In the case of "dry leak detectors", that are leak detectors with out oil-sealed vacuum pumps, the issue of fuel storage in the oil doesn't exist. However, dry leak detectors should still be flushed with gasoline which is freed from test fuel since, over time, take a look at gas will accumulate in these gadgets as nicely. The best differentiation between the take a look at strategies used is the differentiation as as to whether or not special vacuum chamber leak detection gear is used. In the simplest case a leak could be determined qualitatively and, when utilizing certain check techniques, quantitatively as well with out the help of a special leak detector. In order to distinguish between the two causes, a partial-pressure analysis with a mass spectrometer or the time-related pressure rise take a look at could additionally be used. This article offered data on leak sensors, the differing types, how they work, and their applications.

ul> <li>The method depends on a nonlinear modeling derived from Water?Hammer equations, and associated Extended Kalman Filters used to estimate leak coefficients.</li> <li>If the take a look at object is itself a complete vacuum system with its own vacuum pump and if the leak detector is operated in parallel to the system’s pumps, then one refers to partial-flow mode of the leak detector.</li> <li>The first are sub-$100 devices that you simply place near pipes, water heaters, and other places where you are prone to get a leak.</li> <li>This method may also be mixed with the Distributed Temperature Sensing technique to supply a temperature profile of the pipeline.</li></ul> This process could be carried out utilizing both helium, refrigerants, SF6 because the check gas. No vacuum system or system can ever be absolutely vacuum-tight, nor does it really need to be. The essential component is the leak price have to be low enough that the required operating pressure, gas steadiness and supreme stress in the vacuum container aren't influenced.

h2>Chapter Two ? Forms Of Leak Detectors</h2> An explainable diagnosis mannequin based mostly on temporal and graph convolutional neural community is proposed. The class activation map algorithm is improved to carry out explainability evaluation of the diagnosis course of related to the noticed variables and timestamps. Using the simulation knowledge of the fluid machine, options related to observed variables and timestamps of six working states are fully extracted. Through https://largoplumbers.net , this methodology may be utilized to attain high-precision fault prognosis, and may intuitively display the contribution of each noticed variable and its every timestamp to network decision-making.

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X+kw42O3qFwLS/Yk6X1GlRKp/rtkhqW2laFIpgWg5OO4V2zkc6lJH+j7s9ttTzPWJ1baQTvVEZQnABJ5U4B6a60saxbbt/olS6/dFSWhzwUsxIiEJUWkpylTzpIPl3JVhIwcAHS9QaV06vS3pNrVWiNxa?/AdVJbntvrQ7Kjn4k7SdhUg8gbeU9ux1A/WMiHc58nu8kCiVQyZ8NgdsFlvVcX397Jtp22zMXbHUCbXAwW0NOIiNpS+ogb9g37ikKOArHodISuhbcaYWqnXTBYZabkSFPMla0IUcDCEZJVkHjt2zjXZNy2Bd1t0uo3OmkszHGZTqmYkdLjyFU8NlIdKkqyjvgdiCFE+mliTT7crPTJi/ZaGRT356KZLUjCXGlNDxNjjo5T8wMDcFHB4ID8fXJcvlh49eyxoM2OY0uRKj0tp8OnLqEe4FPthS0gBjByDwO/yIP01P3F0StqlWXa1wwbmqC5txB9ZZkREhhCGSpKilaFKJytJABSOOTqbSxFS5OjsOOyYqlKSHFoyW28KAKc9lEH+A1PN1Ge5YFGtCNIVJbp9VkPRHGmAHhHeSpTgVzkjJVxwACe+dXTqE3l83dSidgJDzSomXaMaKw06Jzjq3SQpCWidpzgDI9dSFU6dxaZFjSHaoseOOUlvlJxk?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?/zaGtxMh?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?+n7k5161Is6XKZ3siobAmNIdIJwkknPCuRx89V9MqDLqWnstJcyQCk5UnjgY/TjTYGhp4TpDa?