Around one in 50 insured homes information a claim related to water damage or freezing every year, based on the Insurance Information Institute, and the average cost of the property damage is about $11,000. The longer a leak goes undetected, the extra damage it does, destroying furniture and decorations, spawning mold and fungi, and even threatening structural integrity. https://mega.nz/aff=CU5U4OlDge0 simulates leaks to check a professionally put in water leak detector system. These good units will warn you to leaks earlier than they get bad?and may even prevent injury from occurring. Sencentric added a 3-foot sensing cable to the SimpleSENCE Capteur Water Leak Detector. These gadgets also can let you know when you have a gradual drip situation somewhere in your system and if your water temperature is too chilly, a situation that may lead to burst pipes. Because of climate change, some areas of the country are experiencing water shortages, and are seeing their water charges go up as nicely. If you wish to be more acutely aware of how you're utilizing your water ? or just want your invoice to go down ? some water leak detectors can inform you which of your home equipment and faucets account for probably the most water use. Table 6.The performance of pseudo-siamese convolutional neural networks based mostly on the structure in Figure 6. Butterfield, J.D.; Meruane, V.; Collins, R.P.; Meyers, G.; Beck, S.B. Prediction of leak circulate rate in plastic water distribution pipes utilizing vibro-acoustic measurements.

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YAvvXbe?/re5NdrYa3JncbDNZU+hjsfXqwQoo4c5Whhl1GXbShGQF/T9xJ8FKFTKdTLDnKnScmOw7XIcBHlYllerFkDEBHByPMyErF6siBXO1IB0SPD+ewpLWgbqFnM1BFkblxcpNekkkaEwisIo4oAJYissW3UOzCMgBdEy7LhlA8M9jzR6izFR2z+fyOXr/RyVUWa28cEjktJJJGjmRgWmIdxxjG1YhQ3FQn5KGaxWp2IRBCKz+mZmkErCZW5l35bK8TIyAOR3TWlVgV9Qxdx8HXy16zbnhvwyVMSiwsi3bCDg3pSRgxcYyEZ1LdxJsgFhIB8+qdoF0h5D+dnTHTPTVzp3rBaCC9DJj46TxirDJGIiqs0+lXnzaMJIybUKdOoIUdgdIdZYjGvXvT5TFpIkPp4+1QsGeOtW9RK5do5ToybEKqXjUgyTFQq+oZPyq4VKJqvXiFcyzzU3ENuFdQN6I9SSRXPq8jJMrfEZVdK3Z3ToXyu89LMmEx?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?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?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?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?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?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?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?/eCpCtOIGOtJFYYbCnkzmYIwK91HMAEhCdEKguVNPlIgPYfZFLocyoAB2NciNKQNaGx313QgkUSu5uVdddKeYMOMw1o4nqTJ4Ge6yRRQ4qNEa1LCqNWPozTSR8llruNvxY8+MhYl?+KN1X5vX/ADG8xr8r5s1xnMuzSKacJ+ngfi6O3FTwdWCq0vvIUltaUKKbTqbJZGrWwVq?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?+NuL61wfT0cAx0VrqVJcb6N2hFSYhbU0sYETrI+5GBMnFo0A9mgJdMnhMycWf6Jr5hrWKyd+zkcbcsUTLJJjq9iusaN6zGVFk5vEjELsksNab5JWP/AIQx+67NiEzSY6vRhjhdp1qwmq4FZ5EO/XRfTh2FZSfW2oPYgkfbSHncBzeHgP6omnLqrbxnTPU2Vz4rSpjbeGzFoZTNYSOWOM8zHCq2SxYceOmKRrHx00ZddMup3/Bp5g/8u4H/AOBxf7vCV0p5jdS9L9UzGfMx3K9q2rZCxYVpZLYhUrNFC6hgFV5Sd60hiZCF4lAa/wCFPzc/5v4z/ocn/e8W0c+GB/FJB9EL+INgF+QMQkMnoxyLH6CCQaGuR03z/LQ/2+Nk1sUJYzLErsk6yr6bgskfuDI3fQP8jvt+njVm2eSNZq51ERxYAaJUhfn9AAf9p8C+bmRlKcgdM3fYJI+fERuuqsEftJTdSldjGjooAZNa9vEjS7A7gnfYkAdvDJTz9K61mx1P03FlJExMNGrapzihNWeKJIa0nEKYZuIiVJQ8ZeUE+8SH1QkiSVYhEHOz8gE/O/8A7+JxBnCxxy8Xj5F33/D/APx5n/D+XhSVylSmCw7SQLwMLMJT6Sxff2sUB0p38j5GiCTrwdxPU+RxFC1BFUp2YpoZWMbQsgjllrGH1lERBLCP1D8bB23z8hslflt8o5mrhK8UdQGOtHEeClh7ggAd9aUu22IC7OxvwUxNHJZdvpMC89e8iiwJYpDE0JVCd+oSOC/mJbuFVSx7KfDeYtOi4mkS8xuo4etuocjnsc6zVrE016vUr1pEhxsMzJZeCFeOoq6zWLB4j28lkI1zLNn0704/WmPuRyBVkx1Szb9SvEpWBEilsPJKE78FVQSwB0p7b0B4BdNdTdZ9AdT2Oo+k89PBkMayW3nkYo8jJYQg8eX4gEnAlDsH3clI2Afx3nx5kYrCjpyzLjr?+Ilo/u+xQt4mrJHLUaOCIgyLGJPUMVWBBLyEirGmmGgQ8BpNppa47Lqv9iryFwfVOCyDZHN1MRf63hy/SdG1G0ks1dZMUXtF4mKe5Vl0ANaZlYb7EK2Y8kI+qLkWDyMtTBQ4Lo3CYvqDPtG9itjLgR7cU/AMWMLVYJWLr7WcIw9soHjm/pnzs80+lbGLvYDrHKULOKsWLdKzDZlWxA03oeonqgh2jZasScGYrxLjXuJ8Rm8xvMO1mDnH6nv8A1ktprEcliwZY0OmUDUm04qshA32XexrkPBu0aRy0kDXDVPXkTm?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?+MMjx25BzrRWYWJSMScAhCLHIvEAqzcgORYlld2bC92wRnutlrgfzvqdcdPeZNjoDzFpNkamDgpYqs9WNZHFHREUfqBGY8kdW2ByBiGgQg8IVy5k4pikNl8jZmtGO/JWh9ACMs/pxCBeCryZPTKuDriq?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?/GiNHwbtDKQ6M6NW5gycRzXdk7m1ok7+n9UM6a6Q/ckkceS6gsPisYTKUmCgQRKCx26rzZVHx37DtrXbxakfUVvpPyIz1RZ54po8JJWK7KtHPaBjWEEH5VpURW+ewP8vFY9UdXU4KsNyGYILM8JlQ6BZBuRkP8nEZQ/qH8KnUvXGQ6kMPTaSMaVeVb12Q7HrWeJ49/gKvItr9QPuvg8WOZXAj4n8I83E/08TgCaAoC+v8A0uno/NXzEzX7O+azXVPm10vjcSEXBYnAyYERWsmYVh4JXaOUMBvgnLhIBpyfg+KNyuJ6f6tkmzFrHT0ctdk9W3aqz6X1C+25IV97gEryBUnfff2ROkIY7lmbL/u6vHYtyMsU4jUSNGO3FW/TY4/0Rv6+LFUioqyRTCOYqADrYcbOyw?