br />
komunikasi utama yang digunakan<br />
adalah melalui pemanggilan API<br />
secara langsung melalui bahasa<br />
pemrograman. Mekanisme seperti<br />
ini tentunya membawa keuntungan<br />
karena dapat mereduksi overhead,<br />
latency times , dan secara<br />
keseluruhan lebih sederhana.<br />
Seluruh elemen basisdata (definisi<br />
data, tabel, indeks, dan data)<br />
disimpan sebagai sebuah file.<br />
Kesederhanaan dari sisi disain<br />
tersebut bisa diraih dengan cara<br />
mengunci keseluruhan file basis<br />
data pada saat sebuah transaksi<br />
dimulai.<br />
7.Postgtres SQL<br />
PostgreSQL adalah sebuah<br />
sistem basis data yang<br />
disebarluaskan secara bebas<br />
menurut Perjanjian lisensi BSD.<br />
Piranti lunak ini merupakan salah<br />
satu basis data yang paling banyak<br />
digunakan saat ini, selain MySQL<br />
dan Oracle . PostgreSQL<br />
menyediakan fitur yang berguna<br />
untuk replikasi basis data. Fitur-fitur<br />
yang disediakan PostgreSQL antara<br />
lain DB Mirror, PGPool, Slony,<br />
PGCluster, dan lain-lain.<br />
PostgreSQL adalah sistem database<br />
yang kuat untuk urusan relasi, open<br />
source. Memiliki lebih dari 15 tahun<br />
pengembangan aktif dan sudah<br />
terbukti segala rancangan<br />
arsitekturnya telah mendapat<br />
reputasi tentang “kuat”, “handal”,<br />
“integritas data”, dan “akurasi data”Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-83587183162761974482012-09-30T00:52:00.003-07:002012-09-30T00:52:30.613-07:00Macam-Macam Aplikasi Office1.StarOffice<div class="content">
StarOffice adalah kumpulan aplikasi/<br />
suite office yang dikeluarkan oleh<br />
Sun Microsystem yang free alias<br />
gratis, full-featured, Ms. Office<br />
kompatibel, open standards-based,<br />
dan powerful yang<br />
mengkombinasikan fungsi pengolah<br />
kata, spreadsheet, desain grafik,<br />
presentasi, HTML editing, e-mail,<br />
<span id="more-33"></span>news reader, scheduling, dan<br />
database dalam satu lingkungan<br />
yang terintegrasi.<br />
Gambar 1. StarOffice<br />
StarOffice menyediakan semua<br />
aplikasi yang ada pada Ms. Office,<br />
bahkan lebih lengkap dan unggul.<br />
Suite StarOffice versi Linux<br />
merupakan suite gratis untuk<br />
penggunaan non komersial sedang<br />
untuk penggunaan kommersial<br />
diperlukan lisensi.<br />
Keuntungan:<br />
1. Powerfull dan Full Features.<br />
2. Memiliki banyak aplikasi.<br />
3. Integrasi aplikasi office.<br />
4. Kompatibel dengan Ms. Office.<br />
Starwriter dapat digunakan untuk<br />
membuka dan mengedit file dengan<br />
ekstensi rtf, doc, dll. StarImpress<br />
dapat digunakan untuk membuka<br />
dan mengedit file presentasi dengan<br />
ekstensi ppt.<br />
5. Harga murah (kita cukup keluar<br />
uang untuk membeli CD atau<br />
koneksi internet untuk men-<br />
download tanpa perlu membayar<br />
lisensi untuk penggunaan non<br />
komersial).<br />
6. Lebih Stabil dan tahan virus<br />
(StarOffice versi Linux) karena<br />
berjalan dalam platform sistem<br />
operasi Linux.<br />
Kelemahan:<br />
Lambat ketika dijalankan pertama,<br />
karena StarOffice merupakan<br />
integrasi kumpulan program<br />
aplikasi, sehingga jika dijalankan<br />
maka StarOffice akan memanggil<br />
program-program aplikasi yang<br />
merupakan suite officenya.<br />
2.kOffice<br />
KOffice adalah Office suite untuk KDE yang semua komponennya bersifat
free dan open source. KOffice menggunakan format OpenDocument bila
dimungkinkan. versi terbarunya adalah 2.3.1 yang dirilis sebagai
perbaikan dari versi 2.3.0, tidak ada fitur baru, hanya perbaikan dari
beberapabug dalam komponen KOffice 2.3.0. Versi KOffice
telahditerjemahkan kedalam 27 bahasa, salah satu bahasayang baru
dimasukan adalah Polandia. <br />
3.Open Office<br />
Bagi anda yang tertarik dengan<br />
Aplikasi Office yang bisa digunakan<br />
dengan gratis tanpa melanggar<br />
hukum, bisa mencoba Aplikasi<br />
OpenOffice.org.<br />
Aplikasi OpenOffice.org merupakan<br />
aplikasi atau software yang digunakan<br />
untuk keperluan perkantoran seperti<br />
microsoft office. pada Open Office<br />
terdapat open office presentation<br />
(mirip seperti powerpoint), open<br />
office spreadsheet (mirip seperti<br />
excel), dan open office Word<br />
Processor (seperti word ). Open office<br />
ini tidak diciptakan oleh microsoft, tapi<br />
diciptakan oleh Sun Microsystem. </div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-37448487119692575492012-09-30T00:48:00.005-07:002012-09-30T00:48:51.231-07:00Perbandingan Processor Intel dan Amd
<time datetime="2012-09-29T09:02:11+00:00" pubdate=""><br /></time><br />
<h1>
<br /></h1>
<br />
<div class="content">
Beberapa perbedaan, keunggulan dan<br />
kekurangan prosesor Intel dan AMD :<br />
1. Set instruksi pada Intel adalah<br />
MMX, SSE,SSE2, dan SSE3, tetapi pada<br />
AMD SSE2 dan 3DNow. Tetapi dari<br />
sekian banyak istruksi yang dipakai<br />
oleh intel sebetulnya telah ada dalam<br />
3DNow-nya AMD yang tidak dimiliki<br />
oleh Intel.<br />
2. L1 pada Intel maksimal 32K, sedang<br />
pada AMD adalah 128K. Bedasarkan<br />
beberapa test AMD dengan L1 128K<br />
lebih unggul dibanding dengan Intel.<br />
3. Banyak transistor pada Intel 100<br />
milyar sedang AMD 105 milyar.<br />
<span id="more-27"></span>4. Banyaknya Decoder, Integer, FP<br />
pada intel lebih sedikit dibanding AMD<br />
yang secara signifikan perbedaan<br />
tersebut meningkatan kinerja dari<br />
AMD.<br />
5. Temperatur pada Intel dapat diatur<br />
oleh processornya sendiri (processor<br />
akan mengurangi kecepatan jika<br />
processor terlalu panas), pada AMD64<br />
temperatur maksimum adalah 900C.<br />
Teknologi Intel lebih unggul dibanding<br />
AMD.<br />
6. AMD lebih unggul dalam<br />
pengolahan komunikasi aplikasi,<br />
seperti transfer data pada modem,<br />
ADSL, MP3, dan Doubly Digital<br />
Suround Sound.<br />
7. Pipeline pada intel lebih panjang<br />
dibanding dengan AMD, tetapi<br />
pipeline Intel bermasalah pada<br />
pertukaran tugas, sehingga pipeline<br />
intel kecepatannya melambat berada<br />
dibawah AMD.<br />
8. Intel menang di brand image dan<br />
marketnya, sedangkan AMD harganya<br />
yang lebih murah.<br />
9. Pada prosesor Intel Pentium 4<br />
harga standard, kinerjanya lumanyan<br />
cepat. Memang sih, untuk urusan<br />
grafis masshi kalah dibanding dengan<br />
AMD, tapi paling tidak prosesor Intel<br />
tidak cepat panas.<br />
10. Pada prosesor AMD Athlon harga<br />
agak murah dibanding Intel. Grafis<br />
bagus banget, kecepatannya lumayan,<br />
tapi cepet banget panas dibandingkan<br />
Intel.<br />
PERBANDINGAN<br />
KECEPATAN PROSESOR<br />
INTEL DAN AMD<br />
Dari segi penggunaanya, perangkat<br />
keras yaitu prosesor ini bagian<br />
penting dari komputer yang berfungsi<br />
sebagai inti dari kinerja komputer ini<br />
sendiri dimana semakin besar memori<br />
dan semakin banyak prosesornya<br />
semakin cepat juga kinerja yang di<br />
hasilkan oleh prosesor itu sendiri.<br />
Prosesor yang cepat dapat kita lihat<br />
dari core (inti prosesor) semakin<br />
banyak core yang digunkan pada<br />
prosesor semakin cepat juga kinerja<br />
komputer yang kita gunakan.<br />
Mengapa demikian, karena prosesor<br />
bekerja didalam aplikasi-aplikasi<br />
program atau game yang kita pakai<br />
semakin banyak aplikasi yang kita<br />
jalankan semakin banyak juga<br />
prosesor kita gunakan.<br />
Kesimpulan sebagai<br />
berikut :<br />
1. Untuk menggunakan prosesor Intel<br />
anda harus mengeluarkan banyak<br />
biaya apalagi dengan performanya<br />
tinggi yang di hasilkan oleh prosesor<br />
Intel yaitu Intel i7 dimandingkan<br />
dengan prosesor AMD anda tidak<br />
akan mengeluarkan banyak biaya dan<br />
performanya juga lumanyan bagus.<br />
Oleh karena itu utuk anda yang<br />
biayanya pas-pasan pilihlah prosesor<br />
AMD tapi kalau biaya yang anda<br />
punya lebih silahkan anda memilih<br />
prosesor Intel.<br />
2. Prosesor Intel dan Prosesor AMD<br />
telah di uji performannya ternyata<br />
prosesor intel lah yang kuat dalam hal<br />
apapun sedangkan prosesor AMD<br />
hanyalah pilihan kedua anda.<br />
3. Prosesor Intel lebih kuat dari<br />
porsesor AMD pada aplikasi<br />
multimedia, sebaliknya prosesor AMD<br />
menang dari prosesor Intel di gaming<br />
dan program 3D nya.</div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-37380381654994074452012-09-30T00:45:00.000-07:002012-09-30T00:45:27.438-07:00Jenis-jenis dan Pengertian System Operasi<h1>
<br /></h1>
Apa itu Sistem Operasi!!<br />
Sistem Operasi adalah Perangkat<br />
lunak yang berfungsi sebagai<br />
jembatan antara aplikasi dan<br />
perangkat keras dimana aplikasi<br />
tersebut dijalankan. Ketika sebuah<br />
aplikasi mebutuhkan akses ke<br />
perangkat keras, misalnya saat<br />
menyimpan data ke disk, maka proses<br />
tersebut dilakukan oleh aplikasi<br />
melalui perantara sistem operasi.<br />
Macam – macam Sistem Operasi :<br />
1. UNIX<br />
Unix atau UNIX adalah sebuah sistem<br />
operasi komputer yang dikembangkan<br />
oleh AT&T Bell Labs pada tahun 1960<br />
dan 1970-an. UNIX didesain sebagai<br />
sistem operasi yang portable, multi-<br />
tasking dan multi-user. BSD adalah<br />
salah satu turunan (varian) Unix yang<br />
<span id="more-31"></span>dikembangkan oleh Universitas<br />
California, Berkeley.<br />
2. Linux<br />
Linux adalah nama yang diberikan<br />
kepada sistem operasi komputer<br />
bertipe Unix. Linux merupakan salah<br />
satu contoh hasil pengembangan<br />
perangkat lunak bebas dan sumber<br />
terbuka utama. Seperti perangkat<br />
lunak bebas dan sumber terbuka<br />
lainnya pada umumnya, kode sumber<br />
Linux dapat dimodifikasi, digunakan<br />
dan didistribusikan kembali secara<br />
bebas oleh siapapun.<br />
Nama “Linux” berasal dari nama<br />
kernelnya (kernel Linux), yang dibuat<br />
tahun 1991 oleh Linus Torvalds.<br />
Sistemnya, peralatan sistem dan<br />
pustakanya umumnya berasal dari<br />
sistem operasi GNU, yang diumumkan<br />
tahun 1983 oleh Richard Stallman.<br />
Kontribusi GNU adalah dasar dari<br />
munculnya nama alternatif GNU/<br />
Linux.<br />
3. Mac OS<br />
Mac OS adalah singkatan dari<br />
Macintosh Operating System. Mac OS<br />
adalah sistem operasi komputer yang<br />
dibuat oleh Apple Computer khusus<br />
untuk komputer Macintosh dan tidak<br />
kompatibel dengan PC berbasis IBM.<br />
Diperkenalkan pada tahun 1984, Mac<br />
OS sejak tahun 2006 telah memiliki<br />
kompatibilitas dengan arsitektur<br />
PowerPC maupun x86.<br />
4. FreeBSD<br />
FreeBSD adalah sebuah sistem<br />
operasi bertipe Unix bebas yang<br />
diturunkan dari UNIX AT&T lewat<br />
cabang Berkeley Software Distribution<br />
(BSD) yaitu sistem operasi 386BSD<br />
dan 4.4BSD. FreeBSD berjalan di atas<br />
sistem Intel x86 (IA-32) (termasuk<br />
Microsoft Xbox), DEC Alpha, Sun<br />
UltraSPARC, IA-64, AMD64, PowerPC<br />
dan arsitektur NEC PC-98. Dukungan<br />
untuk arsitektur ARM dan MIPS<br />
sedang dalam pengembangan.<br />
5. SUN OS<br />
SUN OS adalah sebuah versi UNIX<br />
yang digunakan dalam workstation-<br />
workstation Sun Microsystems yang<br />
dirilis pada tahun 1982. Setelah<br />
merilis SunOS versi 4, Sun<br />
Microsystems mengubah kode UNIX<br />
