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ul> <li>Having said that, as soon as once more it failed to acknowledge the cultural variations in between undertaking business in the US and in Germany.</li> <li>URL structure is vital because it helps the search engines to have an understanding of relative importance and adds a useful relevancy metric to the provided page.</li> <li>Google Analytics Specialists in utilising Google Analytics for our consumers enabling them to grasp a deep understanding about their userbase and achieve their company objectives.</li> <li>LinkedIn? Marketing Target organizations and specialists like no other platform can supply.</li></ul> Soil moisture of shallower depth (i.e., 5 cm) generally shows extra clear responses to precipitation than at deeper depths (i.e., 15 cm) at all soil moisture stations. This response is far more pronounced in the meadow than in the farmland . On the other hand, soil moisture of deeper depths in the farmland typically reveal a higher responsiveness to rainfall than equivalent depths in the meadow. The shallower depths of SM2 and SM3 at the toeslope depict a similar reaction pattern to SM6 in footslope suggesting the extension of linkage between toeslope and footslope in the course of precipitation events. On average, SM1 and SM3 show the lowest (8 ± 4.three%, imply ± typical deviation, for 5 cm depth, 14 ± 4.six% for 15 cm depth) and highest (29.four ± 11%, 24.three ± 6.eight%) soil moisture among the SM stations, respectively. The architecture that we used in this study consists of an input layer with as several neurons as input characteristics, one LSTM layer, a dropout layer and a totally connected dense layer with a single unit for the output function. The winter period (10th December 2018?11th April 2019) was excluded from the information set simply because the WATER did not sample in the course of this period due to the freezing weather circumstances. When gaps occurred over small timescales due to faulty sensors or gear upkeep, we applied linear interpolation to estimate the missing values. The proportions of observations, which have been gap filled through linear interpolation, accounted for at most three% of total length of the time series for each of the attributes. https://seohero.uk/ split the observations of all the attributes into train (70%, 1,700 observations), validation (15%, 365 observations) and test (15%, 365 observations) sets, when preserving the temporal order of the observations. The train set was made use of to find out the internal parameters (i.e., weights and bias) of the model. The validation set was applied to optimize the hyperparameter, and the test set was applied to evaluate the generalization capability of the model.

h2>Sitecore Websites</h2> This is very valuable in practice for the reason that measurements of these tracers are still significantly less expensive than steady isotopes of water and can be continuously carried out with fairly minor upkeep. We investigated the impact of input functions and sequence length on the prediction functionality of the optimized LSTM model. Figure eight shows the heatmaps of the prediction performance using four statistical metrics for the combination of seven input feature scenarios and nine sequence lengths at the stream and groundwater sampling sites . It is apparent that making use of the meteorological information and catchment wetness situations alone as the input characteristics does not lead to a superior prediction performance. While working with meteorological and catchment wetness data collectively slightly decreases prediction errors for some cases, but the efficiency is not satisfying. For these scenarios, the NSE values are mainly close to to zero and even negative. Alternatively of flooding your content material with multitudes of variations on these words and phrases, we take the time to investigate which ones actually yield the greatest results. In the end, we select 5 to 20 of the most potent key phrases for you based upon which of our Search engine optimization packages you have selected. Additional than ever prior to, the content material of a page is what makes it worthy of a search outcome position. Optimizing a internet site for very best search engine indexing requires lots of components. As a leading Search engine marketing organization, our Search engine optimization professionals possess the talent and innate understanding necessary to obtain maximum optimization with the right use of components like title tags, H1 tags, keyword density, permalinks and a lot a lot more. Probably 1 of the simplest approaches is to search Google.de for “Google Adwords Betreuung“. You will be presented with pages and pages of agencies primarily based in Germany that present Pay-Per-Click services. If you’re not fluent in German, appear for web sites with an English-language version of their internet site.

div style="text-align:center"> <iframe width="560" height="312" src="https://www.youtube.com/embed/wsUMTzQnXks" frameborder="0" alt="seo tyskland" allowfullscreen></iframe></div> We do not believe in spamming irrespective of whether it is with web marketing content material or hyperlink building or any other on-line marketing associated service. Our group performs genuinely and requires your audiences seriously and does nothing at all that can ruin the image of your brand. The assistance of Search Engine Optimization specialists is vital for any internet site, in case you want to increase its on the internet visibility. If your enterprise is in Germany and you are running your own web page, you undoubtedly need to have to establish yourself on the nearby market with the aid of some high-quality Seo solutions.