+aBVI1NcenuNraaCdq2kJBJST3Gec/b01s1eqsPxVPwkttNF7ctpO44JGAducZP66xUaFBqcnZLadU42CAnZ8RPYfbXlXjP00fzSnR/dnxuS94hKnADgn5JORjGPTVm/MoD0UO8pS1EvABB5AHbWJttGeHlD5Z7a+3lJW6lKlpShXzVn6+nz14mSWs7IyjjPCzg6sBRKxejts3fc8S8KBbFJNXXJoalOxkjzqSFg7keu4EAgAc4we+Q/8As3yKsq2aZPW2fdqLXpVPbXtwE+8xwtSdySDjcwDgjGTxjtqG9kyyWepXUyVakq46vTIM+kSPeRTJpYceQFt5QVY5R8x64Gt7p3ZNzdP7/vW0I1wldNtu5WG5cFbOfeMKdabfSTjaoBQJGOQr6agn9whSxe8uqKdORDpJhUuuTYk54PyWWWoqlJVKGVL3ZSQW1ZSdpUncQQM865FumY+u72ZsqkLExl4OuNrRkN5I3JS2T24+eR6a6K6lV2nUSoIpVSpDqy4GJMaemO2r3M7v6Xeec7sJKRjv3545UrNWFYvd6fBlPp3cgZw80ojKiUAncoH93OSANU4QSp5DSd5VNhzJrr7MhMUSHMupTHTtcTjhCFZyk4yBjjg/PVqwLudesZQpNAeqMLwFw3kCQUnKRuQlQ34c3pKh5hhJABxnVT0xy7XKZUkxbaYmxny06BLkJ8NpZVhScFs4KCAdo2jzEnPfTp0glVKZT5FIjxFRqe0p5D6vI1jPm3oOCpzcs44KcFHyOiQFOZ6pstOvRGLfcdtSkQbiEooE1TcsNO0oJG9Lzra0bSW1IB2heSE4wSOICvybrq3T2dCr9Spc+Q2sLivw3Ft4f2lKm1tgbdmFKII75HyzpmmBTdLmNqVGp7qYp8eGmOne8UFRU4paVZOeR9MnBJOdL1n2pXeoNKh21Q6FHfS0pbrVIbaDKVuj/bFffhJSCVAAFPOM6jY2zVJTxyVTjFHqr0SI07FqDDCXG0vKZCNqlbilCklR5Hb8xro6yvf6BATImKdRLhQUpaQlDSnEEHyvKSRgkFRIwfMnPGnewvZSodNjSLq6hXiwXYg8KXTqZJSURkKWAPEWU7lK3cAIHmP7wzq9KVBsW2KPDmUbp?+3CkBXuVHZcjsImS0g8K3unDac5wDk8HGdaTcN76JNBU35jWWG8lfm5f3sze0F1A6hSq3SOmdUqcl15Tjz8enliM65vOVBSjtAOM9zjOrlh+wd1muO/4l1TrFplIhuLQ/IEupNHavAOAlGT8WewHYa7Zt3q4zVZc6lu1akSqnQ21Iq3u3iuR6aUq2bfF25ed3ZSduzKs4GBqagXxUKtDFZbtqsogpUpltKY6kyp6wPjS2k5bSDxla+flrWZiRFoaTazzkyAkgLlfph7DV22lfhu+9bmoZZO8CNHDrq1oKgdpV4aUgjGPUcnTH1B9khN+VZx53qXKp8Mw1QW6bHpHiMqaIxz4hVuUPRXB4Guk35FVaYiqqNCqTXvK90gNOt+FGa9C4rKAogHlIDhzxnSNVb7RSoE6rCS43AiySw2lUR1lUpAHKmmQF+MQTgnagZ0j8KKM2kGXIeFzmr2J4FDt9Fs0ybUZaUlw?+9OMJbcUV49SlQ4IyNYOnPss1rpLcX8pqDFmPyUtrb?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?+m6XYa0hX4iSBH3EE7SR5sDgE4xk/LUZXvaYhhpLhsGAVb8KU26g4T9MpTx?+efppvs8eHEIsVgAHTn90QaTj7rc2lUFsewfJnVB+X/L2PKhtxl+FTzCcYQt7bhsvKQpRCAfMSBk7e+slq+xH1wtCXUTQbzsiQ3MguQpzPvjufMQry+NHAGSAc5GPmdNEn2kYkdLiKPDZt9x5W9a04bJP5gI5zjO789aNY6+XoVe?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?+8qbWl5g+GEupyNhKl7EJOTkIyThJxwNQlU6c2W5LK3KjX4CyPO1Dkshon+sNxQTn57RnVgZMPYFRu0+dnDKK7puCry7xdqFHuu2YVYpFOUiG3Ii1BUCZTnHkrR/ONoKFt7VrUHQQDuONxyNV1fPtEPdOpiul1Ns1Myu00ils1LxGo8OO0opLQbQ23uPCsqyE+ZOec8WvdN80mjRWIt61JusTD4rVIgS0O/zmUUZabUveUspOQTvAVjvjGdVJVurlr3rWIdL6ndE1W/cVcYZEauRWQ8085uCWFgFKSlOUKKSSrKUjkjXMRCwumUZdFiWlRpRZvhVVqLdyvtNOVIy2ZLkapu4/a+ZDa2wRhBPYhJ3emL3t/p0q07SNsUZ2O5EaR76zRpkdBajyU8rcacWs+I2pakKGQcK7EHBHNdp1+9KJc8g1C2WV27DfUHxHjGpsmQF58dxairu7tUrjcnII7DV7USgy5NKeqMhdy?++NutyGUKprTK4DAUVORgUhSnWVlS9u4gfD2xpHghKoVSqy4qRQ/EpMGfUkuql1CK00JjshQy48MqwpSMAYJ4BGCANc93pa9XZularduGdMqoJTInuMYivEHYsEklIV2Ck4I7/AE1fs1qiVwO0moX081FfzIeDcZlEtgpVuaT4oxhSF9wASTnPGdVNdnTadMSirM3NVHmFOYaaVuG13JDhUlJwCraCQfljnSxkA2UpBISwurXU/NmWu5+D207B/wDzWVDf/bVAoTjelpSwHAoAZ2jIHJOq7q8d2YVPuSg?+Vg5dfyFpG4+oPAOc7ccdsnnTtcDt2CPT4FZagXHRWWPDiTC0cwikAHwlJwUkFKe/yI+uluJMgVILZZQoSHsqcS4lW9SQcFXPB59dW4+OQoXBKDjLrLKoIUhDQG/xWlnKx8u/A+oI+2p22KsuBWmHlzIqHWAlxDjTucjByeRkHtyM62oyZMWWiPGpYlNyQWsIAOCO+3Pf1GosUKLFkNKkx2mm1EuJbCgrGT8A+WBnU/vjlRAUVYdzTrFqdptzadAlKW8VAtsKKS3MSdy3ijIIUUqxvKTn+GqucYTy7DH82JKRxjCsYz?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?+6U6TLqMRsqU4lxbbqNw+JRKgTt9MjtY77dgUCK/Q73XSiy1MBTcrKiwtqQSEblozvQ6CQguZUg9ie6NR149QOnbdyxLcuGQ7eTrMRydDqLCgxOgtgpHBBQlxK8E5RgkJVlKhzq6MN18KuZ2u7LHZtYsuhzqobYq1ZfqMJXvRqnub7sN9JJPhvDCgyoHdkYAB83fKdbsv2j7eYo8W7HmrtTAnuiK/C9yeaebc5SVxVpwh4ZHKQQcDPB4NbXZ7R8VNtVW+7dqLb8aKQ1GlxkldWjxgvYhZU0Al1Bzv8N0ABJPmzqrKr7Sdv1+vzIVDuSPUYU9C0VCnMzY8N50nAy7HWkx31ZKjvSEHgAkns55kjFgpWRiQ0QunX+vdu/i7FnfglfkVN9IfYTMp0geIz2xJbDa1oVxnIQocA/7ojah7QPTN1Vbqnuks0qn7ojzSoq0Ph3dtK2SUpbSg8nCnEk9+Cca5QrvUuCqI3Ta5W5sWIw6fw/8RS5FTEUQAnwEvhTWcDuzIR9Mdtac2bU63N/HUVaRPkeGE/iLBU7IWkJwPEKFEqAAx5pBH01RkzntHX6K4zAa7hX7XOsVjGnU1p2uTFInhXiSRCJaQknaG1suOtqWSknKmyRjPbOolvr5AtpuVEp1MUpbHMBmoTSiNMSFYCt+Q8g+GPgDawCAM9zqgIrUp6ZIZpc1hJcz4qIh2qcOO62G8BR/tLJ1GVKjT4DrUCFUIsXxOVRiBFKz/wBSngn6k6pnOld3VpunRK+739pyFVKZHlx7KpMSanJDsirATIb2QEOMqQgrWEYCwFtKOccg86RpHtbdZqDMai/jdLrcdCv6SUz7qXBknvsWVEZ9Ut9uw1Vf8n6qw0VykORo6lHcdpitKH6KSrWaHQoZVuiP+IHDyIyAnJ9POlQz?