BSD yang sebelumnya mereka<br />
gunakan dengan kode UNIX System V,<br />
setelah mendapatkan lisensi dari<br />
pemegang lisensi UNIX waktu itu,<br />
AT&T. Perubahan ini menjadikan<br />
namanya berubah menjadi Solaris<br />
versi 2, dari yang seharusnya SunOS<br />
5. Sehingga, secara tidak langsung,<br />
SunOS pun dianggap sebagai Solaris<br />
versi 1.x.<br />
6. Windows<br />
Microsoft Windows atau lebih dikenal<br />
dengan sebutan Windows adalah<br />
keluarga sistem operasi komputer<br />
pribadi yang dikembangkan oleh<br />
Microsoft yang menggunakan<br />
antarmuka dengan pengguna<br />
berbasis grafik (graphical user<br />
interface).<br />
Sistem operasi Windows telah<br />
berevolusi dari MS-DOS, sebuah<br />
sistem operasi yang berbasis modus<br />
teks dan command-line. Windows<br />
versi pertama, Windows Graphic<br />
Environment 1.0 pertama kali<br />
diperkenalkan pada 10 November<br />
1983, tetapi baru keluar pasar pada<br />
bulan November tahun 1985 yang<br />
dibuat untuk memenuhi kebutuhan<br />
komputer dengan tampilan<br />
bergambar. Windows 1.0 merupakan<br />
perangkat lunak 16-bit tambahan<br />
(bukan merupakan sistem operasi)<br />
yang berjalan di atas MS-DOS (dan<br />
beberapa varian dari MS-DOS),<br />
sehingga ia tidak akan dapat berjalan<br />
tanpa adanya sistem operasi DOS.<br />
Versi 2.x, versi 3.x juga sama.<br />
Beberapa versi terakhir dari Windows<br />
(dimulai dari versi 4.0 dan Windows<br />
NT 3.1) merupakan sistem operasi<br />
mandiri yang tidak lagi bergantung<br />
kepada sistem operasi MS-DOS.<br />
Microsoft Windows kemudian bisa<br />
berkembang dan dapat menguasai<br />
penggunaan sistem operasi hingga<br />
mencapai 90%.<br />
7.IBM OS/2<br />
Sistem Operasi IBM OS/2 ini dibuat<br />
secara bersama-sama oleh<br />
International Bussiness Machine<br />
Corporation dan Microsoft<br />
Corporation, untuk digunakan pada<br />
komputer IBM sebagai pengganti<br />
Sistem Operasi DOS. Kata OS/2<br />
adalah singkatan dari Operating<br />
System/2, Sistem Operasi ini<br />
didesain agar dapat menggunakan<br />
kemampuan penuh dari<br />
Mikroprosessor Intel 80286 ,<br />
termasuk diantaranya adalah Modus<br />
terproteksi (Protected Mode),<br />
mampu menjalankan tugas secara<br />
Simultan, serta mendukung Memori<br />
Virtual, dengan tetap<br />
mempertahankan kompatibilitas<br />
dengan banyak perangkat lunak MS-<br />
DOS yang beredar saat itu.<br />
8.Novell<br />
Novell Salah satu perusahaan<br />
perangkat lunak yang sempat<br />
memimpin sistem operasi jaringan<br />
(NOS). Perusahaan ini bernama<br />
Novel, Inc. yang menjual NetWare,<br />
yang merupakan NOS yang cukup<br />
banyak digunakan di dunia.<br />
Network Operation System (NOS)<br />
yang diproduksi oleh Novell.Sistem<br />
operasi jaringan (Inggris: network<br />
operating system) adalah sebuah<br />
jenis sistem operasi yang ditujukan<br />
untuk menangani jaringan.<br />
Umumnya, sistem operasi ini terdiri<br />
atas banyak layanan atau service<br />
yang ditujukan untuk melayani<br />
pengguna, seperti layanan berbagi<br />
berkas, layanan berbagi alat<br />
pencetak (printer), DNS Service,<br />
HTTP Service, dan lain sebagainya.<br />
Istilah ini populer pada akhir dekade<br />
1980-an hingga awal dekade 1990-<br />
an.<br />
Beberapa sistem operasi jaringan<br />
yang umum dijumpai adalah<br />
sebagai berikut:<br />
* Microsoft MS-NET<br />
* Microsoft LAN Manager<br />
* Novell NetWare<br />
* Microsoft Windows NT Server<br />
* GNU/Linux<br />
* Banyan VINES<br />
* Beberapa varian UNIX, seperti SCO<br />
OpenServer, Novell UnixWare, atau<br />
Solaris<br />
Novell NetWare adalah sebuah<br />
sistem operasi jaringan yang umum<br />
digunakan dalam komputer IBM PC<br />
atau kompatibelnya. Sistem operasi<br />
ini dikembangkan oleh Novell, dan<br />
dibuat berbasiskan tumpukan<br />
protokol jaringan Xerox XNS.<br />
NetWare telah digantkan oleh Open<br />
Enterprise Server (OES). Versi<br />
terakhir dari NetWare hingga April<br />
2007 adalah versi 6.5 Support Pack<br />
6, yang identik dengan OES-NetWare<br />
Kernel, Support Pack 2.<br />
9.MS-DOS<br />
MS-DOS , singkatan dari<br />
Microsoft Disk Operating System,<br />
adalah sebuah sistem operasi yang<br />
sangat banyak digunakan oleh<br />
komputer IBM-PC atau yang<br />
kompatibel dengannya. Microsoft<br />
membuat MS-DOS sebagai sebuah<br />
sistem operasi mainstream,<br />
sebelum pada akhirnya<br />
menghentikan dukungan MS-DOS<br />
secara perlahan ketika mereka<br />
membuat sebuah sistem operasi<br />
berbasis antarmuka grafis (dikenal<br />
juga dengan sebutan GUI) untuk<br />
pasar mainstream , yang disebut<br />
sebagai Microsoft Windows .<br />
MS-DOS dirilis pertama kali pada<br />
tahun 1981 , dan seiring dengan<br />
waktu, Microsoft pun meluncurkan<br />
versi yang lebih baru dari MS-DOS.<br />
Tidak kurang hingga delapan kali<br />
Microsoft meluncurkan versi-versi<br />
baru MS-DOS dari tahun 1981<br />
hingga Microsoft menghentikan<br />
dukungan MS-DOS pada tahun<br />
2000. MS-DOS merupakan salah<br />
satu kunci keberhasilan Microsoft<br />
dalam memproduksi perangkat<br />
lunak , dari sebuah perusahaan kecil<br />
pembuat bahasa pemrograman<br />
saat didirikan hingga menjadi<br />
sebuah perusahaan perangkat<br />
lunak yang seolah menguasai<br />
dunia.Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-91565491208871653872012-09-30T00:42:00.003-07:002012-09-30T00:42:59.736-07:00Perbedaan VGA Ati Radeon dengan Nvidia1. ATI dan Nvidia punya pendekatan<br /><div class="content">
yang berbeda buat pasar game. ATI<br />
(dengan AMD sebagai atasannya)<br />
lebih ngejar pasar mid-low end<br />
segment dengan menyediakan VGA<br />
murah, moto mereka bisa dibilang<br />
komputer untuk semua(teknologi<br />
massal). Sedang Nvidia lebih ngejar<br />
brand image n “performance<br />
crown”. Moto mereka kalau bisa<br />
bikin VGA super kenceng, orang-<br />
orang yang mau beli produk mid-<br />
low end akan langsung percaya<br />
sama produk Nvidia.<br />
<span id="more-29"></span>Sejauh ini bisa saya bilang keduanya<br />
sama-sama sukses. ATI sukses bikin<br />
VGA murah dengan ukuran(die size)<br />
dan watt kecil. Contohnya ya produk<br />
4650,4670.Nvidia juga sukses bikin<br />
VGA super kenceng yang efisien,<br />
juga yang canggih seperti GTX 260,<br />
GTX 260 sp216, GTX 280, GTX 285,<br />
dan yang terbaru adalah GTX295.<br />
2. Masalahnya kan ada di produk<br />
yang berada di perpotongan pasar<br />
itu tadi.simplenya, kalau mau VGA<br />
murah lebih kenceng ATI, dan kalau<br />
mau VGA mahal lebih kuat Nvidia.<br />
kalau VGA tengah? nah, produk<br />
tengah-tengah ini, buat ATI adalah<br />
produk high-endnya mereka.<br />
Sedang buat Nvidia baru produk<br />
mid-endnya(seri 98).yang manakah<br />
yang paling worth it, mengingat<br />
masing-masing punya penawaran<br />
menarik. ATI dengan dx<br />
10.1(dengan fitur tessalation=lebih<br />
cepat ngeload polygon obyek yg<br />
rumit)+built in HDMI audio, sedang<br />
Nvidia menawarkan “eyecandy”<br />
Physx dan CUDA(ATI juga katanya<br />
menjanjikan tandingan CUDA yaitu<br />
platform Stream dan sebagai<br />
tambahan konsep fusion buat<br />
mereka yang pake all-AMD<br />
hardware).<br />
3. Masing-masing punya arsitektur<br />
yang berbeda, jadi punya kelebihan<br />
dan kekurangan yang berbeda pula.<br />
HD 4850 punya 800 SPU,40 textur<br />
unit,16 ROPs.buat 4870, sebagai<br />
tandingan 448 bitnya GTX 260,<br />
bandwith ditingkatkan pake DDR5.<br />
Sedangkan Nvidia 9800gtx punya<br />
128 SPU,64texturing unit,16<br />
ROPs.dan GTX 260 punya 192 SP,64<br />
textur unit,28 ROPs,dan 448 bit<br />
DDR3(GTX 260 pada dasarnya<br />
adalah GTX 280 yang ditutup 2 dari<br />
total 10 blok pada corenya. Sedang<br />
di GTX 260 sp216 hanya 1blok yg<br />
ditutup, sehingga jadi 9blok).</div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-31131398328592223072012-09-29T06:54:00.001-07:002012-09-29T06:54:06.039-07:00DVD combo<span itemprop="description"><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://watchinginfo.blogspot.com/" target="_blank"><b>DVD combo</b></a> </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><i>DVD combo adalah</i>
drive yang menggabungkan kemampuan dvdrom dan cdrw, terbayang kan
kemampuannya?ya drive ini mampu membaca kepingan cd dan dvd dan juga
mampu menulis tapi hanya pada cd kosong.</span></span>Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0tag:blogger.com,1999:blog-7016313698947524295.post-45688451511173153452012-09-29T06:36:00.000-07:002012-09-29T06:36:50.434-07:00 tugas ku<br />
<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/macintosh.html">MACINTOSH</a>
</h3>
<div class="post-header">
</div>
<div class="post-body entry-content" id="post-body-1655341210812198657" itemprop="description articleBody">
<b>Macintosh</b>, atau disingkat <b>Mac</b>, adalah salah satu jenis <a href="http://id.wikipedia.org/wiki/Komputer" title="Komputer">komputer</a> personal berbasis <a class="new" href="http://id.wikipedia.org/w/index.php?title=PowerPC&action=edit&redlink=1" title="PowerPC (halaman belum tersedia)">PowerPC</a> yang diproduksi oleh <a href="http://id.wikipedia.org/wiki/Apple_Inc." title="Apple Inc.">Apple</a>. Komputer ini dinamakan berdasarkan <a class="new" href="http://id.wikipedia.org/w/index.php?title=McIntosh&action=edit&redlink=1" title="McIntosh (halaman belum tersedia)">McIntosh</a>, jenis <a href="http://id.wikipedia.org/wiki/Apel" title="Apel">apel</a> yang disukai <a href="http://id.wikipedia.org/wiki/Jef_Raskin" title="Jef Raskin">Jef Raskin</a>. Macintosh diperkenalkan pertama kali pada bulan <a href="http://id.wikipedia.org/wiki/Januari" title="Januari">Januari</a> <a href="http://id.wikipedia.org/wiki/1984" title="1984">1984</a> lewat iklan <i>Super Bowl</i>
yang fenomenal. Macintosh adalah komputer pertama yang memperkenalkan
sistem antarmuka grafis (GUI). Pada waktu itu, langkah yang dilakukan <a href="http://id.wikipedia.org/wiki/Apple_Inc." title="Apple Inc.">Apple</a> adalah sebuah perkembangan revolusioner dalam dunia <a href="http://id.wikipedia.org/wiki/Komputer" title="Komputer">komputer</a> personal.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPCWz6_BlYrwGOBztPJMasoiAte3FOq2Uhcf-JqUKVdFuJNnkqutWKlHtP0pYmwMFSXPF4HBE4O2VGQ7wapX6n01dmsWb5AClJxp6Oml1CMdWmy-0VwddzCW6DE6gKAcr7xPDdeaa6ITI/s1600/511px-Macintosh_128k_transparency.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPCWz6_BlYrwGOBztPJMasoiAte3FOq2Uhcf-JqUKVdFuJNnkqutWKlHtP0pYmwMFSXPF4HBE4O2VGQ7wapX6n01dmsWb5AClJxp6Oml1CMdWmy-0VwddzCW6DE6gKAcr7xPDdeaa6ITI/s320/511px-Macintosh_128k_transparency.png" width="272" /></a></div>
Pembuatan Mac merupakan suatu wujud model integrasi vertikal yang
mana Apple memfasilitasi seluruh aspek perangkat keras dan juga sistem
operasinya yang terinstal di dalam seluruh komputer Mac. Hal ini berbeda
dengan komputer tipe PC pada umumnya, di mana banyak produsen membuat
dan mengintegrasikan perangkat keras dengan sistem operasi yang dibuat
oleh produsen lain. Sementara itu, Apple secara eksklusif membuat
perangkat keras Mac dan mengatur bagaimana sistem internalnya, desain,
dan juga harganya. Tidak hanya itu, Apple juga tidak melisensikan <a href="http://id.wikipedia.org/wiki/Mac_OS_X" title="Mac OS X">Mac OS X</a> untuk komputer non-Apple.