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rUTWn5ptrbiGjK7hQb51bJSkn7xJ2wMkEpB3Iy6x7PfEmz28T3NJTHmPAD3LZcUFKGQCEgnIx4h5Z8q6IIgQoNmiwmojCorRSttHKFIQAeYJyodc4OPI528q2rdwhSkIaeaekOuk4DYxynyB6/Ek+9VaXbAMk3A1S8VtLRkLlLerfMtvOxLjrbU2cHI6fE9OvvSIu3OslOeu1dZeIPD/AEVrC0Ktd+0tFkxEjvUpU4W0hWPvfoykk7+vU+1Qu4j9kW/lxqZoRtuRGcdSypvvjzFWSpakhfRCRt1VsnJOVACwW+9QVo10TCsiljGFFBcJSj0zQmB6itlMBiS3orhSFsuKaWARgKSSD+6rH1lI6kfOpsYOqg3PkBwFYTAH7NXPqiR+r+dVVNSPMfOrK7gMfeHzrOgWv8Qq+lhKeor2lpvrzAGtcu5ADYg/jWO5dN85/Otd4LdsEjuKUCHW04GOlXg?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?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?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?+e0t2cL3aLkriFYIynoT6R9rNpQSph0YAf2/UUAM+hGeivC1NhtAaS2SjcAZNdWZtva7tSX4yFJWkpORkEHYgj3G1Rd45dmdEVqRq?/hjBPdBJdl2lsZOfNTI//T5elWqyXzeAp6k4I4FQ9VQt3zM3mozvSkxWdxsnapLdj7Vf2alMezy5Dku6Tnky4qYqC2ptptJSS8TkEBWyQPU1Dy+3taStBzzZ3GN8+h96nB2MYEDT/Z5lalStTl11DMnSWkMp5lpQyQwkHJxusf8AaG3nUhtG8Ch8SAtbbmWqDG8hlK/jLrvVt6ujmnNDy7wpENaxKbtKE96vBR4QSDgkL2OR900j9Q2e+Oxn4D8bUMR2NGEnkucsSW1ADJHedUr9U9DW54C6pSnXy13ayzRGcS+zIlTEBlTKioKCMHZaTuN98ppYcetWxrShtFtaadYUlQaCfucqgQeny?/CqCwujIjwrQ6IudvBRqukRT8RRleA8hOAdknH5D2pBxr3JtMaR3jTUqOUFttH3RkkJ5ifM8qldfI496V9yu5kvLYUnIJwc9CDtWsbtkq368tFgftENxu6QUyGFSU9600lxxbYJb5gCoqG2QceLI8xPUxLNSEzqYhM4Nzg8E8nZlluWqZIccuKJTSGnHWELwnu1d3zd2nz3PTPrnzqH3aPc07J4z6juWlLk1MttwfTLbLZOGlrQC41g7gpXzDl2x06CpDx51n0no7Vd3kTFRoCrcnui2rBbkusoV3bYJ6hwqwOuEnOcE1Da53GTd7lJusxSVSJjy33VJSACtRJUcDYbk9Kt9spRGOm/UFUbg4iUx9ix8CggVXGaqrcVLEZUflWFb5qwetZKxirKxkVhKMOVjK2zXkE+de1dMVbIOc4pPCcBXUrAxWS076GsIHBq6hXlW4PJavblbVpwnrmpMdh?