+dEkgdxofBHc+L3DxGQh1UQ43VVSyeVkOn5SbsCt0j9WS9W9DVa716laao62K4zJ/GNguDuCVyA67Xeom9pPLiW2dV2cxcFCMRXi8E8nIEuJPUkBfuQx0CGeTWu/u323s39X6oitxTV56KTV7URimjOzG8TAjRBAJUgggnuQd?/Pfwi9adO0qGQl6jqW5bMWTdlZmg9WxUlCjgi64hk7a2x5dk+fcWdPjhveZso7ZHOPKUoYCPM5R5cLicdcu23dlFalRaeVjp2DGNDvisfqOSvwBokDZErLdQTXMhZvZCZ7DRPFG7145DDYjbftZkC6BEZC9x3XWjrfiBF+8K167+76Uksks8lJI1d0YwSLIH+4PFoio0fkEjRGh4EWkjozon14gVi8kLRyMvwgPLeySSBoDffif5eIvkl1q0YisXq?/rviVnantXjaWZ0LJGhLAyEaDe?/ev/S7fB8aqLT5MscpcrRCFGZXnnjj0FPYKxdRyYDj3BI0TrxjJk4Y8fXrVpbhnmmc30NIcY0LKCY5BMfU1wUgcIzssORUgkpf6aqYHM1JMpbyVPEW7SkrJTllliikYjksU3p+o4TuFJCnsC/6NLg3QpLWqKo?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?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?/N56nT6e6iqNaltwLOXjvVLCGuOEgAMLCJjI5QEtL2Y+kCI3EJGjHeSdK3RJJQRQVdZXL4HIXbOFgEAkxcBnlYp?/wCFI0PoqrAPvj+I+1VgGAIZBslVEQ2IsNevWKGNN/qRPUjaGRzLHQEcKGaWIg7eQwe1ebHTsxXkd?+BlvMyR5jH3xLNA8MvpzStXMkRjILaCJvbbVSFOlBBGhrfjdWGLsY/1LsclefNW7Dla3qKF4xxRqjl4iBKpXZUHTIsagK/YYWKEsZr1pQasKdjp6GTx8OJksWwkwnFiWdH9GvMsQKOxI3syFxxVd8m2QB2CL5s+VvUdqhjXpzccnDYn9LGQ7RdOziOSEglWZhXiLoQkgLLyBIJFj5vJrBagyPofTPbmBggkdVedn0rSO6uCnsUK+gQ3MfIPM+r+Z2AwcY6phyVeSnj2kWvHDCqzDmPTl4FwSsjc5hsAEqDvsD4kYeTJBKHwstOjJa?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?+4Qhe36ad5f8z4kO8UJO2LkhzcdnIXZJZWmuyCImUgpEjcEUcdADS7OtDZPg/FXS7XkjWw7R9vWglZnXiPbsEnZ7/Y7/ADaBTwl9JPrpyq/I6eSQggfqxP8A2+GPG3pK9mOZZCuuzENo6Pb/APP6eHtcAEjhYSbdyOWxdoYvqOlNlMfXkZBFHEsECRqEUyAoeXI7bnvQ9v8AU+NlbFdPypPkosUHq8rElyJX2qqSwUJwaRtxqoJU7UBieX5T4bOq8ph+n0q9UWejsfnRK4x1lLQYOIiHdeDqRwXkAD23pm9w3rxbVzqfpbqjoap1nH0vZarPVnNeraiWw1OL0UhrQgq4actJHAqnipXiNdmD+KbNm?/SPA5dD1RA+91zv09kPK+Cwh6hisPjWlHqVa0zQrOeSHcpU7RSC+ypYqp4qnLT+OhZKGQ6VwWL6a6XxC53LWTZyFW3bIrw4Cp6hQWGWTcYnSLSRj0y2vWJAYTKyFnehel?+peqf3la6N6swcnKGU3pcYZqNhTMJJ5leCOSKdpBI4ABWOLsp5quvFy2cr1XlXhrYTqCm1KTIPLbit5GQDUdgqGUAt7/aO/psCQ8hdRxQ0+dltaRym76E6f38UjnAapUw?+CsdOYe5RyHVVzN5GVYr/AFBkmur6lvUK+mWaeQgBU1Gu0XtwLaY+K66k6vyfUmUp5a/jcZaxmIgNagkUjs77cEq6TTuduqjY0UIG9E6Iu25R6Zr24L/7jyEthQiCSa2ixGLTo3+jKyKocksPUEhHI6JJ5CuMn5O+Wk/1vXWWzeYw?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?+U8No6r7juoJen0SbP5AR5ud/wYo7CEhUDJy3GWJbl20rdgP134m/v7qX/lbI/wDxeb/f4gU8pgVx2V6cx+TuZCS6n0lyeGmk5Wq7sr6Yq2y3NNLyGtEggdhl9bB/yzmP/hsX+/xTZEpDqAVxiYoeyyR8gfyuIExaWVCyIVeNTKmxx9pbvsfz0deNtHpbqPMY+3kaOLu2cbiIBJbnjrvLDWBdUT1GUEJyZ1UciASdDZ8dodGfs49Nt+yF5g9R5Zsv011307UvTZanNDE0mRr10jyGO5iVWkrpJHZrt+EV5+muztCPAj9g/pTB3OuKd?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?/DiV2p5WVFnghxnVi?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?/eOI/fFaazir0TiNpeH4kUlP1DFxHqOANBVReUrDi4jIYnp+/msxex3UT9QYHCrVqm7cxk8FONj6pctJDErQxRyxW1jBWNnUhiDptZ08OkjFPNkJrYpJXhjNbRfAdQ9BdJRQxYlZ7GQZoQWuQMpJf?/WNGs0kigliwEqkEe0KV2VBdY+hHkm6mmrQWvSWOOFLcqyRQrzYBSWYuoZWiVWZXcEBS/YBar6cwtZYalvNZGpBftTc3jtyJOkClQVUlSSrqPlvaPzduQIaR1JEk9fpujjBjpIcTXWZZ6lpWNd2meRvUfm2t8hISAvwhO+xL48BzpCA4g+SnRcPeXhjhSbb?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?/MN6+SCPCN/bKn+lP/wCGRf7vFj+QnkrU8xI7NKCSvkRkcpWwTLPkPUjjksx2OR9JFbQEcMrF2KvGV9iMGbVw?/wD8sDr7/nX0x/8AN/8A8vgmPwMT24n8Kzx54WMrk+qMdVdPebHWfSWY6Qy3VmFpYXMY9sZZ9Ko/rCu4QyIqSFF2ffrY1+nc6Kv5MeUfVnkbiMviOlPM2jFWtTLYnWXGepuWL1F3H6QZi2iEK62fsO+zY1fMqxKribE0MrD4MkPGMKCF076B772P07jt4ITZbF2ZHc4SZp1X01MtwHY/NrkIz7dgH/DsfEdrs57eVrHEeiL2jb5hVqGLfmHLkIpqvWnTiTtY51pf3NYSaOSXayEeoTotzYd?+2pT877KHlTk7Z6Ux9Pp3rfHRRz4yOvDjLNc+vUWJPSRJNtxUxxcV762FUgEnu?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?/K5bLOMTkJpOU0LSqVkoXICPyFdH1TvtvQ7+Evp6x0LHH1Hk7s85tDra5fQLjWm4btxVt79BmT8LYAUjsQNHZBXrfVvX8tGtToUHdohGHtTSROSyhttw9UNol/wAu9+4jR7+B1C/5nY6XLCniYLEWZyD33ltWxCod?+HIFVEm/fGJeXyGPYjXgbc?+UA1js9Lvr6/hCMzyTTlbl/wAxejsTRnyK3epMpJEwb0KeLyMk7tv+ECFQdbB/MOwPz4Wch58dAY6IhOifNC3IyIRWPSuSGmI7o7y6Xa9uRGx7thv0TJLXXM0lWec4iJ6sY5obdiaF24ldlhWX4BJ0ST/MHTCZicn1rFL6OVynT6xE8itVLDPwCjt7zx38kHj99a7bPN4k9nvRRj5f/wAn7oD8p7dyPmVWf7XHmS3mz0Fi+ivL/wAvOqmkk6jqdQ5C3kMZJWMZhoS10h4OSWP4rbI0Ng/dhum/JaLqzy46kzX9pfLLP5jp/qrp7JdPZOvTqkWkr2UBR4Gb2LIkqQN7tdkbXfR8dmrlLkLpFYyN6RuJ9iVtcB+nuGx42SZDJWFPp2L8xKhiJFTTDxKb7QTMZyiIfP8AomtzXuOjUk?+VfnwOiOgenOgrvk95k5cYuvLF9bHi5I2PO1LL3jaN9qFkAHv5aXvvYHiwcf5+x5CNH/4JOuKwkX3x3MbYhIB+F5iAje+/x/j4hQX2x7M7zvEBpS0c8cYBP6jgf8ux8FMbmr87v+7M7kHC7JaCRgq6Gz+UfI14E3i+VIbY0j5fspEckr9OWv781sveZfReezMefzHkHlsjl?+cM0Nq3TkaaJ45jMhjcgFB6jFtDQY/Pbt4wqdW+XOZsGla?/Z/siJEPqBsZFOqaB20nqLz7ADfc/Hzrfgti8h1PkGkjx?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?+k+raMg6ZFhUsf?