</div>
<div class="post-footer">
<div class="post-footer-line post-footer-line-1">
<span class="post-author vcard">
Diposkan oleh
<span class="fn">wahyu ramadhan</span>
</span>
<span class="post-timestamp">
di
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<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/pengertian-freebsd-freebsd-adalah.html">pengertian FreeBSD</a>
</h3>
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<h3 class="post-title entry-title">
Pengertian FreeBSD
</h3>
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FreeBSD adalah sebuah operating system nonkomersial yang biasa kita
sebut freeware, gratisan.tetapi tidak semua yang gratisan itu
kualitasnya lebih jelek dari yang berbayar, hal itu dibuktiin sama
sahabat kita ini. Bahkan sebuah situs yang namanya tidak bisa disebutin
membandingkan semua hal baik performance, security, kompabilitas de el
el antara FreeBSD dengan linux (gratisan juga nih), memberikan angka
memuaskan untuk 8 katagori ditambah 2 katagori standar buat FreeBSD,
sedangkan linux cukup dengan 4 katagori memuaskan, 4 standar, dan 2
mengecewakan.<br />
<span class="fullpost"><br />Jika dibandingkan dengan
yang berbayar seperti vista, FreeBSD masih tetap unggul. 1994. FreeBSD
merupakan sistem operasi open source yang tangguh untuk keamanan
jaringan maupun server.<br />secara singkat pada tahun 1973 AT&T
(American Telephone & Telegraph) membuat sebuah ide kreatif dengan
berlandaskan source code UNIX tapi tidak diterima karena alasan bisnis,
padahal AT&T perlu banyak komputer atau device untuk men-support
mereka. , akhirnya tanpa pikir panjang AT&T menjual lisensi software
ke universitas dengan harga yang murah. Tentu saja di kampus banyak
jiwa-jiwa muda yang dapat mengembangkan teknologi ini dan penelitian
terus di lanjutkan. Baru pada tahun 1993 akhirnya operating system
freeBSD yang utuh diedarkan.walaupun pada awalnya dibuat dengan source
code UNIX original namun freeBSD berbeda dengan operating system unix
lainnya. Perbedaan utama disebabkan karena UNIX mengharuskan setiap
operating sytem di bawah mereka harus memiliki sertifikasi yang UNIX
keluarkan. contoh jika kamu menciptakan sebuah OS dengan nama kamu,
misal jonjon OS, maka kamu harus bayar mahal agar berada dibawah bendera
UNIX.sedangkan untuk freeBSD tidak.<br />Selama ini isu yang beredar
mengatakan bahwa freeBSD hanya untuk komputer-komputer besar, padahal PC
biasa juga bisa. (Dipasang di pentium 486 juga sudah dapt berjalan).
karena kompatibelnya yang baik untuk networking freeBSD digunakan sama
komputer-komputer besar dan canggih untuk jadi server. Kelebihan lain
freeBSD bisa mengatasi lalu lintas padat pada jaringan (over trafic)
dengan memori cukup efisien.<br />FreeBSD mendukung sebuah lingkungan
multitasking. Setiap tasking atau thread dari eksekusi disebut proses.
Susunan dari sebuah proses FreeBSD terdiri dari bagian level user,
termasuk segala isi dari ruang pengalamatan dan run-time environment,
dan bagian level kernel, dimana terdapat parameter - parameter
penjadwalan, pengendalian sumber proses, dan informasi
pengidentifikasian. Susunan tersebut termasuk segala sesuatu yang
digunakan oleh kernel dalam memberikan servis untuk proses tsb. Si
Pengguna dapat menciptakan berbagai proses, mengendalikan eksekusi
berbagai proses, dan menerima notifikasi pada saat status eksekusi prose
mengalami perubahan. Setiap proses diberikan sebuah nilai unik, dengan
istilah "Proses Identifier" [ PID ]. Nilai ini dipergunakan oleh kernel
untuk mengenali sebuah proses pada saat melaporkan status perubahan pada
si Pengguna dan digunakan oleh suatu pengguna pada saat mereferensikan
sebuah proses dalam sebuah sistem.<br />1.7 BSD/OS (Berkeley Software Distribution/Operation System)<br />Berkeley
Software Design, Inc., didirikan oleh beberapa pendiri awal developer
CSRG sebagai kelanjutan dari pengembangan BSD dalam sisi komersial.
BSD/OS telah mendukung untuk banyak platform, seperti i386 dan sparc,
yang biasanya dipasarkan dengan memasukkan beberapa applikasi Internet.<br />Pada
tahun 2000, BSDI bergabung dengan Walnut Creek CDROM, sebuah perusahaan
yang secara finansial mendukung juga OS FreeBSD . BSD/OS akan
dilanjutkan sebagai sebuah produk yang terpisah, namun seperti yang
diharapkan, BSD/OS dan FreeBSd source tree akan digabungkan.<br />1.8 Aplikasi di BSD<br />Sebagai
implementasi kelengkapan sebuah distribusi, terdapat sebuah aturan
dalam memfasilitasi installasi sebuah software kedalam distribusi BSD.
Banyak software yang secara tipikal berkaitan erat dengan system Linux,
namun ternyata tidak spesifik dibuat khusus untuk Linux, dapat dibangun
pada system UNIX apapun, termasuk BSD. BSD memiliki ports dan packages
yang diperkenalkan pertama kali di FreeBSD , yang kemudian diadaptasi
oleh NetBSD dan OpenBSD . ( NetBSD mencoba menghindari kerancuan istilah
“port” karena dalam system NetBSD , porting adalah pekerjaan membuat
atau memodifikasi system terhadap suatu arsitektur atau platform
tertentu, NetBSD menyebutnya sebagai “packages” dan “pre-compiled
packages”). <br />Sebuah package adalah software yang telah dicompile dan
siap dijalankan, kira-kira sepadan dengan package yang digunakan oleh
distribusi Linux (sebagai contoh RPM). Secara teknis, package tersebut
dibundel manjadi sebuah kompresi tarball (.tgz), yang menyertakan
file-file yang akan diinstall, ditambah dengan beberapa informasi
penting lainnya berkenaan dengan software yang diinstall tersebut.
Package diinstall kedalam ${PREFIX} yang sudah terkonfigurasikan, dan
secara default adalah /usr/local,/usr/ X11R6 , atau pada system NetBSD
/usr/pkg. Installasi didaftarkan pada sebuah direktori database
/var/db/package/nama_package. Pengaturan package dilakukan dengan
berbagai tools pkg_*, seperti pkg_add (1), pkg_delete(1), dan
pkg_info(1).<br />Sebuah port adalah kerangka kerja untuk membuat sebuah
package. Secara fungsional, sebuah port sama dengan SPRM, namun
bagaimanapun, port tidak menyertakan source tarball dari software.
Biasanya kumpulan port disimpan pada direktory /usr/port/kategori, atau
pada NetBSD disimpan pada /usr/pkgsrc. Sebuah port terdiri dari sebuah
directory tree dengan beberapa file.<br />BSD tidak membuat sebuah tool
seperti rpm(1) untuk membangun sebuah port, melainkan dengan sebuah
infrastuktur berbasis make(1). Sebuah Makefile adalah kunci utama sebuah
port, ada sangat banyak variable dalam sebuah makefile yang
memungkinkan melakukan tindakan build dengan lebih cermat dan pada
umumnya terdapat 2000 sampai 3000 baris dalam sebuah makefile, oleh
karena itu dalam lingkungan BSD, makefile tersebut disertakan dalam file
bsd.port.mk, sedangkan Makefile yang ada pada port hanya berisi
variable yang ingin disertakan menjadi sebuah package.<br />1.9 File System<br />BSD
memiliki format partisi tersendiri, dan BSD tidak menggunakan partisi
IBM/Microsoft seperti Linux, sehingga harddisk harus diset dengan format
BSD. FreeBSD menyebut bagian ini dengan “slice”, dan dalam slice
tersebut partisi BSD dibuat. Secara umum,a adalah partisi boot,b adalah
partisi swap dan c adalah partisi bayangan yang memuat sebuah bagian
dari disk. BSD memilih partisi asli untuk disk adalah FFS (Berkeley Fast
File System), yang mendukung filesystem sampai dengan 16TB, tergantung
dengan sejumlah parameter, file dapat menjadi beberapa terabytes. 64-bit
file offset, seperti contoh file-file yang lebih besar dari 2GB, dalam
platform 32-bit yang didukung 4.4BSD. BSD FFS dan Linux ext2fs pada
umumnya serupa, tidak heran mengingat konsep ext2fs didesain dengan ffs
sebagai pertimbangan. FFS diperkenalkan sebagai implementasi modern UNIX
file system, yang lebih memberikan banyak pilihan dimana setting sebuah
file dapat dihapus, tidak dapat diedit, dan lain-lain. Beberapa pilihan
tersebut juga tersedia pada Linux ext2fs.<br />sekarang kalau kita
bertanya tentang aplikasi apa sajakah yang bisa berjalan di sini ?
apakah sebanding dengan system operasi berbayar itu? jawabannya bisa
sangat panjang sebab butuh ruang lebih buat menulis 17000 ported
libraries dan aplikasi yang kompatibel dengan freeBSD. Sekedar informasi
ketika kita meng-install freeBSD di dalamnya sudah tersedia browser
Lynx (Seperti Internet Explorer di WINDOWSXP), Text editor (Vi &
Emacs), Compiler (gcc), dan Internet Server. freeBSD juga bisa diubah
tampilan dengan menggunakan XWINDOWS agar mirip dengan tampilan WINDOWS.</span>
</div>
<span class="post-author vcard">
Diposkan oleh
<span class="fn">Dunia Ku</span>
</span>
<span class="post-timestamp">
di
<a class="timestamp-link" href="http://agoesrm.blogspot.com/2011/10/pengertian-freebsd.html" rel="bookmark" title="permanent link"><abbr class="published" title="2011-10-16T08:51:00-07:00">08:51</abbr></a>
</span>
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<div class="post-footer">
<div class="post-footer-line post-footer-line-1">
<span class="post-author vcard">
Diposkan oleh
<span class="fn">wahyu ramadhan</span>
</span>
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di
<a class="timestamp-link" href="http://wahyuramadhan242.blogspot.com/2012/09/pengertian-freebsd-freebsd-adalah.html" itemprop="url" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2012-09-24T03:53:00-07:00">03:53</abbr></a>
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<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/1.html">UNIX</a>
</h3>
<div class="post-header">
</div>
<div class="post-body entry-content" id="post-body-4540965782952653395" itemprop="description articleBody">
<div style="color: white;">
<b>1. Pengertian</b></div>
<div style="color: white;">
UNIX adalah sistem operasi yang digunakan sebagai sistem
operasi baku pada berbagai jenis komputer, terutama komputer mini baik
sebagai workstation atau server (sistem yang menyediakan pelayanan pada
jaringan). Karena dengan unix sebagai server, berpindah kerja dari satu
jenis komputer ke komputer lainnya menjadi mudah.</div>
<div style="color: white;">
Unix didesain sebagai sistem operasi yang portable, multi-tasking, multi-user, sistem berkas hierarkis dan utilitas.</div>
<div style="color: white;">
Keuntungan yang diperoleh dengan menggunakan sistem UNIX yang terkoneksi kesebuah sistem jaringan ialah:</div>
<div style="color: white;">
a. Berbagi sumber daya komputer</div>
<div style="color: white;">
Sumber daya komputer yang dibagi bersama mencakup :</div>
<div style="color: white;">
• CPU dan alokasi memori, </div>
<div style="color: white;">
CPU / memori yang sedang diam (tidak terpakai) dapat digunakan oleh sistem lain yang sedang sibuk.</div>
<div style="color: white;">
• Penyimpanan data / disk, </div>
<div style="color: white;">
Disk yang semula tersebar di semua komputer dengan utilitas yang sama
kini dapat digabungkan menjadi unit disk yang besar dan dibagi bersama.</div>
<div style="color: white;">
• Pencetak/ printer dan program/ utilitas</div>
<div style="color: white;">
Pencetakan/ printing dapat diklasifikasikan berdasarkan prioritas
(segera, tidak segera) ataupun mutu cetak (laser printer, LQ printer,
line printer).</div>
<div style="color: white;">
</div>
<div style="color: white;">
</div>
<div style="color: white;">
b. Peningkatan kehandalan.</div>
<div style="color: white;">
Komputer dalam sebuah jaringan lebih handal dibandingkan komputer yang
berdiri sendiri. Jika ada komputer yang tidak berfungsi, peranannya
digantikan oleh komputer yang lain. Sistem dapat diatur / dikendalikan
hingga pemakai tidak mengetahui bahwa komputer yang biasa digunakan
sedang digantikan oleh komputer lain. Sistem penyimpanan disk dapat
diatur derajat keamanannya. Seperti halnya CPU, sistem disk yang tidak
berfungsi digantikan oleh sistem yang lain tanpa diketahui oleh pemakai.
