From 1068d243c301a0973156765a57f490db2ff6e7fa Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:01:02 -0500 Subject: [PATCH 1/6] Change builder and add shortnumber emergency functions --- builder.go | 7 +++-- gen/metadata_bin.go | 2 +- gen/prefix_to_carriers_bin.go | 2 +- gen/prefix_to_timezone_bin.go | 2 +- gen/shortnumber_metadata_bin.go | 2 +- shortnumber_info.go | 56 +++++++++++++++++++++++++++++++++ shortnumber_info_test.go | 6 ++++ 7 files changed, 70 insertions(+), 7 deletions(-) diff --git a/builder.go b/builder.go index f874590..0aa84d2 100644 --- a/builder.go +++ b/builder.go @@ -575,8 +575,9 @@ type PhoneNumberMetadataE struct { } // +// +// fixedLine?, mobile?, pager?, tollFree?, premiumRate?, +// sharedCost?, personalNumber?, voip?, uan?, voicemail?)> type TerritoryE struct { // ID string `xml:"id,attr"` @@ -670,7 +671,7 @@ type TerritoryE struct { ShortCode *PhoneNumberDescE `xml:"shortCode"` // - Emergency *PhoneNumberDescE `xml:"Emergency"` + Emergency *PhoneNumberDescE `xml:"emergency"` // CarrierSpecific *PhoneNumberDescE `xml:"carrierSpecific"` diff --git a/gen/metadata_bin.go b/gen/metadata_bin.go index 5e7d990..4ab59e8 100644 --- a/gen/metadata_bin.go +++ b/gen/metadata_bin.go @@ -1,3 +1,3 @@ package gen -var NumberData = 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" +var NumberData = 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" diff --git a/gen/prefix_to_carriers_bin.go b/gen/prefix_to_carriers_bin.go index 2152b5b..46f22b3 100644 --- a/gen/prefix_to_carriers_bin.go +++ b/gen/prefix_to_carriers_bin.go @@ -3,7 +3,7 @@ package gen var CarrierData = map[string]string { "ar": "H4sIAAAAAAAA/9JiYGAIyyxKz8xTyM1PysxJ5bqx+GbHjY03u26sv9nBdWPTza6bbVw3G2923Wy8sZyFgYFhmzcDAyMzAyMjAzMTAyAAAP//efgyxz8AAAA=", "be": "H4sIAAAAAAAA/1JmYGAIS81Jzs/lujDxwtYLCy8sgjB2X1gIIrkuzLmw6MJCHgYGhqlLmRgZOJgZuBkYLp8TYWBgZGZgZGBgZIIxmKEMQAAAAP//QXLPBVMAAAA=", - "en": "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", 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", 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diff --git a/gen/prefix_to_timezone_bin.go b/gen/prefix_to_timezone_bin.go index 85d64f3..1a2939b 100644 --- a/gen/prefix_to_timezone_bin.go +++ b/gen/prefix_to_timezone_bin.go @@ -1,3 +1,3 @@ package gen -var TimezoneData = "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" +var TimezoneData = "H4sIAAAAAAAA/4R7a5wcV3Xn+Vd19/T0PDQaaSTb8gMbG2NjWzzWPIa0J9LYlqXRyDPSSF57RMa3u0vdNdNdNaquGnsEuzGbOMASQM7CQjALWXYNLLAJjzjKwjLIzpKHYePwMCSwNg8vjwUSiJ0Ys2DI71adW3W6ZsZ8OHXuOffcc84999xXV3V1K9GeE4FbV7v31NzGovIqhqzXA5USjYbbXdhTU7WM1e04mcBe1VFLfkZ5zcgV1GLUTqm28sLVwEnpQJ06pVbcdjtjRYtRpxZl2ieVG6TKJ31PLQWrhrxeLakgI4IFp7twRLWV6qTMRbfmR2Hqz/V+pNqp7hsDxwn9O9J+71M1P/C91JmbVKAybw/4LeV5TrcWBU3Dm1KdZaFwqqWC0I9S81NuU7XdjPK6LdVNpQ+qpt9NCbcWOD2hOOh3snKkvEbWMKpFnZrqttyM01VLaf20aquan1HLUSiorhNEKaWHNevwtN9UDbfbSusP6ejXUjOHGouq43ipoUOu6jjpcBzyI7VUb/lhaDg3R6qpGn7U9FONM34Q+lcf8ldSj44of2FO9HUu8tw0LLe4XqPlO0uVPR2H01EJwqu3/EA1HcFpRm5bj0jKCN1mJOggqgmqG3l11/dSxl4V1FRDD4thOG33VKZ/r9/0QyVItysqI8fzuwt73MDJFEyqQNWVpFcdz3Mk3VGZA5Mtt66afkb73VAtHHbrmdHJSGvMRK53vBUnyEi/43pS/oZGx/dC0ckb2nqarKiGn7W60Q/ChUNOuyvk9vmNsKVqGR0or7EwFwVLguV4qpHZ2hephtP2o2VHskKno9o9QqvqZOS2BWdVeZnATartnlB3Cnqlp9oJOn7XbbezGBxQHSX7fCDyHBWl5FSg2o7XcBczzw+qhRl1KiPdTtb6oB5Fr+m0xTge9O9wgoWZwPXqgjutPBVJMghdzz0ZOYJ1SoVtMcLTzp1u3V+YdMPVjKebtEXop30vdFbchuP3sLpOEKgwZR1S3a7o5SHnjoVbfTE6h/Ry1lKSDlsL16slP1S7Jx0vFGkzozwlQjCjAtVRgVvLHJhp+Y7nZqOip/LVKro6iUkPe8E/sXBkWblZh2YiJwh9nciZwsNO0xXDetj1F/YGyhMSR5QXunI6aIa/EKd4D9dfmFGRyIcjdT9wurXVbuQ1Mma4cMBveV3JmHLDsIdxMKq7SjLmWn5H9Ygc0/31smGYc5pRXS/1y1nDuVbUzmIy5y5GMoPn9MCEvqRDX8yQYzoKkZzVt7ie5y47zcqeoB669d0Hfa+56qigtup4lT1dV6+MaandUTq54nInXl3ioqcaqwGXT4Z+zeFyt9VUNZ1Wmtqrmq2GahiiFcSjmBBLkSl5zSV/iQnHDSLT2O22lhxTEUSe4yblSdWuR6FeOWOq5bs11e4azyb9tt/RmaaJ61VHdet6UsVUK97Y4qLbZm3XRzWVFrst5Zmu3OQvTLbchWnXaxmG11yY8r2mIVe4Z/uDpSjssqcH9EHCOHdArarl+AQSU04QdVXb6STklKrp80xS7NRbKjTeTel1vuUaIuwor8HhmgpU1/NXVWDsTUX1lmt8moruUC7Hb1rvlyYq02pJz+/AUJ7bZlvTUbduxuuQW/e7LlfofbXr1tzU0s0dU5ppeX5nYcYxkZlVoVF9WHlN32erh91V1WCZI2qppdpm/I84vun7kZbymi0zBkdcr6mW/YAHYU65y2bc55ROCI99nau5bbdrqpxWYLo613I7yy0O15y/tMq5cLStlFdTmavHXEevCB6bOtZWDXfF74YmGW9VYlhvdZZU6ASulxzZElbgrGireknW82jPKT/erQ291wk6kd7QDGNSeUofOTN62Vk45gQNJ+PdqJzAF/RhZ3VpUa24SxnrSLhwk9OOz04ZS3ltfXyKumGg2skUbitXa05ZewO3mxzRUtYNUV0nQkof9IPGwk3+HVJmxgnClqCPrDY8Z7VyQxT4y87uPZ1u6AQN1UkZXsMPApWSYcvxuoba67SbgWo4GR3onDBUoEK321YrKuNE3a7TztpH9ZYKnG6YMRpqWdCTLbfreipKaX/Z8Vqq6aRG9rm1QLV1FhhG5AReN+vRTU6763pLrqH3d9uO3oSmlZexQuXp2cv0AScQCqZW3RVTPuh2a37a7uBiVGsv6tXbMHyvIaqjO51OzdcZxpxp1QjcRka1Q5URgeu0VCdtPe17qu5nVLfu32Gom7vttGZGBW4a0Bm/0fT1rpAyAtWM0vE5rA/TXD6iN3GVUd6CdsHzM06gFp2VjF7ylxez1v4JN2sc+vWllt9Ok2bODXRiMnVMNaJTGRG69Sz0etZm8btFBV2V9vI21QycWkpFgVtvVfZ7DVd5+vCuPD3/3BXf8CZb8bUppQK3G+r92TD8uqj1O36QtpxWLScrtxvuitPN6ChwQzcSjFU/DFP5w07k6XvCjKq7J/SyseyqjIjqS23lNVLGZEuFLdVJ6RuUnm8ZeUKFTkZ5DSeoRcFqyrlRLSn/hJ/R7qKbEZGnTugrrWHsU221HMck43RqrrCnD+WqXVeeakte5t9Nvue3o3aUMqZcHY2OEmam/G6gMq+n1WIU+IIMTkZOV2VOHFJRkCk85EZZ20N+cMJvLwk66jhZOGdUUx/nmr7gtFWma8b31LIjyCBcmE6OeynzsAr80PeamdYjyl1W2QDOqZYrejenAnVHJjynm4ZqOTM6F0SZw7eodtvt/uUgEa68iq6ma2g3vZiupVfQOFXpOpqgPTRJ19N+OkjTNEuH6Va6jebpVXQ71ahODWrSIi1RmzrkUUBdCimiP6ES+jCCMZRG7qRT9Gp6C72V3k7vpPfQH9B99FH6GH2cHqJH6XEaQoX6sI1sfIaAPyPgrwj4OsE6Q39HFj5LtvUt+gEBDxHwI7LwQ0LhYfo8fZG+QsD/JuB7BGuFHiPg7wn4C7IwQyhO0VE6RvN0koADBLyUUDhCx8mhFsE6Qc8Q8K8IeBlZeAeh/Clao0/TWXqAHqQn6EmCfZruoXsJeBfB+hn9nIAPEHAXDVh30qvJwqNk4Q8JeB9Z+F2y8H4q4AsE/DYBbyPgPxDwOwT8F7LxYTqJ5xJwJu6djSvJwkNkoUTAIAHPI6BAwAABRMDlBFxGwHkEPJ+AnxDwCQJGCAAB5xBwKQFFArYQ8KcEXEHAhQScS0CZYO2k8wnYxS3/kYBPEvDPBIwRsIMAi4BLCBgmxN4NEbCdgH4CLiILFxDwY4L1NP2UgFECXkBAHwHPIWArARcT8E80Fmu2qYQXEvA/CPZecmmZrsHfEdbBXxOs++kRAv6WYOux/Ar7+P8I+CoB7yZYf0NfI+C7NBCPvIHPEfDHBDxKwP8i4P8Q8H/JwpcI+HMCvhFjC/9AwJcJ+DZZ+A4B3yLEeWRxNqV0WtqBbxLwl2Th+zQK7dFXUu8sxrbxlvEYHiMLOvM2hzH8TwJeQsCNBPw6AT4B4wS8koDfIOAWAhQN4RhBgCXKO9AiCLDT8hGycIKAEynOwxhuIOBmAm4iWPvIBvByAl5EwBwBCwT8a4L1a3SIBvEgQYCNB6lgnY5nwWmycC9ZOB2XNQzhZ4RfAWN4A1kYBvBbOtMBbANwDoAigF/obAawFcB5ALYDGIKF/0+wf0ll7ASwBYAF2AUMYEeS/HY/RnEugAquwJ0EfJzhUSrgIeqLsyOBHXH9ndSHO+MZa/g244l49r6JgPeThf9MwEeoiPfH9LPBAF5PJfw3OoCnCHgtAasEvI6Af0PA7xPwXwm4g4D/FM904N8T8HsE/FsC3kvAfyfYd9Ob6Y8I+I+0BW8k4DUE/CYBHyLg35GFD9JngXnKIOLUmY1pK8bjZMV1s1xnZMd7aLuHFwiZ+bh9Vh9yWfNvowJezPqDuC7TaWyPUyGWNXqv4fa7U9u6fSG2MRvLJfq6VERAg6m/VeF7g+nEXzu1uREeF/2YZT/mRVxkPw3P4E7cDwsBWXhFKmdzfJM2AZV64pzEwor7OhG3H2A5m/uwJbU5IexXe+Jm4pLVz3L8svEppPxZsrGf+xYJX6pkxXTA9J+I3JhPY6F9K2OWimyrkNoxPlzPemUe3B6P2dbceCf92J/LAxn3IJeHhnc7VViHHs+iaN8Xx26eSnG/ZnP5PBvX2RvmdVX0JeD+RMLuBA1zXxI6JFhVelVulsyn2ZGfGb2joz2/nbN4tseTYlzXSOULPZkymbYvpj07KNqb7Lo17mWiewxACdrj0rpM0T6OQNsc5N7M5mIt4mfVaZFn0PgGq4SZeRoOc5RnN4iLXCnG2U+TpbNU4nLSvi1GcZwz8TqRIbnYW9eSHuMwN2d0vnvCkzoN96wR0lNtvQ9AMzev8muEmWN6LkwI2WZulGW+zXJv50UPmtxzaWu2Z72TflrYQ0CNgKV0zUSc8wcT2XiMdsRcObN4JC19NJc2rJ4MrQrb2dpXjP2+vScOdk8fxuOY5q1ZPevcbM8eY7GOgdSmyf55sXZWM/08svP0CRs7CdDn0Z09YCWn1Pj5gQL2EjYAi/FdBT43PsInSDuh1z2vw98QDPBJciPqH0u5A92vwtYm/A9bWKHHbRwlMBRxlH7f4nOaJc5updxZTp/hMnBiPMZypt3FeKbnTPcBiw9y+2gjsLCPXopDBBwiC7+W4k/C+hQ9QOufV4pTXQb3prClhz5N58RnwgruITCUcA99qYAd2IZzUTQHNMa/sPAWAj5Gl+Nxej7+gID3MLw9BhtvJ0uUgbfQCD5GFt5JFt4aty3io2ThowTcx/gUvcvCqwkMI3g17bP11Sw73hWYRg5faOnrZ3IYfDw9FPbSj5ONx6mAR+mpYehTWi+8YTTO7ngPTkpJtsfPf+7jbXEz+NYJPE0l/JQG+HKVQInxz8/HMllw6SuX4QwV42vjGfoNnKESztATpTiLy/gaWXGpP8lqUR6In5X4uT1+fuSGTXJ4s5w2+PXj1jF9i7b0bdrDUSrjKBVEqls4StfhKH0dgpnAyfgaU8YUbcdJsi19JbeEhI2pVFK2SvAxLp/saZNcjI4KmQz6ue0HLHHs1cezX4zhOFk4TmCs4Sc2z6dHdsbz6bOjWKO3WnFy/1OCzrHuoXvpZXH5WjED4nsQ34wyrs0geQOx1OlEXV/SJH4WxdMST1k7HD+3xM9y/EzUnW+dpnuoiNN0kZ6AMWWL6agNFxgbvsVQiOE0/UUFP6cPXsoXq770gpXAW4BRFNGPTzzWm/lvjnFpA96779eToZibEJV0mhTyUwVVGtZbcSoRg5CwxBPP/uTWFuPPluNTWLb3f+FyjNOHL0CVfnAr5qmCeRrmrXQI8/SzN2Ub8zhdjHH6/AEmNPNHr0iPubO0O95aE/jz8/kse/YCjNN2FtcwhnEaxTj99lWYJgvTZGOaSpimQUzTo39YSGf80/TpM0XcTzbuJ+B+evf9yY8UH3qjjYfpWnyRbsPn6a7dv2LaGtrIma3tG4+VcJwKIv01fLMPLdqLFv30MzbWyGIA1miYseb3c7mENSozT8sVhXwfYwMjWKNvlpPdBQ+QhQfp058qYBQ6o2yMwsIo+nAuHvjwVtxNDdxNr3vrMOdCiTPIjOcQYx3rguBbaTnJo4IYHyu+klVpkMtan1mPt8TZUhRL9fp8S/gl8ZQyJSFjr8vPwiY6LWEX6zSvt4L1Horeb5L/acnmCGVzsbTOo94W6+fSJhKmrkd