LATAR BELAKANG
Jaringan
Komputer adalah sekelompok komputer otonom yang saling berhubungan antara satu
dengan lainnya menggunakan protokol komunikasi melalui media komunikasi
sehingga dapat saling berbagi informasi, program – program, penggunaan bersama perangkat
keras seperti printer, harddisk, dan sebagainya. Selain itu jaringan
komputer bisa diartikan sebagai kumpulan sejumlah terminal komunikasi yang
berada diberbagai lokasi yang terdiri dari lebih satu komputer yang saling
berhubungan.
Manfaat
yang didapat dalam membangun jaringan komputer, yaitu :
1. Sharing resources
Sharing resources
bertujuan agar seluruh program, peralatan atau peripheral lainnya dapat
dimanfaatkan oleh setiap orang yang ada pada jaringan komputer tanpa
terpengaruh oleh lokasi maupun pengaruh dari pemakai.
2. Media Komunikasi
Jaringan komputer memungkinkan terjadinya komunikasi antar
pengguna, baik untuk teleconference maupun untuk mengirim pesan atau informasi
yang penting lainnya.
3. Integrasi Data
Jaringan komputer dapat mencegah ketergantungan pada
komputer pusat, karena setiap proses data tidak harus dilakukan pada satu
komputer saja, melainkan dapat didistribusikan ke tempat lainnya. Oleh sebab
inilah maka dapat terbentuk data yang terintegrasi yang memudahkan pemakai untuk
memperoleh dan mengolah informasi setiap saat.
4. Pengembangan dan Pemeliharaan
Pengembangan peralatan dapat dilakukan dengan mudah dan
menghemat biaya, karena setiap pembelian komponen seperti printer, maka tidak
perlu membeli printer sejumlah komputer yang ada tetapi cukup satu buah karena
printer itu dapat digunakan secara bersama – sama. Jaringan komputer juga
memudahkan pemakai dalam merawat harddisk dan peralatan lainnya, misalnya untuk
memberikan perlindungan terhadap serangan virus maka pemakai cukup memusatkan
perhatian pada harddisk yang ada pada komputer pusat.
5. Keamanan Data
Sistem Jaringan Komputer dapat memberikan perlindungan
terhadap data. Karena pemberian dan pengaturan hak akses kepada para pemakai,
serta teknik perlindungan terhadap harddisk sehingga data mendapatkan
perlindungan yang efektif.
6. Sumber Daya Lebih Efisien dan Informasi Terkini
Dengan pemakaian sumber daya secara bersama – sama, akan
mendapatkan hasil yang maksimal dan kualitas yang tinggi. Selain itu data atau
informasi yang diakses selalu terbaru, karena setiap ada perubahan yang terjadi
dapat segera langsung diketahui oleh setiap pemakai.
LAN (Local Area
Network)
LAN menggambarkan suatu jaringan
yang menjangkau area yang terbatas, misalnya satu kantor satu gedung, di mana
komputer yang mempunyai jaringan secara fisik berdekatan satu dengan yang
lainnya. LAN yang besar misalnya pada kantor atau perusahaan yang kompleks,
dpaat dipisahkan menjadi beberapa workgroup untuk lebih memudahkan
manejemennya. Dalam hal ini, workgroup terdiri dari user yang melakukan share
resource yang sama, seperti file, printer dan program aplikasi. Sebagai contoh,
pada LAN suatu perusahaan anda dapat membuat workgroup untuk departemen yang
berbeda, seperti penjualan, keuangan, sumberdaya manusia. Jaraknya kurang lebih
sampai dengan 10 km.
Keuntungan jaingan LAN adalah
1. Pertukaran file (file sharing)
2. Pemakaian printer dapat dilakukan oleh semua klien (printer sharing)
3. File-file data dapat disimpan pada server, sehingga dapat diakses dari semua klien menurut otorisasi sekuritas dari semua karyawan, yang dapat dibuat berdasarkan struktur organisasi perusahaan sehingga keamanan data terjamin.
4. File data yang keluar / masuk dari / ke server dapat dikendalikan
5. Proses back up data menjadi cepat dan mudah
6. Resiko kehilangan data oleh virus komputer menjadi sangat kecil
7. Komunikasi antar karyawan dapat dilakukan dengan menggunakan email dan chat.
TCP/IP (Transfer Control Protocol / Internet Protocol)
TCP/IP adalah salah
satu perangkat lunak jaringan komputer (networking software) yang terdapat
dalam sistem, dan dipergunakan dalam komunikasi data dalam local area network
(LAN) maupun Internet.
TCP singkatan dari transfer control protocol dan IP singkatan dari Internet Protocol. TCP/IP menjadi satu
nama karena fungsinya selalu bergandengan satu sama lain dalam komunikasi data.
TCP/IP saat ini dipergunakan dalam banyak jaringan komputer lokal (LAN) yang
terhubung ke Internet, karena memiliki sifat:
1. Merupakan protokol standar yang
terbuka, gratis dan dikembangkan terpisah dari perangkatkeras komputer
tertentu. Karena itu protokol ini banyak didukung oleh vendor perangkat keras,
sehingga TCP/IP merupakan pemersatu perangkat keras komputer yang beragam merk
begitu juga sebagai pemersatu berbagai perangkat lunak yang beragam merk
sehingga walau memakai perangkat keras dan perangkat lunak komputer yang
berlainan, komputer dan komputer lainnya dapat berkomunikasi data melalui
Internet.
2. Berdiri sendiri dari perangkat
keras jaringan apapun. Sifat ini memungkinkan TCP/IP bergabung dengan
banyak jaringan komputer. TCP/IP bisa beroperasi melalui sebuah Ethernet,
sebuah saluran dial-up, dan secara virtual melalui berbagai media fisik
transmisi data.
3. Bisa dijadikan alamat umum
sehingga tiap perangkat yang memakai TCP/IP akan memiliki sebuah alamat unik
dalam sebuah jaringan komputer lokal, atau dalam jaringan kumputer global
seperti Internet.
TOPOLOGI
Topologi
jaringan adalah bagian yang menjelaskan hubungan antar komputer yang di bangun
berdasarkan kegunaan, keterbatasan resource dan keterbatasan biaya, berarti
topologi-topologi jaringan yang ada bisa disesuaikan dengan keadaan di
lapangan.
Topologi jaringan ada beberapa bentuk sebagai berikut:
Topologi jaringan ada beberapa bentuk sebagai berikut:
1. Topologi Bus
Topologi ini adalah topologi yang
awal di gunakan untuk menghubungkan komputer. Dalam topologi ini masing masing
komputer akan terhubung ke satu kabel panjang dengan beberapa terminal, dan
pada akhir dari kable harus di akhiri dengan satu terminator. Topologi ini
sudah sangat jarang digunakan didalam membangun jaringan komputer biasa karena
memiliki beberapa kekurangan diantaranya kemungkinan terjadi nya tabrakan
aliran data, jika salah satu perangkat putus atau terjadi kerusakan pada satu
bagian komputer maka jaringan langsung tidak akan berfungsi sebelum kerusakan
tersebut di atasi.
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)
Topologi ini awalnya menggunakan kable Coaxial sebagai media pengantar data dan informasi. Tapi pada saat ini topologi ini di dalam membangun jaringan komputer dengan menggunakan kabal serat optik ( fiber optic) akan tetapi digabungkan dengan topologi jaringan yang lain untuk memaksimalkan performanya.
Topologi ini awalnya menggunakan kable Coaxial sebagai media pengantar data dan informasi. Tapi pada saat ini topologi ini di dalam membangun jaringan komputer dengan menggunakan kabal serat optik ( fiber optic) akan tetapi digabungkan dengan topologi jaringan yang lain untuk memaksimalkan performanya.
2. Topologi Ring
Topologi cincin atay yang sering
disebut dengan ring topologi adalah topologi jaringan dimana setiap komputer
yang terhubung membuat lingkaran. Dengan artian setiap komputer yang terhubung
kedalam satu jaringan saling terkoneksi ke dua komputer lainnya sehingga
membentuk satu jaringan yang sama dengan bentuk cincin.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH0AAAB9CAIAAAAA4vtyAAAgAElEQVR4nOy9Z3Bc17bfyfJUTc247Klne2bqucaumlD1/J793hUDCIIkSCrnHKlAikEiKeYABhAEQCIDBIic0QAakQCRc845h0aj0eicAzqnc3acDw1AJCVL91KULN6rf/UHUOruc86v91ln7bXXWnsL/R2LEIIRRgi5EHATRCm1WaxGtZY/t8CbnhUJVkTC1WXenFy8NDM9NDTSjSjrdFsRYg06nWxVopJKVNJlpZAv5y+5TGsAQScCcP2rKXYB4HA7bXaEEKEUUUoopWTj9Stry69+hKchlmCTzSKTSZcXeEuTM+IFvlwg1MoURq3OZtDrpOK2htrmxrrx8eHEhLjgG1cvnTh54uAX5w5+fv2zT29++PHNdz+OPPxt7LmA2ICbrWU1k+3DqkWJa81GEaGYEEoQJX9wf0SEEEwIy7Imk8lqMjuNFrfRCkw2p97k0K25zTbHmtVusLEO4HF6VAqlgMfvbGoYam0Zbmub6u5orShMvH09IeTG3dCgiOCbAZcuvv7a60e/Pn7r+q3wG8EaqYJgDCFkIcR/cN8UQsjtdnsYpqK0rK6ianpwdKZveLCpY6C+VTq/vDQ2ZVZqtCqTTOVQ6FyqNbfBwTDrH8WUIordlDoJdWLqcQILJIzZYpydm51dnM/OzT3+xaGZkXFKKcYYYvQH9++FMfYwHqvVysnIOvzhp8lh0RWZnNTQyPf8X7xz4WpvXTNjshaU1h+5mXjiTurh4LsXk7NTGpszWpoSq8qLu1tnVvi8pRm+eIkvX7Y4jNTtoiareUk42dJemplz/tiJhckZSikhBJE/7MxDIoQAANbW1vo7uirzCkdbu2a6BurzS64e/y48ILClqs5pNF+Pzdx96vZrgYkv3Yw7EBS5KyDQ/+bNl+7cevn2zffCbh28E/hBxPX3wgPOpUTHpCWpV0V2sXSsvZ2bnXHu2DeLk7Peo+A/nqubIoQQQliW1ev1M2MTskWBbJ4vnJhTzPHtKn1EYHBRLsdhsV69l//cd1Ev3M7xD8vYfzfnhdS8A2nZ+1LTDqSnvZSR+mp2ygsFKXuzY99Ji3rj9PH52Vm7XD7e2343OvT00WOLU39w/4EwxoQQhmX1BsNI70BbdX1vQ0t/Q9t092Dbg7obF65UV1R43K5rKcW+l9MP3C70C8vbFVfom1y4LZnzXGru1vS87ek5O/Jy/1SUva04/dW8xNfPnuLPLrpXJZPNtdGBl09/fWSdO/2D+4YwxhhjCCEAYM1o5E3NasUKq8bgNpjlPP7y1Mz1C5cGu3qQBwQmFu88m7I/mLs7vNA3lrs1Om/73fwdiQU7U7lb0zn/lJP9T0V5/1Kc80JuymuXzy0szjMK2WJ7c1Jo0KnDR+anZimlEEBCyDrq3wQ6/V1xx5TijasmhCCEIAsQgGaDobqkMv5OTPa91Laa2rnhIY/dnpOc3NfURpwgNKHU77vkfbcKfG9zdkZw/KLz90Rx/GPz9yQU+Cbnbs3M/JecnG3ZOa9kpr9x9eLk4qRVtsLraY+7cf3bQ1/PTc4QiCALKSGbuH8T7L9L7t4rxxgTjN0ut06lHu0ZbqqoK83Ojwy6Nd7bo1fIsxMT22saKEvishp8v03ce4OzMyRvZxhnV0T+7vC8PVH5fnGFuxI4e+5l70rh+KXmvZGS8eq5sxPzExbFynxf++2Ai0mxcWsaHQEIAkgQ3jyNv13udOOhSil1O11ysUSxInPoLMjmEi0sTg30NdwvD7sR2FZVb1UavruZvuu7zJ0BnB23CnfcLtp5u2jX7SLf8OLtMSU744r2xnL84rl+9zhvJGS+ee7i5OykRbE639/RXl0hXlr2WO0EIsgCBNHmafztcicb9h1BRDAeHx6pLqnsrm/ra+nobGhsqqyYGxm+fe16Q9kD/vjcgffP+53n7gwo2RZYujWo1Ce4fGdwuU9Y5XPR1c/F3veJ525N5O5ILHw5IeutS1cnZ6cdCvHKcJ9WwF9TazBAiAUEYYL/5u0MpgQT7HVmCMSU0P7untGeIb1YpRXLTSq1hLco4i0efO/9+tLKNZn26MWE575O3nWx0CeAu+t6id/1Et+rRfsj6p67XfEvUaXbkgr+a1LBnxI5LyZkvHEhYHR83KWQqaemsiOiFCIxpZQgjFjw8OP0b547JgSRDe7DFqVBL1FYVGq7XseYTQffffd+HheY3cUVfbsP3tr/TfS+k7G7joT7fhn2wqnE5y+m+V5J3RWa4ReZvPterl9c1mtRSa+dPDM1McmqVKKhkUuHjmnEMkopRRgD+Af3de4IIYwxRohi2t/V3d3UoZeoVStirVjiNpvsOu17r7xSX/7AINVKBerRMUHf2HJZfd/dtOLUnPtBEVmHLkV8Fhjz6a24N86E7D0ZuOdsyEunr7/04RczI+NAo1kcGJoaHEEuhmJCESYI/01zX5+yEEIIJpgQjDFEFJO+7u7+th7NqkKxvKoVS3QSsUmp+OiNt66fvdRW3TzfOyibnNLwl+U8nlEkdsiVhlX5yqKAJ1rlCaV9bbO1zZPVPYtV7WMd7f3alVWXUilaWHA5XQRhDDFFG777b8N7Q786d/KQMCWIUkQpIhRhgjEhmGKEKaIEEuyBFBBKKWaQ02xjPSxgASG0rb2jp71TtrQi46/oJQqjTGVWaD969Z2//9f/4dtPjwafuxZy/kp6ZFxrWaV8ZkE8Pr06Oq5aXFTxeeol/tqyBOjMLu2a22gBNjvU6z0atXJp0Wk1uwn6njWilKUEUjdCGBEMMcEPXcL39+JT02/K3Tu0MKUIUwQJAhizCLhZAgmFlDqAYlm8MDrd397T1dLhsDoQwhDhzt7egnxOfeWDhgfVfW2dvMk5/uT8C77+/2rLlrCAkOIM7o1z1yID70z1jih4K6olgXx+UTg+IRgZWRkemWxu6amo7K2oaCkp6aypaS0r76mrNcuk2O12uDxmkVY3I7fzDarWpbmCTmQBVhfjZFjAwvX4JNnwr7zD5endFb81d+9FYEgIiwnAlCUUYLPGKJheHOsa7G/unBueNKh0kIEIIEIoC5DZapXJZFKRaGlhsbu9Y3xwdHpk8k5g6MlDJ+w6G4VUJVJJBKK81KzDH3164otD2fH3yrJy8pNTGopLu6pqE27dPn/46MVj3149efrC8ROhAdd0YhllIesBvNaJ1AMnS3xOpvzXr9pDCqmZAieys9DDAIrWkW8aIfzscqeEUEQppJQl3vFjUhvmx6fHugenB8dlfBF2A8wg6GIhAymhECK4MaMhBFNKIYRD/cNFBUUTwxPDPcMSvlQn1xGGaBWaqrLKuLCoT955/4PX3vzg1Tf+9P/9g/82nzf3v/LSrn37tu364r1Pjnx66JO3P7x55frowAhwA0opNVLJ3bbK//TlzNFMwYNJzYzSo3NDSBGLKVyHvWlwnm7k5lfnvu6ZYEwIgSwgbkQ9mBJq1ZlGuvr7W7tFiwLoYCikFFIKCGExYpHXg8SYIIQxJhBBhCHDMCKRqKz0fnhY5MUzlwpyuGFB4dxcbu2D2uL8ovqq2v6uPpvOMjkwujA2097QUp5fUpJTVJhREBMcFXD6CjeXm56UEXDp6uEvj7zxxlsdg0PQCekqO3OuwNEosBls071Ts40j4qll4GIppJCBBBKCCcHr4wYivDmR/oX6LcY7hJAQgjBm3B7qwdjOTA9N9DR18KcXnCY7YTFhEYHEu7pM8PqLYko2bnOMkN1mnZ2ZbWttLeQUXr9yvbSgtLasNvxmOCeTk3ovOTstsyArLyI4rKuh4wG3Mj0uJSH8bnle2UjX0NzorEqoNCr0HpsHuhHjZD0OD7e4bM9776itFuKgDN9iXNZbCGUIdYmM0w39/S1d4uVVt90FGQAZQDClhGJE0O+c++PPUkIghAgjgskKb7