</div>
<div style="color: white;">
c. Penghematan.</div>
<div style="color: white;">
Peningkatan kehandalan serta pemakaian sumberdaya secara bersama
menghasilkan penghematan biaya operasi. Harga 10 komputer 10 MIPS jauh
lebih murah dibandingkan 1 komputer 100 MIPS. Namun, kemampuan kesepuluh
komputer 10 MIPS tersebut dapat hampir menyamai kemampuan komputer 100
MIPS jika dilakukan utilisasi yang tinggi. Penghematan lain didapatkan
dari penggunaan printer server dan file server (1 sistem data atau disk
untuk banyak komputer).</div>
<div style="color: white;">
</div>
<div style="color: white;">
<b>2. Sejarah</b></div>
<div style="color: white;">
Unix adalah sebuah sistem operasi komputer yang dikembangkan oleh
AT&T Bell Labs pada tahun 1960 dan 1970-an. Pada tahun 1960,
Massachusetts Institute of Technology, AT&T Bell Labs, and General
Electric bekerja dalam sebuah sistem operasi eksprimental yang disebut
Multics (Multiplexed Information and Computing Service).</div>
<div style="color: white;">
Di Indonesia Unix digunakan sebagai Server aplikasi, produk yang beredar
di pasaran antara lain IBM AIX, HP UX, Sun Solaris. Masing-masing
produk ini umumnya memiliki pasar tersendiri seperti Sun Solaris yang
digunakan pada operator telekomunikasi selular, HP UX pada manufaktur
dan distribusi. Fungsi Unix sebagai workstation kurang populer mengingat
harganya yang mahal.</div>
<div style="color: white;">
</div>
<div style="color: white;">
<b>3. Jenis - Jenis UNIX</b></div>
<div style="color: white;">
UNIX adalah sebuah sistem operasi yang dikembangkan oleh banyak
pihak. Setiap pihak yang mengembangkan UNIX, menambahkan teknologi
miliknya ke dalam UNIX, yang meskipun hal itu di luar standar, mampu
menjadikan sistem operasi UNIX lebih kuat atau lebih andal. Jenis -
jenis Unix antara lain : </div>
<div style="color: white;">
</div>
<div style="color: white;">
1. A/UX</div>
<div style="color: white;">
2. Domain/X</div>
<div style="color: white;">
3. Darwin</div>
<div style="color: white;">
4. CTIX</div>
<div style="color: white;">
5. Distrix</div>
<div style="color: white;">
6. UniCOS</div>
<div style="color: white;">
7. DG/UX</div>
<div style="color: white;">
8. Digital UNIX</div>
<div style="color: white;">
9. Ultrix</div>
<div style="color: white;">
10. CLIX</div>
<div style="color: white;">
11. HP/UX</div>
<div style="color: white;">
12. Tru64</div>
<div style="color: white;">
13. AIX</div>
<div style="color: white;">
14. Coherent</div>
<div style="color: white;">
15. XENIX</div>
<div style="color: white;">
16. DVIX</div>
<div style="color: white;">
17. UnixWare</div>
<div style="color: white;">
18. SCO UNIX</div>
<div style="color: white;">
19. SCO XENIX</div>
<div style="color: white;">
20. SCO OpenServer</div>
<div style="color: white;">
21. Dynix</div>
<div style="color: white;">
22. SINIX</div>
<div style="color: white;">
23. IRIX</div>
<div style="color: white;">
24. SunOS</div>
<div style="color: white;">
25. Solaris</div>
<div style="color: white;">
26. Eunice</div>
<div style="color: white;">
27. Uniplus+</div>
<div style="color: white;">
28. BSD UNIX</div>
<div style="color: white;">
29. BSD/I</div>
<div style="color: white;">
30. OSF/1</div>
<div style="color: white;">
31. GNU/Linux</div>
<div style="color: white;">
32. GNU/Hurd</div>
<div style="color: white;">
33. FreeBSD</div>
<div style="color: white;">
34. NetBSD</div>
<div style="color: white;">
35. OpenBSD</div>
<div style="color: white;">
36. NextStep</div>
<div style="color: white;">
37. Minix</div>
<div style="color: white;">
38. Mach</div>
<div style="color: white;">
39. UNIX System V</div>
<div style="color: white;">
40. QNX </div>
<div style="color: white;">
</div>
<div style="color: white;">
</div>
<div style="color: white;">
<b>4. Jenis Jaringan Berbasis UNIX </b></div>
<div style="color: white;">
a. UUCP Unix to Unix CoPy</div>
<div style="color: white;">
UUCP merupakan jenis jaringan pertama kali muncul pada sistem UNIX. Pada
awalnya, UUCP dikembangkan dengan hanya memanfaatkan saluran serial
atau terminal dari sebuah komputer. Kini, UUCP bekerja pada setiap versi
UNIX bahkan sistem non-UNIX seperti VMS dan DOS.</div>
<div style="color: white;">
Layanan yang disediakan UUCP diantaranya: </div>
<div style="color: white;">
• Alih berkas (file transfer) dan surat elektronis (e-mail) </div>
<div style="color: white;">
Penyampaian berkas melalui UUCP dilakukan secara beranting. Jika
seseorang di Indonesia hendak mengirim surat elektronis kepada rekannya
di Amerika, cukup disimpan/ dikerjakan dikomputer secara lokal. Komputer
akan secara otomatis menyampaikan surat tersebut ke sebuah simpul di
Amerika Serikat yaitu UUNET (Arlington, Va.). Secara beranting, surat
tersebut akan diteruskan kesimpul berikut hingga sampai tujuan.</div>
<div style="color: white;">
• Terminal jarak jauh (remote terminal) dan eksekusi perintah jarak jauh (remote execution) </div>
<div style="color: white;">
Jaringan UUCP secera internasional menghubungkan lebih dari seratus ribu
komputer. Secara total, berjuta-juta byte beralih setiap harinya antara
komputer sedunia. Sebagian besar peralihan tersebut terjadi di Amerika
Serikat karena murahnya biaya komunikasi. Sebagian besar data berupa
USENET NEWS, forum diskusi elektronis terbesar didunia.</div>
<div style="color: white;">
</div>
<div style="color: white;">
b. TCP atau IP (Transmission Control Protocol / Internet Protokol)</div>
<div style="color: white;">
TCP merupakan protokol yang mengatur transportasi data antar sistem. TCP
dapat diumpamakan sebagai "sekretaris perusahaan" yang mengelola
pengiriman berkas antar alamat. TCP biasanya memanfaatkan jasa IP
sebagai media pengantar. Seperti halnya sekretaris, TCP bertanggung
jawab atas kehilangan pengiriman paket berikut tindak lanjutnya
(mengirim ulang paket).</div>
<div style="color: white;">
TCP dimanfaatkan oleh aplikasi-aplikasi lain sebagai pengiriman data yang handal yaitu mencakup: </div>
<div style="color: white;">
• Login jarak jauh: TELNET (umum) dab rlogin (khusus UNIX) </div>
<div style="color: white;">
• Eksekusi jarak jauh: rsh (khusus UNIX) </div>
<div style="color: white;">
• Alih berkas : FTP (File Transfer Protocol) </div>
<div style="color: white;">
• Surat elektronis: SMTP (Simple Mail Transfer Protocol) </div>
<div style="color: white;">
• Program aplikasi lokal (buatan sendiri) dapat memanfaatkan fasilitas TCP/IP untuk saling berkomunikasi. </div>
<div style="color: white;">
</div>
<div style="color: white;">
c. NFS (Network File System) dan RPC (Remote Procedure Call)</div>
<div style="color: white;">
NFS pada mulanya dikembangkan oleh Sun Microsystem (1984). Kini, NFS
yang menggunakan RPC diterapkan pada lebih dari 100 jenis komputer dan
diperkirakan dioperasikan pada lebih dari 100.000 komputer. NFS
memungkinkan sebuah kompuer mengakses sistem berkas komputer lain, dan
memperlakukan sistem berkas tersebut seperti bagiannya sendiri.</div>
<div style="color: white;">
</div>
<div style="color: white;">
d. NCS -- Network Computing System</div>
<div style="color: white;">
Beban antara CPU dalam jaringan biasanya tidak sama pada saat yang sama.
Beberapa penelitian telah mengarah pada pemanfaatan CPU yang sedang
diam (idle). Hingga kini, setiap pembuat komputer masih mengembangkan
protokolnya secara terpisah serta tidak cocok satu dengan lainnya.
Namun, usaha menuju pembakuan sedang dirintis dan diharapkan akan
disepakati dalam kurun waktu yang tidak lama lagi.</div>
<div style="color: white;">
<b><br />
</b></div>
<div style="color: white;">
<b>5. Perintah Dasar yang Digunakan Unix</b></div>
<div style="color: white;">
Masalah keamanan data amatlah penting dalam bidang teknologi
informasi. UNIX dalam hal ini jauh lebih unggul dari pada DOS yang tidak
menyediakan fasilitas ini. DOS hanya mempunyai fasilitas ATTRIBUT
dengan pilihan Read Only dan Hidden. DOS hanya menyediakan fasilitas
untuk untuk menyembunyikan file (hidden) dan memproteksi file
(read-only) agar tidak dapat dihapus atau dimodifikasi.</div>
<div style="color: white;">
Sedangkan fasilitas kepemilikan file tidak disediakan. </div>
<div style="color: white;">
Berikut ini adalah daftar ringkasan beberapa perintah dasar yang sering digunakan pada unix :</div>
<div style="color: white;">
Perintah untuk Manajemen File</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
cat Menampilkan isi file (seperti type pada Dos)</div>
<div style="color: white;">
cp Menyalin satu atau beberapa file (seperti copy pada Dos)</div>
<div style="color: white;">
find Mencari file tertentu pada suatu direktori (seperti Dir pada Dos)</div>
<div style="color: white;">
ls Menampilkan informasi file</div>
<div style="color: white;">
more Menampilkan file per screen</div>
<div style="color: white;">
mv Memindahkan suatu file ke direktori lain</div>
<div style="color: white;">
pg Menampilkan isi suatu file teks per layar</div>
<div style="color: white;">
rm Menghapus file (sama seperti Del pada Dos)</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah Manajemen Direktori</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
cd Mengaktifkan suatu direktori sebagai direktori</div>
<div style="color: white;">
copy Menyalin seluruh struktur direktori ataupun file</div>
<div style="color: white;">
mkdir Membuat direktori baru</div>
<div style="color: white;">
pwd Menampilkan nama direktori tempat kita bekerja</div>
<div style="color: white;">
Rmdir Menghapus direktori</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah untuk mengatur Akses Direktori</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
chgrp Mengubah group dari suatu direktori</div>
<div style="color: white;">
chmod Mengubah permisi dari suatu file atau direktori</div>
<div style="color: white;">
chown Mengubah pemilik dari suatu file atau direktori</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah Lingkungan Sistem</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
exit Keluar dari shell pada Bourne shell dan Korn shell</div>
<div style="color: white;">
id Menampilkan nama pemakai beserta identitas dari pemakai</div>
<div style="color: white;">
logname Menampilkan nama pemakai</div>
<div style="color: white;">
logout Keluar dari shell pada C shell</div>
<div style="color: white;">
man Menampilkan dokumentasi online dri suatu perintah Unix (sama seperti Help)</div>
<div style="color: white;">
newgrp Mengubah group efektif</div>
<div style="color: white;">
passwd Mengganti password</div>
<div style="color: white;">
set Menampilkan variabel lingkungan pada shell pemakai</div>
<div style="color: white;">
tty Menampilkan nama identitas (port) terminal</div>
<div style="color: white;">
uname Menampilkan nama sistem operasi</div>
<div style="color: white;">
whoami Menampilan nama pemakai yang sedang menggunakan sistem</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah Yang Berhubungan dengan Layar</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
banner Menampilkan tulisan berukuran besar</div>
<div style="color: white;">
clear Menghapus layar (sama seperti Cls pada DOS)</div>
<div style="color: white;">
echo Menampilkan tulisan ke layar</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah yang berhubungan dengan Proses </div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
kill Menghentikan suatu proses berdasarkan identitas proses</div>
<div style="color: white;">
ps Menampilkan proses yang sedang berjalan</div>
<div style="color: white;">
sleep Menunda eksekusi (proses yang tidak mengerjakan apa-apa selama beberapa detik)</div>
<div style="color: white;">
</div>
<div style="color: white;">
Perintah-perintah lain</div>
<div style="color: white;">
PERINTAH KETERANGAN</div>
<div style="color: white;">
bc Utilitas untuk melakukan perhitungan</div>
<div style="color: white;">
cal Menampilkan Kalender</div>
<div style="color: white;">
date Menampilkan tanggal dan jam sistem</div>
<div style="color: white;">
grep Mencri file-file yang mengandung kata tertentu</div>
<div style="color: white;">
lp Mencetak file ke printer</div>
<div style="color: white;">
mail Utilitas untuk menyampaikan pesan tertulis ke pemakai lain</div>
<div style="color: white;">
sort Mengurutkan data</div>
<div style="color: white;">
vi Editor teks</div>
<div style="color: white;">
wc Menghitung jumlah karakter, kata, dan baris pada suatu file</div>
<div style="color: white;">
sumber: http://rentyx-blog.blogspot.com</div>
</div>
<div class="post-footer">
<div class="post-footer-line post-footer-line-1">
<span class="post-author vcard">
Diposkan oleh
<span class="fn">wahyu ramadhan</span>
</span>
<span class="post-timestamp">
di
<a class="timestamp-link" href="http://wahyuramadhan242.blogspot.com/2012/09/1.html" itemprop="url" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2012-09-24T03:49:00-07:00">03:49</abbr></a>
</span>
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<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/linux.html">LINUX</a>
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pengguna komputer di indonesia saat ini kebanyakan menggunakan sistem
operasi buatan dari microsoft, yaitu microsoft windows. hal itu wajar
saja terjadi, karena sistem operasi windows lebih dulu hadir di
Indonesia ketimbang sistem operasi linux. mungkin anda semua yang telah
mengerti tentang komputer, sudah memahami bahwa sistem operasi windows
bukanlah software yang bebas disebarluaskan, anda harus mengeluarkan
biaya lisensi untuk bisa menginstal secara legal di komputer anda, tapi
jika anda tidak mengeluarkan biaya lisensi, berarti bisa dikatakan
windows yang anda gunakan adalah bajakan.<br />
pada artikel ini membahas tentang <b>pengertian linux</b>. pengerian linux adalah software sistem <span id="more-209"></span>operasi
open source yang gratis untuk disebarluaskan di bawah lisensi GNU. jadi
anda diijinkan untuk menginstal pada komputer anda ataupun mengkopi dan
menyebarluaskannya tanpa harus membayar. linux merupakan turunan dari
unix dan dapat bekerja pada berbagai macam perangkat keras koputer mulai
dari inter x86 sampai dengan RISC. Dengan lisensi GNU (Gnu Not Unix)
Anda dapat memperoleh program, lengkap dengan kode sumbernya (source
code). Tidak hanya itu, Anda diberikan hak untuk mengkopi sebanyak Anda
mau, atau bahkan mengubah kode sumbernya.Dan itu semua legal dibawah
lisensi. Meskipun gratis, lisensi GNU memperbolehkan pihak yang ingin
menarik biaya untuk penggandaan maupun pengiriman program.<br />
Kebebasan
yang paling penting dari Linux, terutama bagi programmer dan
administrator jaringan, adalah kebebasan untuk memperoleh kode sumber
(source code) dan kebebasan untuk mengubahnya. Ini berimplikasi pada
beberapa hal penting. Pertama keamanan, yang kedua dinamika.<br />
Jika
perangkat lunak komersial tidak memperkenankan Anda untuk mengetahui
kode sumbenya maka Anda tidak akan pernah tahu apakah program yang Anda
beli dari mereka itu aman atau tidak (sering disebut security by
obscurity). Hidup Anda di tangan para vendor. Dan jika ada pemberitahuan
tentang bug dari perangkat lunak komersial tersebut, seringkali sudah
terlambat. Dengan Linux, Anda dapat meneliti kode sumbernya langsung,
bersama dengan pengguna Linux lainnya. Berkembangnya pengguna Linux
sebagai komunitas yang terbuka, membuat bug akan cepat diketahui, dan
secepat itu pula para programmer akan memperbaiki programnya. Anda
sendiri juga yang menentukan kode yang cocok sesuai dengan perangkat
keras maupun kebutuhan dasar perangkat lunak lainnya untuk dapat
diimplementasikan. Ibarat sebuah mobil, Anda bisa memodifikasi
sesukanya, bahkan hingga mesin sekalipun, untuk memperoleh bentuk yang
diinginkan.<br />
Keterbukaan kode sumber juga memungkinkan sistem
operasi berkembang dengan pesat. Jika sebuah program dengan sistem
tertutup dan hanya dikembangkan oleh vendor tertentu, paling banyak
sekitar seribu hingga lima ribu orang. Sedangkan Linux, dengan
keterbukaan kode sumbernya, dikembangkan oleh sukarelawan seluruh dunia.