/wAumuyXydeVM2BkQ44V8XT7Xdz16yWY1K6auQ7gS8n3mY9schrjhJJ8MhalpWVbe6CMZwQSMIsv2gnqpSFs12jTFSVqHhqiUdWEcDI3+IfEwQeQlJ+nrpJcYpVGdzIbjKkA/CXEqWg?/XKUkn6Z/PWtLmuTlJ8ZUpYxtACVoRj6AFQ/PTzMHDa4BRBux28c/NezOrlGMxQP4rCcByVmlPII/y18v9W7dlsFuf1GeZbH+ykJd2j7g/wCWtZyLCTjxGmmwPVRT/eUp1sxkspIMaStQH/qgFZ/Renh7DxzXz?/ZNc83u2i/kob/WraDS3ks3e3Pbxn9mXEqUfuAcDSrTOoEt6qLNakfidP2uKZcp8Z8PeJnKQEKBSR6Z3f56tJDEraAPxAp?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?+0StLhbUpGQQT/AFeCPnznnUHWbfTDdLcaatxlB486juOchSTz31ZFcq9nVuiszS/GgyC4opjPy0NrJBAyErSSB5sHd6+vGq0uKF7q4R+MPNuAKcfS6fOkdk5SCRyfX9NTxnco3ikxW5Vmmw1TFPFCG9zioyCApalcbsdx27617spLSaEJ/wCIsuOe8ERX0oVlaMDhYJPI57HGlqkOopqUTXEpeS2vfISXCXVoOMpGP8MdsaaLr96nW2KxGQ5TYz7YD8cuAkEHKcJB8oPywSR66cW7XWEwO3N5UNS4tTMJaZlUajCInxhIVztB7lI9AAdp9OdTkSgUd?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?/s1A/3a6DSMXHeyyLKyNRyJmOoHhVzYFrdLekKUM2XY9JpbqUhCXkMIU+U5JwXSCs8k+vrpzq/USNMglpxLbWQRysebPAH5k41p1G14ra/eHmVl5ByE5zn6Y1EzH3nIrsCRabT8dwYUHkDaofIhQx6A632xtb7opYxkLjybVJXn1GolKuBEqRO91do4cfkxgCHo3k3IkJ9DhIyQcFSdwHOCHXp3WqM4BUa1SqJLjVlt9VScZXvSy6tSdrqkEbm0kNpIVjaCrGQcjWSqWdbUlmT4vTKjviSD4pcitubieMklJOcevB+ukSRa9+UwtCgqmpjxEKYYabJ8Vpkj+iSo8LQPRCuPTVaWKQG+oUsbmkUmrqf0wY6kWhT7UpN0SGXoaVvuISpDjjLjCC8Njg/pmyrCwgnuM7x21zTbHs?+daahV201LrLaCbcqDSZ0aNUoEh59+M43lDzEcBJSpSTg7Hc5Ue+r2tC4rmtuYraHJ3g5D7Cmy2+wlQO47D5kDvz8PP68v9YPZlvmqyV3L0g6luOLjNjZT6y6uPKjtpA2pbfQAlSAMgEpQkcDnvqm?+Ue6fr+vZWGMddjlV3cLXQCxb1lstXXedOnwluN7aTOdiR23EuEJyy+hbyEqHOA5xu+elev1Cn3nUlS6VSLJulRO4K94SzP47b3HNjhV9ydLV73Z1+skpp/Wqyk3BTWz4SHa5T0ym1p+TM5vgdvRZ+2lByb7Pt0guTqFcdmTTna7S5SZ0UL+Zad/aHHyStOojHu5/f8AdW2PA4/b9lZbl3z7GgLNZsTqNakPv75TpK3oRHyKnErQpP0Chpm6L12L1CrtRfo?/UChMUWkQ11OvTqvaLbbkOGk+Ze9pzDjpPlSPKST3HOqho1Hr8BaT0v8AaKp0nKhsjSpLtOkH7oc3J/LcdW1RGepUT2feo7ty0aJV7hfkw0KRHQzIM6AHW8hRj8rG5Szk8j5adDixvfTqP8+X/U6bJfGzy2FK1TrNZlY3NWZsrUMPhtuLNqypMst4/pfDVhpHP7oOR/HUzGq1dVTESrVrE2Ql9wJcpzCmXXGgf/dIdb3D8ye331yPAvGyqbOQ9VumLkOXHXlDkOc?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?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?+XdXWW0pP47fqEVSnT1IVJgx1eeM4okbtqQQk5R8GfXjjXU3TuXBrUOvU606lU5jFuSG4s2JJaflJStaQFtR8EvlB2r2bMYBAKSAdV31WgU23PHqgsmoht9ZaFRVGeIaVtIXujOJIJAyreUgkEBPAwOb8QDilqtCRbXu?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?+MAfRPz5OrkIoqCTotSlpYjzjIS3laSSCOME9ufU6cZUyHMpcqW7GeQ4GihS1uKUHkjjCtxO0j5DAweNIr7zrCm25DbiWlKDiAlHJJ9PmBrdcnOmEtL7hDKvPhR+Nee2efvjjtqdzd3KhBpTtuUVu4YxdaeiRSjIK3k4UpAxwFfPkkD5gHWGCtLMaRGjOLKXAdkkqKkKxxySkEdh68607eksOuqhuNKlPpd3xmyBsUrsUjkDtk86wvyZ1JqMhQZMmC6sNvNJaH7Ink7QMpKef8AvGmhvNJwNp4jWxttF5TzK5zYSZTe17cpZzgOJBwCgEnI57EjU90xoNQVQqo5CgtzIjSFvvSgpPhMEDCgpJGNwOAnb5u+dRcGRRKXbqqREYnPuysOokNxi6hptRCS1nkBKFAqUk?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?+ypZtftmsXBUOurzkaA4lpE2lU50Ro6thUUyC4k7TykgZHGdK1S9lzq3BaVV6VfdGkUVayI1Q98fYbdR6HlASD243n76ftHcD/AEq7nbTQJ/2FoLf9oNlaW3KZcpyR/wDpfF/uB10T0HtSXfDFSk35VJFCbjxdkdtx7wFOurCtpUF8qAKQcAAZwNc2f6nOviN/4RcVNkJGdoYuJoKP/Msf366F9lnphNpUKqtdb6rUWnnHkLjsIqbUhDjYBGS4grIGecBQ750u0X0Cje6h7xVz0uwumMCzKDeNRqi4rip0JE6K1U3fHWypwNvkISorBTuKvKMgD5HUvXKfZk69Gad0qo1x1GPIpylSH59ekQGCtLgShYW45vWACrKcHHfA5OoeWq0IHTmLS4Fuwl1mG4hZe8Ntchwof3AqUpQKwsBKSMnyk8H0v6Ez7N7t02rMnxLKTHXAmoqDO1nwkOkNKaKwON2ErA59SOdT7G+gUG8n+4rn2l9DLlrdr3DWZ/USPATSpE1k0mPUNwUWiVbd7ijuSocggZVu751IXH0gsa3KHb91sViMGp0hhE5tiorceDLqD5ilKysbTszwNWo1M6AR+oV5W+5RrURQX5ESVCqhjtOIS0uK0l1iNwQCHEqJJ4TuUQCe0JTnOjTfRSr0Jin0BNcaTUkQ3nNqpbgL7pYys5JOzYASe2NJsb6BOEnPLiqkrdFhU2sBujU4uRZzfhNvOVYnYsbj4iglxSkhQOMKA7DGNKMG3jSbn94rValVOA24HFR0OKQ2UlPwp82TzjnPoe?