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<title>ΠΑΡΑΔΟΣΗ ΑΣΚΗΣΗΣ</title>
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<body class="article toc2 toc-right">
<div id="header">
<h1>ΠΑΡΑΔΟΣΗ ΑΣΚΗΣΗΣ</h1>
<div class="details">
<span id="author" class="author">Γεωργιλά Ιωάννα-Μαρία 47745</span><br>
<span id="revdate">Ιωαννίδου Βασιλική 47682</span>
</div>
<div id="toc" class="toc2">
<div id="toctitle">Πίνακας περιεχομένων</div>
<ul class="sectlevel1">
<li><a href="#cheat-clone">1. DOCKER</a></li>
<li><a href="#_άσκηση">2. Άσκηση</a>
<ul class="sectlevel2">
<li><a href="#_δημιουργήστε_δίκτυα_στον_docker_host">2.1. Δημιουργήστε δίκτυα στον docker HOST</a></li>
<li><a href="#_δημιουργήστε_δίκτυα_in_docker_container">2.2. Δημιουργήστε δίκτυα in docker container</a></li>
<li><a href="#_tasks">2.3. Tasks</a>
<ul class="sectlevel3">
<li><a href="#_allow_internet_connection">2.3.1. Allow Internet connection</a></li>
<li><a href="#_allow_only_connection_from_network_a_b_b_a_port_80">2.3.2. Allow <strong>only</strong> connection from Network A &#8594; B, B &#8594; A port 80</a></li>
<li><a href="#_open_ssh_tunnel_from_network_aport_80_masterport_8080_and_connect_from_host_master_port_9000">2.3.3. Open SSH Tunnel from NETWORK-A(port 80) &#8594; MASTER(port 8080) and connect from HOST &#8594; MASTER port 9000</a></li>
<li><a href="#_create_vpn">2.3.4. Create VPN</a></li>
</ul>
</li>
</ul>
</li>
</ul>
</div>
</div>
<div id="content">
<div id="preamble">
<div class="sectionbody">
<div class="paragraph">
<p><br></p>
</div>
</div>
</div>
<div class="sect1">
<h2 id="cheat-clone">1. DOCKER</h2>
<div class="sectionbody">
<div class="paragraph">
<p>Το DOCKER είναι μια πλατφόρμα ανοιχτού κώδικα <em>(open source)</em> και λειτουργεί σαν εικονική μηχανή. Το λογισμικό αυτό επιτρέπει σε ανεξάρτητες εφαρμογές να χρησιμοποιούν τον ίδιο πυρήνα Linux. Με αυτόν τον τρόπο αποφεύγεται η επιπλέον χρήση υπολογιστικών πόρων που θα απαιτούσε μια εικονική μηχανή.</p>
</div>
<div class="paragraph">
<p><span class="image"><img src="data:image/png;base64,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" alt="Arduino." width="250" height="250"></span></p>
</div>
</div>
</div>
<div class="sect1">
<h2 id="_άσκηση">2. Άσκηση</h2>
<div class="sectionbody">
<div class="sect2">
<h3 id="_δημιουργήστε_δίκτυα_στον_docker_host">2.1. Δημιουργήστε δίκτυα στον docker HOST</h3>
<div class="paragraph">
<p>Ανοίγουμε ένα terminal και σηκώνουμε το docker. Σε ένα δεύτερο terminal εκτελούμε την εντολή ifconfig για να βρούμε την IP μας και στην συνέχεια πληκτρολογούμε την εξής εντολή:</p>
</div>
<div class="paragraph">
<p><strong>docker network create --driver=bridge --subnet=ipaddress/CIDR όνομα_δικτύου</strong></p>
</div>
</div>
<div class="sect2">
<h3 id="_δημιουργήστε_δίκτυα_in_docker_container">2.2. Δημιουργήστε δίκτυα in docker container</h3>
<div class="paragraph">
<p>Εκτελούμε την εντολή docker container ps για να βρούμε το όνομα του container που θέλουμε να συνδεθούμε. Έπειτα γράφουμε:</p>
</div>
<div class="paragraph">
<p><strong>docker network connect όνομα_δικτύου όνομα_container</strong></p>
</div>
</div>
<div class="sect2">
<h3 id="_tasks">2.3. Tasks</h3>
<div class="sect3">
<h4 id="_allow_internet_connection">2.3.1. Allow Internet connection</h4>
<div class="paragraph">
<p>Ρυθμίζουμε σαν default διαδρομή την IP διεύθυνση του HOST μας και από ποιο interface θα βγει, για να επιτρέψουμε την σύνδεση στο Internet.</p>
</div>
<div class="paragraph">
<p><strong>ip route add default via IP_HOST dev διεπαφή</strong></p>
</div>
</div>
<div class="sect3">