Bug lebih cepat diketahui dan program penambalnya (patch) lebih cepat
tersedia. Pendekatan pengembangan sistem operasi ini disebut Bazaar.
Kebalikannya sistem Chatedraal sangat tertutup dan hanya berpusat pada
satu atau dua pengembang saja.<br />
linux saat ini telah berkembang
menjadi banyak distro (distribusi linux), misalnya adalah distro Redhat,
Debian, Suse. saat ini distro linux yang sangat populer di gunakan di
indonesia adalah distro Ubuntu yang merupakan turunan dari Debian.<br />
Di bawah ini merupakan tampilan antarmuka desktop linux ubuntu<br />
<a href="http://belajar-komputer-mu.com/pengertian-linux-sistem-operasi-linux/"><img alt="tampilan antar muka desktop linux ubuntu" class="size-full wp-image-1116 " height="300" src="http://img2.belajar-komputer-mu.com/wp-content/uploads/2010/02/tampilan-antar-muka-desktop-distro-ubuntu.jpg" title="tampilan antar muka desktop distro ubuntu" width="400" /></a>
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Diposkan oleh
<span class="fn">wahyu ramadhan</span>
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di
<a class="timestamp-link" href="http://wahyuramadhan242.blogspot.com/2012/09/linux.html" itemprop="url" rel="bookmark" title="permanent link"><abbr class="published" itemprop="datePublished" title="2012-09-24T03:43:00-07:00">03:43</abbr></a>
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<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/ms-dos-ms-dos-singkatan-dari-microsoft.html">MS-DOS</a>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO6qJ0tUjPffKwYeSYS3Xk2ltM8XXNol3uAJdIUNm3U4BlPrzHekYrSNkJChMI9_Upa3OLmSqmksHMXlNT1XX1As3Y5j1tQcocyDA7YDC1HNHLeCoeKGeqo372lWZQBXWl7fzJZv-LEAY/s1600/250px-Msdos622.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO6qJ0tUjPffKwYeSYS3Xk2ltM8XXNol3uAJdIUNm3U4BlPrzHekYrSNkJChMI9_Upa3OLmSqmksHMXlNT1XX1As3Y5j1tQcocyDA7YDC1HNHLeCoeKGeqo372lWZQBXWl7fzJZv-LEAY/s1600/250px-Msdos622.jpg" /></a></div>
<b> </b><br />
<b>MS-DOS</b>, singkatan dari <i><b>Microsoft Disk Operating System</b></i>, adalah sebuah <a href="http://id.wikipedia.org/wiki/Sistem_operasi" title="Sistem operasi">sistem operasi</a> yang sangat banyak digunakan oleh komputer IBM-PC atau yang kompatibel dengannya. <a href="http://id.wikipedia.org/wiki/Microsoft" title="Microsoft">Microsoft</a> membuat MS-DOS sebagai sebuah sistem operasi <i>mainstream</i>,
sebelum pada akhirnya menghentikan dukungan MS-DOS secara perlahan
ketika mereka membuat sebuah sistem operasi berbasis antarmuka grafis
(dikenal juga dengan sebutan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/GUI" title="GUI">GUI</a>) untuk pasar <i>mainstream</i>, yang disebut sebagai <a href="http://id.wikipedia.org/wiki/Microsoft_Windows" title="Microsoft Windows">Microsoft Windows</a>.<br />
MS-DOS dirilis pertama kali pada tahun <a href="http://id.wikipedia.org/wiki/1981" title="1981">1981</a>,
dan seiring dengan waktu, Microsoft pun meluncurkan versi yang lebih
baru dari MS-DOS. Tidak kurang hingga delapan kali Microsoft meluncurkan
versi-versi baru MS-DOS dari tahun 1981 hingga Microsoft menghentikan
dukungan MS-DOS pada tahun <a href="http://id.wikipedia.org/wiki/2000" title="2000">2000</a>. MS-DOS merupakan salah satu kunci keberhasilan Microsoft dalam memproduksi <a href="http://id.wikipedia.org/wiki/Perangkat_lunak" title="Perangkat lunak">perangkat lunak</a>,
dari sebuah perusahaan kecil pembuat bahasa pemrograman saat didirikan
hingga menjadi sebuah perusahaan perangkat lunak yang seolah menguasai
dunia.<br />
<br />
<b>SEJARAH</b><br />
MS-DOS sebenarnya dibuat oleh sebuah perusahaan pembuat komputer bernama <i><a class="new" href="http://id.wikipedia.org/w/index.php?title=Seattle_Computer_Products&action=edit&redlink=1" title="Seattle Computer Products (page does not exist)">Seattle Computer Products</a></i> (SCP) yang dikepalai oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Tim_Patterson&action=edit&redlink=1" title="Tim Patterson (page does not exist)">Tim Patterson</a>--yang belakangan direkrut oleh <a href="http://id.wikipedia.org/wiki/Microsoft" title="Microsoft">Microsoft</a> untuk mengembangkan <a href="http://id.wikipedia.org/wiki/DOS" title="DOS">DOS</a>--pada tahun <a href="http://id.wikipedia.org/wiki/1980" title="1980">1980</a> sebagai sebuah perangkat lunak sistem operasi dengan nama <a class="new" href="http://id.wikipedia.org/w/index.php?title=Q-DOS&action=edit&redlink=1" title="Q-DOS (page does not exist)">Q-DOS</a> (singkatan dari <i>Quick and Dirty Operating System</i>), yang selanjutnya diubah namanya menjadi <b>86-DOS</b>, karena Q-DOS didesain agar dapat berjalan pada komputer dengan prosesor <a href="http://id.wikipedia.org/wiki/Intel_8086" title="Intel 8086">Intel 8086</a>.
Microsoft pun membeli lisensinya dengn harga 50.000 dolar Amerika dari
SCP, lalu mengubah namanya menjadi MS-DOS. Selanjutnya, saat <a href="http://id.wikipedia.org/wiki/IBM" title="IBM">IBM</a> hendak meluncurkan komputer pribadi yang disebut dengan IBM PC, Microsoft pun menjual lisensi MS-DOS kepada IBM.<br />
<h3>
<span class="mw-headline" id="Pengembangan">Pengembangan</span></h3>
<a href="http://id.wikipedia.org/wiki/IBM" title="IBM">IBM</a> dan Microsoft selanjutnya merilis versi-versi DOS; di mana versi IBM yang langsung dibundel dengan komputer <a href="http://id.wikipedia.org/wiki/IBM_PC" title="IBM PC">IBM PC</a> disebut dengan "IBM PC-DOS" (singkatan dari <i>International Business Machine Personal Computer Disk Operating System</i>).
Pada awalnya, IBM hanya menggunakan apa yang layak digunakan dari
MS-DOS yang dirilis oleh Microsoft, seperti program-programnya atau
utilitas yang disertakannya. Karena itulah, versi IBM selalu dirilis
lebih lambat dibandingkan dengan versi MS-DOS. Tapi, MS-DOS versi 4.0
adalah versi MS-DOS pertama yang benar-benar sama seperti <a class="new" href="http://id.wikipedia.org/w/index.php?title=IBM_PC-DOS&action=edit&redlink=1" title="IBM PC-DOS (page does not exist)">IBM PC-DOS</a>, karena Microsoft sedang berkonsenstrasi untuk mengembangkan sebuah sistem operasi penerus DOS, yang disebut dengan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/OS/2" title="OS/2">OS/2</a>.<br />
Microsoft, ketika melisensikan DOS kepada IBM, menandatangani
perjanjian lisensi yang salah satu poinnya mengandung bahwa Microsoft
boleh melisensikan MS-DOS kepada perusahaan selain IBM, dan para
perusahaan tersebut dipersilakan mengubah nama MS-DOS menjadi nama yang
mereka gunakan (contoh: TandyDOS, Compaq DOS, dan lainnya). Kebanyakan
versi-versi tersebut tentu saja sama dengan versi yang telah
dikembangkan oleh Microsoft dengan MS-DOS-nya, tapi Microsoft mulai
mencabut perjanjian lisensinya sehingga para perusahaan lain harus
menggunakan nama MS-DOS, bukannya nama yang telah dikustomisasi
sebelumnya. Hanya IBM yang diberikan keleluasaan untuk terus menggunakan
nama IBM PC-DOS, bukannya MS-DOS.<br />
MS-DOS pun berkembang cukup cepat, dengan fitur-fitur signifikan yang
diambil dari beberapa sistem operasi lainnya seperti Microsoft <a href="http://id.wikipedia.org/wiki/Xenix" title="Xenix">Xenix</a>--salah satu varian sistem operasi <a class="mw-redirect" href="http://id.wikipedia.org/wiki/UNIX" title="UNIX">UNIX</a> yang dikembangkan oleh Microsoft--dan <i>DR-DOS</i> milik <a class="new" href="http://id.wikipedia.org/w/index.php?title=Digital_Research&action=edit&redlink=1" title="Digital Research (page does not exist)">Digital Research</a>, serta produk-produk utilitas lainnya seperti <i>Norton Utilities</i> dari <a href="http://id.wikipedia.org/wiki/Symantec" title="Symantec">Symantec Corporation</a> (produk yang diadopsi seperti Microsoft <a href="http://id.wikipedia.org/wiki/Defragmentasi" title="Defragmentasi">Disk Defragmenter</a>), <i>PC-Tools</i> dari <a class="new" href="http://id.wikipedia.org/w/index.php?title=Central_Points&action=edit&redlink=1" title="Central Points (page does not exist)">Central Points</a> (produk yang diadopsi seperti Microsoft Anti-Virus), manajer memori diperluas atau EMM (Expanded Memory Manager) <i>QEMM</i> dari Quarterdeck (produk yang diadopsi seperti EMM386), kompresi disk (atau <i>disk compression</i>) DriveSpace dari Stac Electronics, dan masih banyak produk yang diadopsi lainnya.<br />
Ketika <a href="http://id.wikipedia.org/wiki/Intel" title="Intel">Intel Corporation</a> memperkenalkan <a href="http://id.wikipedia.org/wiki/Mikroprosesor" title="Mikroprosesor">mikroprosesor</a> baru yang disebut dengan Intel 80286, Microsoft dan IBM memulai proyek sistem operasi baru pengganti DOS yang disebut dengan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/OS/2" title="OS/2">OS/2</a>, yang pada dasarnya adalah versi MS-DOS yang berjalan dalam <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Modus_kerja_prosesor_x86" title="Modus kerja prosesor x86">modus terproteksi</a> (<i>protected mode</i>). Tapi, Microsoft meninggalkan proyek OS/2 tersebut untuk memfokuskan diri pada pengembangan <a href="http://id.wikipedia.org/wiki/Microsoft_Windows" title="Microsoft Windows">Microsoft Windows</a> dan Microsoft <a href="http://id.wikipedia.org/wiki/Windows_NT" title="Windows NT">Windows NT</a>. <a class="new" href="http://id.wikipedia.org/w/index.php?title=Digital_Research&action=edit&redlink=1" title="Digital Research (page does not exist)">Digital Research</a> membuat sebuah antarmuka grafis yang disebut dengan <i>GEM</i>, tapi sangat kurang populer pada komputer <a href="http://id.wikipedia.org/wiki/IBM_PC" title="IBM PC">IBM PC</a> atau kompatibel. GEM ternyata mendapat pasarnya pada mesin komputer <i>ATARI ST</i>, tapi akhirnya disalip lagi oleh Microsoft dengan versi <a class="new" href="http://id.wikipedia.org/w/index.php?title=Windows_3.0&action=edit&redlink=1" title="Windows 3.0 (page does not exist)">Windows 3.0</a>.<br />
<br />
<h1>
<span class="mw-headline" id="Versi_MS-DOS">Versi MS-DOS</span></h1>
<h2>
<span class="mw-headline" id="MS-DOS_versi_1.xx">MS-DOS versi 1.xx</span></h2>
Ini adalah versi awal di mana MS-DOS pertama kali diluncurkan oleh
Microsoft. Isinya, tentu saja sangat primitif dan hanya berisi kerangka
dasar saja: tidak ada tampilan grafik untuk mengelola berkas, tidak
mendukung <a href="http://id.wikipedia.org/wiki/Jaringan_komputer" title="Jaringan komputer">jaringan</a>. Pokoknya, versi pertama DOS ini bersih dari embel-embel. Versi pertama dari DOS ini hanya mendukung <a href="http://id.wikipedia.org/wiki/IBM_PC" title="IBM PC">IBM PC</a> Model 5150 dan semua perangkat keras pendukungnya, seperti hanya mendukung disket <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Floppy_disk" title="Floppy disk">single-side floppy disk</a> dengan ukuran 5½ inci berkapasitas 160K saja.<br />
Selang kira-kira satu tahun, di mana animo masyarakat akan produk IBM
PC, Microsoft pun membuat perbaikan untuk MSDOS, dan muncullah DOS
versi 1.1. Sebenarnya, hal ini diakibatkan oleh IBM yang meluncurkan
produk <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Floppy_disk" title="Floppy disk">floppy disk</a> <a class="new" href="http://id.wikipedia.org/w/index.php?title=Disk_drive&action=edit&redlink=1" title="Disk drive (page does not exist)">drive</a> baru untuk disket <a class="new" href="http://id.wikipedia.org/w/index.php?title=Double-side&action=edit&redlink=1" title="Double-side (page does not exist)">double-side</a>
dengan ukuran 5½ inci berkapasitas 320K. Penggunaan double-side bagi
floppy disk sangatlah berpengaruh, karena media penyimpanan tersebut
dapat menyimpan dua kali lebih banyak dibandingkan dengan disket floppy
single-side. Jangan tertawa melihat kapasitas disket yang didukung oleh
MS-DOS 1.1. Anda tidak akan mendapatkan kapasitas puluhan megabytes
ataupun gigabytes. Bahkan hard disk saja masih jarang ditemui pada
microcomputer, dan hanya Apple III yang memilikinya.<br />
Setelah itu, Microsoft menampakkan diri untuk menjual MS-DOS kepada
para kompetitor IBM yang membuat semacam klon IBM PC 5150. Microsoft
memberinya versi 1.25. Karena didesain sedemikian rupa dengan
menggunakan falsafah <i>open-architecture</i>, tidak seperti <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Apple" title="Apple">Apple</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Commodore&action=edit&redlink=1" title="Commodore (page does not exist)">Commodore</a>
maka klon terhadap IBM PC pun dapat dilakukan. Dan karena itulah IBM PC
dan klon IBM PC yang kompatibel dengan IBM PC sangat sukses di pasaran.