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?+m7Oe2CByNXIqAtRPCiq3+KrYDymm23VkbnGskBGPKQFjIBAPPb5c6hQp1a0pUW1YIBSfKn8weNNlWTTpNMVIbqnjPujxQl1vzrUeDnjhIPoOBnScQ6l5KF+G8M5DSRjd98jtq1GdwVdwopttNiK547DzDqkrG1KWdwUnP1Byn15GslXhJpLyQ3vVBAU622te5Y5JxnuRzjk?+moq2ZzMSf7zPlLjtMAqUA2SkgjBSf8zxqUuZ1pxpaRVmnlOJPgtIBO0k5JCgkDgenpqI+8njomu1KwxRKMsTqb?+IiQ+ENuJOVsPqGEnA24SeQe4yOe+rZ6YszmqOu3afJj0SoMlUlHgpDgmtkc?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?+T1+f11Pwbz61l5tT/AOHEZydqmMf9vUwxf/U9iQfe6XBe5zhO1RP22rOoMbVZz7pP+1Yy/sZnD3JYz8nfqFRN1eyT1Ioji5dJhiSlKcrSMnOPkpBUB6aV7J6c9QLsqjVlW/BdjypzylzVFBBbaSlIKlLHZGd2O2eB6gHp2f1uuGhrS5VbSfIzlSmytOP+ZOP46mrZ6uUu9UyIdtRnI9SlJS0546EBwJKgNwXyDgqwOfX9eg0fXpIcvbKN99OnBWPlfZbVsZm?+SMFvqCCPoUj290H6Z2nDNJqdMn3TMU347gKlBDToByEoSoDPPPJyfy1OvdMulFTLdOi0aVa095kBt9O9JJxwcKJT3+x41e9TTTel1ptTmIyS486hEj9l4ind2ST5TnJIB4ycenyrKnNXt1tzddUKKDacNl1qnR242yRUFFICXVqVlSEjHlAIOCSe+NdNJqEz3E7vwtZwxccHwzf?/ALfFc?+VO3a9Y9yv2vcinpcWalTsSaTtKkjPYHvzjjuCOOCcxtIvOZAqz9tVh8CRFVtS6T8QH9/Hr66tvrImTWOjyriS+41KoEgBpW0hZyQkjn05GfqBrl7qBNkquG3KxCKffKsxHZxjylZS3jgfV0g/Ya0GhmREXHiwf9jn6rMmgeJAO4IH++Ffz1XfqFu0GJFuCShmExNdnOIGzKnn?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?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?+1jflvtVyhVY0OG4lyJLpr0VCIqkj4EID+/eFIKs42gbRnjB0vt1Slwq1ItCv3maOxVFJiuwWN4cbJHxtrLmGRuG0IRhIAHlyeLdhWncMKv1apVerzn7fcpzbTEZuOkxVLBAJWVqUsEAJ4GArJ4Gcarc2bO6mXEqTc1uUScslymtvpdUncyhRDRKEpUlCyBklRSR699OD2k2AlA4W3dyaLCslb9HqD930OltJYqkxllK5Dzyc7/ANqpZUVDnPOADx6Y5/erNNnIUpmA9FhrUS2y7hKnWh6KWBgAc9iD9ddm2zTaBQ7Xds+06UphEQOJW1AcYmhCj8awrxPE2qUkpBLY82ckDGuTb?/jRFSZcY06bCZawVNvsN7hgnKVFJPH15BzwdSQvBdSa?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?/myyMeIrGBkq44Ax2P698PHc2N5Y4+90Xb6sx2Zjw5cDbEfDgOtHoU2dfvHqlnUxmnrT73KqkZiK34fiBbi8hQwBzhvxFcf1fy042bQG7StOHRnZGVNJIU45xucWSonAHAyT9hqs6VRbmjXdTv5VuNP0ijtPyI6y7gl5YDCFncMA7XXAADjzEg5JGn962r5lVJyPHdTGo7yfEWkr3LSORtGD2xzxj09edXmxtDvEI56X8FxZEb3Bm/yjnlR1OpDNxXdOqzUn?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?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?/F8NRQpDCBvScc?+U5HrrarIjuUNCveWErCklbTDQKgngJLhUeCMp47DXw8t2DJaWFoacACknH8Mcgfc86+K3VlSqW46iglUR8jxHXEJQFq9FFOMn5Z9cah7p/QKNp1Tc8FbMRoKdSD4ygpSV4xySQMc/Q86bLJiRZ1XZmz1rktRUAttSnlJZSMgDscHcQBgnv6aR4vvD1KLMcNNtsk71NqBUe/bJxjv6aYemdSYerTcSa2pWFBKG3lhTak/vH0Ax657adK22kpGO5XTPU0UORaER+OuK5OUstR0R3FIkNsgDb4wPGRtSCOQNg7dgqez0/NrnVcOLn7mI6S14eMkq3t85+gJH5nUVelVTSqLJqMlukCQ0VttmBH8PePTcf3iAAMgAHGQOdbXsaVJSZlRuSVFLiWXVuuvAnJSE52fI4KdZ0zNuOXfJW43DxQrcv1VTX1HqVMZkDD0YxnnloIQlrd8JIHr3GccgH0xrcsB8u26lTvDgeWlSfkod?/46Qbq6htuX6/WmCpceZHU45Hc28qRg5IJGSnnsfn39H6zlNKonvjSwtEl1bwUD33Hv99aOkja7cqme64tpUtPcV7o+kKKd7akZHcZGP8dQl1Vlm36YmoinRpR3EBDg74QSOwPJ2hI/LPbUvJXlKf7af79Ql2N1t1uI3RmkrCpCC6cJJSNwwRuPHG7tk9tQa4d2Q0fD/qi0naZm7ul82aHT1XzSr3bTJea/kky3ulJQVhO3du4J5Rkngenb14zrZrM+2KbWHKc/QWi00hCkJjtAEKXncSMgcAAj11q0uq36ywZbtGQrap0IjobyVDCMbvsorPHcJx3OdbVWuWu4eTIthvezH8dDjrayFLG7BA2kAAAeUnOVfrHA0BgK15IgJbjArodr?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?+qdw9fXhBtdTlSpUSStpLOAW/D7FOxRGCO4JAGU+h41PPRglspChk?/njUrZbcWnkLRwdSm07lh/norw6d3hDVORHu2otpp0aFHZb8dOfeHQrcFYOewUfQdz31uXh1BkpE5TN31E01x173ZqK2G2/CBKUpUs4BGOeeedcf9KepkFFQrtCrNblyJZrch1oPbnUoigISlKFHIThQVxxjOlX2kLxFZrlOpNIq8tTURlwSGELX4W9RBScEBJPB5Ge2nDUnumOOWnjulZLEyX2stHm7UFZfUnr3RKMHYdIqCJ05Z2oIe3NtZ4ypY+Ij6f8AlQlVpV8XjKdmMNMVpzIWXKbMbddIxxltKtwAGABjSKpsFgcgqyeM/wC8db1v2tXLpqQpVBpMyfKCC8W2I63VtoCgCs7QSEgkAnHGdWWNMjueVDn6rJkNIugmCzKFPZ6jW3S65TpsNblSj?