<h4 id="_allow_only_connection_from_network_a_b_b_a_port_80">2.3.2. Allow <strong>only</strong> connection from Network A &#8594; B, B &#8594; A port 80</h4>
<div class="paragraph">
<p>Για να επιτρέψουμε μόνο την σύνδεση από τον Α &#8594; Β, Β &#8594; Α μέσω της πόρτας 80 κάνω τις εξής αλλαγές στο <strong>shorewall</strong> :</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>vim /etc/shorewall/interfaces</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p><span class="image"><img 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q4cj0dANgcXR0iMRFWe8UUKNGkKpsUQX9McyOkxMcgDd81lB24CAFxLYh6r+NjHIewPAAChhrhYNI+BQfZ4/Tpqw+CJpmCJSkVSXzHCFb+fw86oAQBuJDCf73m/nvDn/ooas6Iw5BoAQLwFrp0lOjpiajZAGaSnoE0hCB1kpUCKXG1K5GALhZcxPALzZACAsDr6oS1/5nEIWy99+Qfw8o9CH141AEBOw7NpFX/HS9jnbWjrApGpSi107iv6OuCWD9jhDACAMIHD2htUlz6hTPUrX5GNyuDiMQypvoGgg355BQUAQRB1yxW3f+DgDTbZkFwEkp/wZng4ua5F+kdKEHrGMG8/YZKF4ZVDNk+HsAwY6CukP279QK38WAQQHACr7Zt+Z1Hz1sLCGuZskGf/M8iYQFYTwQB59aoLM6AIwda62g3+GijDX3/AhS/wbx/FC0F4+jheSanTrKJJa3Dm+NvfwEmN8rVxfzF5gnikubBmkK8BC0Qzsxq+VrWFXi0EU2GUysga7xRKQXmFfX4V5JUpAAiCqL+cLSat4mO8QWLw8TYZGJgwePZbeUoaLl6A3ZbefdE8pfvZ2ZkgW4G3C4SkGbR0fNsYIDhwUfO4UEMRAs/Crz9jiVXaIxeCfOdjbhw4AKt+067G37KnnmBvXRKd+4i+/fj80RC/my3dVsONeQPhoqLlBi6kP9hqoJt4cxF3u8Y2r8CUQrB7RLz1jD7hbrVQVGpjZM7Wr6GC8jV+R5+8FAAEQdRjzsZDy5j1It7uAlv9J7SezGfZsQ/XYbEOssog04gixVGq8CpG6vjAEeLPH7C4et9OjkFdf2jvAdE3AQCYO3RwhYT91aYpV9dJ0/Sc+c6ipBjUBUALMzh7464V0pYhWIIVgzsHXVmNl37HS7+Dxwi+bLoYeAr3pBjph5wbkMNE795w6ujtM62HUA2T5qKVOR7Yjn8nAABI1qLUgNE/KQZ1/aGzN0QnGFPpnUIZonzNzbh7eR/wAEBoO5h3lvCP3zGX07BLEPWTs0GdBw6OEB+GN1OhszNkhkF8SkXf1BpVpDStUeGWXfjRFP6xNdsfBNk6cGklHOPYnhDI+QuPjuKB87luJyYDPD6B+2Ti52eMX23LPYOHhvPRi7jVHgxJBJ0ZeLjA5d8x04DhIzMBNDZi9CQBV4A5gXkink0AMBOjnhfaMEzKhBIJ/PyEiQ7VmmoHtp7AF44WURulFX9CrfXorrNt5+VXZ8nverKT10CtA0tHwDg8n/QwqiEnY5KO931axB8GVSlYtQQzA6bPuX/hkaf42Hc47sSILLCq87P+xilvnLwPdgBIvnz2C6IpCqtE6cdwGnYJop5ytuQpvE3waBKAqfDxguQDt67ljStSJm43+0DFJ47kzy8ECwHZiXg6EQAANLj5I1Y4Q4yYwx0Akq6wZRvxWnEdzCzBrYtZ1iQxZBQf4ABCA6kRLPoPyDTgUM1F9t99fNoA/s5o0Kjw2Pf4dwKABZjawuAXuIsNQBlkJeGe5exkTrXlx9ZdhL0VdO0jbI9hfq3jq4Azq6WCkXz0k/zl4WCOoE7H0z9hcBKIh08NnoZfr8BnxvOX3wcbMygpgtxYTK/VZA3+8hHLmyYGTedPW4OuCFIiMEVTB6GMU944eR/oAOAZGHpT2JtgeAqNuQRRF7BD+3Zc8BbNWmTnqEiO+sTSRyz8mLscZ29uRHo1OalBEARRz/Nsor5wf1QMH8lbqvHbPZSiSA2CIAjK2Q15WukmzKPZkpUYR+9MIzUIgiDqB1obJwiCIIjGAb2fhyAIgiAoZxMEQRAEQTmbIAiCIChnEwRBEATRWHK2TT+++Ufe2RSYt1i2g49rRjIRBEEQRIPM2W07CXEdo7Xg4C88cyGMti4iCIIgiPtPtWe9xNRv+VjP278ip+Ki15Xe0EUQBEEQxL+P5OrqIkA42DtoNMV44yw7EoS+/UXocmnpZpS6CekPtug7lqaht+ESBEEQxP2l+tq4Jg/yLIUrx6gIyC4GF0dIjERVHtAcmyAIgiAaVs4GAAdvsMmG5CKQvIQ3w4Rk0oggCIIgGgLV72dPWsXHeIPEQKcDYGDCgOtAl4aL59H9bIIgCIK4v1R7RwgeWsasF/F2F9jqP6H1ZD7Ljn24Dot1kEUJmyAIgiAaUs4GdR44OEJ8GN5Mhc7OkBkG8Sl0M5sgCIIgGgLV72dLnsLbBBOSAEyFjxckJyAlbIIgCIJoGNC7OAmCIAiiMc6zCYIgCIKgnE0QBEEQBOVsgiAIgqCcTRAEQRAE5WyCIAiCIChnEwRBEATlbIIgCIIg7gcmNXxm04+vfQ5WvMSuuosvl4vgBWxXErCm4rOvuZ9U7ZsRG6TFB0EAmLqLcc+Jfo8Ie4Dkq7jrZxacDgBgE8DXvyqufCMtOwECACQx8zvuvl36/BgIhKFL5Fkdq5xOwLFPpLUh91YBhFFfyM+2ufWBfIPNextTuFLje86X33oMsPqZtGfZs1+hVr9dlj340jnC1QYkAUU5GBWMO7djbGFFM24/CuDv5dKKoMpmOoh3vuGPmOK2uWxfWrWvuXYR45/mXXzBUgup0XhkB/szpsHIaxTWvfgXr1QIVZyHCVdx9xYMzQYARQ31x6GChtY9+IfPCTdnMJchKwmD/8Ddp7BY1CavolNM3cS46aJfB+FoDgUqjDmPGzdhpoBeCmHTyAcSfcqjjXjxM97HA6xMQKeBtGj8cyf7/TpwUFRDf68E40Yb/U4hiEafs9t2EuI6i9aCg7/wzIWwFAAAnolfz2fmlT2s2XA+uxcGXwUBgDbi+Y94r1z8ZQVLRXhsAp+3hH81n10qqMhGj07mXS+wS4U11KUNZR/8DLrKpFKYcc8VEHByDbtqAd1m8XHAPt4AxaWYyW9l9Bobf/VntuA3AKhyFIAoQp2iXZINuFjhno8wWAMOzcSoafzDpmzBJ7cGjmpHARRXUcOlr/C9znYw/kQ/cXD7rf3pXAP4p7NF4Vn2ywrIZdCsvbAxu/Wy8/svr3FRaQsuVrjjXbykA8fmYvQ0vtCVvfUBpgslDWuJQz0amthDM1fcvQSvMmjRVYyZzTs3Z4s3YZGoXd6anSKJwHf5CIE71rLoHLDzBH8bKBAGhU