/Ubf+R8aY7tpXjeKaOHe/8AwmJeQOt/c7/T7/8AX4yf+ZTa6BAbxB0bgaFjVU5ak6SzLcch071JOsZ9qJbmkMb7f8Qr9Oqfxdge+y2/nQW7HSPTmdKW7ly9QkoSCOj6/Tlmw6Qo4ZA/pWogX2SxOlG9j+HkegpMl1Bs/R24uIX4RVHb78QW0o7jt+njTNnszGym5Yc8NgM1hH7fG+z/AD/QfbxzeIzM938I54zK428fVUpf6Sly31eEbqGzkcdmL37xyPp9MWIPWsPpnkaWS/MU9yRlgg+UTsddnLJ9GdPdR4xsd1VQzbQvBYEluC80Uo+pDRsrFqUjLqNV1oADke2uO7Bj6rz0sXGSxIxbXCNVOgp/X2n4/lrxnT8xcyTwLQsUfXFZEQr8gkaUEf8A58+CHik7jZKI3ijNnWq?/l8reh+qMXFg+o6+fmpRwx8ZB1RZiaBEYBI+aweprie40QQPt23q6p8oPK3+z5it42W9PUdJopoM6/wBQiiUDYQmGMAliNkLvS9we/i0B5lZyxGrSbKoRpZXafj9tgNvXwP8AZ+njYPMbPWnBhyUFOSNt+s1RRyHbXu5Lo/5+O/XyP9+ijifFkb3iPkqeseUnlk01evjcDmMRHUmW464+1T+ntOn5WnV8v7yCQeyhxoAEDt4uqpk6FetXq?+jmK6EiKOGOWRm4juY0jr3ZW/Kp7Aa7eIFzP5fKu62snhZ24hdT0Eca+PaTJ28LtzpKrdspK1npdZlYlUXB1ZSRrv3MhP3Pb/Z4N+uedNEeOSEHuEJgzC1a/UPS/oWOpgVvvJKtK7f9ZuNSdhxEIMiMN7LL3AJB/Notv77T/jvNT/p/VX/d8VXd8u87bSCvUyfT6JB3jWSJKka7BGhpWA7Egj+fiD/wf+Zv/OzpP/4+3/0vDhmv6Or4ohDDqVX7ftETwptqWOgAHuX/AFhP+JXf/wDHxDk?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?/r4AcJw6Lv0OUBYCsOLr2/JCsL3SpAH/AIwkMN/B3/j+njKLqWVJfUUxREk6YkKQd/Y/fxW7x+1m4Y+woJDCO1x+w/KoX3nfbQ2fG5v3PHLHXJiUSdkdpGUFv7i8tbOtnQ8J+hldsCubDlu0oKyk6nFhxJcysZ3ttmQMV/oN+JA6rxfDf7+JIJbis/ZN/wD5/wBXirYvp2WWat05fBTeyJ1JOgQWCrzb83t1x3tW7dj4LxULTbH7tVFDa/EZ3b50w4qAToEHtsdj3Hh44bkjZpXfpcxp?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?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?/X/sLeRexs?+O1z8h7RVWXXQsgDodyetLl?/9oT9nLy86X8ps91f1Zl5KvWarPmpK3TNarj8Ct0xs0dZKoTkYFZSA7fiP3Y8SdLyXSfjh54HUaR5K5A+AQe4/r3/ANo8d49awVOu7eHzWVYSvhbtbKR42zEJ8dfMUqyNBajbRaORV47B9vdisn5CQg8hf2bP2gsp1LjbGNyfTHUH7zs5avlOmBDWFunPKZEjlrMjw8omnWNmMSOwVSHJLhdDwr2iws48jZLcehBBHkoXG/ZLiGD3+wIa0akEG/P6r82K8/CjEWV29NETWtnQAX/s8aMjfu3oxDVxThj2BClmP6eO4vND/wDTE636caxnfJjzHxnUEEfOaPD5mD6K38AiGOYM0UrE8tGQRD8oLHu3gJ0f+wh+0ncp0sj1rJ0n0FRnZWme5bW5cjg2eUiRVuUbsAAQpmQHY7jvq/7eOubm0WSGPKXBoabOy49g6EyEkAv9S3YsTSJAJlPvf?+Sr2JJ/QbP8vHcH7Kn7EOPtY+Tq3ze6UyOPoyAx4vBWZZ6V2fYANq36TJLCO/4cIKtv3v8Awjxc/lX5NeRXkdajzr07fU3U0AZk6iziRu8GyP8AwWH/AFdYfoVBk0SGkIOvGzzJ/an6ew0ctPButqw40XEvJgfkjYP+filzOKh47OD5rSYHAnRETZeg6AqL1F+yz+yV0vXazf6Gsbj3tZOrMz6fb7f+F/7PFR9RdF+SNy4MZ0l5Z4CjCg4evaaay3E/f8WRt/1bufCZ1r51ZXqWaSWWywQKWKq3Zf6n4H6+KYzPnLXol6+ItLkZ5AAohbcUbEge6TWt7/ub/r4ixnKn0BKmTT8PxBo0fuugkw3lT05kq+CwPRlHJZ28/pxVaeKSVn4jZEcSoWY6BPYfAP6eLr6Z6SxOIwkUuL6eo4RbbfV260UCwKJzEqlmCniXKrHvQHcfG97r39n2lVseVeIzcFeKHJ5uIz354xqWwfqHUe5iW4BVACjtvuBskm0Yo0spuVptxlVBMhAJHcjXL50Qe/jO8Q4i9xdj9Aa38FjOL8c/X/wWMDWg/FeehDDGZCW9IHfJFUAD7kk8f+s/4eNNOrSuyPGJr1eIb5F4mCkfOwfj4/n4xsTztLJC/JjGodiEIbXcfBYNs6P6a14zix08zpMWBQfk0vcHWgpLd1+T8HxVduCqAuB1P2UuXFV4k5NHNHDolZOLbcfc9m1vsf8ALx5MJNI4iZYZE2DuZiCf6jbff/8Ah4jxY/MQPEy2ViiJJYkA7A7aHwO3f9f9vjbdGcqBEx93mkY4SLGo9v6d9dlJ137fPhRKxxSl8XQKYKVCSFh9PAWjQK0i8ePbf3bX+zxHTp3DSEM0u/7pExI3+ntPzoD5/Xx8o5C36hbImu6k7Ee3d+32LBj87/T7n9PBuPJw+r/4PEg9zn0JjIVXj/EpB+4+5+48GY9niua+M7FArWHiSNzHNGYj2LFjtD9h8n/7+IkmOSvOr7ty61xDMy//ACrsfO/BOzPSmlmeASSRkbAZ1UAg6J12+4Pb+R/TuBt5O5DcavB03k5YiBwsxz1FX5G+KmTZ/wAfsf18KZW3oUPna3UKc+OqDbIlsc9MdlmUfff5tf7B4ixs4nSBLUfIFlXUrr+vyADvuf18bo7NCQkem1ccR7JyAFOh2PHnrvvf9fG2MxyVtDLwknYUo+xvW/l+y/b5/wAPCdu0mkX9U0bqJkJM1FMojkpyR60xkUHf8jsDfjT9Zmf/ACPEf/L/ALvBNLUsQFVsxFZeFTz9IxsSB8g6AIJPjD08z/5b/wDt0/3eFErD1SjLj81wPR6byEs6NVqxJCFIk3JLCvIHlzZ2DAnfIAfHz?+b7zKfStyB3s5F/V5OV1CzOqDsAihBy1sct9iT8n7eLThwcCgRmSwI5CEb00kUue5JJU71rudaJ0O/c+JEvSvKaOJKsXqV9On1DBnBVdtpySyH3Ag8jvQBHcePSOxJ3K0xyB0CrYdJekyOtErDYVeSGBSZPcdcjITyUAMTvXcHXicvSGKiKcKeNRJpE46hiePfIlSEAIXux04Cttj+vexK/SGP+ofKWMbCLakASKArRqpA2R/ER9m322R9/E6r0yMfE0acYZZJ/VneML+JIQF5sOx2QFGxv+Eb7DSjHb1TTkuKr6h0nZ3HV/dMKosTPtURY2I7hd9m2SW2OJB+N7+ZkvSxrV7FmCOKSSHe4XV14lDosEVWfZCn2qpJOtfPh?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?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?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?+uv5+LKHh8UYHK1U+TxOackyvSndyeazDJ++s1cvRqdpHLITGp0PhR2Hx+nibjW9KWNtaCkEj?+QO/DNe6G6e6foz2sl5lYmSZY2ZIsVCl9pOx9pX1kdP68fuN614csx5d+XPSuRo4Oe5mczftVqd8N2jgtw2YUkiCInCSMksyFVeUt8KR4klvZAuPRQXSgi9Suy/2eclBX8iujImVmcY91IMR1szyEEE6U9vv/Xw6PYlaP6ZcY7TK2u3BiwHweWz8d/08DcfQw2EqxY6jhrNSvRQU4avFQlaKMcVi7DvpVUbP3+fGFkVowERBEe4SOCNvYfkniB2I+5+3z48gyndrK99bkmuu6z0jy5xcjgvWVLekJFAJB4T794/u8XB+5++u/jfWt/U6juSQABgdyOwPb7aYgffe/n+fhdwqUsxX4fRzev37zfhszBvjQX57d+/x4PQz4yu0bS4R1EJKr6ZLuh79wGGl+fgjZ4j/ABjCMeCaHhR8jkaViSfVJ7AUbQxFe?/Y/IXZ39/n/AK/EWeWvZjdo7NuozjkAuzxbseQLAE9jv5Pwfnxot5x3tIidKXYKSueEpVQqcR2LcSSQSNb+dkDQ8YU8nRjdVYyvKr9j6Ukmu/Yrr47EDv8A1A8J3ddE0P1RZTcptWrrNOUTsJH+E2NEkhQd?/p8eJn1V2FYp0+kWwO7ugf3qPnW9ga+Dr/LxGbGdQ3q0s8XBkX3c2PHjruANHf3/AJeND0cpLXl9SOwH4oIzweR5H5k79r7Ufz12+/goAB7oUj3tVk4kns/V2rsH4iPFF7peTAP27DQ5AkkEb?