+g9JmngtN630vrIsSNloben1I+UXusc6hCqrUz62253LGzmGLywX0+mrHedObcyYH+3pyMLEJzt9SXDdLgzKOnKfSnp3qmI1xP8Q6yfyhnF92qpOPHlwu8PywDG+TGG68zhqrWntxk3xNnmWZ6+y31pr6/uxZss7uLP/Ykmhbn+/r2vWMR+/c3yLKA3EuzKZjZon4b5ZlhXWzmef3s8y6jfPUFqtRYZO1xuYYZnlgiZxNfeU+lMToWbk8sgS/mOZnYn0b56QldGp46mbe3bZgnLbxlrWDeUMYp51iOwTLbOXfbgq8542KHdLIXsDtdwhen9BjeJdye62zgnG6DOP06zmbuzAe/yY0wNtpke1b3E7qtDeg+5kupb9TjtMgb+8W86V/A0JHSZTNOWJa8PuFPyYmFut63w+BCdoW/8KQwCHGFibIxgTdiAkqMQ0BVUzQd3ThZZigshAw+Mtv18bPF46YgBTZiTLXlble4xGM03NFYIrc2TLT20QnTUe2c5D7coMCHrgK6zA2d+USATkfTdL0cfAGub0J+naWMW0qQkdRDJgZzAFOtBGRiNs2SDgZI7Cu0iYypZ4fnBPYmaNl/UCu7SDbGRIJJ5OyXyTM9g3ianNyapu/fK+es9tQpTLvYZp+Aap0Lqp0Jap0Aa8Xeg3xUKXp3L6k8YWokuL98ATr+u7XSthPL8J+evo5mKc+zFOZr0slzNOY+OWqJK5RxQ1+3SrmZAy2WGc/lytCvpj+Qj7f83aizDDEYH5h0/q35WyXhE/Gbpnrh5neyvQI6zHtB4TePlFneEZ3IdenouBD2DTxs4Xd7BfDTHeR8YDQeWHOtpYfFO1NzCwxRhuNDXK+Sf9t0SeItzGFnI8mVlLnUM8voUm5T8hXcn7m/bOEn0amnKsr5uK0TYyjGR9t53Vv08ntoErvsDmTn7xLz6DXYJy++cNkratSOV3Dquvmlp3ezao9CzvE3Ez41XidGBJzuV/IJnXyJDKezjrt5Jaeza7K63M19SG/i4PrdHkknq1yY62mL8NG4nWrGq/Lg9xGr0EXcl/6GFe4j4UYxvlkMM6n12wjHMyt2cM9J4uEPyL6YGJT4FhflD/Zr4Pe9bGffbHSdTzRJTfP3g28mo7FrvhGl/XF3uBgYfLCxMEWe1qJ/bU2WL8LuXEdYv8KQndR2PodreC+Dlv7yE/k3pbsTUkMh8W+VBD7V/6wYsbIFjbL4pBT4INaQcTGFj7b63QlYyv3PR37c3N7UZ8Y/4LIt5LwodiT99W03Tk8dsZGmXVu5Xwp8nhYnLMDcX4lOSb7WOJ8reTmqs67K3JnGXuDGGSHTJlXm+/tEOcJA+dyvwob7PGWiJPd43c1PadoeGmaP4nc116ORbKwSGUs0jYsErBIO7AYv8k9jEUqYJFuwCJt5XKZ5cewSFdx+YpYPpF5HuuwGEwbrbOf5Yy9XVxvc51uV+L6EtM2Yw07Wf4alnkxFmkgrttPL8R++t4z+kpzYfo+iK9r8eUiKW/hulJ8+ZpN35L2c91zmDeIWRrBbPw+2vwoc5H4YdxmfUPxDzcJXWZdfUxrnS9gXX3c3tjS+JINfnDvZzwWt6mmtM06rJy89MlcKis9l+3e66u0UxZ0MacDwtYQxxS5upK5OjIeZTtTmKXzhC9v1ie+5/Ep8HPvAyJ6CSJ6IHmXH9EwItqLiD6uiQoi+owuPH6JuPpBXIeGeIaOiVn/cozTPozTRSw3KVajG7k8wPJmZdjJN5RBseLo6+DX3yvnZzG399gbnJcHcms4chc65OaxBLMuDuYubGWhryjuQ/18Jscma44t1m5L3Dnya/EWXrss0W5Q+FrO9Tsfg4FN9oiSwAWObH7NQm7PMnvclg3iKttUhP0iQyWnZ1Rcqgu5+1mBM8dkVUnYLIls2irunvn+jzIe3mSPKqZnlN6+jGwST3M+2Jq7A8ozg4nDF38TIb0SIU0gpBmE9BJM0DUIaRAR7Yi/TAjj6/d5mKDDmKAFcWe/BhP0SgRUwARVENJdH9JmPqgfDYzTbTyjjE8v4ru4sf8KjNPbzPuBUfGuYAuXi5gmcNkSvGFM04igBzBN57GsATtHF5k3lONrHRVM06Xsg+ZtZ34/t+vLyWveLiE7KuoLLDMQ030osu5+tq3rLuL3IUXGFuvoF+0LTBubRv+2nEyB+2WLPj9H1Bkb4H6OMN3PoNtcgmm6DNO0FdP0uXfDqtLtdLcdI4hnwumPnwOCf946GclPnqX4ORc///6vr4xfAT1Nrx3F0/G7oJsZ32uJl0OvfXoaP6Dvv/MEjlMJx2krv80xb3IKuRebhr+dcRHH6eFptKiPPxzdiRZV+OOC88QHChbXPVwQXycUGf9VRTCf0RKPWOIDBa37lwVWrBmPvOu5uddCv2feE40xLmKNtjCWgrsYPwjxIkrjAr9cshnK4iVVNafEyOv67UyXWdYWMrp8MdZoN7/kMvw9zDf0KNboMNboAqzRJay7zM6/Ems0lPO1yDIQL8oKXJ7CGn3nGB4gW3yC0QdTsuVHuOs+1XjgIjxJFp6g7/zWV2HdTX9E3+uL0d/++PtjOEJPvV+PxcPv0oOwdl8fjpO9QbLYjIdEneb15ZJoEMdpC8uZBJT1RqedS7xiTka3Ked4Bi5jvXm+8bHEZa1zYAPZMWH/UpaTE6KyCRRzfmu9r8nFocyy/WzbEvGzuU7685O75Oc939bEIFp0Ts8329msulhMv6u5rGfQiwW/wvLLYnZpOF+UtdwAWnQRWjTMvAHmF7j9DrTo3HXfHrWoHy3ahRY9Fy16kWhbYN+N32OibHMbrX8r8y5gvuaNCr+GxTIxIPgF8T2UJeJSyH0r9UXToCqMX4IWffLqDXpz/+Vo0R+/jP39hRmNq3Mfz9+rC++wmOoTLhh8iRgmsFva/TLLF3JD+gbpxcvRotfuzrm2i/HlOSzhCjFIBfbmT0e48KY+0QPN+JwmbmanLFFpxg655X2X4A2xrC1ivZFLui/vsTb4eO0+2cHnMdYZdClnPHLufuPbf2bhLN2Gs3QjztIkztIunKXrcJauwlk9Jmfpx1pCF87s44KGrThLe3CWbsFZuprhDVryPJylf9CFr35rV271f+YA1uj5YgkuM7ze4o3npVijMyO8MH9hONd+TS/hXy7m9orftXJiX9IqP6I1DGCNfiTlX8j4E7rN+75bwhMEPEnn5/AuvfJzeSBe40f444mEl6z7Y5t8upc89YZQSUrxcyu37V/He5AKMTXYawMPZLDeRrYT9fxB5IlN/Xnio5b9Kfq0ts348YIdVxCeFT+5Dm9l/CrGu3Ly5+doK0fn5a/N0VcxNv5VcvSVTPcxfW3O7hU5fQ9t2jFkSvIyT8XBZMG1x17/RvNVz78EAAD//49qS7rdSAAA" diff --git a/gen/shortnumber_metadata_bin.go b/gen/shortnumber_metadata_bin.go index e8f7e2e..32acf99 100644 --- a/gen/shortnumber_metadata_bin.go +++ b/gen/shortnumber_metadata_bin.go @@ -1,3 +1,3 @@ package gen -var ShortNumberData = "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" +var ShortNumberData = 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" diff --git a/shortnumber_info.go b/shortnumber_info.go index ed2b93f..7da5dc2 100644 --- a/shortnumber_info.go +++ b/shortnumber_info.go @@ -1,6 +1,8 @@ package phonenumbers import ( + "slices" + "github.com/nyaruka/phonenumbers/gen" "google.golang.org/protobuf/proto" ) @@ -183,3 +185,57 @@ func matchesPossibleNumberAndNationalNumber(number string, numberDesc *PhoneNumb } return MatchNationalNumber(number, *numberDesc, false) } + +// In these countries, if extra digits are added to an emergency number, it no longer connects +// to the emergency service. +var REGIONS_WHERE_EMERGENCY_NUMBERS_MUST_BE_EXACT = []string{"BR", "CL", "NI"} + +func matchesEmergencyNumber(number string, regionCode string, allowPrefixMatch bool) bool { + possibleNumber := extractPossibleNumber(number) + // Returns false if the number starts with a plus sign. We don't believe dialing the country + // code before emergency numbers (e.g. +1911) works, but later, if that proves to work, we can + // add additional logic here to handle it. + if PLUS_CHARS_PATTERN.MatchString(possibleNumber) { + return false + } + + phoneMetadata := getShortNumberMetadataForRegion(regionCode) + if phoneMetadata == nil || phoneMetadata.GetEmergency() == nil { + return false + } + + normalizedNumber := NormalizeDigitsOnly(possibleNumber) + + allowPrefixMatchForRegion := allowPrefixMatch && !slices.Contains(REGIONS_WHERE_EMERGENCY_NUMBERS_MUST_BE_EXACT, regionCode) + return MatchNationalNumber(normalizedNumber, *phoneMetadata.GetEmergency(), allowPrefixMatchForRegion) +} + +// Returns true if the given number exactly matches an emergency service number in the given +// region. +// +// This method takes into account cases where the number might contain formatting, but doesn't +// allow additional digits to be appended. Note that isEmergencyNumber(number, region) +// implies connectsToEmergencyNumber(number, region). +// +// number: the phone number to test +// regionCode: the region where the phone number is being dialed +// return: whether the number exactly matches an emergency services number in the given region +func isEmergencyNumber(number string, regionCode string) bool { + return matchesEmergencyNumber(number, regionCode, false) +} + +// Returns true if the given number, exactly as dialed, might be used to connect to an emergency +// service in the given region. +// +// This method accepts a string, rather than a PhoneNumber, because it needs to distinguish +// cases such as "+1 911" and "911", where the former may not connect to an emergency service in +// all cases but the latter would. This method takes into account cases where the number might +// contain formatting, or might have additional digits appended (when it is okay to do that in +// the specified region). +// +// number: the phone number to test +// regionCode: the region where the phone number is being dialed +// return: whether the number might be used to connect to an emergency service in the given region +func connectsToEmergencyNumber(number string, regionCode string) bool { + return matchesEmergencyNumber(number, regionCode, true) +} diff --git a/shortnumber_info_test.go b/shortnumber_info_test.go index e931e8c..ddebefc 100644 --- a/shortnumber_info_test.go +++ b/shortnumber_info_test.go @@ -72,3 +72,9 @@ func TestIsValidShortNumber(t *testing.T) { } assert.False(t, IsValidShortNumberForRegion(invalidNumber, "FR")) } + +func TestConnectsToEmergencyNumber_US(t *testing.T) { + assert.True(t, connectsToEmergencyNumber("911", "US")) + assert.True(t, connectsToEmergencyNumber("112", "US")) + assert.False(t, connectsToEmergencyNumber("999", "US")) +} From 54dd1b8272f03a6b17dd1210740f242cc5ec22f6 Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:01:37 -0500 Subject: [PATCH 2/6] remove newline --- builder.go | 1 - 1 file changed, 1 deletion(-) diff --git a/builder.go b/builder.go index 0aa84d2..5e08a77 100644 --- a/builder.go +++ b/builder.go @@ -575,7 +575,6 @@ type PhoneNumberMetadataE struct { } // type TerritoryE struct { From a0171bf6394afb73f582fc184aefe412dea026b4 Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:16:21 -0500 Subject: [PATCH 3/6] Add missing tests --- shortnumber_info_test.go | 132 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 132 insertions(+) diff --git a/shortnumber_info_test.go