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| reference:system-architecture:transitional-arrangements [2025/08/27 05:48] – created runarbe | reference:system-architecture:transitional-arrangements [2025/08/27 06:18] (current) – [Transitional Arrangements] runarbe |
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| ====== Transitional Arrangements ====== | ====== Transitional Arrangements ====== |
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| In the development and implementation of the National Addressing System (NAS) in Oman, transitional arrangements must be undertaken to create and maintain NAS data effectively. Both scenarios, where no existing system is present and where an existing system is in place, need specific approaches to ensure a smooth transition. | In the development and implementation of the National Addressing System (NAS) in Oman, transitional arrangements must be undertaken to create and maintain NAS data effectively. Both scenarios, where no existing system is present and where an existing system is in place, need specific approaches to ensure a smooth transition. |
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KSkpxMbG4uHhga2t7T0YspgUAkKgtBCw9qykVpK+4quvri3P09rLCTttkI7VaP74K3x8tf1T3h74KO5nl7Fs2XJVthIaF0HwgU2sX63V7WDP8RjicyAvK5XYc0fYt1mr/7Ns3ryf0Bj1Lv81940ZsecI2anJrGLdpn2cS00m+sxhdqxcwcplqn7TJg6diSQl8/qlgfzMNOJP7GPLFiWjyRnKZjbtOc6Z6DT+FM8lLe4cwZs0udWsWhNMdGEh0SFr2bD1EOcT0zFYTjzPqX2bWLZpN/vD4g0fjww1+L9CjfUQETd8PDInNZ6I43vYsUGzq8rKlazauZuj52JIU/YLNYaXS0r4IYpYrGXb/hDOJ8QSfmwvWzSflyuWW7cSGpFAdu6VD20WKeZmJBN16gC7Nyr7mqwqy5X81q0HOZmQzX+9/87NTFGsD7HHwObPPrZsOcgJteyYec08pUefIni7JrOaDdv2czr+PAcV++XKp2XLDhASncXFk7vYafB1PbuOhnDifDC7DOdrWbM+lLB00LhkxJ0nAZoNpQAAEABJREFUdO861q3S7BWVtWu3sD/kAlHX5M/aR/pijq5krUFuE0fCLxF58SzHdm5mvdbvmjVsOnCEiISbfdswkygVg9s2rlHzt4y1m3dwLDxc/Y08xT5Nd8VqVmw/S3JewdWPypKVbIjbXVvWGXSWLVvDuo37OR4Rz/WfCo7n9I7NbFB21u8/xekLFwg7uZ0NhlhYxeq1+zgWVqSREXuMfetV3CnZZcs2sP1oGFFp6kVSNMVFjwV5FKRc4uzhbaxScb/MILuRnQdPE5mcwbXSuemJhO/XmKm4WbZVzVMil8JDObBpHWs0vfXr2XnsJLEp2QbbuRlJhB9YrRK2UBLzC4rGGh3C3i1rWbYjhDPq9agJ5qUqOyG72XQ1Forsb9l/kvPx2WRfEwuavBQhIASEwLUEtLxDyz+io6NJTU29tqlYHN+vpO22B3vp0iVycnJwd3dH+xnO21YUQSEgBITAbRDIVMnP9vEv8MILWnmfsQtm8P2Xb/PGy+p88Eh+XX6cC0lJXAzZztyJ3/HZO6reIFv0/N57XzBmzlYOXkgh4/JNYFzIOuZ9p7W/zBuqfaa6aZw9/hs+fulFXtR033mHbybMZWdoFKl5RU7mpMVzft8q5o8bzpAhmu6V8h7v/G8M42fv5HB4MkW38pnEhG5gxseazGu8+sYsDhUUcmTWO7z/2RQ2nYlB5RJwbivLf/6YFz4azbgNJww/RDJ/mKbzohrvFHZc80Mk6TEXOLx5KdN//B8fvanJqPLyy7z88ad8P3k+Kw9FkJiTX3SDrFy+sG0KPxtsvcbHX4/mj1VzmTLyc97TxqeV99/nx+lrOHYp5c9ELDOBsEMbmTX+K4a9rexrci8MVL4MVGP+hnELd3EsJuNPedXPHe3KfvjhTcwe//U19ov6GTLkS8Yt2MnRKJX8Xp6n6MNL+f1rrX0wb30wnJ8XTuGr97VzVV6fzuqTSRxa8QPffaDOX3iDT38YxdgpP/DpW+r8RbViOXwFB1IKKEw8w+bF0xj72Ru88YpqM4zrBV577T2+HDOTxfvCiCvKNyjIzSZ4xiu8NViTe5cfZ89k1pyJjPz4PV7X9AYP5t2vRzJnzWGiL+sUMUgm8sx2Fvw2gqHvvKqYvcBr733MqBkzWLhsMiM03Rdf5cWv1nJeJeOGIebEcX7/OhZP+p5Ph7xm0HnhhVd4/e0v+XHGcjYcj0bLJwsNHZxg1Xef8r6y8+bwnxg/fSqTxw3lbcM8vcwrr33OqClrOXLkKGsXjGb4m6/wspJ94YW3GDpiEkv3nSY2w2AICnLITjjDgRUz+XXEUF5+SZtjbbzv8PFX4/l9zT6OR6UUvbGgVNJjz7DlF61dk3ufyWuWMHv6WL565w0Ga328/jqfjJrEyl2nSFDZXkbsWbZNfI2X/7eQU7n55CkbHJ7DmP+9xQvfzmJVcCxZSRc5tW0RM0d/yrvvaravlPd574ufmLLwACdVcncdYs2OFCEgBITAZQJa3uHm5mbIQ7R85HJ1sXkqdkmb9gMkeXl5ODo6Ym5uXmxAiSPFhYD4IQTuFgHt1vUs8z+dxL6zpth6BBFQuzzVKtrjkbiDjTNH8flvWzic7IZ/UBBBQWXxd7HgUuQuFn7xKdNXH+B0csENzmSSFrOXNd8PZ+rWCHJ8vXB1MME0KpJN02YwfdU+jiZot9e5xBxfz9zvX+XTefu4EON6uY8g/N0SiT+6hOlfjWTGqj2cydTkb+jm8qmlSxnK+LphZ25S9FFJczscPfwI8vfEw/5vrp9ZiRyYP4HvvvyOMUuOcz7XC58ygQR6OGJ7KZTVk7/itTcmsjUsUSWmGqfLHRqekrikVo6W//ILy0ISMQnwxsOmEN25sywY8yMzdl8gMl3jkk/myXUsnzaGb2btJTTDgzKKY9nAMvg6mXA+bDNzPhrKjM0nuWCQNxi/gwdl//RGVs0Yw1czd3E83d3AsGxgAP7O5lwI387cTz5k+objnE/T/LnWdBrRp/cy57M5nC0Moqzyy79RBer6m2FvdkUujiOr1rDi9wMkWiiZSuUIrFeGes5pJK/7hqEjJjP/SD7GTv4EKv0Ab2d0uZHsWDyFad//wqoLhtTiirHLzxEcmvMTc+et41imMTaeDtjnpRKhVimn/TyZhedyL8tBbvJWpnz7EeNnruVUoh4HT38cTTI4umoJ4yeu4/xVySsHuaSeWMLP333P95O2ci7JAr+AIALLOGCSc4iFv3zLu0N/50BiLvmFV3SKnmN3zWLWpGnM256FuYUP7s560pP2sHLSKyoRfZW3fjpAhI07bj7OWFkkcHLNRKZNX8iqkznKQAF5aRGc2jiBt978nqnrorF1UUzKBlHGJ4ewfbMZOfxHfp23h/Ar73IoraK9QD2dZbt642Lm8gNcNLfFwdUKK7UCHKxWwqfNXMbGi3kYmZhj6x5IWV8nLPQ6dEoLKxc8fQMI8nbB0aqQC7vn8tuooYxYdpyYq6/ZQPxdLnFxzxzGfzyCOTuOE5mt9akZkCIEhIAQuJ6Alndo+YeWh2j5yPWtD/5M/+BduN6DtLQ0CgoKDKtspqam1zfKmRAQAkLgbhG4bMfIvB1vfDmHJWu3sGTCmzzVxJ7YUycIPnoBR++qVO/2GXO3bGHzxg3Mfqc+nuquXkc4h46dI+JS6mUrfz7l5NmRnDWAH2ZtZsOmOYx7IZAgdROsI5Ljp85w9nwyFF4iJjKUg7uVnpkjNjVf4bf1G9m4eQvzh3WifiUvHB3PE3riBCGhf+1DaRn2uq8uYvakoXSt4o2NVlOpE08Nn8GWGSP4ont5reamJe/I7/yxZjVbzyVh7N6ApgNGMWnRWlYsHslHz1XBQpcLJyfww+9HCI/LurradsVYWoY/Dr7vMH7+OtYuH8s3XSywNEbdTJ9l98GzxBo+6pdEyLEQTp+KxtGvLk36f818xXHT6sXMeLUqNmZGBvk9h84RE1e0nsgdbcmEHj/OidBLOPrWosETXxXZX7uCWW9UxcHCWNk/x74j54i+uiT0Zwc6vTMegS8weo6aW+XX3K86Us/Niqs5mxLVm1SgcftPmbxoC+uWzmDsa7VwzY1g6aI9mJlZ4lh9AJ/+Oo/VSn/Z2Dfo29gdPcnExp9SHC4pC3/do+Ob8NhTvzBn5TLmjBxA3zqmKuFOJyX1JFt2R15WyOfCwtls3BdDTJoJ5nWe4KkfZrNsxVx+f70Lj5pGE8YNW8EFVk38g53Hz5FiWpOO/UYwY+kWVi/6lU9fbop5XjxpRycxbPpZ0rLzb1A2xr1RR54bO4NZiycq+cZof33z8ws4cSKMii98ythlq5n166s0reGl/IXTYeEcPXGKgsJ0os/tZ+6PMzmltIwsuzFs/EpWrd/Cwolv0qqOD8Zx29iyYTWLdsZys5TpQtRjvPLZPJauXcjUD1vTKshYcYwnMuoUB4Nj0D4G/dgnK1g7eSBVTY0x0bxv/ArfTFnMlrGv8kS9HC6cOcfxI6rB0psyjwxhxvpNRa/Z95pSzs9NvZ5C2XfwDGHnM5SQ7EJACAiBvxIwMTHB2toaLQ/R8pG/SjzYmmKXtGkfjdRgaQmbkZHRg6UjvQsBIVDqCZR74XEa13TFyQLDjx/Z2flRpeMbfLvyKEd3LmXR153wVhR0ej2+TVtT0cISS3UeHhVNYmqaOrp+t/Nyp/PX79HMT4eJ3oe6PV6gurs3tkrsYmw8MYlJkJpCWmwMEaqOrFRyj65VCdt5cnLz8ewygj9W7jL8etWa0a/Qq6a9JnVXy5GD24mOuqBsulO/ZWueHtCEqq4W2LrUo80TQ3itIhjrVd7262y2R8WRoCSv3X3r1+Sxt/pT08MMc+tKNBvwBlWMTQ0302cjLpGart0YO1H7iU/5ca3iuHUO04a2xUMZMTIzx695WyoZGatbfDgbGXVZXjXe0e5IzV4fMnqNsr9tPjM/aYen0jdSb/b5tWhHJfVsps7DLkaRkpaujq7fLb09qPZCDxr5gA4MP/es/d1Rh1d35/rVqd29CVVcwczMDC8vP0wtK9F/xgF2HFD9Ln6PrtW8sFIaDmUrUDagPF7qODUjU43r5klbw5efom3HmvjYOuBTrQ31m7XHV+lkZudw8rw2J4Xq7AI7N4eQkqQlsw3o27UtjzfzxcHWm8BGbWjbqZGSuWGP3M2u0GSiU8CzTRPqtqtBWUewcg2kbsMOPBUIeaqPkNWbCMvJJfc69RrUrfEoHRoE4efiRpXqtWllaDdVj10Z8HgLqjhY4Ve9Fi1Ue4CqJT6J1Jh4YjNiSTx7kC2nwMjCjEpvPkvT8pZYK1W3au3pVSuQ2o4Qe/Y8J4NPEKvp3lAe/fwdWtXzxNHCjQotelGnah3clEySen2FR8Woo3/YExNJTEwgWhNLiyP18CZ27o5AZ2SCb9/fWLN1v+H1tPzz3rQsZ61JSRECQkAI/IWAsbGx4Vqv5SFZWVl/aX/QFfoH7cCt+i/UvgSvyq3apV4ICAEhcDcI+Pt4Y26m7jCvNabToVNJml6fRV76MU6uGc+Uj5+kf7dv2XYxES0lQbu3vlbnmmPdlY9wqTqdTtlSz9ftNl64B1amnr9Wm01G6m5GDO5Evdo1qNa9O6+Mms2W8HjSb6arqfynsp9DOxIpytkq4FeuPBWcrxg0w9KyDM3aVMRIjYHCs0ReyiJTyx2uiGjPyi9U0WnHquh0OnTq+cp+FY1Wb+CYQVbiQY4tG8P4D56mX7fRHMzIRvtwnVp2VGpXNdTxHexX7WeSnXyYkBVjmTC0P090/oG9yRlkXzZ1M+sW5mb4+3hd5/dl8atPjvZ2uDk7XT2/cqDT6dFr49JFERu8hFU/vc0Hz73H2KlbuagJ3axDrV4VAyfltzpUu46rh+qsaNeUzxN+Mo8sjbuvB84Ottjpilpx88C1ak1aXj69+hQZzll1k6FyNi6tG8ewfk2pVq2aKg159MmPmH5GSeblUXjsDOFqBa2IvarTdg9nHFwdcdKOLxdDd0ZGUDkQXxNjil4hOnSX268+ZaSTERWJytnIz0ojZFQ3mjeoofrV+m7Nq79u5kCCko5NJPViDDdLwXQq1q61q7u2l9u5D7APwL9sIFW9VD+kEhW+ms+eb0+16tWp9vjjvDt+Ofvj08hWsHWaSPEt4pkQEAIPkICWe2gJm+aCTlf8rhZ6zbHiVLR3M7U/htqKW35+fnFyTXwRAkKgVBHQLshB+HmbqaRNO75mcKknOLZyOO891V6tirzAgKHjGDVvD9tjUkkvKES7rb5G+ppDS0xN/PH2vKbqZoc6W/yrNaLPS51o4q/sFeaSnpxAXFwcsQcPsnbSt7zbdzDvjdzEdm3x5WY2/nVdLrk5BRRol1e9MUbqnUXjq38JFAedukE3M1bW1bG6FY9QSZtaOFLnV3ZHrK3cVTJz5fxvnpOPsHf+h7zxZAfad32J5z+dwLgl+9mTmE62gqj2v1G+jaaUYA4s+oS3+nagXZcXeb59BNcAABAASURBVO7j8YxdtJ9dCelk/e08WWNh7ouvl9HfdOKKg70rLs5X4RTJFqg1qsi5/PxeJ7q2702PgcP46OelLDgUTlhmDhrWIsGbPfrh6mKl+N2s7dq6fLQ/f4Z8xUiPXiU1V73Qq3MTk8tJ1DU6SiFfKWhM87PTSU2KJzY2VpU4EpJSybziWJ6yfWMEqz4Mb1JcY85wqIWAsRFGhpNbPGh9an1rzYUF6k2OBOK1ODb0nUByRg6GHxQtKKBQJYsFmtzVoldH5fD2UDFnqg7/7a53onKTVvR+uiV1vAtVbGeTql5PsTExxO7dy9KfhjG4+yt8OOUIR26WNf7bfkVPCBRbAuLYvyGg5R25ubnqmqtH+37bv7FxL3W0K+a9tH/Htm1sbAywtM+SauDu2IAoCAEhIARui4B2R2qOqakO3XVXwkgOrVvCxK/msHTbBcIu2WJVpTPPvvQ1X418mlouNpjf0r4enc5MJW63FLjcYISpQzmqdHyP/42axozv36Z//5ZUqGCCaWE2afFRRJzdw/qVK9lx6ATJPKjNTSUuyifTa/s3Qq83wdjk2rqbHZ9n16L5TP5hEat2XiI83hmnmj15YfAXfPVDXyqYm/CPJm5m9mpdOHuWLmDSiAWs2BFJeIwDDjW6G+x/M7o/la3N/5rYXNU1UnNuhsp9rtb89cAEIyNjVE57TVM2OVm7Gf/KGGYsPcj+I1mk29WhWdc3ef/TN3iiU01crpH+66EpJloSpP9ry92scWnQhxe/mMycOXNuKL8ze9aLNFFsbh3D/94TvaklAf1GMnn6rBv61fwYwYeDWhB4nXmdOlPzpL0GtUN19u92I8zdatKg1yd8NWoiv371Kr17NyQwAPQ5WaTGXST89HZWLlrB/pPh/PVDzf+uV9ESAkKgdBHIyckhNTVV/Y3To+UjxW109/hPx82H+3e1rq6u6o+kMQkJCWT+5TM5f6cpbUJACAiBu0Ag6gwhh/ax9lQs2bZ+1H7iVYa99Rx9erejo781OUY68u5CNxhZYOlUlkp1W9LisScZOPBdPvtsHGPHvkW3pl44WaqbzdOniTgfSfzd6O+qDSccXU0xt1IViReIiYwgIkUdG/ZccrKjCD4YToFaQUHdYnt5mGNpYWi8s4eI4+xXq4abzyaQ51qBJv0G89Ebz/B491a08zYnVa8j/84sXi8deYJDyv6mM/HkOgfRsN+rfKzs9+7Rmg4+5qSrefpP9q/vregsJ4OcI5uYvv8c55PycWnxBC+98iIvPtuTrvXL4WdnQnqR5H98dMXVU4+pmTITk0hKWuafdpMSSTp3hsOq6brd2QV3U1MsVWW6iQNugVVp2rTpDaURTZoE4WJihJGSuyu7mTlmjk54KmOFOj0J5t7Uqd/whn41P2pSJcgNayV3T3Zja2zdK1ClQWvadOnPyy9/wPAvfuKnn17l0ep22JhlknTsOBFRsSTfEwfEqBAQAiWdQFZWFvHx8YY8RMtHitt49MXNITc3N8OXAKOiokhPvzt//orbGMWfu0ZADAmBu08gNYUUVbREKd/UArzKUKmKDy76CwSv3Epseib/OWlLPMPR1ZP46KOP+OirUXyzLQOHsjVp3LQTnZpWprK6EbbSMg5TE4zVcpDJXR2lB3WbVMXLxxEywzm6ZyfL159SiVsOmamnObx9NjP2JZNfUIh780eo7m6PrdG/ 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