+fj9YsVOL3xLJwJKuyqzjbE/n04YggdtDQ3314m16F5JjNTLIhQbjlLBVJ+w2Qf1HYfp+mvEeeH6O361uotYzKAjNXBOufcghWPyCPgbP8AXw01feTgGVqtsePeu7S5DJ8lQiYt6Jft21xHHl+bj8gn5J7DxokuiOrNJeQ3LDOUEhVkJ19u5I2O/wAAfH6eNcvJ9SpmAZgFV0kshG4AKy6j4du2/j+fjCBr86kuZ5A3GT87A8vnsGHfW+3z4Jyhvupjy29lrTIQc2ZZ7CMoHqwRurMwH90Kp38DX/8AE+Pv9rJ/+SMp/wC1D/u8b5K+VaVWjrxyvGRyinDAsB2KDRUAnt9m1/l4g/QJ/wCSS/8AvV/3eGgOG5CUN5hYKrtMZPPZMSogidQqyiRFHZz+YLsjegCx7Nre96HiTSx1gO8fpgRQoeYklYggtHtf4V7guCT8a7fm8ML9PYmyAt?+pVYsApEse1A/MGJZePc7+G763snxk+Gma59ZDatQx?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?/pK0ik8ldOzSMvH3BljKnY799i/uivKry+8t6t/rXr2xSzN7D++aSTRoU5lHL04lb/AFkqggtI/ZTx4hSGPgCnmDL50Vsx111p1PkOmvLbAkmRKc4ri6R2Eb2OxG2K+2NlZfbyZC/DxOx8E8vNKs5n8cjjeIYBzOPy9SoPTP7JONws102/NNslIqRLPFj6kMKV27lVctO2wSdjYB7A68AusMH5U9GTXMbc8/qFG+m3Sjk6gkIlO390sAPpqd9iFP8AjvXim?/MLzN6m8xYaeF6az/8AZLy5ZVkix2Nilif0fhDZlnNf1GOubNFLIWJB2SD4g9OdOeT+Dnr0cV1D5L5FvULumUwUtqdydf6xpmm5HYPwfv8APiQMRrvdbQ81Wf55NC7vvHoFY0OByOQ+nymDu0eoo7C6Q9P2q99+4O41gVFshQGGiNAdt6/L4WJ+oUmuwotudFUOXQ1Zpqx2jEKZQNKN7Pdgdni29b8E5en+gLN1AvQUOPcp6x6m8u7z1ZIJIverLji7iRj6bbArOP5ggHxMlyUV7FDqOz1Xi+pul3/0WHrTGxCOxTn?/ACpXy8YLlCZH48gWb8NPyE+g0TKwZWtuHU+Hj6K1w/aKNzbyG6eIP36fVLj1c4kJswuYplUvDPKsn0qPyU7MRcbBAbQ5gbP9R42evmZpHlfKyrHGxK/S1lQb5b7bbh3BA/KSCD3+AJlurbqz2IEwFeCbepzMeTPslkb1EfuhBDKwBBBBA0QTqsZKSrXSKGvLJI8YGj8IBI+/cdcvuNAfff28YLI47OCWBtEaeamycVeBcQofMoPls1FQmaO9aFe6pUcZG5OeR13QKEGzs/4+BM+ZkkkdYrJCSbfTRBQFGuK8daHbtofAI/TZKZOC1HGWkrQzyt?+H60zqw7+0kBPaVHLeiPtr7eAMNSebLxpHXXhGgUsG4bbiCNa7jtzYj9f1OyamXKnyD3nKmyMyWc982tGQyGQhlaaa9wihLd2CDkAOzAEkABNkb0Tr7b8Z1IVsCO3kLFhjTr?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?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?+58NiTtEqpfULGdOV9EBQmlBHcfH31s9yf5ePAParHbBxnIjG3NfpdE/dHhFsBKUad2KAVmqUNSIQwY22Ze++THv3Ov8v18G4eqrgZZUwNW1Ezqza4p6Y0Q3cjR+/jG2cGLLJAoX8TigClUPuO2T47fB76/2dydavUFUj6t4uLc1C64uOJZvneyNjv?+hP8ATxnxG690Sj0pSK+SyrLzmxuoXLyCBF5BlH21okn5+39PGeNtmZpjUoWIo1DK4iAJbTa5FSgOzsHQII1rQHfwGligaVPRkZ5SoV2ew0acjo7Ol5aGu2vE3FQ8wJp8pPwIPqRfVtLx9y6KFz2X5JBGtn+XgjS66GqTmo0ETuQwLK7wyzzhXO+cbIo7nsQut/8AVoeIYzMlKR7F6aC3EkYUCHkT3Hbkut/49/EWYUvVYT5KcEuoVyVWJf6cdbGwNk?/z8a26jwFWWaehmkniif0rQji5hNLvRKa+wbY/l4PzUUpcsxZq5KWSBoSZNo+hOSmwwOm0dg99/wBPnXibJZtRo5mqFI2POGHgy8NDXIt332/l9v18QMxk6UFQXoJJLSshkhAHHmGPZQSfj4/w18bGws7QztFena?/JHJKqyRLMDGdke3QUMBrW9Hf/AF+Ec8NHikDvFMV2piMhXjtZKvDKrHtDHE5Uk/cMB21379v8fGUOPix0CzKFjhdmEbtMVjTt8E8tjej/ALP5+A8E3oV+cdH0IlDcISeJQgfHEEnffZ38j48RL74ysg/0UCUuZVaPkqHl3UEN8kb33Pb2j+XjmyDcBcXHYJhr2Kvrk1IfUlWQxuXkZ41Ov4SWA+R/L+o8RvTq?/wDFz/8AT3/+r4XYbE1xfRayyRpxLTRqu1JIGiAPd23rZbuPEr93UP8Ajv8A9of93judp3CI3ZG6XSOLjauhj5T+n6YT1CAh5b5AKeKr2Ub0CDrZBOvGB6Tdq0hrKhEbnkqFZQnzsb+4Ou52Tvt99+DuUw82exUlXJ11ZZXeAShVMrKWAXisg0z/ADoNz7sqggg734vF0oqv7uv5W9kVh0eMtmV1UAnkWYhw29nZLkKVPYcSB6uCtSQl5ulIYInaRUjkl4yI6SAyITsFSmvdy7a3rRUbOuxzhwUdcwTL043IzlVLLv0SXDkSekxBOiV5B9EkDt?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?/LHP1rHT+VnhqSR/UUbAYs8bIR6sRYjZZWIO9aIkUEniT4s3pDMQYc9Nda46kMbKl6PDZqKvMQYnssIjYjJHYOxjmZj?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?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?+hxZJ3j3AT6+XxUprRzgnalZPlMI6PQOFXJ0fTydir9ZZitM6NGxiVFDDjsAxLGdfIbfxs?+GPIZHNWYrUGPyGNjcsWieYs6jWiSNgD4HfX2333rwrjqednC1LDSyIQ8csryFufY9z21+cN3A/oT28Q7vW93EwxDIL6hlkET8kOiDoKe?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?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?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?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?+9fb8v3JA8VH5pJS6RoUvU6koZO7csF7VLHK7sawXiWBIU72XBHYclj/AF8Wxj7wix+IyIaGaOzQos040S/qVgzMftti299v+030LwJC0dESVpLGuPVSLN5KVYIipPPz4hHIUxrvZYFe/wAEDX/nfA+fEGznYpopkysZ9YqVQkb2zbHcHYDHl9/uP5eAUmSSxbnvoyLxi4KOJBdAB8n+Y7f0/Qb8Cshee9hmlx0kPqqolnib/WH5PzvQ7qD+vxrv4f22hpMEXVD/ADNwkNZ4IqdStCkkaSGOEljsxRlixPfmWJB3vWtbOvFreWr4270ZjrVpGae7S/H4dmRovUjDciCo9se+4BYt8n5Kl1c4yleKgiAGC0lUMWZm7wxqocN3V/wztR8HY8GMFlsb0507SxjhJYYI5oJn7+nG7yueDsDpTokDlr3RsB2BIwH+IcgZwwBpolw28gb/AAjRPrQqwpsFSrWAa3pvFGxCu?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?+xPxs6B/TfhSznUNrHWp4zjh6UleUqIlLnZjLk8U7EKR3I+F2ft3KIhGA7xS2mmdDbdlnFyITMqsX9/HfY77kg77a0ezD5+fG+lTsRPZNbIwGu?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?+Yxt7Ju53W14nkSTfw4tlHtZdpQY1rqWjAMPHSqpbSkkgdlXkV+wAQfZQPEePqPI1Y3j9N1qIs0QYx9g7B0ZR20drtT7de7ZPx4ZLfSlzFzRTigY3uH6WGOMHi7u5MiggAompQdfl2AQdL2J4npSTJ1609/I/6PfSvaldAhkrOW3sAbP2JUuBsp8HuTSiJztTos8cKVx1CT4YcoHkanbdxXSISL6ZX8JgfVL70NbO10daLEdu5YulegJOt8zgsT1KWmoZW5Wq3GWwA6wJw9RFCjkmoxIRvuCP0I8a8RBZiFeOK00cftM92vUeXjJKQoVkUBjpj3Xa8w4PcA+LS8rHw0dufIVpDBYo9P3shG0Y9MKwjSEtx4KQeMoOtEHkrbI46m8OwxPlxxnYnVDmxxBC+V/QWmP8AaqwL9Tv0Hj3hjliXM4W1cLDapE+SrwudfcbnI1+jHxj1QtrIeXfnhVSZ5HtW7MiH4LiOhXj?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?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?