Ini merupakan kesuksesan tiga perusahaan: <a href="http://id.wikipedia.org/wiki/IBM" title="IBM">IBM</a>, <a href="http://id.wikipedia.org/wiki/Intel_Corporation" title="Intel Corporation">Intel</a>, dan tentu saja Microsoft. Hanya saja, memang pasar IBM kala itu digerogoti oleh <a href="http://id.wikipedia.org/wiki/Compaq" title="Compaq">Compaq</a>, <a href="http://id.wikipedia.org/wiki/Hewlett-Packard" title="Hewlett-Packard">Hewlett-Packard</a>, dan juga <a class="new" href="http://id.wikipedia.org/w/index.php?title=Dell_Computer_Corporation&action=edit&redlink=1" title="Dell Computer Corporation (page does not exist)">Dell Computer Corporation</a> yang membuat klon IBM PC.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_2.xx">MS-DOS versi 2.xx</span></h2>
Pada awal tahun 1983, IBM meluncurkan <b>IBM PC XT</b> (<i>Extended Technology</i>),
sebagai perbaikan dari versi IBM PC 5150. IBM PC XT dilengkapi dengan
sebuah hard disk 10M, antarmuka masukan/keluaran berjenis serial (<a href="http://id.wikipedia.org/wiki/RS-232" title="RS-232">RS-232</a> atau lebih dikenal dengan antarmuka COM), <a class="mw-redirect" href="http://id.wikipedia.org/wiki/RAM" title="RAM">RAM</a> dengan kapasitas 128K, sebuah <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Floppy_disk" title="Floppy disk">floppy disk</a> <a class="new" href="http://id.wikipedia.org/w/index.php?title=Disk_drive&action=edit&redlink=1" title="Disk drive (page does not exist)">drive</a>
double-side 360K dan tiga buah slot ekspansi. Tentu saja, penggunaan
beberapa perangkat keras baru seperti hard disk, dan disket drive
berkapasitas 360K (40K lebih tinggi dari pada versi double-side pada IBM
PC 5150) membutuhkan sebuah sistem operasi, dan Microsoft tidak
mengecewakan IBM. Mereka dengan sigap dan cepat merilis MS-DOS versi
2.0. Akhirnya IBM PC XT dibundel dengan IBM PC-DOS 2.0.<br />
MS-DOS versi 2.0 memiliki banyak sekali perbaikan dari MS-DOS 1.1
yang ditujukan untuk komputer IBM PC 5150. Di antaranya adalah dukungan
untuk penggunaan struktur <a href="http://id.wikipedia.org/wiki/Direktori" title="Direktori">direktori</a> yang hierarkis (bercabang) seperti layaknya sebuah pohon yang memiliki akar (<i>root</i>) dan cabang (<i>branch</i>). Selain itu, MS-DOS 2.0 juga mendukung berbagai macam fungsi yang diadopsi dari UNIX, seperti halnya penggunaan <i>I/O redirection</i> (>, >>, <, <<) dan <i><a class="new" href="http://id.wikipedia.org/w/index.php?title=Print_spooler&action=edit&redlink=1" title="Print spooler (page does not exist)">print spooler</a></i>. Fitur <i>print spooler</i>
adalah fitur yang dapat menyimpan berkas yang akan dicetak dalam sebuah
memori penyangga sehingga berkas yang akan dicetak tidak langsung
dicetak, melainkan disimpan terlebih dahulu. Tujuannya adalah agar
proses pencetakan dapat berlangsung secara lebih cepat, dan pengguna
tidak harus direpotkan untuk mencetak keseluruhan berkas jika kertasnya
habis, melainkan hanya membutuhkan kertas baru dan menekan tombol resume
untuk melanjutkan. Sedangkan <i>I/O redirection</i> berfungsi untuk melakukan fungsi <i>input</i> dan <i>output</i>
yang dilakukan dari baris perintah. Selain kedua fitur yang diadopsi
dari UNIX, DOS versi 2.0 juga memberikan keleluasaan kepada Anda agar
dapat memasang driver untuk DOS, dengan mengintegrasikannya di dalam
berkas konfigurasi <a href="http://id.wikipedia.org/wiki/CONFIG.SYS" title="CONFIG.SYS">CONFIG.SYS</a>.<br />
Ternyata, komputer IBM PC XT ini sangat sukses: bahkan kesuksesannya
mencapai Jepang. Untuk mendukung bahasa Kanji Jepang, Microsoft
memutuskan untuk meluncurkan MS-DOS versi 2.05.<br />
Pada tahun yang sama, IBM meluncurkan IBM PC Jr. (dibaca: PC Junior).
Sayangnya, tidak seperti kakak-kakaknya, IBM PC Jr. gagal di pasaran.
Ketika diluncurkan, IBM PC Jr. memakai IBM PC-DOS 2.1.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_3.xx">MS-DOS versi 3.xx</span></h2>
IBM meluncurkan <b>IBM PC-AT</b> (<i>Advanced Technology</i>) pada musim panas 1984. komputer IBM PC AT menggunakan mikroprosesor <a href="http://id.wikipedia.org/wiki/Intel_80286" title="Intel 80286">Intel 80286</a> (16-bit) berkecepatan 6MHz, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Memori_fisik" title="Memori fisik">memori</a> <a class="mw-redirect" href="http://id.wikipedia.org/wiki/RAM" title="RAM">RAM</a> berkapasitas 256K, sebuah disket <a class="new" href="http://id.wikipedia.org/w/index.php?title=Disk_drive&action=edit&redlink=1" title="Disk drive (page does not exist)">drive</a> 1.2M 5¼ inci, sebuah <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Hard_disk" title="Hard disk">hard disk</a> 20M, dan kartu video berwarna (standar <a href="http://id.wikipedia.org/wiki/Color_Graphics_Adapter" title="Color Graphics Adapter">CGA</a>).
Tentu saja, Microsoft sebagai partner bisnis yang mantap secara sigap
mendukung peluncuran IBM PC-AT dengan juga meluncurkan versi terbaru,
MS-DOS 3.0. MS-DOS 3.0 mendukung semua kemampuan yang dimiliki oleh IBM
PC-AT, kecuali <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Multi-tasking" title="Multi-tasking">multi-tasking</a> yang disediakan oleh prosesor Intel 80286 yang mampu berjalan pada <i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Protected_mode" title="Protected mode">protected mode</a></i> tentunya.<br />
DOS 3.0 adalah versi yang dapat mendukung fungsi <a href="http://id.wikipedia.org/wiki/Jaringan_komputer" title="Jaringan komputer">jaringan</a>, walaupun terbatas pada jaringan dengan konsep kelompok kerja (<i>workgroup</i>) dan terkoneksi sebagai sebuah klien pada sebuah <a href="http://id.wikipedia.org/wiki/Server" title="Server">server</a>. Pengguna dapat menggunakan teknologi jaringan yang dibuat oleh IBM, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Token_Ring" title="Token Ring">Token Ring</a> pada sistem operasi DOS. DOS 3.0 juga mendukung <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Floppy_disk" title="Floppy disk">floppy disk</a> 3½ inci <i>low-density</i> yang berkapasitas 720K, sedangkan DOS 3.3 mendukung floppy disk 3½ inci <i>high-density</i> yang berkapasitas 1.44M. Dalam DOS versi 3 juga dapat mendukung <a href="http://id.wikipedia.org/wiki/Partisi_%28sistem_berkas%29" title="Partisi (sistem berkas)">partisi</a> pada hard disk yang memiliki kapasitas hingga 32M, 12M lebih tinggi dibandingkan dengan DOS versi 2.0.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_4.xx">MS-DOS versi 4.xx</span></h2>
Pada tahun 1988, sistem operasi dengan tampilan grafis mulai menjamur. Microsoft juga meluncurkan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Windows" title="Windows">Windows</a>
versi 1.0 pada tahun 1985 dan Windows versi 2.0 pada tahun 1989. Pada
DOS versi 4.0 ini, Microsoft membuat sebuah program shell dengan nama <a class="new" href="http://id.wikipedia.org/w/index.php?title=DOS_Shell&action=edit&redlink=1" title="DOS Shell (page does not exist)">DOS Shell</a>, yang memiliki tampilan seperti <b>DOS Executive</b> milik Windows versi 1.0. Pada saat itu, ada sebuah program <i>shell</i> yang juga populer yang berjalan di atas sistem operasi DOS, dengan nama <a class="new" href="http://id.wikipedia.org/w/index.php?title=Norton_Commander&action=edit&redlink=1" title="Norton Commander (page does not exist)">Norton Commander</a> (NC) yang dibuat oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Peter_Norton&action=edit&redlink=1" title="Peter Norton (page does not exist)">Peter Norton</a>. Dengan menggunakan <i>shell</i>,
pengguna dapat lebih mudah mengorganisasikan berkas dan arsip, dan
menjalankan program, dalam satu layar saja. Selain itu, karena mouse
dapat mempermudah pengoperasian komputer, DOS Shell juga dapat
mendukungnya.<br />
Versi 4.0 ini merupakan versi yang paling banyak perubahannya. Versi
selanjutnya merupakan versi-versi perbaikan saja, dan berbagai tambahan
utilitas.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_5.xx">MS-DOS versi 5.xx</span></h2>
IBM memang sudah tidak membuat gebrakan-gebrakan baru dalam industri <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Mikrokomputer" title="Mikrokomputer">mikrokomputer</a>,
karena pasar yang sebelumnya dikuasai IBM ini telah dimakan sedikit
demi sedikit oleh para kompetitornya, seperti Compaq, Hewlett-Packard,
dan juga Dell yang juga memproduksi mikrokomputer yang kompatibel dengan
komputer IBM, karena menggunakan desain yang sama, dan juga
mikroprosesor yang sama yang dibuat oleh Intel Corporation. Di sini yang
sukses adalah Intel Corporation, karena <a href="http://id.wikipedia.org/wiki/Mikroprosesor" title="Mikroprosesor">mikroprosesor</a>
yang digunakan diproduksi jauh lebih banyak, akibat permintaan yang
lebih banyak. Karena komputer tersebut menggunakan mikroprosesor buatan
Intel Corporation, maka yang kedapatan sukses kedua adalah Microsoft
dengan DOS-nya. Banyak analis yang berpendapat bahwa hal ini disebabkan
oleh kegagalan IBM ketika mereka menjual IBM PC Jr., dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=IBM_P/S2&action=edit&redlink=1" title="IBM P/S2 (page does not exist)">IBM P/S2</a> dengan arsitektur <a href="http://id.wikipedia.org/wiki/Bus_MCA" title="Bus MCA">Micro-Channel Architecture</a>
(MCA). Bus MCA yang digunakan oleh IBM P/S2 tidak menggunakan konsep
open-architecture sebagaimana bus ISA yang juga dibuat oleh IBM tetapi
dengan open-architecture. Selain itu, kartu-kartu ekspansi yang
menggunakan bus MCA memiliki harga relatif lebih mahal dibandingkan bus
ISA yang saat itu banyak digunakan dan menjadi sebuah standar, sehingga
memperlambat penyerapannya di pasar mikrokomputer.<br />
IBM memang gagal memperpanjang umur IBM PC, akan tetapi Microsoft
terus mengembangkan DOS dengan meluncurkan MS-DOS versi 5.0. Versi 5.0
ini dirilis pada tahun 1991, dan memiliki berbagai fitur yang jauh lebih
baik, seperti halnya device driver yang dapat diinstal pada area memori
di atas 640K (HMA), dengan menggunakan parameter DEVICEHIGH pada berkas
konfigurasi CONFIG.SYS dan LOADHIGH pada berkas AUTOEXEC.BAT sehingga
memperbanyak kemungkinan untuk menjalankan program yang membutuhkan
conventional memory (memori 640K awal yang dimiliki oleh komputer) yang
lebih besar.<br />
Untuk masalah utilitas, Microsoft menambah banyak sekali utilitas
dalam DOS versi 5.0 ini. Di antaranya adalah editor berkas teks ASCII
yang bernama MS-DOS Editor (EDIT.COM) dan program bahasa pemrograman
QuickBasic (QBASIC.EXE). Utilitas ini dimaksudkan untuk menggantikan
editor yang berorientasi pada "baris per baris", EDLIN.EXE yang ada pada
DOS versi 4.0 dan yang sebelumnya.<br />
Selain editor <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Berkas_ASCII" title="Berkas ASCII">berkas teks</a> <a href="http://id.wikipedia.org/wiki/ASCII" title="ASCII">ASCII</a>,
Microsoft juga membuat utilitas untuk membuat makro untuk mempercepat
kerja dengan komputer. Program pembuat makro tersebut dinamakan
DOSKEY.COM. Ketika dimuat, DOSKEY dapat membuat makro dan mengeksekusi
makro tersebut. Selain itu, dengan menggunakan DOSKEY dapat mempermudah
pengetikan perintah yang sama dengan perintah sebelumnya sehingga
masalah "capek mengetik" perintah yang sama berulang-ulang menjadi jauh
lebih simpel dan mudah. Untuk melakukannya, pengguna dapat menggunakan
tombol panah ke atas dan ke bawah. Fitur seperti ini dimiliki oleh <i>Command Prompt</i> pada <a href="http://id.wikipedia.org/wiki/Windows_2000" title="Windows 2000">Windows 2000</a>/<a href="http://id.wikipedia.org/wiki/Windows_XP" title="Windows XP">XP</a>.<br />
Utilitas lainnya yang juga menarik adalah UNFORMAT.EXE dan
UNDELETE.EXE. Kedua utilitas tersebut sangat berguna untuk mengembalikan
berkas yang terhapus dan drive yang terformat. Program UNDELETE.EXE
mirip seperti halnya <i>Recycle Bin</i> pada <a href="http://id.wikipedia.org/wiki/Windows_95" title="Windows 95">Windows 95</a> (dan yang seterusnya), hanya saja mereka kelihatan sedikit lebih rumit dibandingkan dengan Recycle Bin yang berjalan pada <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Windows" title="Windows">Windows</a>.