mvtWtufNptdWIWMU6GQIwR8VpzQigmFJN14pvcWY9HrVBMjo0HXbtRnMfNTsmoLq4szyurLKjgpGbfuXGrsaK2vbY5LSa5qbxuoKkvPjj2Xkh8Vmx6emzSlZPnG8trhzr6hfOCiYGxhYn5ycGJ6uq6949+JdZqWTdg3MjC4jWEDW6Py+SgJo9eoupt6+pobJMIxayToZh4Dc7G/Yd/Ofqnz50Q4p1tri9cMIzb7cYYW23WyfGJod4BrUKNPBAxiGFYhgUQE4AwQAQ/GqJ5mDvjchtVaqthTbYsNCl0Mp5weWJxeWxhpG2wtaL+QUFJcUZezM07JekF3VVtpSmF3316sianKuRMYNT1WwVJ6b31LUUZOQHfnT956EhfS0dKbPxbr742Mj6CPAC6WbOHMTkZl4uxs4yVcUCXE7tYymKVUNrT2jU3MYMBopC6nW7AQgi+N5u/hP6Tcn/0KbO5SoMJRYRADAEECEKMMGQB62bFK+Km+ibxqohSrz+DMcRe7wYgzEAICUUPfc8j3AklmFCAKEAUErfV6TRYTAq9S28zSLV6mUYtls0Mj80NTUz3jQmnlkrT8u+nFWVHpJ786HBpenZHZU1WbMKl4ye2/8M/xobcnhkcToqKSU+4hxkPBZgCDAlBAFMWQ4RcFGAKCQsxiyimBOJVgXCgvUev0CAGIQ8khEKEvKlO/yO4bzq33n+QdTcLYsoA5IEMAxkAAOP0uC2u+dG58b5R15oTOhFBBBP8l7oG3ntoc5R5Qwje1SiGYaw2m9VisayZlGKpYkW8MrOgmF9WLwk77tf21TULxmdGWrvu3o6IuXVnZWah/v4Dg0Kdn5Urk0h+4nCUEIqx18LopMqhlk4ZTwhMDsbhdLjdACGGZQGC36P/C92dJ+Tu9QYx3fRsCUXrfwCWBYgFkMUQuW2uyaGJVd4qZjC0Auz+3v78RYcjG27F+ssbJd5Av/43CwgLKQMtKp16WWRYlWkFEr1Qxh+fES3ytSKZcI432NmzODmjksgTYuPMJtPmlz9+OO9DnRCCMIWYuFiH3jTW2TfVN2Q3WRjAuhkPgPCXGPon5A4o9VAKveeIMAWQYkQJIohBgHE5HAgAuVTW1tQqXFpBACEWQTcELvBk3H9U34cfMEYQIggxgOIlwezQ2Ghnb1VBSQWnqLuhhTc+PdTdN9Yz0Fpdl5eW0Vhdm5+dOzI4CFjg/R6MH5//b8xOCaYEY4xYSCGiAAtmF0YGh+x2u8fj8Xg8brf7t+YOKWU2uRNMEIsJQBR4qMfFOLEHCXmC0YERrUrHuFnAQgwJZjFwAYKfjj+wqXXjgzDr9hCE7sXEffXxp5+//9Ghjz49/NFnRz/94taVaz3NbfNTM3OT0yqpfE1nsFttdAO3dyH3sfPx3s2QUkQJIQSwLAAAMCyGSMBfHh0adliskAUelxs/vFD1l1zUE3L//kFKCaLYBRkPBpBSF2VYCFbnBBN9Y06Lw2F3ehiA8EaGylMMLD18KphQTAjCFJPVZcH40DBvdm5lkSfmr6jEUunKKmHh929eZ/1Tp4IefWFKECGIYAghgUgiWB3o6tGrtdDDsB4GeYURRJtT6x/RY4d40ueq182mFFDiodSNscfNDrX12eVr+mVle1kDMHsopAwLWEJYjNH6dPvXCbY+7Ab9d96AEcIIY4LRxuvP/L71YAEhiGAWAuRhKSByoWSwuxcyLAIQIgQhfPgW/v7h/5AeO8QTc8cUIUywixIXpRhRaqe530R2nsk01C15VHZkZZEHMSzyEOKhBD79SOpDIv8d9IR4F04JJgh577r1STH6M0fAelCMIISQlx2hxMlih8ek0mEGUIwJJgBBQDDeuJnwj+mx4f/E3CHFLKDQTqmLUOqkVIgHvsqs+Q+He96PHa/pdalt2I2cLtaFCUMp9Hpkvz73x+/uR/OR0Ibt/pnI4sNfiAneMEoOu10rU6j5qwq+UCOSqSVym8XqcrqsdttfcLKYYIy3POSDr9uhDc8QEwwJAhhBSjAlBEO0eTYIIoghIMgNWAIxdVJTvzLluW+q/+nCwMnskdpubAPQg1iA3Zg4EQKE4qcU2fiZq9p0ch493ENG4+d/f0wwy7IIIYIJAtDtcNlMZq1MwZ+d50/MyecF8oUlpWBZIZIqlJri8oqx4WGZRDg7NXy/pLiqqLil9H5zcXlTWXlVMbeyrKSuqkK4tKiSydZ0+s16ky0Pn+767bAxWUcYEAopJYQiABgIAAKAUoox8iDowNBJIUMhwpCweG1F251UY+lTUSOlmCIHgyFhWOhkgQdjFmKEf9uVtF8gRImbYQAEEADG5V7T6mSCVRlPoBSs6sVqvUhpVarcRqPD6jCaHQKhfHWBX52VwU2Oz0y8F3Ty9PVPvwr+/MiNr45cOvz1kfffPfz220fee/+zd987dfhYyLXAYg53cWZ+C92Evj4NRN5x4XA65Dq1RKuQaOQSlUymkmm0SotlTSRcdtot3vPDFLqAww7sNpcVMAxFlIKNc9/4A1PKQORd1ftpL+L3I0wJQAhAaDVbFmfnpscm5CKpWW90rVkZu9tpstq1Or1MYTE5rA5ktRH3moe6EXV7gMPlUuqdErVLqrFLFDaJbLC+sau4vKeiqr2qtiQnvzAt68LxUxePn9ny2MMXAmgxW8SropVlwSyfN7k0N7O0sCRcliqlcrm4t7O1OD93lTc/3NzSU15ZkZKSfPtWeOCViOAb96IjM+ITsmLvtVc39jR1LE3Nren0rIdlGZZS6nJ7WBY8K9wRwZgQCKFoRXjp7Lmwm7eSo+Oqist6m9uLcwq42fmC2XmjVpedX5ZWUt8zJ+kbWx4ZnhFJlVqHw2J1uK1OxuHZdPkopZQB1A2c2rXJ7oHE4Mhrx89u8doWb3IW62HsVptKJtcqlAaNVqVUyhVys8lsNVscFqttzWRQqqx6o2B2vr+mlhselXzzZnr4nZSI2/Ght04f/urYxx+d+OSjI+9/+PWHn33x3kdff3IwNjwyOz1TKpYgjBgINj3c37nWFwwgEvKXL505FxsaVllQ3FhaGXThynsvvJ4cdnd+bEqtN7x97NRLp6/tOXNz34Wb+09f/CQs7FjqvdOpiadioy+mJCQ2Vhd0tpZ2t1Y21U2Oj2GLfWlgbKiuNSU4MvD42S0QofUhj/D8zOxgb790VSQVrKrEcuEcz2UwW9UGnURpUhudFpfN5HLaAQAUIa9zBSDLYgAYh00jk4p587L5aeni/Mo870FJWVleQVlewaGPPyvMzaOUelgG4GeDOyEEAui02bVKlVQgnB+ZEM0uyhcFikVBfV5Z1MWg6YGxFbn64M2wV8ISd8dm7EzI3JOc7pcQvzMuYu/dyAMJUc8nRe5NCPWLvv5ieMDec8dOBt+AVqdgeHKguik1NPrGsTNbECGYEkIpgrC3o+vCqdOJkTH1ZZXZCcmXDh/NjoyrLSwzqgwioTK38EFmcW1KSWN+49AwXzS1urogkiwKZWtWl8vJYAatZ2kQSAFkHY6V6dmmsorTXx8tLSiglEIMIEXPxLMVQYQgtFusSpGkrbah6X7VUGvnZGf/8uhUb2XTtaNnJ/vH+HLN21dD/cNSnovj/GNC3n9Lyn0uNXNbRrpPZvrOnHQfTrpvUfruwqTXuanvZsR/GRbsNJoUc/zuB/VRl2/e+vbCFkipd/LmcjjGBodvXr5693ZEc2VNbWHpsfc++ObjT/LSMnUGa2Vrn887B1/+7vrzF27vvXDn7aDwNy9ffj/g+pe3wi4lpgZlZIdkZd5IuZvVVDYwO6xeXTVKZBNdPe2V1Ze+OVGcm0spJRRD+myMd4QQYoHL5jAqNTqJfHF0cr5/VDA6LZtZbC6uDr8aopAqeTLF6xeDd1yJ3RaWvyOudOfdIp94zvbEPJ/k3B0Zuc/l5vwzJ2N7ftrezHvP343+PCzMZjApeIKOqvrgM1cCvz2/BVMKCaaUrukNKolMsSLSSxQaoZQ3OiXhCUozcxOi46RqY1HbwMunb34Qk/dKdO6riUX7YpNeTUp8NTH5xfh7z8fF74uK9I8JfT4x5PmUwF2nPisrKcE2O29oqKWk5OLRY8V5Xu4IEfhzl/z7EKEYIrvZIuItywWrI529k72D6qVVYLQujU3fuhookynnRPI3z4bsu5KyO5jrG1y8N7TQPyJ/V1yhb0LhzpRCn8z8rVk5z2Wk7s/KeCk69mhYtFVvlCzweuubb313MeDwiS10Y/3CbrbOT0w13H/QWdfUUVM/1t67MiHIiU2PC7mj0+jvt4/4Hw99Lax0bwTXPy5vd1zGnsTsXYk5vil5vukcv+y83TlZ/vlpL5VkHrh9M6+yGjndi12dlUmJJz79vIhbvL5K8pNRkd+PMMIIQLfdIeYL4sOjOKmZ98Kjr586p14WsxZLxJ1bfP4yT6p+72z0gYvZewIr/IIq/G+V+ocW+EZxtiYUbksq8ksu2pXM8cnK2Z2Z/lJU1NFbt616vW5ZMFjbGHz8VMLFaxvcCbWumYQLSwtjU6oVsXRxWb4gEE/zU+5EZ92NdtltDQOTfkduvny7eFd4wa7Y7F1xGb7xOb6JHJ/k/O2pHJ8sjm92zp68rP2FmbuDAzPvP2DsTn5Pd3Vy0vlDR7jcUq99IT8ID/0+5a0Asa2Z1zS6meFxo1w9PzxelV882TUw0tN9K+jq/AJvWWH44HzcnjOZfjce+AY92B1U7h9cuCs8/7m4wm33uHsSivzu5fpkZvtmprwQGXH0VqhFrVEv8jrLKxKuBQoHhtfnTRQTu9kyNTxaVVTWVl3Pn5xVLq3qhOK6ovycexF2u7FhcNzn8PUDodwddwq2R+Vsj830uZu7I4GzPbFga3L+joz8nZm5u3Oy9hVk7Q4OTCu97zRbVwcH6tJST372RT6HSylFCGP4bNgZCCACwLZmnh2b6Khrmu4f1olkqiXhaHNnMYcTHHxrcWmlqmXo+a9uvHiJ4xtQvuN65a7Asj03i3xDC/8UVbQtrnh3LNfvbt6O9Gyf9OR9EeHHQsNsaq1iZm6mo0s2PYvsjo35KsY2k2V6eCw6+E7Y9aCgC1dqCoqhzcUbHeQkRwOPo7ZvesdXt/bfur81uHRrGHd7VJ5PbN72u/nbEgq3JhVuT+P6ZHB2ZWXv5WT7BQWlFJXZjSbJyHB1ctLpz7/q7uqjlEKIMXo2uCOIEAscVltrXcPkwPD88PhIZ+9079BU/3AZt/Trr4+trkoLyppe+vzqG5dz/S5yd14p9rtatPd68c6gkufCy7dF3d8TWeYXw92Wkr8tNWN3ZMzBGyFOnVHH48/39Y+2tztMxi3eOQLFxKDRGhRqrVhuVet549MdVXVDzT05d5Ny7yU4LfbKtpndh+NeuNHgc6PuT4H3t90u9InM2x5dsONu0faEku1JRT7J+bvScvZkZe8OupVWct+s1cvHx1pzc1pK72u1RhZTTCjBf2789X+wCKWEOqy2ltqG1XmeTWNw6NZYg4W6YG9n/5tvvrfME/L4kve/uuz3yfXd3yT4n0s/cDH1pat5e24Ub7tV4hdeeeBOxb7wku13831Scn3vxH969Y5NrnJK5fVFxUc/P+i0mbdsRuU1ClV3S9vs8NjCyOTy5Gz7g7rh1sHCVE787XCrwRYQnPX8oeS9pyv9LtXvvVm/61bJzlDOznCub3Tpzrgyn/hi34SCPUm5+1Pz9lwLTioscVms6pkp5eiIVaZgGOTBFOHvo7K/dxFKKXVZ7Q0PapYmZwxSpV4st8o1yGAd6Bp4/bW3l2YXFUJ5XW1vRFL50Rvph26mvXkiZN+XN/Ycj/E5fdf3TMLuE3F7zybsvJnoH5u2PzD6SECYQ6Ex8Je7amrucwsIRlsQQhAhjJBCKmt8ULMwNrkwOrk6x5sdGJ0Zmo68dSfk8mW70RwYmvHyVwkvnCp54VLVgUsl+29w/W4W+IUU+YWV7oos840u8Ysp2HuX8/w9zp7LQcncUrfFJhsbna6vm+7upd48VG9lxTMhQikmDrO1obJ6YXxKLZSoV8RGkdytNg52DT2/7+XJviH5HM8k0+k1DpnKObei7hud7x2Y7hxaSLnfHpxUkpjTEJNdeyox762gsLdPB9wMinLJ1bolvnBmhiKAENiyUdGCpauizqZWi1pnVmrtGgM02SkkkaFB184eZ+3mzt7ZnW9e3HUwbvvn8S+fz9hzLt03gLM7qGRP6H2/O+V+EaW7I7j+0fnPx+XuuxKcUlzuNFtNS7zI706VpGZQ74IDwhiCZ8LOEEwownaTpb6yamFsSra0IuMJtAKxTaadHJz6v//j//Phiy9x42Kb8vJ7a5oaKmpmx6ZUIoFFtLwm4OlkIqtKa1tV25QmsUY3KRGJJFKzUGpeEVmlMuniIgJujNktBGEMEKVUKhQ1VlYrV0SqFfGaTGWSq5HLGR5y/crZ4xaDSiZWFpa1RqdURqfVHL8c/dW1ex9eS/M/Hup3LGTPyTu7T4e9cu3uC1ci3wiO9z98IiU722LUK3iL97MzV+bmNvJfEMHwmeDuHYhWk7mkkNvb0bWysLQyz5MsLjt1azPDU//7v/73//j3/znw2LcBh46c/vTglaPHxttbVQtTyslhxeigdHxINTW1NrsoHZlYnZlemp50KpVuqcIiU8j5Aq1UhhGgBG9ZX4CDWMwXND6oUaysypZW9BKFQapkzObokOAzx46KeUtLkzPKFZFdY9SJlIKpRZFQxhOoqhv7qpv7m/omMspqA6LuBSakByZn3YyM625tNmlU/PlZpVTiTcujGP5qCQVPX5hgAMCayTQ4MFBaXFJfV9dYV19XWTXU21d/v+bf/69/d+LQ8dXFZd7oZG1Raev9iqGmpr662tnu7tmObsHgqGBwZKl/qIFTmBpyJzEwODcyNjMyNjk2vqq8wrJmIpiwHmYLgchb0CZbFdXer1QIVvUShUYkVQslHp0pOTTiP/2bf3fl6Kn4oDsFCanl6bn9tc3CsVnJLF+9IjPItCbNmlapUys1Go3euGbRm60Ws5VdM+vFUuHsvEGppIRQBClBv7qkhgEAACAASURBVOK69tMWpoRlWYZhMMYsw9qtNrfD6TBZ+rt7BnoHykrur66I3G4GMIBSyp9Z+Oitd/f77nll9/79/7L95CdfXjh07OLX32RG3b1w+Pihtz848dHnp744fPzLw0WcAkopQdjlcHrtDKSYLM0v5GflDHf1zgyPzQ6PieaXWJ01NiD0X23Z8t7el6MuB5774uvvPv2Cey9JNc/TLSyppuek45PSySnJ1PTyyMhcb59gYmJlekq+yFMvLEun51WLy6zVThGhCFGC6cPNF37fAgiygKXrAWFAEIYexqI3FubkVVVVVdXU1tU35udzl3jLaqV+uH+cPycc6h7rbOiKC4mMDYk4+eXRV/2e/+Dlt17Ysff1vS++sGPPy3v2H/Dfd+TLQ4kJCbPTM5TSLevLIggbdfrJsfHe9s6e5rbasoq22sbpgYnYW1F//3f/R1Z8qsVomhsZG2xvW5ocL8nOLE5O7S6p5HX2TzZ1zHX0Trf3VGbmxlwNvHMxIOrS9YgzAXfOXJ5s76UehNwsgRgjBJ8Z751ChCCClFIIoMflZt0ehUQ6NTJWVXa/rKg4+V7SQHd/WmJqS21rVEhsYXoxJ5k71jm1OMqbH53taursb+2dH52dH51Zmlic7BubG5mRC6VKmXx6bCIjLe3dt98ZGhzayOP4vqKQAJfHpDNoleqOlk7e/HJ7S6dBtwYhJBhByBRxOQc//WDvNp/d/7jjvf1vvOH30vvPv3Xh6JmLx8686f/qic+PX/j61NnPDt8+e2VxcJxSSgFiPQyA0AMBA+EzAX4zCQkjBFmg02jzsrLDboXcCQq+fOpsWU5BY1l15LWQzOjkuMCo7Kj0yvTy8HN38uJz6spqLn577vjnR7mZBQXpeflpeWsKg1astupMJq1er1RTSrOzsm8G3nwkfwZ4WG9nCo/N0dnSFnYnLDjkdlJySlnZ/ZycnOXl5fb21umZqd6+3tmp+YqiBw9KqjITc6+eC7xy5trhT4+98/L777z8/slDJ2+eu/LpW++fO3n6zLffzU7PUUo9LGAQYp6RuNgmd4IxZIFCKhsbGu5q6xjo7J7oGequaakpLK/mlBSn5ibfjmsqfJAZlphxO2Gya7i5ovb21ZuZ8SmxIRGXT54tTM+p4pZlJaRmJ6bGhEWopPLi/ILn9+3v7Ojc8lCKFSEEIwDNBuPsxORI30DS3bjYqIgyLjchNi7w6rVSbnFsZExlaUVgQODo0PhA73BFWdWDitqu1p7x4UmpUC7kixamFoXLIpPJvMJf4S3yIyKi9h94YWp6FgDogYh9RuZNm88hgjFggXnN5LI7bGsmlURqVOo0EpVgbml5ZnFqYES2uFzBKUiJjE6OiBpoabty8ruIG0HluZyY4NDyHE5dcdlgW+edqzf2Prf9dmDQ3MTUZx99HHQjkBL6MHeKILRZrAuzc4nxCbkZmUGXLxVlZjzgFnJSUoszcpIjYstzi7vrO7ITMpJjE5sbGsuKS65euhwReruq9H5yXHxpfqGEv7KmM8jlKp1+jb+84vKwp06fK7v/gFLKIMzAZ2O96SHuBLCAIEwRJhBjABk