/LodwRoOKY8nrZx3XNLHXZlrxzetTLhCVDyIeJYbJ4h+J186Pz9/F+04J8C5iinguQ8BJ6zxgxhD23tgOLBQw79+w0O/jyf/ABBzZmTwRj3QCfU3R+lJ/IGHRLjxWekbc7ZEzSQMoMcJKt6CcfcGI+QGK8Sp7a1868SbfVlSm7w5EsIgAjbrBFdiQ5ALAEfnJ7fqfj58HpRcmWQrjoH0JF2wEoccgo9g0QCykce5O0PbY8RLuDiyEsMOdKIJG0fawYSEsN7A0dcA3bR7Adux8eYuka59sFJCL2Xytgk9CSdF0wjjjZoSzEiNQqe7sWJCsPy?/x8jo6IiZDKLD6EuPKIzKHaMIQfUQqBKu9FRy5MUB4nn8dvBLGUIsTKvK5LPBGQUaBWVdIygjfwewXtoMCCTrv4+Xa8NuZa5hnmQRk+nNMgUANxChmAAJL9tn7/f58EEzgnltBQOmnFK87uk71SwauVQ7C7J9vLZJPI/y4/p8+JFxwszR4qYGvJNteR4mVQh2o0f4TxAP8j2GvH2ezLjXBmw0iWGCgzoiTa5MNke46HsXfyP/AEfgrtfJZCSC1LHTf0Y9+spIVidBdaP5SWGgV3vX2B34ktlcRSUhvRFq+Ymq2oTaWQRgGOJ1ZSEPYKeIJUFeK9gR8t2KkAEoGFyJnixlKd?/qUmVCo0jBgC8bMdqW0Dxbfu/Lob0CWkchJFZymOmimZuaMztGzFHKBdKuj?/H2I+CfgHwzdOzZT01jRHtmtJxIkdlZCdsV4yHlrS65bK7AHLeh4K11mnG0nKglfq393z3MdFjvVUxmLko?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?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?/qfSw7TlXmRYCe2PjX1CqL9rDJfvjqx7kcqOpDSrxQhuDxQuu99m9jA7AH6d9bPL2S0qqe/P51vYPjrz9rGnXrVoYEb30kRGZ9+myIoqllO9j3jjr4/DB18k8i5KM/h99Dejs60D/n4y2W0icr07gTubCYPBH/KqexV8xMW1aTcxr34UXlx2rU5uXfuBoEnfb9B38dA0Z5Z46VB0opECPU4hJAqbWP1ZAwHDioJ/DGwCCW/MvjnjyyiSz15j4TIa4mW3HzUbKf6LKNj42e+v8f8AHx0XHVFLFFYnvSPZjWKOL6ge4RlnEmgVKlikmhyCsu?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?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?/ubPxW+xV6dpV6kWNapaj4KFeD8WMqzMD8fw8h2YqNBz37goEkw2HmkmknxqenXjK6CcdkOQDEI+2mOyGTsD8fmAG+rjqSylryZKCAzFZvUjXVdgNgk?/LJy22zoh//N5FZMlCCfGQZJIbtyMqUeSOTZQkjgVI2XKs5KhS3aMnsCN2L43Hvt91ZdxvULGeslOFq1DFwoImjqmIj8ST2g7YPosvHjy5e0hu/gLic9l7WDbCzPwEFjIUllaEK0gqW54Im7/lPGPRBOh7/nvxK0pYpphLRyiWJU5qkYmc8VUMvBSG2CnsAOyBogHSklf6be5FiLVw4+xXmsWLeTq?+lCGR2s2ZLK9jtSyiVRxPb5A33I6N5jjJ82/Tm/dOEpLS1yDFGngS3D6LcCXZJUHFSP8AzfgHsR/gP0Hg1Uy2HPTt+6KjzzSulH1ZQfR1JINekOwbQQHsNHZGgCfGjHUoLmTlVoZxGgLqYl9UKNEoxAPyeWtjkN7+2icOo5/3Lhp3r1pbMiPFGI55OClhtB3cjj8jW/56Pbfj6ZxpW5EDMhmzgD8xaqP5uVLuWw?/TmKp2utsjJNfyFaF5pb1xWaOrojhHCh9gYnQDfP8At8Z+X16XJ+X+Ov3XkWcm2D9QxJKvYd1JLb76ZR8jsf08JvUPX+EzeOTFQGK7KlhScZZdV06ghSZI34lQT34k713PLXhr6Bq5HDdKenm52ezauz2I44/aiIUgVUU7J0Cra7/xHfh0jml4DUrQWs7yIxtYnjNUnhFNtTISEA2NEgn+v+Q8LlStV6euXo7lcywy07ZiD8gJyYSilgfgK8i/z76P6eDFrnHLHOqSPyYMzSLtDtu2iu/6d960f5aKmCj1PVtxiJhIsCg7jj4bWxD3G9SjufhQE+CSeWvAnt5tBunhwASJjsfHi?/MTp22OT1ZshBKG3ob9UbHLfwBr?/D+YHi66lto0jr8KPukCldb2SwL8gx0nwO+/vvsFG0mPpKQWsWjSSyzUrdUEugO1Ei6J+NDt2128MN/H5i8jwU6lel6pJryHao8hcgqxXZQk8RyKsvc9tnY8s/xMxmufjEbnm?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?+3hmoC5l8c1irHZinhKQwOzaSRgwUgn52OLMe3yOPcggrC83oNVzXtOhCjvBJEGqZaizRekZD6TsqiSMBR3XelZVBHY6J2R8HxN/srgmoQipHkZJTEIXM0vFmG+R2qhQexHu0BojRB14IXDkMfSu?/XU6kYsxsOLsh9Nth14gsVJbuTsnsR37bK3Zy89V5Q+Qpo05AaFnEWl0D3+Cv5SNn7Jv4PhlgO1CQtaCh2Uf6GKWybPCJth4jrinfQAYqdEfOvvo?+BNU9HTyxQRErNKkhiUtw9zox9ute4AluJ2CRv7A+J08CyskEsdaeKZUiRvXf1CCAvIoumY7U/fRLjfwCJ1PEpE6ZKrWikL81jmYAGN9+9Qe7NyAUdtneuxJ5ErLI5QmFlbJaiWs?+QFOdY4nr8uNhyOAUhd7QkErodiB35MN+7vE9PG/8Tjv/YP/AHPGm/mXpZGxNWkllmliV4vSUsrKgYnW23sAOCOIOwANjuSP9srX/OvI/wCf/wBvDuxkCFdFPDNZnDSkIJo2RDExZhCxfaFeOwD+VeQ+w2Ae5O1ppbIgYKn0zNLYsNDGYwEVhpZOa6VSxCjR2TJvR7aBSW51rRs6LZkqsvrRtX5s+gpClE9xOhy05BUA6+DrJ862Uvy1hZm4zj0fqJavFX0yrEo77IRWlICNpxHGdIUK+LsPDRqto/MB1NolHFYihmSdI1geZoGlR0HF++mflqVwRrvrXcqNHZELMtLVy+Qe5PX/AHaZFrtXjjFqFSFkkCqWbbc?/T1z7BSwIZdDxGhlpWZqVe9WSfI34jDC/rzLE59XiS0CdyRxO9cSWkYBS3iT0hmVrTXLclWOaP6D6GuLNaJYWk9WMhY9fnAC8t8SgUsNHnvw/tOh2Tf1YI0Ch0sTnKTfWT3WEtUIK0CpIziGNF5MJnc8m4cGcOQdHYJI14fcFA7+R/nDja0arz6eicVlXgIiY7yMBsaYkKhJXYLfHhKs37i5P/wDptZVlX0jJXsS8jCiwhQolJVm5s3H76k/NvYHh+8mxbyljqnpeCSCWjc6avieGG4JCZlmgVQTrbORJMzE7A5+LX2feG8QjJ62qfjkrp8CQbafbVWlcw1XqCx15gbiiSnmVWGzG3dWD1ykg0f70bAE/yHhI6Z+p85PJq55ddUfT1uqsTC8kUYB1DzEi?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?+Tt60FIc5z2Ne4cpLR+9fC0rTZbGY2lXzNNbN6C1WV1jlicRwtpiO++IY8oy2x7QF3+UN4z6husOl8DSsRtB/aNrFtklUtJLSrTmKRigIbgWCgN2BEnIbHg?/lMJWIOCxSUVNyYYmr60sbmpObEMSyGPQCqob3sNA+ircO3YRdzOKzPXebmxcRkq1Uh6YwC2XLccVQ3GrqQT6nrTGWQsdb9KJtjls5p2DDPhvmmd7rgGgdTpd?+QCt+CcSm4K9+XAAXlpaCenNoSPMdF8s4yjWee/iIoo5aTJ/pO/wxIxcup47HLSkBlI7qQQdqqCoMXMZRZqxZMQV2EssKycEiCnRQbGmQkPpgw4uw2SAFYor12tZJoMKjS2rErwyLOqimkLxooaUkMCzNz?/ADc9oNN8hpFTqTJSQPyuRxSUq7SxyPIHQJsaUFRoEyOp4oCwD7Zf1jxv5tlSOhJPdNoRcgnqXI4LJjKajkggEZIIKk8WA7jQZiQSCNMN+7wKuDJKP9dfhnkEdqSOCupS2F4tz4SK0TM6L79rz/KQR3Pg3eaeOYNeE8VaSWJpLEvp6VC0x7K4PLkqAkjlrQIY734GvJNYoQY+j1Ata1Th1Mk7lQ6BiCRzO1URM3fkSX1899mD5GG2lDeC0AbINaXI3MnFdpVKqRWoWju1LcUrQyzFvT/0gtL7oxsjUciqdnltBoZ1KccsUouVq1xnKn8rQsj90HFVfZYfxEA/wk7Oh4mc89ygEbpLC0XtkjdAqx?+3l32CxVQy8dswKbAABC4w0bLKHyVmOKFFCQtJYSQKw5EEn+HsF1thx0FOx7lG6SSamhCN72hV3Dy5q9WkrWpcez1RLAySLqXRc9+IPuBIB/vdj3GvH0TW6le/T6tgGUlVKsMUkAUySHZIChzrnyaMdz37/c+DeVwmRjtJfWNqqQEThISCvKQSclYBdbJTR37g0Z3o6Hgf1liqWf6VsZGvAEm/eFSvYgcryjZAZC8a8flmVVJB7/8AX797HZQyuBxHqzu?