0jRUl5E3D1gISdbOMlMLGBDkP5Mx9yq/fYrnhFNfT3SiNHG/1OIYjGm7PF1G/5WM/yv/mmPRWfLvmaL3qd3dBBWkJFxrZow199HC6vYweTAQBc+osn7XHj++yYCgAgMpF5fM0DB0DIXgAAkY9hhWLaWHFtM5bd2YAiSIy/z5MMdRqqEVoUg0BISsDCKj1ZX+OLszAhC0DPUUp2CVAlYrwa4AYmmPL/zhSdHfFITm1HMfFEf3F9Lzsh4djxotWvGC0DAKCdmPac0B1ni9di+QAUGowNTV6jr6VUyZikgaQ4VDnyFWOFpwmma5U0VIhDrl/D8hOmx2KUBqKu4pU0vmymGHEad8bXJq8+pzhAW0+4sobtPwsAAJFwwfCwaZwoKF9uX1EmJsQDANy4wVp8z/v0EnviUVkNfb3SuNFGwSkE0aiodj8bd78vvbyARWrh2FLppZfYoTSI28XmLGLxVbYdRysx6TVhd4GtPwkCABDadhAYhyHZlQNgNp6PAZ8Owrp8fNPBoU1oMlQMcGuE+vybjS/VAEcwM6n9m1Iz6OWC50JAfRkjHUQv38p13S6iqzX+uQ8f2BkDAwcfMaSPyDmP0TpFDWuLQ30a3kbGKbxcKnr0EFJt8uo7oSiA5Bxo3Vd4WTwcY0itI0D1DqXlwNi/VpeeDvvQOYV4OObZoMkDrbdw5Xg8ArI5uDhCYiSq8qr1mQ5T+BAzXLkecyvu6YGTI8gZkCeqzJBUgC3AEaF8AlkSznaHy+PHipMbbq/ftA/fVjmh1wazmV9gcQNTSKHxCtRiF4Kttxg/SvAodrnKNu8mvfmW3yr+lqPZ3PcwXQAAePcWLpEYWgQC8FIMPNVLbIlCGaBJUzAthvh0Y5vRoCNTvPaL/BoCQyhNxjXb7kict2moGIcFQq+Gt1MGqSro6gasNnn1nrAMty5lNm/wZWvx4nE8egTDMuBBXoVVVL7qErWpneg0SvSwhhOXjX35kNGjzcPmFOIhydkA4OANNtmQXASSn/BmeDi5WqmFP581GIKWs4vqKv0Ia6tFwJkd+NTHov/+279a9YarKEZNA5RIf+MV0GuXiXhxg/wCA4lBTij7ag2m8iqTkCts0U+VR5WiqnxQkUSPHiL6ECtfHgy9jNMHC59f8IYMIEAIo5rRCFY4cOv7eLkMbJpA15H8jc/4fxaxs9n6NWSKcaigYQ154Zbr9cqreEJNHK55U3LvKAKGiLe+4fG/sZU78QG+e1rrCND9DXnnG4AI2hw89V+27fq/WJe+DvuwOYV4GHK2mLSKj/EGicHH22RgYMLg2W/lKWm4eB67IQOYi8AXhOXfbPOFKpeoAnJyQHIEB4Ssypm3szOIvCrXwgC6OPa/MHnccIy4rcs1hhuuehuvgD67ZNz5ATtXKga/wXupITG/eqkGkpNuP4p5wKPe4POivPWF8v+DCWBXb7iRANmZIFuBtwuEpN1lMxoD2cmYpAFIgOuRzON7Pqw3/H1Av4aKccia6tXwdszAowmozgMHJXkVnPJPv0i/iluv4pF+/IvX+NgQaVP0AzqGGDAChP3CNl7EsmJQ5YBO/Lt1KXXYh8cpxANL9fvZh5axo+mQ+D+2YC5bfw60YWzRXGnB5yxRBgBoMUoMd8BffsZ8Ua0bRIajaCk6OVWexUn08IOEsOq/rxFwdg+KJ3gXq0Y5KtVb4wXkpUFKAm75Dxb05NMehVovA1wfFV438ct50vy50vy50vx57JhKdO0KDKDwKkbqxMARwgof6ChFYAhcKGqoGIcKGt5Gk8dFVwu8EIyyoryGnzD7Gt7k4OH+4HrHgBFAk41JyZCeXbeEXX+jzYPvFOLhmGeDOg8cHCE+DG+mQmdnyAyD+BQoXz5EF/HMGJFxnCXZiGY2ldezBZiaC5kn8PQIPnUe1+7ANIS+k/gjRbj8GPDqVWmj2OF4+fmOkFj1U0vwbib++XURL8KU7Ht9n8nWTTiag5MlIICXtygqxbQM0BnSeAVqsqsqZTfYz8fl96bzY2EsskQpXXXqKjTR7FoyVE6XMSQG+nUVznswS4VbduFHU/jH1mx/EGTrwKWVcIxje0IqNWwA8hqNc1PwKBHWLtD7ad6V44+Xbm/5bRrqjUNFDcsAAMG9lfCVwbuzGDtaZB9i++MBAIQ+ea8onVDlICZPhMwQSMoGbgkdh/G2HLfFPsijiMIIgPXdK40bbdDxoXMK8VDkbMlTeJvg0SQAU+HjBckHbv1UxLaz8LcC05F8+chb31cdZHM2oFyAGz5iBdPF1He4HcDNa7j6G3ZBXcM18qn9+HSHagOvaRe+rMut/5acYTNW3tu1XIT+c3nl7g380zXVdm9QbrwCNdp123fC9rCIfnzKQPjowO0jzq3W2YjOrSH+dLVHeGMjEZ8RHWzxhBridrMPVHziSP78QrAQkJ2IpxMbkrxGoSuAnFIx5St5qoASNdyMwu8Xs+M1/RasmoZ64hBtlTQMzofkLDHyA/G0DFmJeGEd232y4uFsgJrlVXbKKTPglmL4LOHmCJIWMmNx5xfsYMqDPIoIA0eA+uiVwqjRBh8+pxAP6qpjh/btuOAtmrXIzlGRHARBEATRYKH9xgmCIAiiEeVs1pyEIAiCIIjGkLN5OglBEARBEI0hZ0MpCUEQBEEQjSJnEwRBEARBOZsgCIIgCMrZBEEQBPFw52ybfnzzj7yzKTBvsWwHH9eMZCIIgiCIBpmz23YS4jpGa8HBX3jmQhjtFkQQBEEQ9x/s2L6dXLkPmpj6LR/reftX5FRc9Dq7IZNYBEEQBHEfkTxcXTgIB3sHjaYYb5xlR4LQt78IXS4t3YxSNyH9wRZ9x9I09H54giAIgri/sGrTZ00e5FkKV45REZBdDC6OkBiJqjygOTZBEARB3PecffsHDt5gkw3JRSB5CW+GCcmkEUEQBEE0BKq910tMWsXHeIPEQKcDYGDCgOtAl4aL59H9bIIgCIK4v1R7fzYeWsasF/F2F9jqP6H1ZD7Ljn24Dot1kEUJmyAIgiAaUs4GdR44OEJ8GN5Mhc7OkBkG8Sl0M5sgCIIgGgLV72dLnsLbBBOSAEyFjxckJyAlbIIgCIJoGFS7n01yEARBEEQjmWcTBEEQBEE5myAIgiAIytkEQRAEQTmbIAiCIAjK2QRBEARBUM7+l0FL3/7jZwxqJZEU9yJI3XsGTh7VyQ5JCoIgHm5M6u1M5s5+/l5y7NU49YP1CrCa7bLy7Ts4QJ245WgsPcH+ryN59X4qwGnnsf2h6vsQhw9qYN+jnlKnS2OHDiOfG/94ey8Hc7kwOyX68Mbv/8zr+87XMzqZAgBoL657YdW5ElL+LjU8msRJF8rZIHkFzH6z2+XPwuLUD1QWM8YutPYdNOnZ4V1bOKA6MeTQlm2HowtpvG+4/nooA7vhK482PWa8NsYvdv9Pq8JVsrm9s7U6X4jCS+sXxVoym57Pzx9NohulIclCOZuo1k2aPDHr7Wkt4vb9siKG+w2ZOPWtF0oWrT6uoq5CEHcBc/X2ssgN3rf/bGTVi4AiVUoRoF3rUlLIaA2JxpxgbtsHrdP4NwO7ezd1sbdk2vyU66d3bf31skquvGZrPTBwXEDHVu52kJ94+ciuzYej1AJAajN91cKhzlVvjYvC02teWReqbSTXondtFzoPff/L57zyM2UbJytRmHb95M4tu0KyZQCQmk34/MNBN7+f921wgQC07vbq8pebH//k7V8TqdPcBWZNH5s4ObBPazfLsqw4leTrlbt90eJDmcLoONR3FAAAc2jbf+zIvl39mjpZQElBVvSh9csPJcqNPbDv3RRbWSg98qJNp/EvTuzV3MPJxkwUZ8WHHvtt16HwPLnmE8o3tr//4f70ilVdtBvw9orppT/ctjaOdt1mvTu5p7u9laQrzIg7f2jH1pOJmnIvS44dR4wfH/CIj5OFKFVnpSYF7/5hZ2iBAECLZk9OnjiiW0t3WxO5pDA3LfjnpdtDioXyoNFp3Cy9Q6Xk2HHkhIkBnZrbQ35i6LFdO/ddyy0v0leX1HzQ3FeGtXez0mbFXIjQtOzewVWXdGLjd1uu5AnWdMzHS4YnrJm9IUwHAKbd3lz/ktPOiu6A1q0GjB3Ys62PZxM7WyszUaqO2r38i8OpXFFDY0wmGuY826Nt+1Ylx79dfaUAHFoPDAx87cXC9748kMYBzHwD5783UHvq1027EjT27QZPnfD6nNLFXx5TCTl+92eLjvkMWzi7Q/h3K/clcADBi3N1jSQ5GG0Xz7m2d9elTK2138Bx41+dmffuV39kCrRr1dqN3zgYafnk60vHWx74/D9Xbsg9Wreyx8Qc6hEGX0V1mzFvdreCk7+u+ynDxL19vzF+dfSX/qMAHXvMXDKnG4QdO/jzvpT8UlN7N2uVigNA4w7se4iSUPrlBXOPNu2aFfy55ocrRSbO/gNGT1iwwHHpp5uva2p0ZZlaVettWFGUfPZ/m4JU+SVo06Jv4DMzZmtTF22K0gFYtJv01sKBGPzbpl2xarDvMmF2QHtPSwgtAJD8AufM6pa5d/PXIRkaZuno5ianldTaV831D5WW/pPnL+zPz/76w44U9H5s9IS3Fth/9cnP4Rqhvy508G7jnnXgi22JPZ6fO8DqwOpVSd1mvDx9+MX5WyMVzUb7tv0HdREnt2/alZFXLEvW9ixTb/RWamicyUSDzNkAwLNjL4VeLwMITzRvt3pqlw72B9Nywb5H4LAmV39896egAgEAscnYfPlrj3VtcvxIlihTZ6QX2RTqhK5IlZ6a2pjmk1gHu3j69aBLYWUAEclWHVZN6dbB7sjxfGbvYI+a6NwSq9ZN7Gwsmlhrk3M12MbBnkEOTbQNdIpTz2G97WJ2LN1wJEsAXI3g/oNbO9XBX0pHSb5PTe5lHbH5nRUnsyoGx4jK4xpxYN9b9AtloiAvAIDIiQ8NjyoDiAhP4h8tHj2qx/7IU7lGDylyRvi5jPI/4xKkNr1ebe3XhEWlC4fuowLcUvZ//N8DyTIAmNoE8ACnylUCO3sbKLoWdT3qRj4HSIiOMLS2modKxx6jA1wT9y7+/vdUGeBa+E3J45Nxo3rtiziRIxTrEgVpCQlXzOOLAmyTI2POayOfeczNwxIji2ptiDb58l/nQnWGOqUOJhMNMWdXWd7KyiyCVjZWCLmsWSsfcyvbF1dueqFyHJQkpnJ2Yo375dpSfdglCrIyNNDK3gYh/5/unLDni9dPsvxs2f8xCrO7dIpnM2+WcyomW9STvxSOUjm38nXiMXsvqui3tP/G5Zfh8upSQ69lBT7Zspl0yuilDGbXesiEUU928G5ijZr8EjNzzDUzRQDm3dLHNDcorMbkXxa6Z+vZudPeWflI9KXgoKCgoKtpd7tIXG2o9PJpYZJzJiKjoi6eGR6ROenJFt4S5OgMqEtwDoAMQAgODP+VBxzrwWSiIeZsAM4FIDIEAEDk2afWrj5Q9TkBuUhVpRMIaIwP0NaLXTKXK4Ti+Xn5wtLJ0QJ5YU42AFg7OFoKdV4+pYS7GAKFAMSahyvj/KX/KM5FeYUKzQF6Mtwwv90plAHyVnd7Xbqyy8BX35zqev23bWuvpBahrX/g6+OaVCRzSQJZlmtuhjYt6D/vhu5/pHuf3r3HvDlsfPzBNav2hBfcVRKrOlTeaQTeRV1CcH6bYJxzkEykeozC+jCZuD8YuqeKnByXoHP0bW6mSk1L/edfhrrsVhSUacHS2rKRjW71bpdQx0VnMN9O7azLr3Ss2nTylTKiY+kJi7t0ilOHjk1N6slfCkeJ3ITYXNa656PO+rpC4wzs+0BNQtUub5UpeZs2LvxmUopB61uyTgdgYWFRtTYTLz8fs9Qze/edj4xPTo6LSsiqDAs5PTVNOPv6Oun1olyYFHJi+38/f/Pd7YnNh03p7270blPyzfh4nVNbf7eKDZeYa3t/F11SQrJsUF26sE2zZ37zl6baLF5dIMxd3RzqNwbvaAaF8AMwz64SNnnnd/8x8L0Rb7xnefhoaHK+zsze3bn4yomQyptUcmZyksaq68gxfSE8jzl4md88ei654a+a179dctLxQ2GDZk5+dSw7HCNaDZnQi4VvPJlE90LvxinBe48NeW/Ua3Nx37HIbK1lS2cEURd/KRylizn06+VeL039cL7HoTORKWots3Rwg8RjFytyRyMN7PtwpVWjULXJK/k9OWkIhqXrXLqNHOdXeO7r4GxDrm5FSVpaDhvQb0zfnEuFlu7SzeMXU2Q5NT5Z7tV7+OD441E5ZWjZvIlp5dczzx0JGTZ73JyZfH9wJnNp/bivBDkVhWbtRkzupI2MSlbllzKHVj5Okpyl1lRthbnf6PfmDnGO2f7pmtPptS2Yidzz/zs++N3Rr7ys2/fXTfDqMyqwedaJr87lCoPqqumMRWGXorTTh858Wn04Ipdbt3Sqa/KuuRkUww9UzgYojdq57FPVmMCBQ2Y+aW8uNLlp0YdiToRkVZaXXNmx/oj9pMdfeGsY02THnvzlr/PJjWEnEaPsUuxhqtPrl1pMfnb4c/NHgTrpyrYVW49n0Sz7rsw8SJMAABqhSURBVCi5vv2rL/PHjQ+Y+OZoK0lXnJsa/XdaSR3iUOEooQpa92HB4MCRfUbPHGhvDqXqzPignecupVQ8CdZYA/veO61GofTLW95bdBY+g6YNcjUrybxx5vsN2y4auD4rxxzccsB7yoCZbwwoy4k/tfncpZQCnnFk7VqbKU8Ne2HuFGtTXlpckJtwLVPDAUDkBX2/ynLKhCGjZ/WzllUJ2QDAyxeg0UwytfYfMHVYE2tT0BaqbobvX7vlTF6VZqC9b/tWdpYmnbr725xJr32Xt5KIbcuXF02aOHTGAnvITw7bv2r73nCNMKguPUPKyR9XO06d3H/6wrGmvLQoNzUmOL0O+7/paQaFcKPg9uezCYIg7snY4zz0/S+nqtfPXBNcdq9rHvThysCCdXNXnjVocokWzUbOWzipyV9LFm6Ppkf9iEYyzyYIgmikmLbsE9Bcm5KeXwLW7p2GDGtdHPptmEFTVRO3R4YOGTTIp+D0d4djKGETlLPvI9u3bFT+wqSpMyhECKLxz+lt3dr1GNvd09nalGvyUm5c/mHZ7nOGvctEWLp4msX9+vm6v+LplgjRAGL5YV4b375lo0JWVi4lCIIgiHsMQwDJozsJQRAEQRANPWcDANq6khAEQRAE0QhyNnHXoKVv//EzBrWSSIp7EaTuPQMnj+pkR9uaEATxkFN/v0Ezd/bz95Jjr