343S4bVaHzWrTabR6jUrIXxAszS0vzsyPDU/09MwMDtQUFnLu3Rtuaxvr7mq8X77rv/23d156iT+70FLXUPugKjkxkXF7HrUzAGi1WpVK1dXVNTgwODs61t3QPNDS3lVVP1DfmnI7ujA5MyUynpOaVXu/ZqB7KODMlbzknJSopDsBIZdPXOysby8rLC/OLYoJvlOYkTM1PHby6DfnTp9VqdSUUoAReEbszCNaLy/BxFu0hTaS5rxFfhAyLqfHbjdoNRqFVCwR8AULaytC48zC/Ojw0spCd0dzaUHe4GDf2ODQ/OS0RqFMS04BDPsId4yxw+EwmUx2u12lVpsNRq1UoVmVKpdWxNOL4umF4bauqqLS6vKKzpaOqpKqoIuBGTEpF46cDr4Q2FXdWpDG4eYUvb7/lTf3Pt9d11RVWPrJ2+/x5hcopYQQgBF8RtabHtMjab3eKBPCFGEM0XreHaHAw5gtJqGErxQJrKti8+KygS9QCAQLU5M6oXhhcLSEUzAxPFpWVNxY30Afy0slhLAsCyGkG+29WA/jdjhdZqtFpbNqDHKhSK/WiISrq8uC+dHJkY6+md7hxqKKrKiE4fbepsramJCwD19/h5uePdEz0NXQ0lhd29naRr0ptYQAhJ4VF/5hPZLoih95ARZ4s1bNRlNgcGBUeMj1r49d/fbbwCuXM8OjG/OKB/sH2htbW8uq2+obh/sGVvjL3lT9x8c7AMAbkffmDkOMEEKUUuxmCUAIIrfbbXc47DabUalULQusUoVidkE1x1Pw+LMDg/NjY+N9A8KFpYHOHuDy1FVVt7e0UkoxwRAh/KzEgf9sIYS83N0ud15BXmF2ZnVmXnV5eVV784MH1R11rXqjWWk2m2xOAjGFmCKCIcL4B+N9swiGUAowht6bC1PMAooJApBhGQYBt8tmUSt1q8K5vj7+4JBsZlbNX16ZnxMvzs+ODhfk5FbdrxjsH8hITfPWTnp/vL826g/dCo/99/UiJEp10wq9QMuyBANEAMIQeduZ/VT+O9pc/0cEA+iw2lmGhRASSoaH+sODAgMvnPv284Nfvv328Y8+irxxvb6irKOxrqutua+nd3x0fHJy0mgw0I0SpF/jsn97/UgpCCV4PfeLQIIYhKAbeRwAOQlVk+Y3b/cfS6dmij0AMywGECNMf5o73lwfQphiOtTTbzIYAQAAwemZqcjw24lxMSW5ORUFBQ8KudycbP7crN1mZRjPZlnJZseqv3LudL2SBHpRsRQwlDqpLmui6t98Vvf3x+0NIgowgYhCjCH6mfG+3t2PUAowhbS1tmFNrUUMACxgWOaRt65XLxEAWIARwAhijCmBCMKH6zyfffgPVy5gStFDhTssJRBS6iQuhugI1UrX6j6JGdwfVuUfWvLtPeeazeNwes31z413sl6WQwGmmHbWNa1JVcgFMSIAIgDQenUIIohFrIf1tquAGEOCvV4W3qxl+GvnjimBlBBEqZs6IVZRumZ32YSm5cIR7ZhSK9IyLg9kWbJRM/NT3CHFLCWAEoIJxXR5aIbXP0URBRCDja4sv9kF//7lLSWnkDIsa6XIQymldLS6UyNW//DNP/1cxZASQAkmhLLUKFAMNXRTTCEi4Cm1A/lr0iZ3lmXtBDkQopCOVXWoVxQ/fPNPP1cf4a5eWB1q6qWEIkQR/qvyUp6KvM0XKaKAZR0EQUKsKuNwZbvH5EY/yD//6TpKjDa5Q+rWmPtr2j1mN8EU/8H9B0IUY7rO3UUwptQgUY9UtlMXZX9QVPcz3DElgBJICIUErDl7qlqsWjNBBKGn1t7hr0belgFeT9FFMKFUPLU01zhIPZT9wUz9Z7gTSgAlgBCKKXHBocYuOU9CCcXoj/H+uJC3LB1iApAHY0rpVOuAdJhHIWV/EJb6Se4EU0ogJexGBvV41/DC4AxFFMM/xvvjgpSADe4sJpTQycZeq0AL3djOPp6Q++dyR4gQSLRCVVddO4UUsU+ts9xfjcBD3BGlTpuzp7KZVdigA9kBfCwC/vN2Zr2gHxHkgZShgw096iUZYhCL8Q/3+PqJnhh/9cKUAAwxwsgDIAOXZ5YnekYoAzFA8AeFjD8ZJ/DmTnvnZphAD6CILg3O8HqmoBOyT9An7K9cBBGEEYFu5DF7Omrb9HIdRRQjSPBfYmc2uSOvZwMJBUQxLxpu6KEMBWDdN/rD2Hjl7QVHMYFOaJDpu+s6PSY3BogQjJ6YO0QYAkhZwpo9reUNLp2NgPWH9OOu6d/qz4ARxAgSRKiHLI7Nj/eMYYgRgzD+C7l7127XuRMCIcKAUELnh2bnB6copBQSBJA3sZV8/4lf57J+9/I2cgJulrF6+lt615RGiigCGCD4wwLSP4s7pBRQignBiCI3MqlMndUtwOqhHgRYsNlPZ/0Tz+Ta9S8VIYRiTCDEAC1NLU70jFFACUupN7xIwGPv/3nuXqyAUhZjhAh0I+CAU51D0ullCihiIQMhSwjcfOvfHvf1NkMQUgApogOtvaJ5IfUQbzMYSDF4gvHuhckS4mIh9HYzYKlFudb/oMVusAI3a3e6GUIA2bg1no3cpKejh7vIQIZBTrdeph5s6QVmhrqId40VUML+AMrPc6de7hi7AcSEsgzCkFCWzrb08YemkRsxACFKAaGAEIwweUaSwp6KvM2MvL36kIdBTk9fU7tqWYqcCLoQRRSvz2P/Mu6PHmO9IRMmmCAWOtWW0ap2t8Hh8gDWDRmMjdTtpG6M2ad6ab8zPTozxISwAAGEWYyJB6oXhV3VDcjJAIZlAUTrO/OQH/h8fwn3jdbIGBPsjT/w+qYnBqbcEHtc0E2pljjdxEN/4DP9FQtjwrIQIswC6LY6OypqFSsSCtab8SKCsTfT4AfPvCfsY+iilMHErrG31XcbNTbqoG6j08mwLAD02chxfzoCALEs9I7mxem5vqZ2CjBFhCBMMPYmd/xo8OQJubspdSFKWWqQGKcejLi71d3n04jcQRDFz07fvF8qQgmmECAMsHXN2tHYalszYzdDEMEA/vT685P2wyYUYkpZahDo+Ektg7uvdz93ji7aPYDan5EmYk+mR8YuocDFuu0uj93d196jEMso9haL4e9TYDY+9ZietC8zwpRBwMHWFVZxPrxR9W/fnfK5RpdZDySOv+oZK3kYPaHQDbAbzAxPzA1PUUw9LAMgpJvQvXGUH5vSPCF3jAF02lmbHTOIWTHL4xoevB6g7FnCmLh+0Av3z9QTs3jq+omTxISizZ1fEEEepJEou+taqQMSiN0YsBhi78I/Wu8RCyn5Ybn0E/fdBwi5CGQ8BLGUUg/VLsp0MjUAEDHwkc7EP96m+Ef0S2k9PT3cTPnx/7W58wuiFFHM4qWpBZPKSBmKGQgohZRgjClAFGKKMMYYEPzDxP8n3mcCAehBkAGUuDFmPCz1JvQxgEIKIUGIAoDBxvoWIoAlDEuBN9TjndV6NjZNQIBQllJIvI2VEX60E/5vcidsTju9R4YAUkoxgGsanVau0CtVerVKr1Xr9XqTybxmXMPe3UOpt40vZl1u5PRQD6QseiQ46G3/spEnunm4J7YzGEIIIcQQIwA9DqdFb1RKZJJloUggkojlcqlKrdCpZerpsQmjXksppZT1QJvZYrBbTW6bzWWxOOx2m91B6caP4L0K7xjBGP1gMetXlTfx37tnCELI5XAqpTLpkmB5clY0t6AQrChFq+IVvmRF2FxXX19d47BYp8fHG2tq0xMT70ZHJsREpYVFFUclFsSn5CSmttU29bV06kUKj8XGuhzeQ2xu3YYxfnLugGXdLpfb5TZotQqxZGl2fmFqRrIkEC7ypKJVtUxu1q/xZhby0jIXJiYHOltz0+7G3L5+4+yp4NOnb5/8LuzkmTtnzodevMhJTLqfktlVXLkwNmVUaxELWJZF5EcWEX9VeQtdvBu1mE0mlVyhEklVQrFeLFetiNYUKrfVxjgdVoPRqNAYVFq9XNVY+SDyRmBMYFBM4M344OCoi5fPf3Tw+Psffv3xx98c/Pzr9z46/sGn3311OOJ2aE1drUgkYlnW4/F4t7V4Un+GEAQgYBiH1WYxrumVGovOuKbUmJRap8FoX9O67Ra72Ww3211mh0GuXJ2eruFySrJSSwuyKzg5pclJt0+dun7i+PVzJ08e//Lolx9+/MaLB99+9+qZC9cvXWlpboF4fa8cSn8L6Biv2wGGYaampqanprVqjUaqMMjVKqHUoTOZtQaVXKlRaZ0Oj8eD3E6P2+6mgEC7i7o91OkkDgerNygXFgXTk6u8eeHC7OzAQGFyWllufn527gcffhgREeHxeLzZ0fSJ7QzLMMDDtLe03C8pXeHxpQKhdEkwNzphUumMMplOvqpXKxwOl9HsMNs8bg+GHkhc7vUlQYSpk4F6o2fNYDMojTqJViXo66gba+8oy87/8sNPosMjvd2cf2PuCCGGYSorKu+EhEbdDqsrryjLLrh18To3g9NW16JR6tQq/f2m9qwHDellD6q7+/kqLV+hFGs1KwqZyWGHALCbjesIQwkEJrNoZuF+Ycnp787ExsZ6G014HyF/Mff15w+ACIDuto7LZ88HnLtQUVhcmpP/3aFj54+fbKyosOrVWp0uPCHtRnxGUGp+fHFtXf9Y5+h458BgT9+wSChzrdmda1anzcYiF6WAIgf12KVTs7Wc4jNfH0+Mi/du8vObcaeUYozdbrfL5RofG0uOjw+6HNBQVlldVHb2yMkTX35TUVTpcYKi4sqXvj7lf/baC+dvvHk9+LWAG+/cCPwwKOjgndCrnJybnLzgfE5IfnZxd9PQ9JhklW+SSIabW+/ncc+ePB0dFe12u+mGk/qE3BGAiGFHevtT7ibkpWT0NLb2NbffvHDlq/c+rsznuqy2mWXJgc+/eeNy+IGAqAPXol66GvZawK0Xz116NeDGx2FRh+/e/TI+6ot74RcLkzNbKwemB91W40xHX1Um5+KxEylxCcDD0N9w/oUxZlkWALC2tiZcWVmcmjbKFVqRhDc2vTg2FxsSk5teYLcwaRmFr12482J03ktRWS9Fp78cm/ZKfOrL8YmvJNzzj4zwj4raGx7+csyddyNuvnjss3tpCS6dZrq9szIr/7uj38ZEPw3uGCLG7hTxlqVLAjlfqF6VrswsOHRrndUNuYnpWo15ZlX9ytmQF29n7orM2xmXvych78WknNcy8g5kZO9KSdmemrA9N35nfpx/dsSOq8fPxt+xumzC4almTumlIyfS797ztoD6zbh7jTvC2Ol0tre3N1VX9TY2ddbUz/aP8cbmIwIj0hNzLSY2JaNo7+mwPbEVflElfrFF/kklu5MKfJOyd2dytqek7+IU+uQX7svPeSv73gtXTmZVcM0aBb9/sCGHe/HYiafDnSCMWTjc3dtUWdNe09BeXT/U1jXa2VeYlpUWm6TVOMraJ/adjdgXyf1TbMl/ucv956SibUn5O5PzdqVxdmbmbOdk/zM3/V+Kk/2Lkl+OvhVwLx64oXhsti6Xe/LgocTIGPSwnfkF+u9/w4af5I0Yept9QeRyOWVSyczoqHhhUTK/JOcJ5/rHQwOCE6JTbFackffA72TU1pBy38iKbeFFf4rmbo0v+lNi/nNpBVsz8p/jlv2/hcX/XFT4YmHOgRuXSlsbLRrVYndfe2HFpa+fEndKKeP2KCWy2ZFxg0RhFCu0Qol0gc9JSY8JibBZXOFZpXu+i9odwtkWVugTU7QjOt83rmRXQtnOlELftOydWenP5aU9V5Ttx83ZHxVxLj7RYXPNjY4+4BadPnI0OSYOelgvHO+8/Ml+AELXM8Y3ttJ5pEIGU5ZSlmJEAaGAUjdCTo/bZpmbGntQXtrb3qFZVQjGZwTjExl34wKvBerWQFJus9+xOL+gMt+Qgp3hnK2RnG13S7YmlGxL5PqkcrZlcf6RU/BfCgv3FXBfuXyzp3uENZiXB4e7y2rPf/FtdGQ0YFnv5OAXcXc5nV2tbcXZebVFZTO9QwsjE8L5pcmBkdiQUIfJFJ1ZtOfb8H1BBbtCi3aFcXdHcvfEFPnFlfje4/ol5e1Oy/LJztzGydmdl3cgPPJKQrLDZF+emmqsqDh95Gh8RKSXu3c7bvCkS+Wb9XbeUY3p+qINJhgTyFKPh7JuijyUMoSwELMMy7qczTVV1wMuhofcDr0alJ+Y5jGZ6ivKr5y/uGZFSdlNe76O23ejzC8o3zc0d0d43rboou1xpT4JXN+kHL+UTJ+MnD9l576UU/DW+evdTZ0epXJ1aqSlrPzsV0c4ubkAAK/X9Eu5D/X2lXMKC1MzY2+G5iWmGuRq0eJyTHCgRSdPyCl+/tso/4CindfLdwaX+t7h7orI94ku2BlX4hfP3Z2YtzMtZ3tmzt7M3BdCwm8lpjrU+uXh0ebS8ovHvm2qrPIeCxEKKGUpRY9uzPQXcCfrRY6QEkAwi9HGC3qAxwlZG8EmSvUEmwlxE2I1mU0ypVIkNOl0S5NzPXUtjeX3r507c+nceYPRnZJVv/ereP+Aqj03infdyvcJLdgeXrI9snRHDNc3Idc/IdM/McsnNevV9Jy3zlzq7+hiNNKlqd62mrK2mkrR6urDYagn9WcQslmtBrVmTaFxm6yqFUlTRTU3PZubmRsdEmgyyGKziv2PxfpfrtpxpX7HjZrtwaVbwwu2RhXuiC7bFVO8K77AJyX/udQ8v7TcF4LDQ5JTLXLl6tDIYFV92/0HDv0agXhzsANKEXm0OcOfe6reupT13TxZhD0IuzF2U+xGCNhZ6qDUTqmTApZaMLVirJZrRuo7eOPjC1OTUwOjDaVVo+2dIVcufXf8G5PRmZFVvfdgvP/lxt1XK3cFluy4VbYttHJrWOX2yDKf2MK9cXm743O3Jue8mJb3yneXezp7XFr5/GjX8vSQWSmDgAUbk6Yn544xFq2u1tyvHO3pH+npH2juqC0q76hpqC4uv3nlksGoCU8v3XU4fu+lOt+ANp9r9T7BD7beKf5TBHdnTLlvdLHv3cJtiQVb07m7swp9rgZG5Oaa1arVwRHR0IRBKAF2FwYQY0w2g39kPSLkjaI8fDI/Mfy9xgUA71I8BRAxALkB8CCEMDEuqUeiKlS3G20pw5Y+pVlrdxAqXpH0F9csDA7Ojo8ujE4PtvZNDQ4HXjibGBPjMLsyU8v8P471P1O351LFnhv3d9wo33GremdonV9kjW9kqW8kxyeR+w9JHP+MoufP3Ght63cbjILpiYGGxraKGuzdH3DjhJ/czvB5Sz3tnUqhWDzHM4rk/PGZxak5Tlrmt4ePWO2OiLRy34OR/qdL956r3HOp1D+wZG9oiU9I/q5Qjn84xz+asz0m50/3OH6pnF3XbsUWce0GjX6BV5edX5qZg1gAAHC73R43gwHGDIIsJJTCR7ea/VmzgxCCABFMXU4GMBADglgEGUi85RdWMhlc1vYfv2z5d5/WvnZDMymBGPOXlserm91alVmrceitrMnNWF1njx1Ni4+z6taykvL937y256uMXV8nHDiX4Xc+c08Ad3/g/X03S/cG5u0LzdmTwP2nuzl77uUd+O56Q3O/TWOU8QVfv/tZTGDEYwPlybmvLAu6W9v1MqVOJGP0ZrfeRFlcV1755Qef2A3WbE798x9d8/88zO9g6IvfRO3/JnzvycjXAjNeuZH6emDK66Hpz0dm+8Xm7o/P23PxZmBsnEUmNfEFeXEJd++EU0pZlnW7PdANKEOpA7EulmVZuoF+8wI2p90/KoTWc3kQS5ALU4ZSQLGVtaktimXZVNeksmioZuvJ1p0X7A0iaqUMREtLi701NUbJilK0opdqLCqTy2g7eeir5LjoNaVaPC/KzWqKSKgJjC34+EzIxxci37tw99WTd/0P3d53JOjNs+EvX47ccS1897WwAwe/6W7rsyhVilXhvYg48ZLosYHy5NwXFuY7mlqUQrFmRaIXSvUiGWOy1ZZXHnrnA8eqWic29A8J8is6ypv779zLuRSSeC40/b2Tt988HvLWN6Gvn7qz71yUz5V4vxsJ2z4/FRwaxcrkqpnZyZ4+jUIBAOthGMbNCOf5g83dihmhVqJ0ul0/bKPyOOkfczgxpsAN1atq9bJitGNw4EF7X0njSEOvUqxBerYjqnipcpTaKHETiNHc0mxL0wO9fEWxwletynUSnVVr+uqjDy+d/EYjXJUtCC0irUOhU60K5ucmReLVmcXV2paJ0qq+uvbh0pKG4FsJVxNzrqXkhITF8oeGbfJVwfKkRqeiP/ALnoS795PL84uttfWaValGINYJJCaxAprsVQXFr/jsnm0dWByYkfEVWpleLdeIl1d1Mq1aapyfEw2MzI1OClt6p+/mVsaX1t8trUvILe5t77aKJbKFRYlghRIMAethGUqp02LXSpSLw1Ndda3jXYODzd0z/eNLE3P8iTnR3LJrzeE2O91ml8viXH+ZnW6ry6Exr07yxNP8ueHJ2dGp7uauwc7+9vq20Z4hxbJkTWnALkgBBYAgRBkXi1mCAcGIYIJnFqar6yq0MrFGKNKuyrVClU1tOn/8xP/1v/3d2a+OpIffrc3K7eDmzXU2KubH5IszaoHQrNRaVHqTQu2Sacx86ZrGoNPpnQaDSym1qUWrK9Ny9SpEzC/lvqmVOV57VZ18aUWxtGIQyrR8EasztxRX/Od/+39+/tbB4AtBCSGxKWHxzSXVynmBZHJWNj2vWVrWiVaNMolBKrZrNcyantit2G5lTGtWrUa2KlpZFmCEN3s+fT96AbWLjGtCvWZGLByYXxmcW+qZHK3tHqjtGm7s663r7Kvr7Kvr7K/t7K9qH6/rWe2fE3ZPC3qnZDM8o1xrN1q+H/4b6c0/qoWF+SJu0czY1Fjv0PzotFasdBusJ7448j9v2fLxK2/fOhdw4pPPzn/xeR0nz7DM1ywuyGdmJJMTksmJ1dHR5cFB/kC/fGpKOT8n581LFudkAp5aJgIeOyEsIY/crr+A+wKPm5nb0dDc39Y51N69PDm7JlVVcYr/ly3/08F3DiZFJJ4+fPL0oRNtlfV6oUzJE0hmF0RTM9Lp2ZWRsen2zp4H1ZOtHbOdPYLhUV7/0HzfwNz4pFGvxxAxHsbLHREMMWIRYp2AspQylCKK3Bg4IYWUMXuAHQAHXHfyWUpZylgYxspQQJEDUTehHkQRpYAApwsB8P83d6VPTWVZ/Kv/Sk/PTE3P1HRNWT1tt1qWa2uhKBRaiGLbOCLtggqitMgmyCIEGhICAcKSACYEwh6SQBKSELIAAULYQhLCGsKS5b13l/mQBBHoqim1yjl1vrxX9d6r93v33XvOub9zDoCAwojcx51FwS7bS0tLIpGoq1vE5wvq6zgCfotWo424EnHo0KEaFnvB340PiwAACChJREFUuiBp75S0CE1qTSu7lktnttdxNCKxtleiE0u1IjG/rIL2MjXlwaPMZ0nJj+Jz09LG9XqMEeHzQvhBJt7H7zetrzk1StWI3qCQ9vHqueKOboVI0lDJPnHkuEwkRwQyDU+M6UeH+pUpj5NSHj8rzsoVvROIuTyloEPV0lmbX5wWF58QHfP8duzTm7/ER/08IO7DCHk9XkAFtiL9uPsA5SFJAkAPCXwAObfcG26vl4ReCngIkoSIAogCiISIhNhDAjdBuSmw4SO2vT5EAuD1IQoQPoL0EQgcTCbyL1o7FioBAAGga2t7enZOIu0fGzepVYOEh/B7wNBNFmfln/vxxL+/+fafX/314okzJw4fibhw6eWDpy9/fXLtbMjt8MiHt+/euR79KuGFxTyDMcb+hsefYkcGcEcI7OInUQS5trzS1iyYHjdpVZr56Xm7xY5JhDFu57VGX4u6dPrC4b99e/r749/95R9H//6vW6FXI8+Hhhw9GXLsVEx45L1r0XeuRslE4q2NTQwRSVJ7xrsPQgJjCmMCIy+EXoS8CBEY+xCkcCAE4589PBhtQ+AiiS2EvIGOnhTCCELo7w6E4QHEOT8WEEK/K09R0Ov1bbg2y+jMzNRMUUdP6ztBRQmTzay0mecGpSq1VKmSKMe1RgGH38RuSEn4LTrixo0rkRHnLp86fPzsDyfDfgqNuxV74vvjUeHXM1Neu1ZdOBj1/CTcAYIkoPy/JwDQYV/o7ekRNgvqqtkdrW2Cpubit0UjWoNRNzI7btYoVCbd2KRufLBPVc2szn+dl/UqK/FR4tXQiKuXI25F3qpkVEaGR547debYj0eZjDI/BDgYMwxUMEd4J6EHIhyoJRjM80QURiDwAQDCJEL+uYfEAfpKoHYU2qUHjie/+CjHjHVUrasoLH2TnC5p6eLQKzmllcVpOfyapvTkzNyMvPQXGVqljlvNVUpUo0NGdf/g5PCkxTir6JIZVSP6Ab3LsT7Yp+7p6ImLuX894obLtYEw8tfM+5j4TEAQBgAQBEESxNzMrFox0CFsy0hJZZUyqpnlyU8Ty4tLs1LS8tOzi7PfRodFSgQ9yi5ZXmouv7FFLJIpFUNazYhULHOubs5O23wesLLkXFxYbOQ2/PlPX/dJ+4IPCdTZ2VduB2IQxJ76UHcVGUTIT3IJdNP+X3bIIUIIou0Vl0E+yCqkswro6U+Sq96WCCo5XXX8qvySmlJWr1BUlF3YWMWl55ey6VU1jOp70XeL39AUPbLnj56V5BbPT1qcttXV+RXngtO14lJJledOnjNNmHCQtfDxfAIEEaQASZDbrg2jzkAvLKLl5GW8eFleVJL04BHjbUFeanpi3MOijFxm7u+/xSU2sxr7+D20tILctHxenYBBKw/9KaykgC7vHZg2zhrUowMS5cKcTSlXXAq5WMYoOwD33fphEcdgwDF4CIIK0QcXBb/BH+UC7YSeFq0O+4xNI1eZhsd1cjWPze3mtTVW1DDzit9Vcd68zMhJySgvLK2g0XUydVFW/ouHCbTXefmZObExd3mcppyMbBa9PCs1s5Un0Ku1l06ff3I/3uPx+BH3zzYfjTsEBEl5iY2VNadjyTwyZh4Zs4ybFd3iIalMKRIJuQ386tr6Ulb642Tmm995jHpdtyrlXlJa/KsGOudFbFJiTAIrvzw/Jbcij3k34k7W89eq/oGjR364GXVje3t7L+57B/x79XexAMEgO0IAQ4ABwADgXRE0FLQgd4hTB6+uAFAUte7aWFtb39jccjiWFheX7daFWfOsyWgyGoxGja69kcfIKxA2NIkErbTMrMd3YsvyC5lvaalJz1UyeYdQWEqjXQsLCz1/vr1ZUM+qCjt/wag3YIzdbvfO0vqxuGPk77Xu83h9Xp/P43WurrnWnHarbWXBsTxvmxobn5uaNgxpRR3d4k5Rf6e4q7E1+1lKI6MqOTb+4c3/DHSIa0tZ1cWssDOXLxw7N9ivppfQL4Zc7O/rxxiT5H4LGx2ou0b7rvM7J/74Fge81C6/JhDDwogCwOPxuN2e1dVVm9VmnbPMTJpXFhyWqWmLyaztV3Q2Nat6xDJhJy0zW9MnrymrePYg/puvvq5mMLUDqt72Tk41m1Nbh3fR//Cn2O8Hin/L272+sbq0vO5cty/Y7Xb7vMUyZzLPjZmMSo11zKQVS1vZdXqZQtjAryopj7gYXseqk/fKhC1CqVTKYDB2QhFfSiCEOy3H0T5qI0IIkNTWxubm2vr2qss6MeUwzczqjfNG07RhTK9QS9q7xcKOyRGjtFvk23K3CVrqamr33OTz4A6CzaIBAICkMPU+u4wkSZ/HC9w+7/qm0+rYmLMuT0zOD4/aJsyDUoVJO2IxzRh1o/wGvnvbIxKJuFwuDtZX/VKyL7723vT2z0V+monbtbk8b7ebZ4flKkP/wLR+dEJjmBqdmJ+Y0sqVDezaVl6zqLOruJBmt9n2POIz4I4Q2ikpjDGGFIUpiACEAAIIIIIkQTodyzMj41Naw1BXTz+vWd3VM6nRTQ+PmYbHZL3SGha7nl3f3t5eX1+/uLjo8/mo/7POlQHE/fQmCHxeL8a4icONj/014d792xGR1y+FRYWGP3/4WCGSiDu6Olva5BKpVjOkHlCuLC2DfTmOn2e87/YB0XszG+NAtTM0KFfGRf8SHRp2/czZny+ExFwJu3UlrJZeplep1fKBYZ1hbs4yMzPjh5skyYOcyi8mu/17hDEFof93HBsZff0qrSArp5ZRwSmv4tdyuJVs69QsRZCkl8B7MPlQ/gsjCISMPYReQAAAAABJRU5ErkJggg==)
Adapun kelebihan dari topologi ini adalah kabel yang digunakan bisa lebih dihemat. Tetapi kekurangan dari topologi ini adalah pengembangan jaringan akan menjadi susah karena setiap komputer akan saling terhubung.
Adapun kelebihan dari topologi ini adalah kabel yang digunakan bisa lebih dihemat. Tetapi kekurangan dari topologi ini adalah pengembangan jaringan akan menjadi susah karena setiap komputer akan saling terhubung.
3. Topologi Token Ring
Topologi ini hampir sama dengan
topologi ring akan tetapi pembuatannya lebih di sempurnakan. Bisa di lihat dari
perbedaan gambar.
![](data:image/png;base64,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)