/I6fQhQZAe2VO9fWfJK/Ca3UHTeTxtuFnaFHxn0nEkjs0iox4bXv7WPfsN9vC/iszg+hukasuDnq2lv5C0yrigWjDrHCCTteYOuPZ/cfnQHYOXVEvW+Jx8kUkv78xxDiUMXqXK2zrRDHiyj51sb/VfBXyunsWekchf?+vrviseZLMgk4PCokCEerHIzqQRC/5mOgj6I+fFlxbOj4bA7Lkb3W1dDXU1fwRYyQzlNkeqrer5mWpJhPPjrNkyOrO3LiyH9F7bH2P3+/h86I6lw92TJLjnStYtY+aNKtnMNFxlEiOr?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?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?+eMED+JT99Ag9u7DaqR2qlxojMJ23MsobgGTiGAJU6ZuZdtg72V7EaJPGSBZGqe1xI1SzNHRV4UyVO8sMduFhYnmEvpDfINvipAHp9mLdgQdaHgx?+4sl/xFX/3y/wC7xOq1YKMVrK2FlmeMorxyr29UMeS7YBTykVSvZgwIVd/JC8YP+RR/0M/7vDS54OqUALdazT5VYatbGmEY+JbdnjRZ5AxJZ5jN3IX0jEwUkr?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?/nDkJ6Xk5Hlo7LpNBZw+Q58VZleOCmeXE6DHanse3iT1hJj+v+kJeo0FqSxhJZqmVgki4SSVXjAnVkPcMYJY5dEdnULod/GX7QHT9hvKfqHDJ3YQ3eG/4QhkRP8vTH+XhF6G8x6tfqap1lFAK2A61w1S/Yr75CrraEkf?+YzcWP93f6Dx6m5v8YebT9/6rzxktRkeDh9Qf2ISX0L1T1HichBhjmIpmljs9O5X1pAsRyEcJjgvq2/azqA4A7MWjB7qD4w8wvKHqnzKW11zgQtjPyIpuYc8E9eGMtFG9Z+WuYSFQ0TEluzKxLekJHnN0TZ8veoZM5govTqWVFmLiiaKxkvG+vhpa5A188ouI9xXfjb5iZO5X6GxHnD0Hfs1HxtqEI1ZhJTWjcRC0DKPtDZWGJRoEeo?+iVGxEnjb?/APKLAH9lX/C8mSNwdjEBxOl7a7g/H8KmeiKrVuuq1DJ4+zWvUMvXhs1LkZryRHmeSSIQHRtldAr8bJH28dA2qlaG5bhr1fRiE8w+Iz7GD+ozqxIHF3ZdRhVVlAGwNqCwX7SfTfWIx1bzV8uKeSu17EaVr6BZJI25AqUckTRbIG+DbI/22Hlut/JbHYlMff8ALezMt2u9lIHvWXYxMEVvmwTwPFfbsDQJC/mJzmVweHKy2TulaY2auGoNA6fXfVXnFOJ5PZiB8ZZK4UOovrVeX4VAZToLqrzZ6vt47onGtkrV6pjnEfLhDVqLamkV5pD7Y0MaoST35uyhXYANfmBwWG6Fx8flr0bcizOb6muwVeqM5GjLGRFEzCrAd?+1I4onRe4+S5PJuyu3m35g+bdm70l5YU6XQHQ+NbWb6irV41VddnrwoBxedk4j3MwRWDNpuPM9jPpegMHn/ADaNSSDEdIYieHE07MpVrlqwFl9eYsCTNLwhVB/ClgdtvpdThtMkYmeb630NknT0ulkpnfo6w4tHO6dRoAAfM1t8SljpiPC5Tz6zGRrmQRz9QSPX5xaiarQpxVuOx2QCxB64J/MlV9dvnZdvSxdO5nrCCOzLd6t6hvZWFFi3zhijFWqD7lAiACMS3LsG4qzcR4909Be8uvJvEW7FY2+ruq6xgqwODyirTy?+p3UkAljNGGY60sx1rR8TOtJMbicrQ6Fx9FJoOmatPGBlf5nIEknEdiP8AWAAn5PIfYao?+PTugwZQ0Ek0K/wDsfwAb9VZ4cRyMmPlGw19GivuR8kIFY0siZZKsSxQ2JJY5JHkY85tqnJ22O/sQdyxV4VPDvv7LVvzI9DHx2La1ZPr7xYjcsygOkHu2oUIgZl7DbKoA56WOlqcrFQxiR/VyRl0DDkqcQ2pXIHcb9qLriT+g5kZfvvEKkyUq309al6Ug9RW9RizKOcjjRZmZlO/gnkewIAxLnP4NikvBE8gqurGnc+Tjt5C1PETuJTgt1iYbvo5w6eYafqrpyslmn5OYPMSV5JL1OOSX0RCBJIPXA0E7+7R2B32dfPx4TstmI2VZrdrmsq2hHBHMoaVG5sEI0SvNCWDDXHkCugxVjbZG1P5Gw3pRLKsgWGpxjKn0gsKaJOuR9XkxP2JI7aHik7mfp2p55r+pmLtJCk3EPCHO1UPocX4gKCNkgka14dx4EmDl?/wCAV7O2gB4KyMZLBQlu9b1/TFypX/c2OkjBRp791JAd8XbvDU9dwo1plhHIjW1/p31krVZo460dmsgUyqwMasJSkaq5/hMZQHttNnYHHi33qC5+5sZ050Yu5rNGn+9rwaQJIl+0Ebb7/KUqx10Gu3It8FifAifN1pZYJrSL9KqHhEhKEOvYu52DrfEhtl?+zkgfPiozoOzDcf?/jqfU7/ALfBNc8tAb4Jg3KUFH9311aTcYWeb8UCeIsNhhzCqUVCoI4BQCCdA68leu3Y7tWGMMk0OkEiLEzKYmkKy8mABLMw7+0c++gN+BYlkyIS9DMWmNIoJLCabacC4UKQw1yc6HHsda3ojfEscKxGy001izHx0YlUvGZCAuwx0qc223IMxZW7j2iAIeXZDa4A2pljIQrXka4w2TGleIkRcog4jjHELrQ23HRXj7yN8d+Bt/pSbKSXoIfwnid6yiuixkSxqyzKhOgpMacSD3X1QRsADxnXtStXRZEkjhbUSsu+6+/2MNDTBQe5P8UnfupbVXyiTYs415Y0irv9UhirNxHNB7+I1xVWhUEHRHAL7QAC5tbBMe4ONrCziWmgr42re9WNmhh+qSX8aJZYI3UKo2W5GQgkr3Dry17gYWGMwqX7l+KRFHoxThmUgs59kYLd13GCSV+CFHwSfBDI9ZVDj5TRiDzQye?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?+vjYP+Q/Xt4WMfBEmWq071FL8XqxSyQElZI12NurNoqo0WOu5UEaJ8He4R+5t8gmhuqtUdV+YeQzmYv5u2btMVb/AAEixifisEoBMoi5znQDHk3fkST4SZsX/aCJHyuPngaFElsRQFOfBQ3KVY9kOpDK35h+YNr3EHd05YtpRuSRGYrPEiESkhNSyKJOKv23xMmgPE3H5r6immSQxWDxWN2CKJgnEoTsqBw?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?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?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?+WnTkvS+M6i8oer6ONOPP1D0p5W3Bdp2SA8aIB+YTBmkGvbziCggqzU1RKeaPQ8dBpkPU/SbAI/qe+xW+Y25A7POLQLD+Nd/oA69K+cENXpWI+YPUtOtbqXEqQPYdxPJwA5NYUppSOUQ9QE8uUhOuPJmvpx7Qa/t4IuOCGnHJp2grx8HDz8VAyXlj5e9GdcY+Tqa3cx9WtObkFWaVJKd0LyCKkjfiIEce9GZ29gXYVgxdKw8sOppXdsJf61zuQ2LEtaSb0FAcPHGgiZUhjXiuvUkb3Kzb34fauXz2ZghzXTcFfM4fMKGsV0ycdV68++0teRtRvEwKkj1A3LmVLBuI1ZTyoqdXCMZzqbzRSpKT62MhyuKjrTbGiGnjh56/l6gO+Pu2PDHQwhpZyggm?/2UgZOW+TmklLXtBbe5HjWmhPjaWmzN3L28d0fgcRjsrl0IjodP0yGxWF92zYyEi?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?+htGI4HeuCqH2QVIA7B/sw9QZHLzQ3uqcbYM1eSd5omfkeCNIrpvuwBCka3+mjrXhlwma6M6et5PJzZjGpDlKrYbKwoyhpEl5SkcIxoMv0YPGRSCI33vWvBbpjI4TySxd?/qKPFcsctOb6WhFbMmNcSq6meEEMkLg7O1AD6cFWYAr6f7OdlhYHYSuDnanw3/ZQszCfizcjXA2NwqQyPS/TuCqVbnm5DcqS3nkSPJ1Q08LiJISxMagNGhMnY99kN30PFk4/pfH4TB0YOlFc0qmOrWj6S8WuVplVxMEPfmC22HyQ38vG7qjzc8v6mEsW8gJrNPG2rTGOOv9Ssq+jAAgfWj?/rARv503xxO36HF/vKGsmNMGNsYyMV43iU+mojBTgQdKNKgHHQBA/TxqMUwSuLGOBr5hV+Q6RoBeCPsqrpevlcNXynTuNfKT3pZK9fiRpHiEfMOCQyf69Pb22x/UeCXRfk1npcndzHUOUqQWY6UzQwx1ZZGXk6wOy+4RjiszA8wf6bHh/pdHZIR5Cz0pbhxmcSWJ66ToxgU7HrBin?