8apH6wfatRsl5Vv38EB6sQtR2Npe41/Hcmr91MBTjuP7Q9V34c4fFAD+x71lDpdGjt0GPnc+MfbezmYy4XZKdGHN37/Z17fd76e0ckUAEB7cd1t7+IkDNHwaBJtpEw5G0DyCpj9ZrfLn4XFqWvIYqZuPZ9/a8Yj4atf/7mRvXtd2S4FGq/JjTy/G+mve3ZCUt7QbGPTY8ZrY/xi9/+0Klwlm9s7W6vzhSi8tH5RrCWz6fn8/NEkulEakiyUsxV7sm3znoNHPj20i4c55oU/HIPXw2cyQdQ7zNXbyyI3eN/+s9UueotUKUWAdq1LSSGjNSQeoJzdafybgd29m7rYWzJtfsr107u2/nq58p1JaNN6YOC4gI6t3O0gP/HykV2bD0epBYDUZvqqhUOdGQCMWLxhBACAKDy95pV1oVpgXoOemdwh/ejatXYTX+7dUK9Fa7YLYPrXP+ixCwDAxH/CV/993slKFKZdP7lzy66QbBkAGoXJDR+zpo9NnBzYp7WbZVlWnEpikFurv5TiUMnLAMyhbf+xI/t29WvqZAElBVnRh9YvP5QoK5+QuHWVqiyUHnnRptP4Fyf2au7hZGMmirPiQ4/9tutQeJ5c/YSeH2wYCgAg39j+/of7a9ntG+26zXp3ck93eytJV5gRd/7Qjq0nEyu285YcO44YPz7gER8nC1GqzkpNCt79w87QAgGAFs2enDxxRLeW7rYmcklhblrwz0u3hyi/nBJtOo2bpXeolBw7jpwwMaBTc3vITww9tmvnvmu55UX66pKaD5r7yrD2blbarJgLEZqW3Tu46pJObPxuy5U8wZqO+XjJ8IQ1szeE6QDAtNub619y2rlo8aFMAYDWrQaMHdizrY9nEztbKzNRqo7avfyLw6lcUUNjTCYaZs72aNu+Vcnxb1dfKQCH1gMDA197sfC9Lw+kcQAz38D57w3Unvp1064EjX27wVMnvD6ndPGXx1RCjt/92aJjPsMWzu4Q/t3KfQkcQPDi8nfg8sQ9n72+Wwip2YSJDTQ56LMLAPTbBQDAc67t3XUpU2vtN3Dc+Fdn5r371R+ZojGY3AhW9LrNmDe7W8HJX9f9lGHi3r7fGL/a/aUYh/qPAnTsMXPJnG4Qduzgz/tS8ktN7d2sVSoOAEonJKqgJJR+ecHco027ZgV/rvnhSpGJs/+A0RMWLHBc+unm65oaXVmmrv0d3KIo+ez/NgWp8kvQpkXfwGdmzNamLtoUpQOwaDfprYUDMfi3Tbti1WDfZcLsgPaelhBaACD5Bc6Z1S1z7+avQzI0zNLRzU1OK6k1e5nrHyot/SfPX9ifn/31hx0p6P3Y6AlvLbD/6pOfwzVCf13o4N3GPevAF9sSezw/d4DVgdWrkrrNeHn68Ivzt0Yqmo32bfsP6iJObt+0KyOvWJas7Vmm3uit1NA4k4mGkbMFgBx9EJq1+Ocjnh17KfR6GUB4onm71VO7dLA/mJYL9j0ChzW5+uO7PwUVCACITcbmy197rGuT40eyRJk6I73IplAndEWq9NTb3itv4Ltz71d20G8XACjZBcDTrwddCisDiEi26rBqSrcOdkeO54sGb3IjSNlOPYf1tovZsXTDkSwBcDWC+w9u7VSbvxTiUOkoyfepyb2sIza/s+Jk5bvBIiqPK1MOAKJ2oUwU5AUAEDnxoeFRZQAR4Un8o8WjR/XYH3kqVxirvJwRfi6j/M+4BKlNr1db+zVhUenCofuoALeU/R//90CyDACmNgE8wKlylcDO3gaKrkVdj7qRzwESoiMMra3modKxx+gA18S9i7//PVUGuBZ+U/L4ZNyoXvsiTuQIxbpEQVpCwhXz+KIA2+TImPPayGcec/OwxMiiWhuiTb7817lQnaFOqYPJRIObZ1frToVZmUXQysYKIZc1a+VjbmX74spNL1SOg5LEVM5ODLIa81Am6bfLcERBVoYGWtnbINAPPOrDKZ7NvFnOqZga3sooGRWHCkepnFv5OvGYvRdV9Fvaf+Pyy3B5damh17ICn2zZTDpl9FIGs2s9ZMKoJzt4N7FGTX6JmTnmmpkiAPNu6WOaGxRWY/IvC92z9ezcae+sfCT6UnBQUFDQ1bS7XSSuNlR6+bQwyTkTkVFRF88Mj8ic9GQLbwlydAbUJTgHQAYgBAeG/8oDjvVgMtEQczYA5wIQGQIAIPLsU2tXH6j6nIBcpKrSCQQ0xgdo68Uumcv/CEXUGSEEINY8XBnnL/1HcS5qWxlpnIF9P/x2p1AGyFvd7XXpyi4DX31zquv137atvZJahLb+ga+Pa1KRzCUJZFmuuRnatKD/vBu6/5HufXr3HvPmsPHxB9es2hNecFdJrOpQeacReBd1CcH5bYJxzkEykeoxCuvDZKIh5uwq41tyXIKur29zM9W5+JpfnKct04KltWUjG90eVLsaNXJyXILusQ4dm5rEJOvqw19KR+UmxOayfj0fdf7rdM1zQQoAQ/NADUKJWuWtMiVv08aF3zyeYtC6nazTAVhYWCDcug9r4uXnY5b6+95955NlAJCsssqgPGfL6alpopevrxPGqmrOS3JhUsiJpJATv7kPWvjZhCn9//5gX5pxKy/yzfh43WNt/d2kG6kyADDX9v4uuqSjybJSXbeWG8I2zZ5ZfWgWheoCYe7q5oCQVY9Z9Y5mLKrSDKLR52yRd373HwPfG/HGe5aHj4Ym5+vM7N2di6+cCKm8SSVnJidprLqOHNMXwvOYg5f5zaPnym8d2bm72ZoyV1sTlGyaeHt5lhWp0nJLG8gVnfF2KdCwTW4E07W84L3Hhrw36rW5uO9YZLbWsqUzgqiLvxSO0sUc+vVyr5emfjjf49CZyBS1llk6uEHisYsVucOYAHg4r7RqFKo2eSW/JycNwbB0nUu3keP8Cs99HZxtSD8RJWlpOWxAvzF9cy4VWrpLN49fTJHl1PhkuVfv4YPjj0fllKFl8yamlV/PPHckZNjscXNm8v3Bmcyl9eO+EuRUFJq1GzG5kzYyKlmVX8ocWvk4SXKWWlO1FeZ+o9+bO8Q5Zvuna06n15bJRe75/x0f/O7oV17W7fvrJnj1GRXYPOvEV+dyhUF11XTGorBLUdrpQ2c+rT4ckcutWzrV9QKy5mZQDD9QORugNGrnsk9VYwIHDpn5pL250OSmRR+KORGSVVlecmXH+iP2kx5/4a1hTJMde/KXv84nFwqQPALmfTq6Wfkmn+4zv+wj1CdWVjy00CAwyi7FMzZ4kxs+Jde3f/Vl/rjxARPfHG0l6YpzU6P/TiupQxwqHCVUQes+LBgcOLLP6JkD7c2hVJ0ZH7Tz3KWUiifB9AQ2cYfTahRKv7zl+Uhn4TNo2iBXs5LMG2e+37DtooHrs3LMwS0HvKcMmPnGgLKc+FObz11KKeAZR9autZny1LAX5k6xNuWlxQW5CdcyNRwARF7Q96ssp0wYMnpWP2tZlZANALx8ARrNJFNr/wFThzWxNgVtoepm+P61W87kVWkG2vu2b2VnadKpu7/NmfTad3kridi2fHnRpIlDZyywh/zksP2rtu8N1wiD6qo5aatO/rjacerk/tMXjjXlpUW5qTHB6XXY/01PMyiEGwX0Lk56FydB3Jexx3no+19OVa+fuSa47F7XPOjDlYEF6+auPGvQ5BItmo2ct3BSk7+WLNweTZfeRCOZZxMEQTRSTFv2CWiuTUnPLwFr905DhrUuDv02zKCpqonbI0OHDBrkU3D6u8MxlLAJytkEQRD/8sza1q1dj7HdPZ2tTbkmL+XG5R+W7T5n2LtMhKWLp1ncr5+v+yuebokQDSCWH/K1ceUv0No4QRAEQfPsBgGlZIIgCKIRwUgCgiAIgqCcTRAEQRAE5WyCIAiCeMio6X62TT++9jlY8RK76i6+XC6CF7BdSQAIQ5fIzxWwZ7/CGt8ejA7inW/4I6a4bS6rugeeqZsYN1306yAczaFAhTHnceMmzBTQa7781mO378yrPav3/JXV6G8Gwqgv5Gfb3PpAvsHmvY0pHGwC+PpXxZVvpGUnQACAJGZ+x923S58fA4EwdIk8q2OV8wg49om0NuQ+eKNGDa178A+fE27OYC5DVhIG/4G7T2H5jv4KRXoxFdPX8IBk9tqX+M8LTbq/Ls/3x49fZ+FlYOouxj0n+j0i7AGSr+Kun1lwOgBAi8n8ywHw6cusYm8YScz8jrc/zhZsQ7MefOkc4WoDkoCiHIwKxp3bMbawVmv1Kq/gr576w8ZEoRn6YwMUA0Bf9Cpg3Yt/8UpFM4rzMOEq7t6Codm1mFxDEcDfy6UVQQCg1ymWiiYbEdgKvbLlDHlJN3z/dXajYgczMXUNf/wKm7MBZQV5jdJQweSG35eVe6U+uxRQMln/CY0bYI2MKGvxzkbe5Df29g6UAZqO5SunwMaX2R/Z+k22EG+s535/sjd+xn+2FWw6lq8cD9/MYkGaBjQsN4Kc3baTENdZtBYc/IVnLoSlGHQml77C9zrbwfgT/cTB7ZVukETgu3yEwB1rWXQO2HmCvw2U73R09We24DcAgG6z+DhgH2+AYgBRhMY/ASng5Bp21aLKCUsxk9/KEI9O5l0vsEs15RJtKPvgZ9BVnqcw4/54o0YNTeyhmSvuXoJXGbToKsbM5p2bs8WbsEgoFelFi7//joOmin7uWH5ZgM5iSC+4sZNdLwO0Ec9/xHvl4i8rWCrCYxP4vCX8q/nsUoFSsyUbcLHCPR9hsAYcmolR0/iHTdmCT2ofl5WU1+MvhbAxV2iGcmzoa4b+6FXqUrbgYoU73sVLOnBsLkZP4wtd2VsfYLqoPdiqFQEUZwCAklNqVf5uA9vIXqkgr1Ea1hKHDbsvK/RK4/qXgskKJzTOlcZFFHMGJw4ePcDzV0gS0K2HEBxcnQGy9bewEK9GQe+24IJQ0TUQWvsLEcOuaxrWsNyAc7Ykpq7hYz3L/8M37an4eMnXfNHr7IbyNrtMPNFfXN/LTkg4drxo9StGy+UTR2jrCVfWsP1nAQAgEi78Mx5lYUIWAEKLYhAISQlY96cf1Wmo1nNCkY9hhWLaWHFtM9aw61IRJMYrzu/vAXo0LI/X9FiM0kDUVbySxpfNFCNO48742or0kH4UT4/kw0aLo9+hBsB3OG9fiEuPAAdw7S+etMeN77NjKgCAyETm8TUPHAAhe2u/YFIlYrwa4AYmmPL/zhSdHfFIjgFW61Fen79qCRv9zVCIDX3NUIje2tVIxiQNJMWhypGvGCs8TTBda0Cw1VTkouwUZeXvMrCN7pX65DVOQ2WTG0Ff1tMrFexSHl/1maxwQuMH2LuPKOYk7JPxmrXo7onJZeJRR7ySKJo419LCa5dRPCPa2WJ6+T625uKRNhC/G3NF5ZvQGoIrGxxV72fLuPt96eUFLFILx5ZKL73EDqVB3C42ZxGLr+2dCFIz6OWC50JAfRkjHUQv30rvF0ByDrTuK7ws7relOji0CU2GigFuDdQV+jS8jYxTeLlU9OghpLspqoYGf9uJlk+KwV6AzmLcYLi2k4UWAyC07SAwDkOyK92XjedjwKeDsL6blxKUaoAjmJncZ3/VvRl1jV4GDj5iSB+Rcx6N3/HybpxSP8rXb/IyQsNaTW7wfbnmXlmX/lWjyfXUYeveiUztwaoUTweLbj2EWzfheBnDisHWDlCxhdmXMU4SnfwrT9JadLDAS5eAdq65i7VxTR5ovYUrx+MRkM3BxRESI1FlwN7x3r2FSySGFoEAvBQDT/USW6JQBoAy3LqU2bzBl63Fi8fx6BEMy7hvLikJZ7vD5fFjxckNd8RcH76tcl1BG8xmfoHFBpzQzBJMGQCAEFBaDLJhRXet4W2UQaoKurrV9PPBKkXKNapO4N6BfNQUkVfA/VPZovL7ZAhOjiBnwK13FghQqQBbgCMaOtraeovxowSPYpcN26JHQXkFf92jZhgdvSbitV/k1xAYQmkyrtmGVVeDFUw26c23/FZ5CR3N5r6H6YpOyanNZOMCW+9FSFPx5a5qkaW6UtsxRmhogMkNvC/X3CsV7ar1fkENJtfthMZ1ohrltXcA1EF0EJrNEsNLRcgOVvw02NoJRFRqYSZeiIcRXYTpOdQC+HQRtil4MfXfit4HM2cDgIM32GRDchFIfsKb4eFkQ2aIokcPEX2Ila+9hF7G6YOFzy9Y/lsVTRyueVNy7ygChoi3vuHxv7GVO/H+vFxdwJkd+NTHov/+21NQ1RsnohgNenGAJKas5iNdKy4el/zz4yzlIqM0vKM3KXQ0w5Dx4Abs+zmfI3DvB5hUWQsafXluIl7cIL/AQGKQE8q+WoOphr19WEl5/f66Z80wMnp1uPV9vFwGNk2g60j+xmf8P4vY2ezaTdZdYYt+qiwqRZUAwNqcomiyMYGtH56F3y7FJF6xijBiIe9owFFGaFh7HDbkvqy/VyLW8/CF/8Zr3e8+oqxtBeqwNA4vmPMxtvhRNLjowNIaULmFHIL/xonDhZ8pRnDx6KOQ9jfelP+t6H0Qc7YkJi3nY7xBYvDxNhkYmDB49lt5Shounqd0P5t5wKPe4POivPWFis5sAtjVG24k3Iq29Ku49Soe6ce/eI2PDZE2Rd+nBfI49r8wedxwjLgtkoy4ccLx9xXsghkAgNBiomxYkdEa3rrsB48moDpf0w0whaI7s1QsO3hNftEEf4+55aacHJAcwQEhq/JXIc7OIPIgT4CDDCCBVGUcMpGA81sXATs/YOdKxeA3eC81JOYbLKOi8nr9pf9apP6bYVT0ZidjkgYgAa5HMo/v+bDe8PeByvmlQl0aSE6qXqTolNpNrt87glpITcCEyt+N5xl+3rvSsFaTG3Zf1tsrDbPrLoavOp/QmE5Uk7xWNgA60Mm47wsWjBivBUcdWFgB1tbC9PMYP4V3bwVRJaKbO577u/rKIt3PrilXVHPVoWXsaDok/o8tmMvWnwNtGFs0V1rwOVOOVNdHhddN/HKeNH+uNH+uNH8eO6YSXbvWsHibfQ1vcvBwv3/2Cji7B8UTvItVPZwqPRrDwzA8DCOioEgYVlRnDZs8Lrpa4IXgGpbNFYpqbL9OByBXWesTEBmOoqXo5FSZl51EDz9ICMNCAfm5IGzA07GyyBGa2kB+LvLKY/PSICUBt/wHC3ryaY8C3hd//UvNqEv0IjAELoxXQMEp/7bJ9Y5BGtZqcsPuy3p7pYF2Gd4d6n7CeupEVtaAMugAijMwLh0EgE4HlpaAtbWQp+PfsdC9l2jeE9wT8WwSpeS7XBtX54GDI8SH4c1