itgk-kurs-2021/static/graphics/sources/NAT.drawio

1 line
6.5 KiB
Plaintext

<mxfile host="app.diagrams.net" modified="2021-11-25T19:00:46.124Z" agent="5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/96.0.4664.45 Safari/537.36" etag="K0MpxpD4QEEp3ItYnJtV" version="14.7.0" type="device"><diagram id="axJ1BqUUIyiNTnP8TXf_" name="Page-1">7Vxbm5pY1v41eZ5vLpKHY1V56blwBEvFUrjjFARBHEURfv28a4OKllWTnk53ur+pTqdDbfZh7bXedSb9RWzHx/7W2izVxPWiLwLnHr+InS+CwD9xAv6gkbwckR7FcsDfBm416TIwDQqvGuSq0X3geruriWmSRGmwuR50kvXac9KrMWu7TbLrad+T6PrUjeV7bwamjhW9HZ0HbrosR5+Ex8v4sxf4y9PJ/EOjfGNbzsrfJvt1dd4XQZQ4+lW+jq3TXtXAbmm5SVYbErtfxPY2SdLyKT62vYh4e2Jbua73ztsz3Vtvnf7IglHTa+zjdaybtij4Zmw74+lX/qEiLs1PDPFc8Kf6cZ2s8UeL3dKjfTj8lGzTZeInaysaJskGgzwGQy9N80q61j5NMLRM46h6663dJsnqsiVGekEUVVvu0m2y8tpJlGwZEWKP/XN+c5KMhJGSYKLyXUZUQ7tkv3W8D24vVXiztr6XfsQl4Swv6IGXxF66zbFw60VWGhyuCbEqQPrneReh4KGSy2+QUUXlwYr23glqNzIDtjb0GMQM7a2Dt00DYHxo2V70kuyCNEjWeG8naZrEmBDRi9YZwTXOf2f/1PZoRoFPa1OSdcvabUot/B4cCREtdmTzNMqdRvDsWqn1RWyWPwq93cH/IrSOwITQfnnWBDNvSfb8uHeKzcaO08IQepmpc4H1POGcTnIYiq7o5vLl3VQ+OLFzsONeai60zJhrkZM3au8V3+vzO3utPjhCY2UtWgezv2oo8ZJzn5sPw7xR2MJk4/TxbioXtviaG8JrbIuDNfbem4vxYdKbdIeihnVRRnOHenNvPk9WSnCi9Q19opqXdKlhM1PbjcKNnUB5XqZ2Xy5Ga9zzh9e4G5yVvEyVQs0lSQsNQQt9Ue10j1rRlbRiFij9ZWTN3cTtcIEazvaqrvJq0RTVopuX8xTsY27Mhdu2Rb+hhE2f7qB2cE6nKWqhIqvFitN09Yj1vlqo+1GHzjGwf/Oo6s5x1HF4paPww7BbYF6mFTSXvcvBB8FcDApr3tiDziPmgKZo9TId0B14vK/JcnM7d69Om4kqDGJt3ovU/jjXppmPvXN1ymWjKZer7RXov/B/FE8OhiAv7fkMctQO9qLFu/3XfCG6ibWYREPib64AV4NAkwx95yud40XK+mZvzPnIZBxxfGs+xi602+vKjaPILYjrraUpvIa2cDw4IRcoghmzX4HiG3EjN/uEksbOFpWGEqjySF/Rb9x6AAlOIiduEBI37jOQVnJjb4HPxqIVjdZs78Lq91a26JA07r0/OP1eiNvI4FJ2w0Hs7UaGsMTvFGcNDsZisLozb2ULGo977d02z9txxBFS7TlH3Exs0V07MZMS56xfo5u1D7bQSEsJjY9aRzmqhXFNZ6xJeM8DlaLWISTMbt8T7UdNV/Zq4ePPWz64OG9ycHNetOYTzgJ6R7qS39CBdzLxKbX6rxtTWHK0p/rBPI9pwS1Pz2fJjOa2ArnLW0fQlk5/9uAK0d7sN8ThnF96/Si1FpvIpH2m1/MMWAcnZvzcGYsoImzY/Z5sLpSjEkqxIi6Xo7zpK+3mU32dKQ42ZrvFeaAF/Ja8uZsDdyctYXIAfwstUA4vgRF6/e4j7VG3OqMrjF7OeulPInOtVjhmz+DN0zX619eSOS6N+HWHk1V2i6B5vOEmKGrwTp/H6aRjx6U3f2UcJ66cbxy0OCfu7R3BBOq5hrKe5MYcNrTf48ypn2qhs9dgR2CDdkO9m6mBBHuz4rVgFdRuSfRlxmKSAJWcNz8Sh2JrftyNAq3Uuth4dMRJbgPtw0VpD0ch7FdowGb5sG4t4mKqdAxxGK7ykd4s1GkG+2TAjs1kNWimalvitFDN1JBoYWtlLVz5Lr3Tu3utcCS1/hx2fbvdzIahAjvqY4+M9uDxXtTy2nh+NX6ENnCq7oOG8Q7juO/Yhz0GH7rYc8UPO8zucgr9WSj5qNMtx8Im7eFjTaGGiqTqBq2H/Z4dYR9z3As2WC2GHQPrlUIrVj74KeMszJ/tNOJtqIqjaUtQOjPceyXAZvvaVJJGuiGN2q2d0uZA91gC3exMrYP5HZ/5Aq3jF+AVncmpuP+oTbzAProvQIbHIVvbzK7HZ+JlvPWg9DmiCXQS/Qr4jHvrs+zM54D4pPJau5WUtAAb+phne7Yl+JsuyZPm4r64dzEDnxTsQT5n5ltMHuc1tefqbNwV1iYDn3AP8KHNXfbp+j78Jd2Z0woDz03coclr+qpQng3/Qtv5bF7p+z6TLXgPLNeeDd8LWsBbV4BcCpV+5VlG+wz1E71jojcdAQO4vziCbIe6D9kBd8Uq/+jMyxrFr69nZ7Y5wjjkP5ZH0ywjfwy501nwzc0c95LUnDAAmRY0b+ZP2xhrSzLuKmpBy2K80legZVbqgq7mbE2dX33CxZhwxNE+eMcNQ1/WOo6sMoxd7nm+xxRy7ZzXHGvP4HHi69MmcEV4dHLQsgPe4V0UAZ5TLHnn75nfByZBs0hzIa9spKs+Yh7cx8dahc0dMd1QCI8S9gD2mzKTF4trZtBBAzR2CZs8dE/AvRlGYIcwf0ZnFNDpin+KXJ5vkB7kkDHxE/PUgnREqz+zu1/mQe844L0o+QX6C5X0hwe/ausrfIYr4gfJEnpMOgpe426VbuQq6VTO9DRnvNYdXoN9gQ7LwDSnlvPAg5mowT4MSz3EGV2GNdI9xHy4T4lDleK5QuE/4hf2xrNDOlN7JqwppUdBNOL2faKNoourKArPkfscZeZCpTiMRaZ/9u9bT5cdzJNvLLKDI5rrF59SGPq3ShIphfGOH6eJb7O604JThaIqbIiP1c/ZpUzAi1X+vKyXCDjuD8oE+cf/5Wz9d2fh1dKXJMDRZzmLvHglZ+FGemV1oFp0I8AzFb9DpsJnev+/kd6f1gxWZvjBGkowp08IoZ9yNeCRgBqpI0Z7t9+Thgi5kQ6d+YCgqH7/EAkLTHgkmHOkynP+gDl7uv9QuF5n9q/WZe5isBtSsps3VkbeiOz+a2rOZc7JnyhtP4A/58StDAkRaiNUIVehkutC0oc5iTmP1tbzmBJhrGPJMlyUL1DYAVeDdF/xWVLDDQ6UvJWliTElnBTaYE8fIStC9ypUVSmE07s8wtiMhffkbimMRniN8ECmsghSDrhIhPFThORTqaAEHa5Q0pi796nMQSWRyFlrG1uQiLZ9meyRyyP5+TcJ5O1c6ai0/cKIDd6YzzKTSiNtCl2QMOtNGe43G7ZbobvQOBuG7cZ1UmLOihBIW3JgkjMXg++usNy4/Vl+t3yxMudmUaWL7Fm9SRVr6H9g2jKfCNb8VazWBMZCoxS/Kh2cSxc8gqVM05u10gVQ0m/kSJPDk5vFugCIWYHKelkC0vzvSheOsFxSuo33t2n8ueygBbepNxWuFAQvYwTEym1RKfR0SvshGX0mMOleJbyTA1J3ht7h4nUP2gpKGO3fkt5DghZoZqk8UGrGvZ0jEIrO+2Xee2WFxbmId0Tw92Mljo76cYlDX+XvljEWVHYa3/L+vN6e9yRrzm+8+JXKRrfJ/3vlJZoXW4sxrc9NnDVcTA5OVSYx44ij8okTuxs74HfAKHd3zXxwcJ8nB1u/uy4/FzKn1/i256+cMZ/AknWrUgcfwfqtjMVkCQtS15Z20395Jnu6ITt584b2goUErxq5lbdoxoNBNC2wZ3C7T1WeWBnFhnxGaizGmAHeAeczFl7+U4QFp7CzDwsKa4l7clfFjepMes+C5Wl5JnBWeaPZR1Z3ZQj8plzX0GHFd3Y3Skk+N4FvdcoQ+jpau9Dk3S1H2o3q3El8VWISLnysj8NT1zGxA48iG3LRS33wb0tj0AvwsJVSUgBdKPXnlERUBSRa4z4PlvZaY9xkpUdWQDpCrrOEEhp4EFh1Px8iCYIHgT43ydJvbstr4F/otlsFeLOjCAI42tkdSkrkaCSYG7ufpc76Fe82kQudBl2rkajhvMbW1JOwKujG57HpqQyZZLWxlArKTnzc2POIG4XjSyEKWCQ75qwHS0+vzsU6W2ymlX19UApWYM9KPSXPMogMcQwPdVXYP1KCh4Q4R2J8XczXYc8KKi1TAZ/sH/EH65HEjijyYTbPgU1sivCOwltMvPRPBW7nyGZcc5GwDb9+3DjP8A5vym/kc6PA7PiPjLtt/mzZR2H3NJa7WDOKZcQVG3Dq6cyhHyjfIUYY8+9zu1uXBBCqJbBEubEgD9fYm3oK6Q8OljBLzX6PrHNsrrXIvZZgneZTwZWVG5G2C0NWlGaFbCrd5VWph8bIeyE+MQiBMlJsSGBA88RhOOPAy7yUyoDNK8uOqgQpBsPiDY9zxF7cT+Lv6Q5sz1FnzN/GYVRW0cKVcB17zajsyGu6IZIWkgcB6oAaR9SKJpVQq/sS4nBfxD937vFLsUJl0V+JFfAoLD2vCnoUAR66HGNa6FOjhEpJ5LVzxt+cymJNifDDxmgelWwhG60zvqOtzK71e5z1nl37QftFRTWtM5NUsVXn2A72OiJ7PooHvPtct2XgYvz6Lxv+eRTD3/Rf8/e5QtaE82vo4YdU8EWUrVJxqypAV2i74eJYvI3bcK89IRn2MqX4y417HHxgVMWOHxac/t4cRB64pzIulf3OHNRP5dv3OThkjcarRhvyY9AlIhoLeOQcAwFzeSeelc3Fq9apjOdX1oiivBaR0D09/4/tmDs6frmXPiYvxanUAgkdeQjdoBYAazMUM0ErVlXboJtT25lKyaRPWjjLy3EnpzJ92SIZU5tbHJJd0sci8sBqnyb2UavydRe55IxKu6y8PqK2BJvfrXJGem4ia3Cq/ZEfFkDic3LDW4P7meh8p0T5IUprqKxiGFtsLQ0h4jw9OV4aXVTYZq1VWQuyymor/KhTchnxEqd1lKwscKvwXrgtcZmKw50Vd2lmwWMFVfMFe2pTjE+pEA0ulk0ZXusY4Jy/Y88hFf8xnkscFcA1yugZR2fUAubKpo7DsYZCyBpYsA+gMW89nJqH7N4dX9Rucy+hsbcppkPuOZxrvLM2l+7za068ofjpOr9tIBedyE7/lfKuS0E4v8oZqkyAFbB9aKpss2Ym4+vDuaUfpgzdw/m5Zf/A8hJqdFL1gArznS6n5cRnsvwG7sQadRKQnKmFQ/c8UpOsLNwrFMcVmE984ajJVPKFeDKTtLJhCA8LRE6piQWN6KiZxmTVhDVYUSOLNftGF3lwkBNVXY7wzhJrGOqGRM0DI6+am50xxc2sgQerUmhTNi6ppE06G5c0aKVGcmX7O4geVju2P+Hinozyv4eMWKNIV+nDFFgc5A6hA6waIvheQB4SNYlPmNc6zok3PFWSVOIBPRfd/NSIhGUmvu1KyzGjhiY1uYqyWsX2EWCJ81KuM8jHkU/ypoas0ld9xtfOCrE6a6oi76fIizX6qDLGaax5NybdhaUjXPmQ/fjIGrOwdNRkVNtZVp7Rha+dyeUaej7rGjVt8xI7jqCyxuRV44Yw+hO9RSlD563XQB7p/KmNGEG8LtDz9xoxD9ydRgz/hzVi5Dc1+t/ddXm/q/Jj/Zg/qusi/i0+kjyR+dlG+f/eRvn8SvLzK8nPryQ/v5L8/Ery8yvJz68kP7+S/PxK8vMryc+vJH/VV5Li01/vK8mnO6ngQ4RzW98T9uWfc07kHv61p79/2bqkdLWhWu54GqQNvu5YCt/EBEHeHOsrHnz6U+Ab33hR+MZz33hBPJ2Nu5THl5PeZKeQQfpRRaBK/b8j778Zsqrc04HMvO2dpDQOXJeOaWXLIPWmG4tl/NnW2rz5XJRI7FlxEJE8e8HWApHtxPWqV9NTuWCZppvdF0EmNsgQF/2HJuy++UniR561CXbfHGTR9MLZsam97+XGeKy2loVWtflPgKIkPl7XiRrCN/nHKkW333z+PCw2fjEWgUH69YnCPw2F0o1BFH+wWvmHYfC08a/GoPCJwT8Jgw9/OQjyfw0I8p8Q/JMgKDZu/laF+Oud8aklcAeFbnC4Cy7CwddKpISuyPuevkXXaZfdxlr/EEY5wihXIrpCPo1vffv/BFmmVwKuSBHy6ekf5/lsr0p4bBWOseJNqTGixFDJkOKQMG/fvSWeAnju63lidSHubLTFJs04q015x+t7Y5gx8Hq00uwf5EZNx9+xBRxHDKnN+2451xvXVaQ+kXosX8tTt87VilJziIzel/d0hmnMWV9O2tK6PeX68j8TUOXYI2nc+4ISsZ9ccui3i+rnU8sU7UNiBeG/IvU/We5rC3rPxtaM+h37fdfO/wSD+FW8dsr80+MdgyjcM4gP8m82iPjx8n8WKv+q2uV/3yR2/w0=</diagram></mxfile>