Didalam gambar jelas terlihat bagaimana pada token ring kable penghubung di buat menjadi lingkaran terlebih dahulu dan nantinya akan di buatkan terminal-terminal untuk masing-masing komputer dan perangkat lain.
Didalam gambar jelas terlihat bagaimana pada token ring kable penghubung di buat menjadi lingkaran terlebih dahulu dan nantinya akan di buatkan terminal-terminal untuk masing-masing komputer dan perangkat lain.
4. Topologi Star
Topologi bintang atau yang lebih
sering disebut dengan topologi star. Pada topologi ini kita sudah menggunakan
bantuan alat lain untuk mengkoneksikan jaringan komputer. Contoh alat yang di
pakai disini adalah hub, switch, dll.
![](data:image/png;base64,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)
Pada gambar jelas terlihat satu hub berfungsi sebagai pusat penghubung komputer-komputer yang saling berhubungan. Keuntungan dari topologi ini sangat banyak sekali diantaranya memudahkan admin dalam mengelola jaringan, memudahkan dalam penambahan komputer atau terminal, kemudahan mendeteksi kerusakan dan kesalahan pada jaringan. Tetapi dengan banyak nya kelebihan bukan dengan artian topologi ini tanpa kekurangan. Kekurangannya diantaranya pemborosan terhadap kabel, kontrol yang terpusat pada hub terkadang jadi permasalahan kritis kalau seandainya terjadi kerusakan pada hub maka semua jaringan tidak akan bisa di gunakan.
Pada gambar jelas terlihat satu hub berfungsi sebagai pusat penghubung komputer-komputer yang saling berhubungan. Keuntungan dari topologi ini sangat banyak sekali diantaranya memudahkan admin dalam mengelola jaringan, memudahkan dalam penambahan komputer atau terminal, kemudahan mendeteksi kerusakan dan kesalahan pada jaringan. Tetapi dengan banyak nya kelebihan bukan dengan artian topologi ini tanpa kekurangan. Kekurangannya diantaranya pemborosan terhadap kabel, kontrol yang terpusat pada hub terkadang jadi permasalahan kritis kalau seandainya terjadi kerusakan pada hub maka semua jaringan tidak akan bisa di gunakan.
5. Topologi Pohon
Topologi pohon atau di sebut juga
topologi hirarki dan bisa juga disebut topologi bertingkat merupakan topologi
yang bisa di gunakan pada jaringan di dalam ruangan kantor yang bertingkat.
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)
Pada gambar bisa kita lihat hubungan antar satu komputer dengan komputer lain merupakan percabangan dengan hirarki yang jelas.sentral pusat atau yang berada pada bagian paling atas merupakan sentral yang aktiv sedangkan sentral yang ada di bawahnya adalah sentral yang pasif.
Pada gambar bisa kita lihat hubungan antar satu komputer dengan komputer lain merupakan percabangan dengan hirarki yang jelas.sentral pusat atau yang berada pada bagian paling atas merupakan sentral yang aktiv sedangkan sentral yang ada di bawahnya adalah sentral yang pasif.
TUJUAN
1. Mahasiswa dapat mensetting IP Address
untuk masing-masing computer.
2. Mahasiswa mengkoneksikan komputer
satu dengan lainnya.
ALAT YANG DI BUTUH KAN
1. Kabel Straigh
2. 20 unit laptop
3. 4 buah switch
4. 1 buah router
5. Tester cable network
LANGKAH PRAKTIKUM
Kali ini kita akan membuat sebuah jaringan seperti pada
gambar di bwah ini:
Langkah-langkah nya seperti di bawah ini:
1.
Cek semua kabel menggunakan Tester Cable Network
2.
Jika semua sudah di cek , pasang salah satu
ujung kabel disetiap laptop dan ujung yang lain pada switch.
3. Setelah semua sudah terpasang , saatnya untuk
mengatur IP yang telah di tentukan pada setiap masing-masing laptop.
Atur IP masing laptop berdasarkan:
LAN 1 192.168.1.11-20
LAN 2 192.168.1.21-30
LAN 3 192.168.2.31-31
SUBNETMASK 255.255.255.0
Langkah – langkah pengarturas IP Address :
- Klik >> Simbol Wireless di pojok kanan bawah layar, lalu Klik >> Open Network and Sharing Center.
Gambar 1. Simbol wireless
- Klik >> Local Area Connection
Gambar 2. Network and sharing center
- Klik Properties >> Internet Protocol Version >> Properties.
Gambar 3. Local Area
Network status
- Isi IP Address sesuai dengan ketentuan diatas, lalu Klik OK.
Gambar 5. Setting IP
Address
4. Ping ke Laptop lain untuk mengecek apakah Laptop
sudah terhubung dan terkoneksi dengan baik. Klik Start >> Command Promppt
>> ketik Ping IP Laptop lain (contoh : Ping 192.168.0.24). Jika hasilnya
Reply, maka Laptop sudah terhubung dan terkoneksi dengan baik.
Gambar 6. Ping address
teman
lagi blog walking nyampe juga ke sini, ijin nyimak ya thx
BalasHapus