U6OwMmWEQn1L9/o0leDcT/ywO8SJMyYFOXYUmml1LhsoLIgyJgX5dhfMeVDmIyRMhMwSSsoFbQsdhvC3HbbF1bvadzcgGAWDrJhzNwckSEMDLWxSVYloG3LaUpY1ih+Pl5ztCogEnvEegkoZlAIDg3kr4yuDdWYwdLbIPsf3xt47VW3T3ZJ7A0yP41HlcuwPTEPpO4o8U4fJjwAHUlzG0hD/9Ks//FTMEdBvP25bi9yG3q1R2g/18XH5vOj8WxiJLjHRl7f6qjTubUUts1NgMR+Oj17kpeJQIaxfo/TTvyvHHqr+suctgU3BK7crfq8DWJy8apaGBJjfEvqzYKw20S2mlo7rJdT/hXXUiffJamINcfeWa64DZgznW1kIB5/7CSWPFsyUi9neWwg0a5ylnV1kd9xTeJng0CcBU+HhB8oHbZ2ymXfiyLrf+W3KGPb8eOreG+NPVHvuLjUR8RnSwxVNmwC3F8FnCzREkLWTG4s4v2MGUurb6zmbMWIlahP5zeeXGDvzTNdU2dqh6FXlqPz7dQdR+wnvWwW2EgobB+ZCcJUZ+IJ6WISsRL6xju09WPIGt019k5BV2AW74iBVMF1Pf4XYAN6/h6m/YBTUAgMjG/37Onp3GZ70vrBCyYvGXL9jxrBpOEraHRfTjUwbCRwdqHztqVL5WfxlCtWbUFhs1NkM2Knp1BZBTKqZ8JU8VUKKGm1H4/WJ2PN34YFNwSq3K36PA1i8vGqWhoSY3vL6s3CsNd6XCJLiqyfVwQsM7kT55V6GFBejU1bKpLANYgAVAYW0tVJ3DqGd4R2v8Luj2fHzfXdkgeajfxUkQBEEQjQjab5wgCIIgKGcTBEEQBEE5myAIgiAoZxMEQRAEQTmbIAiCIAjK2QRBEARBOZsgCIIgCMrZBEEQBEFQziYIgiAIytkEQRAEQVDOJgiCIAiCcjZBEARBNF6qv9cLHZ0ee8XXvxkrTsyJPJ4WFV5qO8C3a2nSod8LOWlFEARBEA0mZ6PLk808E6N/WV3i0K1pt8AO3V9gPD/v71XFlLAJgiAI4n5zx7s4EUGUv8WUSdYupiK3pLiMZCIIgiCIhjXPBoDKhA0AXC7KkEkhgiAIgmgY0G/QCIIgCIJyNkEQBEEQlLMJgiAI4mHj/8Ikp+SnCzv0AAAAAElFTkSuQmCC" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Προσθέτουμε το δίκτυο και την διεπαφή του.</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>vim /etc/shorewall/zones</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p><span class="image"><img 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" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Προσθέτουμε το δίκτυο και τον τύπο του.</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>vim /etc/shorewall/masq</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p><span class="image"><img src="data:image/png;base64,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" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Γράφουμε τα ονόματα των διεπαφών.</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>vim /etc/shorewall/policy</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p><span class="image"><img src="data:image/png;base64,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" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Προσθέτουμε τις επιτρεπόμενες κινήσεις από μέσα προς τα έξω και ανάποδα.</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>vim /etc/shorewall/rules</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p><span class="image"><img 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" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Προσθέτουμε την πόρτα και το πρωτόκολλο που θα χρησιμοποιήσει η επιτρεπόμενη κίνηση.</p>
</div>
<div class="paragraph">
<p><strong><em>Κάνουμε restart το shorewall και έπειτα κάνουμε ping στον worker και βλέπουμε ότι τρέχει.</em></strong></p>
</div>
</div>
<div class="sect3">
<h4 id="_open_ssh_tunnel_from_network_aport_80_masterport_8080_and_connect_from_host_master_port_9000">2.3.3. Open SSH Tunnel from NETWORK-A(port 80) &#8594; MASTER(port 8080) and connect from HOST &#8594; MASTER port 9000</h4>
<div class="paragraph">
<p><strong>Τι είναι όμως το SSH;</strong></p>
</div>
<div class="paragraph">
<p>Μία σήραγγα SSH είναι μία μέθοδος μεταφοράς δεδομένων μέσω μιας κρυπτογραφημένης σύνδεσης SSH. Μπορεί να χρησιμοποιηθεί και για την υλοποίηση VPN δικτύων και για πρόβαση σε υπηρεσίες intranet <em>(εσωτερικών δικτύων)</em> σε τείχη προστασίας. Παρέχει ένα τρόπο για να εξασφαλίσει την κυκλοφορία δεδομένων οποιασδήποτε συγκεκριμένης εφαρμογής,χρησιμοποιώντας τη σήραγγα οποιασδήποτε θύρας TCP/IP μέσω SSH.</p>
</div>
<div class="paragraph">