b/shortnumber_info_test.go index ddebefc..11b2d28 100644 --- a/shortnumber_info_test.go +++ b/shortnumber_info_test.go @@ -4,6 +4,7 @@ import ( "testing" "github.com/stretchr/testify/assert" + "google.golang.org/protobuf/proto" ) ////////// Copied from java-libphonenumber @@ -78,3 +79,134 @@ func TestConnectsToEmergencyNumber_US(t *testing.T) { assert.True(t, connectsToEmergencyNumber("112", "US")) assert.False(t, connectsToEmergencyNumber("999", "US")) } + +func TestConnectsToEmergencyLongNumber_US(t *testing.T) { + assert.True(t, connectsToEmergencyNumber("9116666666", "US")) + assert.True(t, connectsToEmergencyNumber("1126666666", "US")) + assert.False(t, connectsToEmergencyNumber("9996666666", "US")) +} + +func TestConnectsToEmergencyNumberWithFormatting_US(t *testing.T) { + + assert.True(t, connectsToEmergencyNumber("9-1-1", "US")) + assert.True(t, connectsToEmergencyNumber("1-1-2", "US")) + assert.False(t, connectsToEmergencyNumber("9-9-9", "US")) +} + +func TestConnectsToEmergencyNumber_BR(t *testing.T) { + assert.True(t, connectsToEmergencyNumber("190", "BR")) + assert.True(t, connectsToEmergencyNumber("911", "BR")) + assert.False(t, connectsToEmergencyNumber("999", "BR")) +} + +func TestConnectsToEmergencyNumberLongNumber_BR(t *testing.T) { + assert.False(t, connectsToEmergencyNumber("9111", "BR")) + assert.False(t, connectsToEmergencyNumber("1900", "BR")) + assert.False(t, connectsToEmergencyNumber("9996", "BR")) +} + +func TestConnectsToEmergencyNumber_CL(t *testing.T) { + assert.True(t, connectsToEmergencyNumber("131", "CL")) + assert.True(t, connectsToEmergencyNumber("133", "CL")) +} + +func TestConnectsToEmergencyNumberLongNumber_CL(t *testing.T) { + assert.False(t, connectsToEmergencyNumber("1313", "CL")) + assert.False(t, connectsToEmergencyNumber("1330", "CL")) +} + +func TestConnectsToEmergencyNumber_AO(t *testing.T) { + assert.False(t, connectsToEmergencyNumber("911", "AO")) + assert.False(t, connectsToEmergencyNumber("222123456", "AO")) + assert.False(t, connectsToEmergencyNumber("923123456", "AO")) +} + +func TestConnectsToEmergencyNumber_ZW(t *testing.T) { + assert.False(t, connectsToEmergencyNumber("911", "ZW")) + assert.False(t, connectsToEmergencyNumber("01312345", "ZW")) + assert.False(t, connectsToEmergencyNumber("0711234567", "ZW")) +} + +func TestIsEmergencyNumber_US(t *testing.T) { + assert.True(t, isEmergencyNumber("911", "US")) + assert.True(t, isEmergencyNumber("112", "US")) + assert.False(t, isEmergencyNumber("999", "US")) +} + +func TestIsEmergencyNumberLongNumber_US(t *testing.T) { + assert.False(t, isEmergencyNumber("9116666666", "US")) + assert.False(t, isEmergencyNumber("1126666666", "US")) + assert.False(t, isEmergencyNumber("9996666666", "US")) +} + +func TestIsEmergencyNumberWithFormatting_US(t *testing.T) { + assert.True(t, isEmergencyNumber("9-1-1", "US")) + assert.True(t, isEmergencyNumber("*911", "US")) + assert.True(t, isEmergencyNumber("1-1-2", "US")) + assert.True(t, isEmergencyNumber("*112", "US")) + assert.False(t, isEmergencyNumber("9-9-9", "US")) + assert.False(t, isEmergencyNumber("*999", "US")) +} + +func TestIsEmergencyNumberWithPlusSign_US(t *testing.T) { + assert.False(t, isEmergencyNumber("+911", "US")) + assert.False(t, isEmergencyNumber("\uFF0B911", "US")) + assert.False(t, isEmergencyNumber(" +911", "US")) + assert.False(t, isEmergencyNumber("+112", "US")) + assert.False(t, isEmergencyNumber("+999", "US")) +} + +func TestIsEmergencyNumber_BR(t *testing.T) { + assert.True(t, isEmergencyNumber("911", "BR")) + assert.True(t, isEmergencyNumber("190", "BR")) + assert.False(t, isEmergencyNumber("999", "BR")) +} + +func TestIsEmergencyNumberLongNumber_BR(t *testing.T) { + assert.False(t, isEmergencyNumber("9111", "BR")) + assert.False(t, isEmergencyNumber("1900", "BR")) + assert.False(t, isEmergencyNumber("9996", "BR")) +} + +func TestIsEmergencyNumber_AO(t *testing.T) { + assert.False(t, isEmergencyNumber("911", "AO")) + assert.False(t, isEmergencyNumber("222123456", "AO")) + assert.False(t, isEmergencyNumber("923123456", "AO")) +} + +func