no limit records phone number

PHP gets mobile phone number attribution via API This API support 1, you can enter 11-digit mobile phone number query attribution such as: 13858861234, 2, you can enter the 7-segment query attribution such as: 1335586, 3, support number segment 13, 14, 15, 17, 18, the need

comes from the network. The data table structure is as follows: More than 0.17 million data records Here I use the Sqlite database to convert the database file to the Sqlite database file. The main program interface is designed as follows: Business Logic Analysis The main program calls the business logic layer BLL, BLL uses the abstract factory DALFactory method, DALFactory creates the DAO instance object, and the interface layer IDAL defines the

: Name Type Description Verificationresult String 1-Information matching, a-message mismatch, 0-system no records Message String Phone Number status return information Clear text JSON returns an example:{ "Error_code": 0, "Reason": "Success", "result"

Php Regular Expression verification (email address, Url address, phone number, zip code), regular expression url Content to be verified in this example:Email Address, Url address, phone number, zip codeThe verification method is shared with you for your reference. The details are as follows: 1. Email address verificati

Incredible. Remember that this really eight-core CPU is one of the fastest cell phone chips in World War I with Tegra4 and Yunlong 800. When Xiaomi 3 with Tegra4/Yunlong 800 was sold for 1999, the red rice note generation could only sell for 799. How can a model of the same level be so sold?Background:Tegra4 (Xiaomi 3), 4 core, Cortex-A15 architecture, frequency 1.8 GHz, performance ratio 3.5, single core performance 3.5*1800 = 6300 MIPS, four core pe

PortalDescriptionGives the number of two 11-digit \ (l,r\), which satisfies the following two conditions in the [l,r]\] . appears at least \ (3\) adjacent to the same number; Cannot appear both \ (4\) and \ (8\). SolutionDigital DP.First, convert the problem into\ (Solve (R)-solve (L) \)The form, so that only requires no more than\ (n\)The number