+SXFU2sgLBPxfIDvzqNnznK5V59bSykqqMl?+cfCcwrLq1L9f7Wnq05fUe1Lmbo9Vrsl6LEp8ueY6phkNJU0wshJQvO0hYAI4we+l5u9IjzijVLMt2WAASoQ1QVgf2o6koH5pOpw3aaKxS/dyFBPF5aSVkq45Dze4cawocS64ctt7Rn+jWUpz9vnpzjyumFTSkPRrpoDxR8UWQzU2Podq/Cc7/XWJ/p7SXfATTuoVvuhxoOobnocgulKuRkKCkJ/59NLQnh1pPAbWhSsPI45URvHf?/x66+vAa4bRIZdJ5SFNlOOPlzpxHR++ksGXTLcdqjGNweo77c1GP/lKUc/lpeqVLlUoNxaumTBkOBTgZlsKbcwFEYKVAEZIOmFqUG1HNM5SrcndtOQUnODr1um/iFSjwEoXukOJaA25yVEDt+Z19hkBO5IaPH9bbpn6UU8TOotHW+kBiE4uc8QvjYwguHP0ylI/Maje3hOBpZ78q1TjdRami263LhNwXBBbMR9TW3wEBs/CofvIJ/PWSB1h6zUdPhw?+oNfwkbf2kpTowP7edK0mQ5NnyJ6niTJeW8orbzlSlEkk?/PJOsClPlSgJDOMnjbjSBhCOFZsL2nuuMJooF5reIGcPRmVE/ljW6r2tuuEYJbfrsAKICvNT2886qXEhSCkeBlQxwcHWs61JdV8LSto25Uvnj8tFFJtC79vXqJCvh5+Laxecp9OSXnJ0ladwQeCVNhI245OQecgfPSe9Vk70hiUt0FXiBzG0qJ+Q+WMadPaLjwLdgsKpFYgJccc?/axENNtlbYz?+6jBUlJ+fHf151UcGeiYtp3xT4jjeVIPzHHGvPYm+TcuzJs0rIiVt6WtcYBLikNBTh74HOo21OoMOnXuzRHLoYjNOYTJIfwGE54K1AEoGeCe?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?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?/p681REeGqO8JJacKVJGVHG5I86VjkHGO/ONXdZt62503sizrKuWY7TJFTiP1INuqKyhJccUgK2p7+dXO3vu1g/aSDE0/GjycQXITR5uxRN/hwtDTny5Mhjl90Dhcl3V08vmzqbHm3DbFTiRJKdyH3obraCD2IKkjIIIwR3zxq4PYlqrFCviuVdxbLfiUxuG2pxJWjLjqVq49FYb/idXlcntD0WLaaqImRFqlNQhSEKlJQ43tJztT4hAx9Mar/2bfx5+1K8LFo1Ncp9RfH4g7ISHHo6FNkZbAUMcbuMEj5dtZmi6g7IeDI1P1HG2RkMKSr/mUB64uolxJkfzpcd5EAIzhbbywl5QP9oJGT/WOqNjqecStKW1kKUjOBuBHPGrUvqke4WTUJTilokMSUQG9xyVt+O4pahjtlTeMHA4PrjVWQFYQsK8FZJAWVZSRj/e7HW3OS9+71WdjDa2lv02nodRJdWlncywVAKBCgcZGNXncHSWiLipU20pKd7sZhBBy2ltahz6/P1zxqpaVcDNJfSlUd3wl4KkOKBSojsd/f5DP11dHT7qvbtSrVwV6qy0mc88j3OClta0cqK1nH9YqWSccAIHb1qSNJPCuNIHVU9XrNr9mPtutRH4wz5X2XFIyk9jlOFDP319I6p9Q2ke5m4psqOlAbWzNKJTe0JCc7XgodhzqzeqvVdmoxHWaeuOh9QDakLilK205I3c/Yfx1QR3LWpaVBRUSVFKsE/rqNgPdK7lNYvyO+UrrNj2rUGkA7j+HriOqBHouOtCQf8AgOm?+wp/T1NIui64trVWgiJSzT3VRqoJaT724lvLQdQkpXj5qIxnVSlbqW1EhQGRtOc?+undtaKb0iCShSV1uunO4fE1HYHz9N7w/5dOPVNpaSbYsWXhdP6nSI6MYQipUNxBH0LjS1j89uvpPThckp/B+oNmzlKPCF1JMZWflh8I50r+CyA45hO4nuFY1hdjpQ4EoCxkfFv76duSbfinn/AFL9VFoKqdbTNUR6LgTY0hP6ocJ1GSekfWBp0o/1aV4kDkpgOKGfuARpVCHGlhaHnUkdiFYP8NbH43Xhwi4KogDslMtYA/jpthJTl211TvG2psyW47KZfiQkEkKBUtxSjy2FrThRyMAJJwASTrn2p3bLFfRUKcwG2EoCDHznGPTI47dtdGXf0/jVNgxaLHXJDCgtBDy3GSoA+VAXkKOfRHA7ca5ouGlqh16TDacS77utTQUkABS8+bsSnvxwfTXB4Ya5tFdnLwbTrQG414VmmvMTYjMlO9QdWSkpwnJQcfFwMY+urX6Rx7iptRN4uoZq1Ibme7zYDKdqoCEkDcDnnBIUSfQnPHblZtL8dwlLimyg5WAexz/5dtdN+zX1ktC2rtYqd1z3oSKyREqUBLAdjuBIwmQORtXjCSDkEJByNPmgLPdTBJv6r9DrMNtV2gJkxmkOoAU0tDeApC+BtUc4ByR+o1W/UD2b7di1JN20eZMpjMh0u1FmmSAlL28AOEJIISVADK0jcMZBGnWDBj2+1SarasSMm1lNl5LyJJ3OFYGzegjBxuJzu9BxnW1WKpDiNpeQ8rdIWUBeCsHPZJB7DGccapu6bSkF2lmzbttGwrdmU6iUxulUyiNpipW68t5ouODxPBbWskqcUHAdvxFSsc8jSLcXs7WFeMKmXqqjXBLaU086tqX4rD8t9a9zrswFJwtKtwQkpSACBwBjUnV5VtM1mLV6lS2ZafeEstsu592Ye34S4UpGchWDk5AKR8hjJeV3voYlLb6j1uh0OPGbVNrSGW5SagEuLR7tDc5If3hSVgMheE8EcYbVCilqiufL06rVymxZUXp5RPwp2E2Y8Sh16GoylqBCllLQAUpSU7An0ICjzgZ0bbboVZnRKQxHfqVzLBmVePsW2l51w8qVsJKllWc7TgADgYOlW47hmVbqE3WaXEnzwl1LLMq5EGMuGxnClHKh+04OeMYSOOCdSqLRTVJ6Kpa94TIlSqb3iKqDKCmQhnGFBKQQEpPmPPckd++kdTQArDQtTrV04Nr0FdWkwGFOpXskOCQH1KcX/swvcpZ2DakDHGBnvrnSHRnJcd19tbgdWDwG/X+qB8vmca6w6nQKTbtgm3LegQJE4tlTkeRUEqckZ+J1ajlxa1EZKc8Hg9tctmnCElyRIlFbi1eGpDKyfE+p28fkPlq1hu8pUUo5UjTaa?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?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?