TestIsEmergencyNumber_ZW(t *testing.T) { + assert.False(t, isEmergencyNumber("911", "ZW")) + assert.False(t, isEmergencyNumber("01312345", "ZW")) + assert.False(t, isEmergencyNumber("0711234567", "ZW")) +} + +func TestEmergencyNumberForSharedCountryCallingCode(t *testing.T) { + assert.True(t, isEmergencyNumber("112", "AU")) + assert.True(t, IsValidShortNumberForRegion(parse(t, "112", "AU"), "AU")) + assert.True(t, isEmergencyNumber("112", "CX")) + assert.True(t, IsValidShortNumberForRegion(parse(t, "112", "CX"), "CX")) + sharedEmergencyNumber := &PhoneNumber{ + CountryCode: proto.Int32(61), + NationalNumber: proto.Uint64(112), + } + assert.True(t, IsValidShortNumber(sharedEmergencyNumber)) +} + +func TestOverlappingNANPANumber(t *testing.T) { + assert.True(t, isEmergencyNumber("211", "BB")) + assert.False(t, isEmergencyNumber("211", "US")) + assert.False(t, isEmergencyNumber("211", "CA")) +} + +func TestCountryCallingCodeIsNotIgnored(t *testing.T) { + assert.False(t, IsPossibleShortNumberForRegion(parse(t, "+4640404", "SE"), "US")) + assert.False(t, IsValidShortNumberForRegion(parse(t, "+4640404", "SE"), "US")) +} + +func parse(t *testing.T, number string, regionCode string) *PhoneNumber { + phoneNumber, err := Parse(number, regionCode) + if err != nil { + t.Fatalf("Test input data should always parse correctly: %s (%s)", number, regionCode) + } + return phoneNumber +} From b969c11729fad26101b4652f5c1ed4f4d2356bfc Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:18:29 -0500 Subject: [PATCH 4/6] Change functions to be public --- shortnumber_info.go | 4 +- shortnumber_info_test.go | 118 +++++++++++++++++++-------------------- 2 files changed, 61 insertions(+), 61 deletions(-) diff --git a/shortnumber_info.go b/shortnumber_info.go index 7da5dc2..9598027 100644 --- a/shortnumber_info.go +++ b/shortnumber_info.go @@ -220,7 +220,7 @@ func matchesEmergencyNumber(number string, regionCode string, allowPrefixMatch b // number: the phone number to test // regionCode: the region where the phone number is being dialed // return: whether the number exactly matches an emergency services number in the given region -func isEmergencyNumber(number string, regionCode string) bool { +func IsEmergencyNumber(number string, regionCode string) bool { return matchesEmergencyNumber(number, regionCode, false) } @@ -236,6 +236,6 @@ func isEmergencyNumber(number string, regionCode string) bool { // number: the phone number to test // regionCode: the region where the phone number is being dialed // return: whether the number might be used to connect to an emergency service in the given region -func connectsToEmergencyNumber(number string, regionCode string) bool { +func ConnectsToEmergencyNumber(number string, regionCode string) bool { return matchesEmergencyNumber(number, regionCode, true) } diff --git a/shortnumber_info_test.go b/shortnumber_info_test.go index 11b2d28..61e22ab 100644 --- a/shortnumber_info_test.go +++ b/shortnumber_info_test.go @@ -75,115 +75,115 @@ func TestIsValidShortNumber(t *testing.T) { } func TestConnectsToEmergencyNumber_US(t *testing.T) { - assert.True(t, connectsToEmergencyNumber("911", "US")) - assert.True(t, connectsToEmergencyNumber("112", "US")) - assert.False(t, connectsToEmergencyNumber("999", "US")) + assert.True(t, ConnectsToEmergencyNumber("911", "US")) + assert.True(t, ConnectsToEmergencyNumber("112", "US")) + assert.False(t, ConnectsToEmergencyNumber("999", "US")) } func TestConnectsToEmergencyLongNumber_US(t *testing.T) { - assert.True(t, connectsToEmergencyNumber("9116666666", "US")) - assert.True(t, connectsToEmergencyNumber("1126666666", "US")) - assert.False(t, connectsToEmergencyNumber("9996666666", "US")) + assert.True(t, ConnectsToEmergencyNumber("9116666666", "US")) + assert.True(t, ConnectsToEmergencyNumber("1126666666", "US")) + assert.False(t, ConnectsToEmergencyNumber("9996666666", "US")) } func TestConnectsToEmergencyNumberWithFormatting_US(t *testing.T) { - assert.True(t, connectsToEmergencyNumber("9-1-1", "US")) - assert.True(t, connectsToEmergencyNumber("1-1-2", "US")) - assert.False(t, connectsToEmergencyNumber("9-9-9", "US")) + assert.True(t, ConnectsToEmergencyNumber("9-1-1", "US")) + assert.True(t, ConnectsToEmergencyNumber("1-1-2", "US")) + assert.False(t, ConnectsToEmergencyNumber("9-9-9", "US")) } func TestConnectsToEmergencyNumber_BR(t *testing.T) { - assert.True(t, connectsToEmergencyNumber("190", "BR")) - assert.True(t, connectsToEmergencyNumber("911", "BR")) - assert.False(t, connectsToEmergencyNumber("999", "BR")) + assert.True(t, ConnectsToEmergencyNumber("190", "BR")) + assert.True(t, ConnectsToEmergencyNumber("911", "BR")) + assert.False(t, ConnectsToEmergencyNumber("999", "BR")) } func TestConnectsToEmergencyNumberLongNumber_BR(t *testing.T) { - assert.False(t, connectsToEmergencyNumber("9111", "BR")) - assert.False(t, connectsToEmergencyNumber("1900", "BR")) - assert.False(t, connectsToEmergencyNumber("9996", "BR")) + assert.False(t, ConnectsToEmergencyNumber("9111", "BR")) + assert.False(t, ConnectsToEmergencyNumber("1900", "BR")) + assert.False(t, ConnectsToEmergencyNumber("9996", "BR")) } func TestConnectsToEmergencyNumber_CL(t *testing.T) { - assert.True(t, connectsToEmergencyNumber("131", "CL")) - assert.True(t, connectsToEmergencyNumber("133", "CL")) + assert.True(t, ConnectsToEmergencyNumber("131", "CL")) + assert.True(t, ConnectsToEmergencyNumber("133", "CL")) } func TestConnectsToEmergencyNumberLongNumber_CL(t *testing.T) { - assert.False(t, connectsToEmergencyNumber("1313", "CL")) - assert.False(t, connectsToEmergencyNumber("1330", "CL")) + assert.False(t, ConnectsToEmergencyNumber("1313", "CL")) + assert.False(t, ConnectsToEmergencyNumber("1330", "CL")) } func TestConnectsToEmergencyNumber_AO(t *testing.T) { - assert.False(t, connectsToEmergencyNumber("911", "AO")) - assert.False(t, connectsToEmergencyNumber("222123456", "AO")) - assert.False(t, connectsToEmergencyNumber("923123456", "AO")) + assert.False(t, ConnectsToEmergencyNumber("911", "AO")) + assert.False(t, ConnectsToEmergencyNumber("222123456", "AO")) + assert.False(t, ConnectsToEmergencyNumber("923123456", "AO")) } func TestConnectsToEmergencyNumber_ZW(t *testing.T) { - assert.False(t, connectsToEmergencyNumber("911", "ZW")) - assert.False(t, connectsToEmergencyNumber("01312345", "ZW")) - assert.False(t, connectsToEmergencyNumber("0711234567", "ZW")) + assert.False(t, ConnectsToEmergencyNumber("911", "ZW")) + assert.False(t, ConnectsToEmergencyNumber("01312345", "ZW")) + assert.False(t, ConnectsToEmergencyNumber("0711234567", "ZW")) } func TestIsEmergencyNumber_US(t *testing.T) { - assert.True(t, isEmergencyNumber("911", "US")) - assert.True(t, isEmergencyNumber("112", "US")) - assert.False(t, isEmergencyNumber("999", "US")) + assert.True(t, IsEmergencyNumber("911", "US")) + assert.True(t, IsEmergencyNumber("112", "US")) + assert.False(t, IsEmergencyNumber("999", "US")) } func TestIsEmergencyNumberLongNumber_US(t *testing.T) { - assert.False(t, isEmergencyNumber("9116666666", "US")) - assert.False(t, isEmergencyNumber("1126666666", "US")) - assert.False(t, isEmergencyNumber("9996666666", "US")) + assert.False(t, IsEmergencyNumber("9116666666", "US")) + assert.False(t, IsEmergencyNumber("1126666666", "US")) + assert.False(t, IsEmergencyNumber("9996666666", "US")) } func TestIsEmergencyNumberWithFormatting_US(t *testing.T) { - assert.True(t, isEmergencyNumber("9-1-1", "US")) - assert.True(t, isEmergencyNumber("*911", "US")) - assert.True(t, isEmergencyNumber("1-1-2", "US")) - assert.True(t, isEmergencyNumber("*112", "US")) - assert.False(t, isEmergencyNumber("9-9-9", "US")) - assert.False(t, isEmergencyNumber("*999", "US")) + assert.True(t, IsEmergencyNumber("9-1-1", "US")) + assert.True(t, IsEmergencyNumber("*911", "US")) + assert.True(t, IsEmergencyNumber("1-1-2", "US")) + assert.True(t, IsEmergencyNumber("*112", "US")) + assert.False(t, IsEmergencyNumber("9-9-9", "US")) + assert.False(t, IsEmergencyNumber("*999", "US")) } func TestIsEmergencyNumberWithPlusSign_US(t *testing.T) { - assert.False(t, isEmergencyNumber("+911", "US")) - assert.False(t, isEmergencyNumber("\uFF0B911", "US")) - assert.False(t, isEmergencyNumber(" +911", "US")) - assert.False(t, isEmergencyNumber("+112", "US")) - assert.False(t, isEmergencyNumber("+999", "US")) + assert.False(t, IsEmergencyNumber("+911", "US")) + assert.False(t, IsEmergencyNumber("\uFF0B911", "US")) + assert.False(t, IsEmergencyNumber(" +911", "US")) + assert.False(t, IsEmergencyNumber("+112", "US")) + assert.False(t, IsEmergencyNumber("+999", "US")) } func TestIsEmergencyNumber_BR(t *testing.T) { - assert.True(t, isEmergencyNumber("911", "BR")) - assert.True(t, isEmergencyNumber("190", "BR")) - assert.False(t, isEmergencyNumber("999", "BR")) + assert.True(t, IsEmergencyNumber("911", "BR")) + assert.True(t, IsEmergencyNumber("190", "BR")) + assert.False(t, IsEmergencyNumber("999", "BR")) } func TestIsEmergencyNumberLongNumber_BR(t *testing.T) { - assert.False(t, isEmergencyNumber("9111", "BR")) - assert.False(t, isEmergencyNumber("1900", "BR")) - assert.False(t, isEmergencyNumber("9996", "BR")) + assert.False(t, IsEmergencyNumber("9111", "BR")) + assert.False(t, IsEmergencyNumber("1900", "BR")) + assert.False(t, IsEmergencyNumber("9996", "BR")) } func TestIsEmergencyNumber_AO(t *testing.T) { - assert.False(t, isEmergencyNumber("911", "AO")) - assert.False(t, isEmergencyNumber("222123456", "AO")) - assert.False(t, isEmergencyNumber("923123456", "AO")) + assert.False(t, IsEmergencyNumber("911", "AO")) + assert.False(t, IsEmergencyNumber("222123456", "AO")) + assert.False(t, IsEmergencyNumber("923123456", "AO")) } func TestIsEmergencyNumber_ZW(t *testing.T) { - assert.False(t, isEmergencyNumber("911", "ZW")) - assert.False(t, isEmergencyNumber("01312345", "ZW")) - assert.False(t, isEmergencyNumber("0711234567", "ZW")) + assert.False(t, IsEmergencyNumber("911", "ZW")) + assert.False(t, IsEmergencyNumber("01312345", "ZW")) + assert.False(t, IsEmergencyNumber("0711234567", "ZW")) } func TestEmergencyNumberForSharedCountryCallingCode(t *testing.T) { - assert.True(t, isEmergencyNumber("112", "AU")) + assert.True(t, IsEmergencyNumber("112", "AU")) assert.True(t, IsValidShortNumberForRegion(parse(t, "112", "AU"), "AU")) - assert.True(t, isEmergencyNumber("112", "CX")) + assert.True(t, IsEmergencyNumber("112", "CX")) assert.True(t, IsValidShortNumberForRegion(parse(t, "112", "CX"), "CX")) sharedEmergencyNumber := &PhoneNumber{ CountryCode: proto.Int32(61), @@ -193,9 +193,9 @@ func TestEmergencyNumberForSharedCountryCallingCode(t *testing.T) { } func TestOverlappingNANPANumber(t *testing.T) { - assert.True(t, isEmergencyNumber("211", "BB")) - assert.False(t, isEmergencyNumber("211", "US")) - assert.False(t, isEmergencyNumber("211", "CA")) + assert.True(t, IsEmergencyNumber("211", "BB")) + assert.False(t, IsEmergencyNumber("211", "US")) + assert.False(t, IsEmergencyNumber("211", "CA")) } func TestCountryCallingCodeIsNotIgnored(t *testing.T) { From 91fbf5815def129fa4ba1f8269f1ea998861ee7f Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:20:57 -0500 Subject: [PATCH 5/6] Yet another builder.go formatting issue --- builder.go | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/builder.go b/builder.go index 5e08a77..48ba08d 100644 --- a/builder.go +++ b/builder.go @@ -575,8 +575,8 @@ type PhoneNumberMetadataE struct { } // +//fixedLine?, mobile?, pager?, tollFree?, premiumRate?, +//sharedCost?, personalNumber?, voip?, uan?, voicemail?)> type TerritoryE struct { // ID string `xml:"id,attr"` From ba55e0ea62d7b24a9f4701b93ece6fdf48fa85ac Mon Sep 17 00:00:00 2001 From: Guilherme Correa Date: Fri, 17 Jan 2025 16:52:00 -0500 Subject: [PATCH 6/6] exp slices --- shortnumber_info.go | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/shortnumber_info.go b/shortnumber_info.go index 9598027..b37fee1 100644 --- a/shortnumber_info.go +++ b/shortnumber_info.go @@ -1,7 +1,7 @@ package phonenumbers import ( - "slices" + "golang.org/x/exp/slices" "github.com/nyaruka/phonenumbers/gen" "google.golang.org/protobuf/proto"