+sDhIUGhyA0DzAGi2K6uy+H6Lzydd4tcXYhStGGjvI8NqYTBxx0pk5qsIJDKFIPzsDckROj53T+6D8PNRXS8x/hndUv5oXcbhcpS6RwLShoU+otNGdM7SMyJvgh3oBxoA8eX5SdeIhWWCvHZMyQQrA8gmkRvbEQrFZCEB9QHsCY9Fee/cF1MlyKZBpLNhBI4Z29blGksPLWlDtoFAGbej7uTdgTsChcgTKVquTZjlnyEId4vwo5K4kcSrIo?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?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?/5FOSBuhAOdoAnuWqlDIlFzs9mS9EY5ZW3EquEXtErDYLBm2rs+z6ZYkAjxskwy5Kjax5FySpkEZHR1ZpJvUQpsIVBQcCAA+gGIbZ03LZfrYe5YWzPVhuxJ+N60shlEoHLkQh9rqwYL3HD8oBB2RvuTy2LU7WLqvWRHM6QweqXVC/EqWXWgC4KqG7kADuQes7obmhwLXbbFcz?+VlCtS6g6y8lcxcEV+exLkMMs1j8KxYQFLcKEnQbUSSJ22V9ZtgA+ELqoXOnsk96WGb0FAe9GiH1K7dh6yqNkqT+YDZUg9j3Hi8fOfyfzPW0dHrjoi1XodW4oI8QqWTG1thI3pssrEcZk7KpcqpXih0PT8UzlvNrF9U5BcV5h4yx011ZXJS7Zhh1AJCNpO8THnD6vwykGMgBlZd9rGCUP26rzfivDn4bA112zQHxbdt16Obt8Aq/ueXnS9kydcdBvVxHUEkQlQ1pXWnkI+ze1eXoqT3OtKG02mYuE8VjevdBeZdaVc?/SNHKRgxWDWYlkOyNjW2H37Mp0Qd/Hi5+oumch05DNaxuQiw?/KUSC9DAtjGWGJBZiR/quY/MvsJ2SCx0xXLZ6/vBv3t0N0h1CqACGVLzQ8t/fjJHIVH/rkdh/Lw9sbWgxn3T0VZLkPlLZmHvjqNHfG9D6g/BZeTGUi8t8C3T1iW7mekrEoorJaUOIZZdlYYzGkbSb?+Qq8pFCgqQAAGPqvy+8z+oIGn8rfNW9k8HcCsVW0i36SAnkqnsLC64hWUht7JVvk19ZsdSYtDZs9E9I9N00O2sWMt64Vf14ejEpHf?+/wDc+GTpzEdZenL1HWzNjG0REZ5szdj+jqxxDfaGF+PqaUbBIK6782PYmaGMpo2TTJPM8ySEWeoo/Ouv90s8b5K9fZ67Vwz9K9XPQrkNPk8vWsNNZZfcXklsEe0aBVSe7EErxXRtq5P0f5P26lQSY7I9aTRrUwmGjmVosZEwbUshY7aRyv5/4n0q7+fHPue8/wDzH6xyC9K+TPUmTvRwCQX8u9ZJGkURsGMOuKjTFW5sArFRxOuzv3RHkx1FYr2OkM5nL5yMJd1ylWybUl2Z3YpaszCRw/oAj0+IBST2EgDmY8+YGjkiGqv?+FezT5HifMcQ09Op9fC0o5G51Z19cEdSXH24MbFNmbE6TSmxPQmkVrEl4osD2I43KxGNk9iqVT1FBZ3E4/IUn/svmKLY+n1VIMrbrRx?/RerLLMojNa0nMyRmOKNlYExks6AMVPK3P+A7F3ejn6ZysU8U6Tz+mbEssk0EthZCLZaZnhPGOdeJARASRwH5gSg8qMrQtxxejjJqdhJpLTfRLA0gaFoo9/nEyJqPiC7Qc1VxErrvxVkSHUlb1pjaAxu390qMfCdVy5CNeqsHca?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?+089yxTsxyCOzHAsaySJykcys6CRFQx8ANggu7Eb2CtZO1VuQxVKE15xFdX6+IRqs8KcwZOBBKlvS5FtBRpSW0F5eOjP2ishVi6Op2se0QiDzwejDEix/VCJnfkCOJKCGRtRniQEJHccuTLcxiao8WSiFv6sQ1oYowsTPM84VODAK21EK8V0qkM2wpPjzbimFHjzlrPVUGeBHJ3Toi/S0MFXK1Gs2LEOUdFsAkxwhWYQOsZdkMoWQqxJU8fcvNXb09DL2DjMr9R5rEdMXJsNI+Qr2Khs4yaxBKyGL6j0FZJ3LuyFjF2aIkcg3j5ey/KxBBFkhNj?/olrloUVZEEVaNjLyKhh6bw2EUt25SM2zttRZuoM7NQngqVY2lglqw/TQqJpppFrzvVhg?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?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?/gCknfgJYDIBsmAd5D7V2rH6SVLNa5PFeN7hYBIcQj1CFY+52fTLxH5VDMSd78T+munrE8zlq4lrzWOEXpO/qzn3rEhXjx90gUe1nI/QjswtMXkDNXtN09fr5W3tHggjNgQx?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?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?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?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?/dN6ljLEMdKnCLlqCxuYzaj1wUcQTuVSpX54ygLsKxXVkf3vZyQxVrC/u1hZ/eIsSQGSEEyqIoIAw4yOheNAdsQI1BBVNEnjsyXgVXJl+rb1GNcssrSRSt9MWJcMDC0nIuxT3BeOuAAUxtvvdElAhF4cZajyL9PwSj6ppojx9KKKpFHNCkqo9j2+pIS0a7Ydgp78QyiZJkRLJFLBZsSwCjax8rrXIDRtHI6Fl0fYsk+99hyAPt4+EaTJrk8g9yIW3p2ZFicBSUr8AkoT8QcFdwiONbGgUBOiAxNalny0tGtYM8MnoVkmZ1DH00QmVeLEDcULAN9jJonlvkF8bXN800nRTM5Zp2sNVxNmWZ8pkCkU08cSlhY2ONUxsxUJtl5FgXDEDlpTslQxFvKCaphpFnlkcTrQHJpEiVTICy/nXirSEIfcvpnuO4Cldkjt5lLM1aN553FgQGZoZZfSskGHlISokMYklX4DGSNQC7eCXSmVmp4vp636yfXZay89mEO0SpD6qwrsyDRLMsqkFuRVvsXU+AnGcNTsE4EndOklapj8cxz+KmjlesogWRuLCGSCQOxIOy3rer7SxBZv4iEIE5nK2chNBG1yWSSossyQxvGOHopOJk5DuGPu7ED1DLGwZh2MzqOGhJk8ZiKXpCaSavYnYkqtWe3VlkiSU62nEyhf1DxnYJ1qFavVR1TZgx0EleLF2YaVmV67OWkE3KQ+owBRTJXaJQW48im+TuGL3xljuVvQJxs6lGsjnL0dWxXjio?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?/BRPYq+0D3nkdkN871s6Hj3j3hEoGi1XrFXGyEWqxeQ34o+KMSjSNzOyGPEDkG7Be3Yj7BV2pXeWNa06WKUrQ1omljyU1osNxqiMJQBICo2S4JDb/OCd+8e8NO67YppiweMxUsfUjS2rJtyQ13jmKmNT6hRisf5Btix7f3if0Al08g9wx5CpGIo1YVpjyZee1R1Kxg6XXx2Pcb/Xt7x7xw3SONqLfrNbWRp7JJrQFeQRlLxup3GODrxGz8+4kffXbxPrwmgnJbLTipLoM6cW2dEgHZ4rska76AGv08e8e8cnDZaMbcn6gKiAlZqMix?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?+xr+IHIBLiOnYul?/r7IWzKEe5E3GbnYZZi+z+ohl7bBBlIJZS3L3j3gQ3A9Ug974FCLmKniOPmxWRlp0j6WSirBQZWmEsjxs8/5zw9QADR0F2CCT4V/wC1fll/5V1t/lU8e8e8EiHMNVzQKX//2Q==" width="307px" alt="leak sensors"> A detector with a built-in alarm will sound a siren, so that you just can hear the place the leak is coming from, without needing your smartphone. Like the Phyn Plus, the Phyn senses the water strain in your house, can detect when there is a drop in strain and utilizing algorithms, can let you realize if it is being brought on by a burst pipe or just a leaky rest room. Because it doesn't embody a shutoff valve, the Phyn could be easily installed by a homeowner, under any sink. The one caveat is that you're going to also need an influence supply close by.