Selain UNDELETE.EXE yang berjalan pada command line, pada DOS versi 5.0
ini juga terdapat utilitas MWUNDEL.EXE yang berjalan pada Windows versi
3.0, sehingga fitur Recycle Bin juga dapat ditemukan pada Windows 3.0.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_6.xx">MS-DOS versi 6.xx</span></h2>
MS-DOS versi 6.0 ini dirilis pada tahun 1993. Versi ini memiliki
banyak utilitas tambahan, seperti halnya Antivirus (MSAV.EXE), Virus
Protection (VSAFE.COM) yang diadopsi dari Central Point PC-Tools. Selain
itu, ada juga utilitas untuk melakukan defragmentasi hard disk
(DEFRAG.EXE) yang diadopsi dari Symantec Norton Utilities, utilitas
untuk memeriksa hard disk dari kesalahan penempatan berkas dan kerusakan
(SCANDISK.EXE) sebagai pengganti CHKDSK.EXE, dan berbagai perbaikan
dari utilitas yang ada sebelumnya.<br />
Pada MS-DOS versi 6.0 ini juga menyertakan utilitas yang dapat
membuat penempatan berkas menjadi lebih efisien dengan nama DoubleSpace.
Akan tetapi, sebuah perusahaan yang memiliki paten tentang hal tersebut
menjadi marah sehingga menuntut Microsoft ke meja hijau. Microsoft pun
kalah dan utilitas DoubleSpace pun dicabut dari DOS 6.20. Akhir tahun
1994, Microsoft merevisi DOS 6.20 dengan utilitas serupa tetapi tidak
melanggar paten orang lain dengan nama DriveSpace. MS-DOS ini adalah
MS-DOS versi 6.22.<br />
<h2>
<span class="mw-headline" id="MS-DOS_versi_7.xx">MS-DOS versi 7.xx</span></h2>
MS-DOS versi 7.0 ini dirilis hanya beberapa bulan sebelum Microsoft
meluncurkan Windows 95, sebuah versi Windows yang benar-benar independen
dari MS-DOS. Sebenarnya, Windows 95 tidaklah benar-benar 100% bebas
dari MS-DOS, hanya saja memang beberapa fungsionalitas yang sebelumnya
ditangani oleh kernel MS-DOS, sekarang ditangani oleh Windows. Berkas
MSDOS.SYS yang pada versi-versi sebelumnya adalah berkas biner
(program), sekarang hanya berkas teks biasa, yang berisi tentang <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Proses_booting" title="Proses booting">proses booting</a> komputer saja, dan berbagai macam baris berisi “xxx” dengan fungsi yang tidak jelas.<br />
Tidak banyak peningkatan yang terjadi pada DOS 7.00 ini karena
beberapa fungsi yang telah dipindahkan ke Windows 95. Windows 95 adalah
sebuah versi Windows dengan tambahan Win-32 API dan desktop yang
didesain ulang. Windows 95 memiliki pusat kontrol dari tombol Start Menu
pada pojok kiri bawah layar monitor Anda. Ketika baru beredar 2 bulan,
konon Microsoft mendapatkan untung sangat besar sekali, karena Windows
95 telah terjual hingga lebih dari 7 juta kopi.<br />
Ketika Microsoft meluncurkan Windows 98, Microsoft juga merevisi DOS
menjadi versi 7.10 dengan dukungan untuk sistem berkas FAT32 yang jauh
lebih efisien daripada sistem berkas FAT16. Fungsionalitas yang dimiliki
MS-DOS 7.10 pun banyak dipangkas. Hasilnya, pada akhir tahun 1999,
Microsoft meluncurkan versi Windows baru, dengan nama kode <b>Georgia</b> (<a class="mw-redirect" href="http://id.wikipedia.org/wiki/Windows_Millennium_Edition" title="Windows Millennium Edition">Windows Millennium Edition</a>) yang benar-benar tanpa DOS!<br />
Sebenarnya, sistem operasi yang benar-benar tanpa DOS pernah dibuat oleh Microsoft sebelumnya dengan <a href="http://id.wikipedia.org/wiki/Windows_NT" title="Windows NT">Windows NT</a>, hanya saja Windows NT ditujukan untuk kalangan minicomputer, <a href="http://id.wikipedia.org/wiki/Server" title="Server">server jaringan</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Mainframe" title="Mainframe">mainframe</a>, dan juga <a class="new" href="http://id.wikipedia.org/w/index.php?title=Workstation&action=edit&redlink=1" title="Workstation (page does not exist)">workstation</a>. Penggunaannya yang rumit menjadikannya sangat sulit diadopsi oleh para pemula di bidang komputer.<br />
sumber:wikipedia
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<h1 class="post-title">
Perbedaan Antara DVD-Combo drive dg DVD-RW drive</h1>
<div align="justify">
Banyak masyarakat yang salah mengartikan antara
DVD-Combo drive dengan DVD-RW drive. Mereka beranggapan bahwa fungsi
dari kedua perangkat tersebut seolah-olah ‘sama’ padahal perbedaan
antara DVD-Combo drive dengan DVD-RW drive cukuplah mendasar.</div>
<div align="justify">
<span style="font-family: verdana; line-height: 1.5;"><em>DVD-Combo drive</em>
adalah gabungan dari DVD-ROM drive dengan CD-RW drive, dengan kata lain
perangkat yang dapat membaca kepingan CD dan DVD, dapat membackup data
ke kepingan CD tapi ‘tidak dapat’ membackup data ke kepingan DVD.</span></div>
<div align="justify">
<span style="font-family: verdana; line-height: 1.5;">Fungsi yang terakhir inilah yang membedakan dengan DVD-RW drive. <em>DVD-RW drive</em> bisa melakukan semua proses diatas, yakni mampu membaca kepingan CD & DVD, membackup data ke kepingan CD & DVD.</span></div>
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<h3 class="post-title entry-title" itemprop="name">
<a href="http://wahyuramadhan242.blogspot.com/2012/09/perbandingan-prosesor-intel-dan-amd_24.html">Perbandingan Prosesor INTEL DAN AMD</a>
</h3>
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<h1 class="page_title">
Perbandingan Prosesor INTEL DAN AMD</h1>
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<a href="http://kampus.unikom.ac.id/s/userassets/10110104/blog_images/image_7ec58507ac404ad9cf12687f1c30210e.jpg"><img alt="Perbandingan Prosesor INTEL DAN AMD" height="120" src="http://kampus.unikom.ac.id/s/userassets/10110104/blog_images/thmb_7ec58507ac404ad9cf12687f1c30210e.jpg" style="background: #fff; border: 1px solid #ccc; padding: 1px;" width="160" /></a></div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Intel Corporation</b></div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
adalah
sebuah perusahaan multinasional yang berpusat di AS dan terkenal dengan
rancangan dan produksi mikroprosesor dan mengkhususkan dalam sirkuit
terpadu. Intel juga membuat kartu jaringan, chipset papan induk,
komponen, dan alat lainnya. Intel memiliki projek riset yang maju dalam
seluruh aspek produksi semikonduktor, termasuk MEMS.</div>
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Intel mengganti logo dan slogannya pada 1 Januari 2006. Slogan lamanya “Intel inside” diganti dengan “Intel Leap ahead”.</div>
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Beberapa produk prosesor Intel yang ada sampai sekarang ini yaitu :</div>
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1. Intel® Pentium® 4 2. Intel® Pentium® Dual-Core</div>
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<a href="http://princeheart.files.wordpress.com/2010/01/p41.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-thumbnail wp-image-69" height="150" src="http://princeheart.files.wordpress.com/2010/01/p41.jpg?w=117&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="P4" width="117" /></a><a href="http://princeheart.files.wordpress.com/2010/01/dual-core.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-thumbnail wp-image-70" height="150" src="http://princeheart.files.wordpress.com/2010/01/dual-core.jpg?w=121&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Dual Core" width="121" /></a></div>
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3. Intel® Core™2 Duo 4. Intel® Core™2 Quad</div>
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<a href="http://princeheart.files.wordpress.com/2010/01/core2duo5.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-thumbnail wp-image-82" height="150" src="http://princeheart.files.wordpress.com/2010/01/core2duo5.jpg?w=121&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="Core2Duo" width="121" /></a><a href="http://princeheart.files.wordpress.com/2010/01/core2quad4.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-thumbnail wp-image-83" height="150" src="http://princeheart.files.wordpress.com/2010/01/core2quad4.jpg?w=120&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Core2Quad" width="120" /></a></div>
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5. Intel® Core™2 Extrme 6. Intel® Core™ i7</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<a href="http://princeheart.files.wordpress.com/2010/01/core2extreme.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-thumbnail wp-image-79" height="150" src="http://princeheart.files.wordpress.com/2010/01/core2extreme.jpg?w=127&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="Core2Extreme" width="127" /></a><a href="http://princeheart.files.wordpress.com/2010/01/corei7.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-thumbnail wp-image-80" height="150" src="http://princeheart.files.wordpress.com/2010/01/corei7.jpg?w=128&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Corei7" width="128" /></a></div>
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<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">AMD (Advanced Micro Devices)</b></div>
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adalah
sebuah perusahaan pembuat sirkuit terpadu, prosesor atau IC (integrated
circuit) yang bermarkas di Sunnyvale, California, Amerika.<br />
Pabrik pertama berada di Austin, Texas, Amerika dan pabrik kedua berada
di Dresden, Jerman yang ditetapkan untuk memproduksi Athlon saja. Bila
semuanya berjalan lancar, mimpi harga sistim PC akan dapat lebih murah
bisa terwujud karena tidak lagi di monopoli oleh Intel. Pada tahun 2006
juga, AMD telah berhasil mengakuisisi perusahaan Grafis terkenal asal
Amerika yaitu ATI Tecnology.<br />
Perusahaan ini adalah penyedia prosesor x86-compatible processors
terbesar kedua. AMD juga sudah dikenal oleh dunia, beberapa produknya
yaitu :</div>
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1. AMD Sempron™ 2. AMD Athlon™ FX</div>
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<a href="http://princeheart.files.wordpress.com/2010/01/sempron1.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-thumbnail wp-image-86" height="150" src="http://princeheart.files.wordpress.com/2010/01/sempron1.jpg?w=127&h=150" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="Sempron" width="127" /></a><a href="http://princeheart.files.wordpress.com/2010/01/athlon-fx1.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-full wp-image-87" height="144" src="http://princeheart.files.wordpress.com/2010/01/athlon-fx1.jpg?w=128&h=144" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Athlon FX" width="128" /></a></div>
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3. AMD Athlon™ 64 4. AMD Athlon™ X2</div>
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<a href="http://princeheart.files.wordpress.com/2010/01/athlon-641.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-full wp-image-90" height="125" src="http://princeheart.files.wordpress.com/2010/01/athlon-641.jpg?w=106&h=125" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="Athlon 64" width="106" /></a><a href="http://princeheart.files.wordpress.com/2010/01/athlon-x2-641.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-full wp-image-91" height="144" src="http://princeheart.files.wordpress.com/2010/01/athlon-x2-641.jpg?w=122&h=144" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Athlon X2 64" width="122" /></a></div>
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5. AMD Athlon™ X3 6. AMD Athlon™ X4</div>
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<a href="http://princeheart.files.wordpress.com/2010/01/phenom-x3.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="alignleft size-full wp-image-92" height="125" src="http://princeheart.files.wordpress.com/2010/01/phenom-x3.jpg?w=106&h=125" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; float: left; margin-bottom: 0px; margin-left: 0px; margin-right: 10px; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;" title="Phenom X3" width="106" /></a><a href="http://princeheart.files.wordpress.com/2010/01/phenom-x4.jpg" style="color: #2970a6; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><img alt="" class="aligncenter size-full wp-image-93" height="125" src="http://princeheart.files.wordpress.com/2010/01/phenom-x4.jpg?w=106&h=125" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: block; margin-bottom: 0px; margin-left: auto; margin-right: auto; margin-top: 0px; max-width: 600px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="Phenom X4" width="106" /></a></div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">PERBEDAAN, KEUNGGULAN DAN KEKURANGAN PROSESOR INTEL DAN PROSESOR AMD</b><br />
Beberapa perbedaan, keunggulan dan kekurangan prosesor Intel dan AMD :</div>
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1.
Set instruksi pada Intel adalah MMX, SSE,SSE2, dan SSE3, tetapi pada
AMD SSE2 dan 3DNow. Tetapi dari sekian banyak istruksi yang dipakai oleh
intel sebetulnya telah ada dalam 3DNow-nya AMD yang tidak dimiliki oleh
Intel.</div>
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2.
L1 pada Intel maksimal 32K, sedang pada AMD adalah 128K. Bedasarkan
beberapa test AMD dengan L1 128K lebih unggul dibanding dengan Intel.</div>
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3. Banyak transistor pada Intel 100 milyar sedang AMD 105 milyar.</div>
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4.
Banyaknya Decoder, Integer, FP pada intel lebih sedikit dibanding AMD
yang secara signifikan perbedaan tersebut meningkatan kinerja dari AMD.</div>
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5.
Temperatur pada Intel dapat diatur oleh processornya sendiri (processor
akan mengurangi kecepatan jika processor terlalu panas), pada AMD64
temperatur maksimum adalah 900C. Teknologi Intel lebih unggul dibanding
AMD.</div>
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6.
AMD lebih unggul dalam pengolahan komunikasi aplikasi, seperti transfer
data pada modem, ADSL, MP3, dan Doubly Digital Suround Sound.</div>
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7.
Pipeline pada intel lebih panjang dibanding dengan AMD, tetapi pipeline
Intel bermasalah pada pertukaran tugas, sehingga pipeline intel
kecepatannya melambat berada dibawah AMD.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
8. Intel menang di brand image dan marketnya, sedangkan AMD harganya yang lebih murah.</div>
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9.
Pada prosesor Intel Pentium 4 harga standard, kinerjanya lumanyan
cepat. Memang sih, untuk urusan grafis masshi kalah dibanding dengan
AMD, tapi paling tidak prosesor Intel tidak cepat panas.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
10.