+W3Sos8utBBQ4StIAIxgDkHv89dVCBC4FoWLN/Vbtcma57/AHXIMSq0yXFEyZKlLlxZEVD7QRvyMpWCPN4nfGfLwRrVj3jaVUjON17pwxDJSMTLfmLjlPfGWXfFaJ+wTrDeL0edbltTERGmJVSbnVF3wwEFXiSlpA83fCWk4z6HSuWEobKQnKz67Sgn0+nrg/nqUvLjZULGBgoJuVS+m1TQpFOvORTFKT4aU1SnOITjtgrYLmfvsTr7a6UX1BacqlDRAuNgpKg5RKk3JcAH/ukHxgeTx4elkQnVx1ftsoKUp82FclJzzjPHH66+Uz5g8iXnSoKyhSVDcnBPIJGR69tISn0StiqMVxlZarUeoMvowC3KCmnEk9shQB1obJHO5zZ896M6YIXUq/aY34DF1zXG0pADE1CZTQH9XY6FIP6alR1Fo1UbDV09MLbqBV5lSqd41NkFXzPgKCD+aNNACUEjgpFfe8NlK1oaXkcbVYwftp96hL/BbUse3VIdLqKKanITjO1yW8teD9QkJ/LGtP3TpbcEpqBFN2UmTJeS22063HmtkqVhKQU+EoDJAydx039SrVpd23tUE0C/baRIheDTBCqDz0ItCO0lraFuI8NXKCchWOc+umVyi1VUebBDZS5FwSM9yP79Y1uwn8LQnBHOfEGmaf0b6pwkOOxrXfqEdKuHaXKjz0kfMBlalY+40tTrfuSkrKKtQapEUOFCRCW0f0UBoLUtha63GirAX+p41rqXyf2iP018PuobVtUrB+Xy1i8VJ7KH66jopdw9V2R1I9pKv3bSJdvWjbsSgwp2USJAUpc6QgnhBe?/cQR3SgAaq5VIQ3TmpDDjS0L5cR4wLiMD1Tx3Oe301Y9v9HYkkwpFeuQHxkoW7T6a2VOsJKdxDzi9jLZ24PxqPPY61eocW1kSF060bNnQVU9CkOTXJpfS4kjhWUgJAx25/LXFRvY3ytXXOaSLKqJ5pAOcAjKuP+/WBCWm3mny74RSc/CDu5z21vzEBQ2obGUpwtI7EfQ+utXw46cHcXfXbjGNWj5hSiHWl2n7LPW6dUbIqfRm7KgFNymVpo0mQSVIWRkIJ9ACAoDjjjTfb?/WByosSKFOlpdkQdzaykYJ2KKSMehBH/AIGuLbcnbpjb34i5HmNlK2iyz5woEFAQMdz2yO35avRmlSrggPXbTYrsKvsEuPlJITUWUgBZQB+964xnd99ZcrBvBKsN6KSvXrnSbAqUv?+UNZelNLkpK2WAle1adpxt78g8kHhSRnvqyLM6qzOpsiVWaXVZNXVTcMxqO2wiLGo6/hU82hCCS8NxB3AgpKzndga50pUK2Iy5VKnwI8ynVlLz5kOo3POvr3FWXF5KCM7cjngdtQvSi?/q30weVQlPMyI8ZDkOVF963GWwlXkUQoeRY4845G4Dt21H4Qdj7m9VQE5E20p96oyhRrtTU5tXYrC18TYSZypCXZGVYQnjbypQBzxx2x3mY91tswoUyFXI9InRCgPue7qciRCceRe?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?+Gg9k9ucds6W7m6UyK1UF1GZeUNCD+4xFUVH9VAaRoijj8vVTh4b2SbdVwMVFtLDZUVLIWo+mAfTWhBrzkcuMvSNox5VE9jpxi9N7TiOpanz584q+IABpOPl2J+XbVvdPqRYNt05ipQrXp?+59XkeeR47x+XnXkgfQcarOcrDHWVB9D7qt16D7jU5C0ulwnHhrwTnOQpIxq7XW3vdRKoPvj7RHmKHFAJ+2QcnTRY1WpDlSisIgNpDziUJwMYJ44A1fCIlGRDSstNlOAFAJHHH2+emwYPiW5pUWXFCCNgIJ/ELk12szm2gFIlKUkgHCkLKueQcH8vyGsX47PHCVryoEJCo5ykkdztPIzrb9py0aHFqjVyUqG8y9IX4b7cVWwKXgkLKRxnjGe?/bVCSZjkEvbZ9TYwkYSXlcKzzyD9D+mqMwMUnhuWrg?/ZyPPhbJE6vwV7Vp+rKp2FzGHGinkIQUk8du/zOdaYKglKc?/CMfpqgaVW59RuSmw01qpPpcmpSW3Xl7SjII9ee2r937eD+X206Hz9Fk61oztEkbE9wcSL4FJSm23cFwVCsyqVT3n24b0Z59QKUhLSUOZVyQcDn?+Gtnp814ViW80P/AOLikj5Hw0k/465562yJn+sa4EMyHUbmGQAlZH+xTga6hodOYhU5KYoSG3CHdoHwkjsPpknWi7TzjRNkJvda51uaJ5HNAqlnGQMZwOCdUJcVEpc3plKrKmUCVPbU6JG0eIhxT4SlwKxkKAWMc+n310AttKk7VHbkHkHHpqYq?/TKC97PjNAdpdLaUwW5SJyW1B8NhaV7CRwv4fXGsXUM2HAkYJXVu6LQgjdK00uT6YlEi96E2EhzD0VYUU8A+N3H6HVgdd6o/QOmVWqMRzw5DTkQtL/qr95bIJHqOO2sFIpkWZXqI28wkCNJUpopG1QAKnQkkckb8nBJ7kdtavtOSGo/TZ5p3G1+dGb74zhRV/wDbrS0iVmS22/FUtQa6KSitCl3bdE+gIk++UhTimWnA04w8lJcKNxRzuwO3bjzHtqg611cuSp1mVMlwKU9FfJDkCVCQ9HJHGU7wVJOB3SpJ4Gr4ptCVHtN2c3MgKDbii4RKBIQhlJAA+2RzxnXKg2OkuKBSpfJHY5+2rWmxtLN9ev5pNQJbJtKakVPp7VHPeJtt1CguODK3KVJLrOf?+qfJ4+gcA1uyLDhVaN7zat5UWrLx5YsxaqfL7dgHf2az/AGXDpOTGIRlLhSRzjOCdfAivy32YqCAt9xLIIJByo4+3rrZCzHKy+pFvVulN23Bl02U3FgUCCxvdjqWwHFN+I4kLxjIUsg86TUNnG9ptwNcZEd0KTnv8J5H5aeOoV4V+3+p9fVblfmwURZKIYS2+pCFeA2lrkDyqHkPCgRrXc6jwa9hd5WPRqi5gbpkRj8PkOY9VLjbUKP8AaRqQUmcpag7UqQne2MKyQsqZUo8D6j0GvXW0EFDiFtkDhZ8yQcnPmHy?/wGm+JH6X15KksXJWbfcOQBOjJqEZPGOVt4cHp/szjXkvpPX3khdtSqRcSSSfEo1QSVqGOMsubXdx?+Ww6cUApHbYSp1rC0kFeFFCwTgfQ/PXyUFKUqcQnzHHmRz?/DW/VaJXKG+qLXKfKp7oIG2ZELZ3eoBwCePlrRAdTjwwpKQfibd7fkrTSE+019IaY1UuptJdeQsxqcs1J4g8BMdC3uR8iW0D89LNTmSKhUH5zjqyuS4p9e9AByslRBP3OnTpy8aVb1+XO6QhTFH/DGFr488xxDXp67N/8AHScFQX1fGcj+oof44Oo0cLVamTYSiqJKcYVwQpp1SDn8jzqdhdTOolN2+4XrWmUo?+FAnLKPzSSUn9NRy4jJGWlO4+qAdYVxVFOEOngc5ZGktG0Jpb66dSG1hUip0+aR/7bR4b+fuVtE/x1up9oG7QnDlp2E6r1W5a0MqP38mq+XFSVYLu0fPYdYjFUDgOAj54Ok3FG0LveiVJy7apHtO3mq2/TKawXpc1ylsuvIGQlHhbwFJGd+SpQJ5xjGNaXUq0GaVTJUt2uVB+nuv7mIrPh?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?+XotjdQ56qH8Py99aj7Da/iP6akQy4o7dh1tM0pGNy0nnV1opVy60l1SG0kZDKyf6w1CBl9asbBjPfVmT6VH8ME8Z7Z9dL0qn05rIkr2Z7K+EfrpN5BS8KDjRXVkJU8oD5FWpBylnYMK7DOvt2MzHQFtPJWgHjHP8AHWhNr6YyPKQeMaYXFK0rQqC0NSGVJCUBW5G4cYPcc/kdZojTsakw?