h2>Really Helpful Articles</h2> The PCNN is based on neural networks composed of two or extra independent convolutional streams which course of completely different inputs simultaneously. The notion design of the PCNN is flexible, and the identified data can be fully utilized . The concept of PCNN has been utilized in numerous fields, together with spatiotemporal satellite image fusion , patient test matching , object monitoring , and mechanical fault detection . In this work, we propose a novel application of PCNN for water leak detection by combining handcrafted options with deep representations. Moreover, we demonstrate the applicability of the Mel frequency cepstral coefficients as extra handcrafted features for leak detection. Figure 4b shows a site photograph of the leak sign collection, whereas Figure 4c reveals the leak point after excavation. In the detected pipelines, the diameters range from DN50 to DN300 mm, buried depths vary from zero.6 to 2.four m, and the stress ranges from zero.2 to zero.four MPa. The plastic pipes are primarily polyvinyl chloride or polyethylene pipes, while metal pipes or cast iron pipes comprise nearly all of the steel pipes.

div style="text-align:center"> <iframe width="565" height="312" src="https://www.youtube.com/embed/EPwCK6sNjOo" frameborder="0" alt="water leak detection" allowfullscreen></iframe></div> Deviations from the baseline "fingerprint" signal an alarm.Now sensors are having better arrangement with frequency band choice, time delay vary choice and so on. Ground geo-phones with filter association are very helpful to pinpoint the leakage location. The water jet in the soil hits the inner wall of soil or concrete. These convolutional neural networks are the variants of the reference model introduced in Figure 5b. Table 4.The performance of convolutional neural networks with handcrafted features as input. These convolutional neural networks are variants of the reference mannequin offered in Figure 5a. In addition, CNN-MFCCs performs better than CNN-TFD and CNN-Raw, which means that MFCCs’ features are simpler for leak detection than TFD features or deep representations. CNN-MFCCs&TFD presents a greater result than CNN-TFD and CNN-MFCCs, indicating that MFCCs’ and TFD features complement each other.

h3>The Impression Of Leaks In Pipe Networks Is Important To The Future Sustainability</h3> However, after we minimize energy to a Sensor Pod, our outcomes didn’t come in as fast . D-Link’s plug-in hub has an optionally available water-sensing cable and might support up to 16 distant Water Sensor Pods. We set up each device based on its directions, downloaded the necessary apps, and linked them to a Wi-Fi community or a smart-home hub when needed. For each of our exams, we used apps on an iPhone SE, an iPad, and a Samsung Galaxy J7 running Android Oreo, when potential. Be positive to put them in areas the place leaking water would pool. The Eve Water Guard will let you realize if you've sprung a leak and has the flexibility to set off different HomeKit? units, however in any other case presents restricted third-party support. The hub can join with up to sixteen add-on sensors, responds shortly when it senses water or if it loses energy, and features a loud siren. The system helps Google Assistant for asserting activity on sensible audio system, in addition to the web service and app IFTTT for triggering other good units when it finds a leak. Like each other leak sensor, it has a quantity of quirks, but it’s still the finest choice for monitoring a couple of spot in a house. The extra reasonably priced models are just leak detectors that typically lack a Wi-Fi radio and communicate through Bluetooth or work as part of a house automation system. Loose water connectors, rapid temperature adjustments, clogged lines, broken seals and corrosion are the most common causes of water leaks. If you notice your utility bills are rising but can't find a leak in your house, you could have an underground water leak attributable to shifting soil, injury from pests or normal put on and tear. Even finances leak detectors should be simple to put in and have a loud alarm. It’s a good suggestion to look for a detector with a 70- to 100-decibel alarm, however you may want one that’s even louder if you have hassle hearing . The system can detect leaks in stress pipes manufactured from any materials within two meters of soppy soil. We did not have an excellent experience with every water leak detector we tested.

ul> <li>By simply processing a vegetation index, , the NIR and purple photographs might differentiate the tree and shadow from close by seepage areas whereas the thermal picture couldn't .</li> <li>The cross correlation method is widely utilized in leak detection and site for pipes.</li> <li>Editors select a small number of articles just lately printed within the journal that they believe will be notably interesting to readers, or important within the respective research area.</li> <li>For instance, should you stay in a cold climate, you presumably can set the sensor to alert you if the temperature drops to 32 degrees Fahrenheit, a level that may lead to burst pipes.</li></ul> A series of sixteen anomalies could be recognized within the WI picture in Figure 22a by looking for native variations along each pipe and at every distribution node of the water network. They present a water index stage considerably greater than the surroundings, which could be related to real leaks within the community. Among them, 13 have been observed on community parts accessible for in-situ analysis. The weather situations have been good, however, it rained round 30 mm through the previous 24 h. We are also a trusted companion of main insurance firms, plumbers and property house owners, helping 1000's of individuals with their water leak detection worries yearly. Yang, D.; Hou, N.; Lu, J.; Ji, D. Novel leakage detection by ensemble 1DCNN-VAPSO-SVM in oil and fuel pipeline systems. In Figure 4a, piezoelectric ceramic probes are positioned on the bottom surface along the pipeline at a sure interval to collect vibrations. Then, the alerts are transmitted to the primary engine via wireless communication and stored there. To ensure the quality of signal acquisition, the electronic amplified listening gadgets are calibrated earlier than each assortment. The Flo by Moen Smart Leak Detector can track leak historical past, in addition to temperature and humidity measurements. The battery-powered D-Link Water Sensor Pods can keep tabs on remote spots round a home. Wirecutter long-term checks all of its picks, and that features preserving monitor of hardware and software program incidents. Should we find any privacy or safety considerations affecting any of our selected fashions, we’ll report them right here and, if essential, replace or alter our suggestions.

h3>Teamed As Much As Solve This Drawback By Bringing A Novel Iot-based Detection</h3> During the following flight on 11 September 2019, the first sample shrunk whereas the second one appeared extra elongated . The second anomaly was ruled out as a leak as a end result of its location was primarily north, i.e., uphill, of the pipeline . A ground-truth measurement on 10 September 2019, confirmed that the imply moisture level was about 13% along the first WI-anomaly while reaching as much as 23% locally , whereas it was only about 7% a number of meters away. Sparse green vegetation could be seen along the WI anomaly, versus dry vegetation away from it . More refined approaches use an SVAT model to define the water content material from the position of the consultant level contained in the triangular scatter . Shah, J.; Mishra, B. Customized IoT enabled wi-fi sensing and monitoring platform for sensible buildings. The time period “computational fluid dynamics” refers to using numerical analysis and data buildings for the research and resolution of points involving fluid flows . It is recommended to make use of a high-speed supercomputer, which is regularly wanted to handle essentially the most challenging points. Software that enhances the precision and pace of difficult modeling situations, similar to transonic or turbulent flows, is the results of the continued analysis. Torres, L., Besançon, G., Navarro, A., Begovich, O., & Georges, D. Examples of pipeline monitoring with nonlinear observers and real-data validation. Optimal detection distance varies and is influenced by digital camera lens size, decision, field of view, thermal detection range and sensitivity, leak size, and other elements. The system's layers of filters and immunity to environmental elements, similar to snow, ice, rain, fog and glare, contribute to false alarms reduction. The video monitoring architecture can be built-in onto existing leak detection and restore methods, together with SCADA networks, in addition to different surveillance techniques. Thermal digicam system with video evaluation software detecting an oil leak from a valve at 50 ft and a hundred and fifty feet in heavy rainExternally based techniques use native, devoted sensors.


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Last-modified: 2023-10-05 (木) 01:39:28 (218d)