<p><span class="image"><img 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" alt="Arduino." width="500" height="500"></span></p>
</div>
<div class="paragraph">
<p>Για να υλοποιήσουμε την παραπάνω σηράγγωση, πρέπει πρώτα να εγκαθιδρύσουμε μία σηράγγωση SSH <em>(local port forwarding)</em> μεταξύ:</p>
</div>
<div class="ulist">
<ul>
<li>
<p>του υπολογιστή μας <em>(HOST)</em> και του master</p>
</li>
<li>
<p>του master και του worker.</p>
</li>
</ul>
</div>
<div class="paragraph">
<p><strong>ssh -t -L 9000:localhost:8080 user@IP_Address ssh -L 8080:localhost:80 user@IP_Address</strong></p>
</div>
</div>
<div class="sect3">
<h4 id="_create_vpn">2.3.4. Create VPN</h4>
<div class="paragraph">
<p><strong>Τι είναι όμως ένα VPN;</strong></p>
</div>
<div class="paragraph">
<p>Ένα εικονικό ιδιωτικό δίκτυο, επεκτείνει ένα ιδιωτικό δίκτυο σε ένα δημόσιο δίκτυο και επιτρέπει στους χρήστες να στέλνουν και να λαμβάνουν δεδομένα σε κοινόχρηστα ή δημόσια δίκτυα, σαν να είχαν απευθείας συνδεδεμένες τις υπολογιστικές συσκευές τους με το ιδιωτικό δίκτυο. Ένα VPN συνήθως απαιτεί από τους απομακρυσμένους χρήστες του δικτύου πιστοποίηση και συχνά ασφαλίζει τα δεδομένα με τεχνολογίες κρυπτογράφησης για να εμποδιστεί η υποκλοπή και η διάδοση ιδιωτικών πληροφοριών σε χρήστες που δεν είναι συνδεδεμένοι <em>(μη εξουσιοδοτημένοι χρήστες)</em>.</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>create network</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p>Δημιουργία νέου δικτύου.</p>
</div>
<div class="paragraph">
<p>docker network create --attachable=true --driver=bridge --subnet=<strong>IP_Address/CIDR</strong> --gateway=<strong>Gateway_IP_Address</strong> <strong>όνομα_δικτύου</strong></p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>run container</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p>Δημιουργούμε ένα φάκελο τον οποίο θα χρησιμοποιήσουμε για το VPN.</p>
</div>
<div class="paragraph">
<p>docker run --net=none -it -v <strong>Destination_file</strong>:/etc/openvpn --rm <strong>ovpn_όνομα</strong> ovpn_genconfig -u udp://<strong>IP_Address_HOST:Port</strong> \-N -d -c -p "route <strong>container διεύθυνση_δικτύου μάσκα_υποδικτύου</strong>" -e "topology subnet" -s <strong>IP_Address/CIDR <em>(οι διευθύνσεις που παρέχονται από το VPN)</em></strong></p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>create pki</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p>Δημιουργία κλειδιού.</p>
</div>
<div class="paragraph">
<p>docker run --net=none -v <strong>Destination_file</strong>:/etc/openvpn --rm -it <strong>ovpn_όνομα</strong> ovpn_initpki</p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>create vpn</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p>Δημιουργία εικονικού ιδιωτικού δικτύου.</p>
</div>
<div class="paragraph">
<p>docker run --detach --name <strong>όνομα_VPNSERVER</strong> -v <strong>Destination_file</strong>:/etc/openvpn --net=<strong>όνομα_δικτύου_DOCKER</strong> --ip=<strong>IP_container_VPNSERVER</strong> -p <strong>PORT_VPN</strong>:1194/udp --cap-add=NET_ADMIN <strong>ovpn_όνομα</strong></p>
</div>
<div class="ulist">
<ul>
<li>
<p><strong>create user</strong></p>
</li>
</ul>
</div>
<div class="paragraph">
<p>Δημιουργία χρήστη.</p>
</div>
<div class="paragraph">
<p>docker run -v <strong>Destination_file</strong>:/etc/openvpn --rm -it <strong>ovpn_όνομα</strong> easyrsa build-client-full <strong>όνομα_χρήστη_VPN</strong> nopass</p>
</div>
<div class="paragraph">
<p><span class="image"><img 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alt="Arduino." width="500" height="500"></span></p>
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