/dJmQ05hTYPG3d3xrRjUqtXY4WaXTwtIyQt15LSM+hysgajL5iV/pjSFXFcEqCWXnEQ0xoc1mS6VYUoK2JVgJ4IyT6jU0T9x2pXER+dxoK7bSuSXGfjvR3POh1LjZCsZIPb+7VtV/r2zR2lR0RFuPPpKmg2M5J9OPrnX59z+tVXt73OcaNEm05WFeG3WWfHIKSrzJb3lvt655411dYLtMrFu026WKb4IqsRqQEPLK3khSQcFRGT3P+Q0s82TgsJjYXX6KGbPgeAW8kKTqzFQ6o+LNuTxoEYOFbDKVkLKsdycH04xpXn9IaLJSUOTZn0PiA4/h/4zq0m7godPhoZlt?+GVLwncQMn5ffWJVapSfOlpw4+QB1zeRm5DzZjdfyVKLW9Ux3H2eQtb6BVBA6SUSh1aJU470p1xh3ckLXwDjvwNOzjeQDyMj5akZ8lc1wFqNsQCfNxzrQlNvbQAsIxg?/DnOCDj88Y1q6d4hjuQUn5Ofk6hUmU7c4dyuXOtcMJ6kVUkZDsVhRH/ywn/DXS1Ek+NSIDjZylcZpec84KAdUJ1uhhF/Mv7RiTARk444UoauLp5L99sqiylKypUFpCv?+EbT/ABTrsMtm7Bid81zeK7bmSsPpaYn3D4aiFkYB5B5HGrTuOe0vow1IZylL8NoknuMgZGqpJCc5xk8jVhXWwab0Th05DhWUxWm8n1wANeVfbBv9XHdfIJ/4ux0olzXLn+gxGl1+mbVEFDi18euEq0te0q82LapMB2nszEzaqy0WnVqSOyvMCkg5HfTdQAk3DCA7oQ7n/lx/jpR9oZHiKoG/BbYkvPD6kNhI/ivXS/Zt5GG5/wA1XyovaNQjhHUkKoa?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?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?+mnd99KSQNKlwSwondjjOs5raWiXWkhimpLh3Jxj6a3VREJSMJGs7Ulole4eusciagfDjjU6jKiKpDp0htcaS6WVrHlV2V+WkyoUetwApMYN1WKvj4drv5pPf8jp2qDrctnZIjodTngqPb?/LSjVX6bAUVN1SU3gf0ed4+3OmiKzaYXlIdUEiO4URI86K4VYLXhkIP5HgflpDkRblrEySxEfWW0uqbKUIxkjg5x9c6sF6pqnPKluS3HGxkpUs?+g+nb/y1sWBLTFjmQpClBxbjmVJxncokf36lEYAVuAA9VXtH6WXnUJYjQw6hJGcq4SDntk/fWt1R6K3bEo0aJKr8J7x1hX7FYWpGB8KgDq7JFUlS2yW9waaJ3AfX/wAtREyIVNoTIaOFnhROeftqWNu02FNJFHI3Y7ouYIPRepB4uyqm3sKvOhLHKhntnPGulqHf96NMth5NNTFZSlKWG2NgCAMBIOcjAAHrqEnQ2YalLWlCG+5UvCQPuTpcrPUOh0ljxGVCQWwUYaOUbvmo/LtqZ5dIq4xsXFafiugaPctAvGN7tFmsPuNLHjx0uhTjCh3BHcY+em6MxHUk7VICQcY3ZJ/y1+e8OHVWqw7cQfltzZS1vpU28psoUTkYIxwcj56uyz+uFx0KmsM1aSKnIB8PwHVYW4MnHm7njHJzqF8VHcsdxBNBdROyIzTJQUAj76jpKkrb3JOR6fTSvR+oNJq7O55Co6zgFDnz+ihwf0Gp0TWnGxtKSk8jBzqKkhBAVLde4ahUaFPSnAWHY5Vj5YUB/E6aui8suWS1FUcqiyHWf+HO4f36xdaIInWmZKUjdT5LUlJ+hyk/9v8AhqN6KzWUx6jBS7kKUh9A+mCFf3J100TfH0w/+JXOyu8HUgP8hStQeYKTnuk4033zUQvpVFSCM7GgQD25Gk5pXOB8R7a26o85KsuWHFFSWWiUD0BSOP7teWfa+LdJC75rtdHdTXV8Eh2yjdcLJzna06QfnwNJHXCch2tUylNp3KaSuQ4nvgE8fb4dPtroSK6SQcIiuEY+W4DVKXzWBVK/Wq0VZbLimmlem1I2j8uB+utjQeMANHclaumY3jamZndGAn6KmeoU1xytNtqQptPhnwiRtC+cEpJ4PII4zzpcQrB2rRtx8/X/AD0yt31ccRT0VT7VRphdUsQJ7SZEcAnOUoWDs+6cfrraUvpzcDI95hzLXnd0uxz75BX92lkON/8ACtX29NdfC0NYFyOpZBycp8vqUq7UKG1WPsR2/XTl06aW2q6qijAES2pKUk/uuOuNND8yFq1qHpvcMuM7LttMe4o0cbnVUhwvuND5rYIDyf8Al+fOtu2S5E6dXpMBAVLkU6mJxySoOLeWCO44aHGpxZWcUsxJUyC6iREffYfaVuQ40rCkKHYhXCh+R05tdVK9U2yxdceDcqEp2JVUo4feQBjy+Lw8B9AvSMhYXtUAs5GTjkD/AB1tAtOsEKQlaT3Uecfn6d9PshAaFZFGuDppOCwRWbTmEDzRHBPi+hyWl7HEj6Bau+vKxaNzXY82miXPR7kLS1KYTFmCPJOQP9g8EKUrjPl3dzydVmHCl5RTgbedpTuA/I86+2HSp8F1xawpWSEqyST8wrvpd1ptEKVr9Fr1vS/cbops6nSldm6hGUytWO+0kDI+o1oQIz1Rnw6S20pxcyQ2w2kLC9xUsJAGfqdMVN6oXtSIiqUi4n5FNVlJp84h+OrgDHhOhTeOOwA02dNLhty5b3hSK5YNEYVR23q0ahTQuIpv3VtTwKkJJaUCpCRgITjIPppHUUtlLPVWdEmdRK4UpAZjyBBZUCRhDCEspA4x8LY0tIYjnkPLTkfQ6ap9J6a3FKcqNHvus0d19anXY1agB5BWo5OH2CTjn/1WeNeR+kt1VBey2KtblwrXwlmFVG0vH7NO7F/w00NCS6St4IICkPHBH7zetaQ2vnzo+/I/w0y1jpb1YttpS630vuSI0gZ8dVKf8LHzLiUlGPz0lu1FYUppTqApBKVI38pI7gjTS0+ieCF6pt08pcGfvr48GR/6z/6tYlSFFOQAR8wnOsRloUchxKfoOdNoosL9k41s0yh1h2ow5C6mmG2uCyltfhoiOBWHzuWTlY3ISvBySngjONM1GqlozWo8qgSkvx2UregOrhq3+I2NgWFrwnylQSQkk4I55Gvx5X7VftErkmWesVzeMQlJUJhGQnOMjt6nRJ9qv2ipjnjS+sl0PLwBlc1SsDkYHy7+muTH2elr3x9V0B1Zh/tXd3XAmnzVVR1UAvtqdcCY8XCkA8KKlg+ZZ7kgD5c65Rr1ajNlUiWgIDiiQken05/w1TVW6wdTa68p+sXxV5a1DBU7IKuPlqAkXJW5Kip+qyXCTklSydXcXSHQ+84FRTakx/RqtJysOVepR6et5caK44EKU1xwewHpknVl270fhX4+i0aOpqmrMpvxKm?/kNRUDO91Rz5iAeB6qIA765eFdqoIUJ7wIIIIUcgjsdTNP6ndQKUHE0676nGDowvw3incPkdaYxg0U1UPaCXWV+wPs70LoXZdnwjQEUe4Z1IQ2zJLkhT63nEd3SlZPhndlQA7flp16n+0E7c8IWpaMNMWM4nbLdSUqSpHbaj5HuPt9SDr8WaV1t6rUJgxqLfdWgtq?