Pada prosesor AMD Athlon harga agak murah dibanding Intel. Grafis bagus
banget, kecepatannya lumayan, tapi cepet banget panas dibandingkan
Intel.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">PERBANDINGAN KECEPATAN PROSESOR INTEL DAN AMD </b><br />
Dari segi penggunaanya, perangkat keras yaitu prosesor ini bagian
penting dari komputer yang berfungsi sebagai inti dari kinerja komputer
ini sendiri dimana semakin besar memori dan semakin banyak prosesornya
semakin cepat juga kinerja yang di hasilkan oleh prosesor itu sendiri.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
Prosesor
yang cepat dapat kita lihat dari core (inti prosesor) semakin banyak
core yang digunkan pada prosesor semakin cepat juga kinerja komputer
yang kita gunakan. Mengapa demikian, karena prosesor bekerja didalam
aplikasi-aplikasi program atau game yang kita pakai semakin banyak
aplikasi yang kita jalankan semakin banyak juga prosesor kita gunakan.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
<b style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Kesimpulan sebagai berikut :</b><br />
1. Untuk menggunakan prosesor Intel anda harus mengeluarkan banyak
biaya apalagi dengan performanya tinggi yang di hasilkan oleh prosesor
Intel yaitu Intel i7 dimandingkan dengan prosesor AMD anda tidak akan
mengeluarkan banyak biaya dan performanya juga lumanyan bagus. Oleh
karena itu utuk anda yang biayanya pas-pasan pilihlah prosesor AMD tapi
kalau biaya yang anda punya lebih silahkan anda memilih prosesor Intel.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
2.
Prosesor Intel dan Prosesor AMD telah di uji performannya ternyata
prosesor intel lah yang kuat dalam hal apapun sedangkan prosesor AMD
hanyalah pilihan kedua anda.</div>
<div style="margin-bottom: 10px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;">
3.
Prosesor Intel lebih kuat dari porsesor AMD pada aplikasi multimedia,
sebaliknya prosesor AMD menang dari prosesor Intel di gaming dan program
3D nya.</div>
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</div>
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</div>
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<h3 class="post-title entry-title" style="font-weight: normal; font: normal normal normal 22px/normal 'century gothic', Arial, verdana, sans-serif; line-height: 26px; margin-bottom: 10px; margin-left: 5px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 5px; padding-left: 0px; padding-right: 0px; padding-top: 5px; text-align: left;">
<b><a href="http://numanfaqih.blogspot.com/2010/02/arsitektur-prosesor-intel-amd.html" style="background-color: transparent; color: #152839; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;">Arsitektur Prosesor Intel & AMD</a></b></h3>
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1. <b>Keluarga AMD</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitO9_n_AGY8BzaLr6319NXNtUd14LAHs02_UUFQADba5zmPb3GzFOFIsvDrH9rlffDPDTCPc5Mp-PkFo0XSHLkWlnttehVQ7OmZvmJ3xo7X_KG5ZKJ_WUlV6-HLM-fKrENfd8LbY3MAxc/s1600-h/AMD_family_pic.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438699928959026306" name="BLOGGER_PHOTO_ID_5438699928959026306" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitO9_n_AGY8BzaLr6319NXNtUd14LAHs02_UUFQADba5zmPb3GzFOFIsvDrH9rlffDPDTCPc5Mp-PkFo0XSHLkWlnttehVQ7OmZvmJ3xo7X_KG5ZKJ_WUlV6-HLM-fKrENfd8LbY3MAxc/s320/AMD_family_pic.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 132px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Prosessor AMD Dual Core 45 nm</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMF0z52UZo4ka22DxqooS00f0W9VZLyVZFh-G52kNGXFwkrzEpo1zuTLhCn8HacKKsHzNxkMkcMcWIAO-3hlT3-44Y7bbDkCOFmA6I4t2p8k5UwZi8cUMogLjmNqI4FQBf_WyNN9zCOn4/s1600-h/amd_45nm_dualcore.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438701775869267746" name="BLOGGER_PHOTO_ID_5438701775869267746" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMF0z52UZo4ka22DxqooS00f0W9VZLyVZFh-G52kNGXFwkrzEpo1zuTLhCn8HacKKsHzNxkMkcMcWIAO-3hlT3-44Y7bbDkCOFmA6I4t2p8k5UwZi8cUMogLjmNqI4FQBf_WyNN9zCOn4/s320/amd_45nm_dualcore.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 250px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Prosessor AMD Phenom X4 </b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlduFYWR27aJ1_Brg5senllaOfA7NrRUAhiG0DLzE27D-Tq5n9oJKhH4UPb7v0wg8s-S4a-caxLFmWWhRd5GV8yXnlkj8x_txA7NJozcN_Hs7uwH70iMDOW2Th0gAZ0YqCugTntEI_zXU/s1600-h/AMD+Phenom+X4.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438702168145867330" name="BLOGGER_PHOTO_ID_5438702168145867330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlduFYWR27aJ1_Brg5senllaOfA7NrRUAhiG0DLzE27D-Tq5n9oJKhH4UPb7v0wg8s-S4a-caxLFmWWhRd5GV8yXnlkj8x_txA7NJozcN_Hs7uwH70iMDOW2Th0gAZ0YqCugTntEI_zXU/s320/AMD+Phenom+X4.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 291px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Prosessor AMD Barcelona </b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuiRFvk5Z-sar2HxwjPur2Oivht9mtUGsDrYEJNEXod8rYjC558fydknZrCEEnyFYIuzcXG5FeWLKBVJCYHsqFJw-9cVoSEnVRLirS26_facTeTHGCL4URbbxccBgVPE-GDCP-wH90FEQ/s1600-h/amdbarcelona(4+core%29.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438702492722381346" name="BLOGGER_PHOTO_ID_5438702492722381346" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuiRFvk5Z-sar2HxwjPur2Oivht9mtUGsDrYEJNEXod8rYjC558fydknZrCEEnyFYIuzcXG5FeWLKBVJCYHsqFJw-9cVoSEnVRLirS26_facTeTHGCL4URbbxccBgVPE-GDCP-wH90FEQ/s320/amdbarcelona(4+core%29.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 298px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Prosessor AMD Triple Core </b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1LnKNTC4MjZkMszsCMldxdd6XqxuwDPJaRPqYoKicLZYk9Cu7o0Jem4GLRPh9Sb0gMvRSPg_B5T_zTIwrZ3ZLHmzAwWLrydDe-7v4SvMfJJjzF03JLo961tHXIYuugEawoJUPPRBxOzE/s1600-h/triplecore.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438702772260210498" name="BLOGGER_PHOTO_ID_5438702772260210498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1LnKNTC4MjZkMszsCMldxdd6XqxuwDPJaRPqYoKicLZYk9Cu7o0Jem4GLRPh9Sb0gMvRSPg_B5T_zTIwrZ3ZLHmzAwWLrydDe-7v4SvMfJJjzF03JLo961tHXIYuugEawoJUPPRBxOzE/s320/triplecore.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 320px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL2kJzAg5i0WV6xoVfcT6hntxZ7aGGOSTl4eypBf7c_f5VasSig9uzPUFCZ1fAjYSgzW_54khNSwpBZkP73w0L8hp9eiyDXcKFovT2sHByvzx9D8bPZc38sw5LgDYksoL30P6Gf7EpYTM/s1600-h/quad+qore+amd.png" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438704334137395570" name="BLOGGER_PHOTO_ID_5438704334137395570" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL2kJzAg5i0WV6xoVfcT6hntxZ7aGGOSTl4eypBf7c_f5VasSig9uzPUFCZ1fAjYSgzW_54khNSwpBZkP73w0L8hp9eiyDXcKFovT2sHByvzx9D8bPZc38sw5LgDYksoL30P6Gf7EpYTM/s320/quad+qore+amd.png" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 240px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>2. Keluarga Intel</b><br />
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<b>Gambar Intel Pentium D / Penryn Dual Core-detail</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8T9Ivfj-aW8FvxHSehhyrZiCD9D4kTb6ozcX3UlVY-XIA3FUGgw3BBtU20Qup4EVL2Fz9ImAtMCanKOOOGbr4X5BSRjUnPYL0lwDFNtE9zWc-EDorJXJnxx0dhRLUx2m9d-CXDU8Sdbg/s1600-h/dual+core.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438715619228522530" name="BLOGGER_PHOTO_ID_5438715619228522530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8T9Ivfj-aW8FvxHSehhyrZiCD9D4kTb6ozcX3UlVY-XIA3FUGgw3BBtU20Qup4EVL2Fz9ImAtMCanKOOOGbr4X5BSRjUnPYL0lwDFNtE9zWc-EDorJXJnxx0dhRLUx2m9d-CXDU8Sdbg/s320/dual+core.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 231px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Intel Core 2 Duo Detail</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaRvat3CtWKYc8ES2xK3sqfbeihDtT1rQ9CZgNQfp0EWBvQfZure38w8BzjIyv_VkbS_qH4HmK69H5KAx6OjQgPE71qNEbWSVOjgEYZIL-eREKWdjCoSt6lsP_mXz2-OgC2wgRF930nCU/s1600-h/core2duo_text.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438721035515444274" name="BLOGGER_PHOTO_ID_5438721035515444274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaRvat3CtWKYc8ES2xK3sqfbeihDtT1rQ9CZgNQfp0EWBvQfZure38w8BzjIyv_VkbS_qH4HmK69H5KAx6OjQgPE71qNEbWSVOjgEYZIL-eREKWdjCoSt6lsP_mXz2-OgC2wgRF930nCU/s320/core2duo_text.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 226px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Intel Quad Core</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEint_D9giIjswwEmFz_IKaJhEuzC85R0bBGRh_WFzA-dG0Y2KNEL2bylBvBzYEgHSnyiefVXyTCa9I1W8YkWQ-jLrKKfkOX4PQRyussBKULPeJaV8mxODZF5GN_j-ZCLi581kEWoOcHyBE/s1600-h/intel_quadcore2.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438715993541423186" name="BLOGGER_PHOTO_ID_5438715993541423186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEint_D9giIjswwEmFz_IKaJhEuzC85R0bBGRh_WFzA-dG0Y2KNEL2bylBvBzYEgHSnyiefVXyTCa9I1W8YkWQ-jLrKKfkOX4PQRyussBKULPeJaV8mxODZF5GN_j-ZCLi581kEWoOcHyBE/s320/intel_quadcore2.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 226px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Intel Quad Core-diagram</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqTD3oe6MkwwhdWd_J9QqEq3-dfMPL6BiV64K2TeIcPjy8ZaTj3PgO96kDwLE2SDNXojnNRhMUwyrZAuPrKBZN6CdZcgkOmvorzXs6R-1UMIqEvyiq4VBCdqaKGieMR4WJ7B-R8IaRXh8/s1600-h/quadcore3.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438716264457156546" name="BLOGGER_PHOTO_ID_5438716264457156546" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqTD3oe6MkwwhdWd_J9QqEq3-dfMPL6BiV64K2TeIcPjy8ZaTj3PgO96kDwLE2SDNXojnNRhMUwyrZAuPrKBZN6CdZcgkOmvorzXs6R-1UMIqEvyiq4VBCdqaKGieMR4WJ7B-R8IaRXh8/s320/quadcore3.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 206px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Intel Core i7</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6YTivTLyfCvA7_MnApn1hQex0FImquwjVYSifxo7GPBv7o1CY2D6yTc0j9a8Zx8UAI0-RqN1puUh5n6aaatcIM52HHNYEmNuqmjw2QpnfwJist6atlR9W0hhy17U1MQC5ipumVpN89kU/s1600-h/core+i7.jpg" style="background-color: transparent; color: #ac0604; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438716646018501906" name="BLOGGER_PHOTO_ID_5438716646018501906" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6YTivTLyfCvA7_MnApn1hQex0FImquwjVYSifxo7GPBv7o1CY2D6yTc0j9a8Zx8UAI0-RqN1puUh5n6aaatcIM52HHNYEmNuqmjw2QpnfwJist6atlR9W0hhy17U1MQC5ipumVpN89kU/s320/core+i7.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 222px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a><br />
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<b>Gambar Intel Core i5-inside</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrxGY8nqGriL5DI8AFIZG51LL2b2h76sGu_CzggLVUu-HnpCQXvpQYloatY0sYsTdy1my_H2UqpxN6-tYnZsuHoZnVGZIbMmB9E0HmSoFLPOCMLIPWhsT8gLfdKMbhqDyO9z7YESMICt8/s1600-h/p_INTEL_CORE_i5_semitransp.jpg" style="background-color: transparent; color: #455236; outline-color: initial; outline-style: none; outline-width: initial; text-decoration: none;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5438717062292595938" name="BLOGGER_PHOTO_ID_5438717062292595938" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrxGY8nqGriL5DI8AFIZG51LL2b2h76sGu_CzggLVUu-HnpCQXvpQYloatY0sYsTdy1my_H2UqpxN6-tYnZsuHoZnVGZIbMmB9E0HmSoFLPOCMLIPWhsT8gLfdKMbhqDyO9z7YESMICt8/s320/p_INTEL_CORE_i5_semitransp.jpg" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; cursor: pointer; display: block; height: 210px; margin-bottom: 10px; margin-left: auto; margin-right: auto; margin-top: 0px; text-align: center; width: 320px;" /></a></div>
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<b>Perbandingan Skema Pemrosesan Procesor multicore generasi pertama, AMD(Athlon 64 FX) dan INTEL(Pentium D)</b></div>
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<a href="http://xtreview.com/images/article30/bottleneck.jpg"><img alt="1" src="http://kampus.unikom.ac.id/c/m/myspace/u/10110104/n/L3NrZW1hLmpwZwXX/ms//foto.jpg" /></a></div>
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<b><span style="color: blue;">Intel Pentium D </span></b>(kiri) dan <b><span style="color: green;">AMD Athlon 64 FX </span></b>(kanan)</div>
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<b><span style="color: blue;">Intel Pentium D</span>
adalah processor dua core yang kedua core-nya tidak berada dalam satu
die. Processor ini memiliki dua die yang masing-masing berisi satu core,
berbeda dengan <span style="color: green;">AMD Athlon 64 FX</span> yg
merupakan processor dual core murni dengan kedua core-nya berada dalam
satu die serta memory controler yang tertanam langsung di procesor.</b></div>
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<b>sumber: http://10110104.blog.unikom.ac.id/perbandingan.kc</b></div>
Junaidihttp://www.blogger.com/profile/14071683549423446692noreply@blogger.com0