+JMd3YFffA5/PW2j2g+tSDuR1LrqT3yJJ1G7FeRTSpmZMTTbgv1joUUxkhajgBIA/8frrZnVPDm0LwB9dfk0PaT67pTtT1TuAD/4o6+D7RvXM8q6o18n/AOKOoRp7/wDJWDqLCfdX6py6rjIHJ1B1BQlHzDA9dfmMfaJ63K5PU2vH/wDtHWI+0B1pJ3f6yq7nv/6SdH3e7u5IdQYOgX6TzoZbAW0PJj0HOl2pOOM4KXinvxxz+uvz8/8AxCdayMHqZXsf/EnWo?/1u6tSTl/qBWHD9ZB1IMEjuj7xHou8JNbksJWtcxAQfhSUgnSHVKyatLcaVIX4QSQrb2UfprkF3qz1Ie/pLzqivu+daw6k30kEC6J+D3/aakGIfVR+3C+i7Csmz61V1+4yYbseO0yp1Dr6SlMjAyltJ9VEc/bXR3TGf0+etObUrktentfhkhEZ9xRaQFLWMpShJwSdqVZx9PmNfmEvrX1Weie4OX/WTHwB4fvJxgdtabvVXqG8ymMu8aoWUHchsvnaD8wO2frpRin1TXZxPRdU9SbwqN316fG6Y23NhW+hbjaW0veGoKUfjU6e5IxhIGBnVWQ6dPgNq?/Gq26tLhU3JRJlFXl4wBk+U59fXVRvdSb7kIDL121QtJPCQ+QB+mtKVd1xzUbJVXkujO7Kl5JOp4oWt95V35Lz0KtmpUukSo6aYxczqIwUXVKSPHcJJBxkdgORjUe?+KdDYxDq4fwolxtYAKsdhjjGqs?/G6rwff3gR9dY01OelZdTLdCyclQOldE3sk8d3dWfTZzjzJXIQptmMooCgjG8fRJ5I+vGvIdfXKqsnDfhtIbPhpIyVEYOc9s8emq4Fw1lKVpTU5GHBheV8EfLGsIqtQBymY6Ce5zpphBFIExtdk2vIVJhMuEnK0pIH5adKdMkxh?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?+/VOqvPyTwpw4BV98AZ1pKq1RUMKmOn7q03cEu0pvcSoDe2s/UE4J+uDpusd1ykWje9dSUoW5TmKU2SMcyngHAD9Wm3RqoBU6gO0twfnrabuWuswHqW3VZCYkh1D7rIV5VuJBCVEfMBRx9zpt2lDUyeIrdvOSoepOdffvGE4UUDHbIP+ek0VGcD/AOlOfrr6/E547S3f10WlpWRR79vKgqDlCu?+rU8o7eBOdQn7bQcamJHXTqjLSE1C85k/HYTUIkAfk4k6p81Oee8pZ+518/iE095C9G4puxWkvqveDi?/Ecdo6lfM0KGT+pa19o6u3+hO1mrwm0+iU0uIkD8g3qqffpWciQv9de/iEz/wBpXo3uRsC19GjRpqejRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhC//Z" width="303px" alt="ultrasonic leak detector"> RTTM LDS use mathematical fashions of the circulate inside a pipeline using primary bodily legal guidelines such as conservation of mass, conservation of momentum, and conservation of power. RTTM methods could be seen as an enhancement of balancing strategies as they moreover use the conservation precept of momentum and power. An RTTM makes it potential to calculate mass circulate, stress, density and temperature at each level alongside the pipeline in real-time with the help of mathematical algorithms. Using RTTM expertise, leaks could be detected throughout steady-state and transient situations. With proper functioning instrumentation, leak charges may be functionally estimated utilizing available formulas. Leakage prognosis is of nice significance for sustaining the traditional operation of pipelines.

h3>Leak Detection Systems</h3> Since 1982, PCMag has examined and rated 1000's of products that can help you make higher buying selections.See how we take a look at. These residuals are near zero if there isn't any leak; in any other case the residuals present a characteristic signature. This module analyses their temporal behaviour by extracting and evaluating the leak signature with leak signatures in a database ("fingerprint").

div style="text-align:center"> <iframe width="563" height="318" src="https://www.youtube.com/embed/2vh-69I7qI4" frameborder="0" alt="Leak Detection" allowfullscreen></iframe></div> You can even add 6.5-foot sensing cable extensions ($20 each) up to a complete length of 500 toes. Below, you’ll find the details on the most effective professionally put in water leak detector system and one of the best DIY model from our tests. For the results of all the fashions, see our water leak detector system scores. Modern long-distance pipelines are operated primarily routinely by computer systems at the headquarters of the pipeline firm. The computers monitor the pressure, move rates, and other parameters at varied locations along the pipe, performs many on-line computations, and sends commands to the sphere to regulate the operation of the valves and pumps.


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Last-modified: 2023-10-04 (水) 15:02:45 (218d)