/g6niPxNGprmwFWrTiRIIIylb5+519Bk/KovMrIxgZPkK6tdjnRkThZwdtxnRgbpex9flbbp5vupJ9k4HzqIvtaKOlODhztB/NbUFI6ecEDgn7VBSjZtICR0x0rHcTnLbuwHQ1VvUsB5zu1Ncij0zVyWW3UBaFAg77VzMnKtZY5nvBNRr2c41NkstrKQ0wTgVzf7W7DLfFVchtWVyITS1j0O9dB+K01UaapCD4JCeQq9K5rdoW/G/8VLu6D4IhTFT8EjP7zV42bbiJ3eoW4gFzD4ps1CvOBVT1oqy4TDRamiiioNTaKoQetVorBGULzW/0Dr3VPC/WVo4gaJuht17sUtEyHIAyAtP6qh0UhQylSTsQSPOtCRgVTJGwPWknNHArPBfRn2aOP2me0jwitHE3TpbadkJMa6QUuc6oE5AHesq89iQpJPVCkq6EU6hO2a4M9gDtYudmLi221qSbIOh9UqbhXtoBSxFOcNS0oHUoJPNgcxQVYyQAe70WXHmxWZkKQ0/HfQHGnW1BSFpO6SkjYgjfNVurgNPJgcE4ad4LxcoEe6QJFtltpcjymlMvIPRSFDCh8jXB/iVpGZoHiDqPRU9BDtkukmFnl5QtKHFBKwPRScKHsRXedW/Uee9coPpI9Dp0x2g1ajZZCGdUWxiarHm62O5Wfk2j+5qqbRQb0DZB8J/ddk9DF09Wu0tE46SsyPFuv7EqKdZ9n5TKIyAVoVj5VgqGDjGK2FmSkyTuMjlIyP52D+WapMh6hXqWiH9oYO9bRKypXN+1GGK9rUA4pPXDGTVEpKU8/KORDnIPVSTt+/HyoQgFYXzDGSwrP5f1Uw71bQXDisS6To9rtztzlr5WmYhUvyzjYD45OKj1drxLvlyk3WevmekL5vYDoB+AwKW/GDUxUY2moqz/i6cywD1OfCk?/Lm/EelNohZG2a67sVaTR03rcg6z/oOXz4/JeMfTpth7bugs1K7MUHvdhk0z/t4eOVmAAiqKRVG1A1fG4q/N1Xn8ndOEpeEDKnuKWk20bn7Ziq6eSXUk/kKnHGQVaYK53Oq2zZ0xKmckN7TFeJW24I5vwRUIeE6AeJmmEqBSF3SOjKM5JUsDH54qZetrlZdI8PbPabjPegtSTdW0OcwK2sSVeIglJURnG25ycA0xrY+lIZzSsMvRneSf1HZntPaubu6NHRmosaKEMcrmeRROS4DtgknO1PzwB42s391jSOoppTe22itlThx9aaB8j05wOo6kb+uEjZ9Nz9W8JbYsSRKltxAy1IUD+l7olBVvv4gnIppdX8LOIOnYQ4g2q2zE2+zqyZzauRbKgebnHngdCRUTTQNqZTTynDuSl5HtbCJGcF0PjyotwZDZGc+2DQ9Zu6IcTkI9B/fao2dnHtL2riA+zo7VEtuFqRhvwKwEtzwOqkfz?/MoHxTncCUJuKBaJUhxX8g0pWPXAzUbU0UsMnRuGD+aranPTuDGa50+ah72oOyPaNdC4a94dvQ7XeYTan7lFWe7jTB+0Mfcd369FZ3x1qz2J4t403oi92nW6FsQtPz?/rYdjPMyFpYWgqdb5cq7pQW3uFpSRz5x1p+W5baGXFy+QsqSpbylnw4zkqPtt+6kZpTX1tv3EyPZ4U7vDO75t3lRhBSGlYHKOv3R13+Gwq619qlitr2TSZ3QCO3I4q8TbBso4pK5smCxpJ/mmr4gdqHhzrWXKsuktK65gTe+aajTxC+vMSFYX3qQGkk5BCAAPIn0pZ6yjqj8P7O5NX3smQ8+nccpCQwCTykkpHQ4JO5NODrm2WyytJlXtMWOppZLTLSO7SB1IA9SetRz4k8QXL0lq0xHwoxUu4A3CVLwCB5YCQBVKawTOAjHBVRsm4cNSPEhtL7RcOzqsg?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?/s1OGNQwrXHgm3oooquK4IooooQiqKFVorBGULz/VXXD6KXtdr1tp0dm7X9zSu96eYLunJDqgFzLendUYknxLZ3IPm3gY8BJ5IEHNbnRmsdRcP9W2nW+k7g5b71YpjU6DJb2KXUKBGfUHGCDsQSCME00qqcTxlp4rdrt0r6bRg9DmoT/Sj8PReOFun+IkRgqe01cvqsgjoI0kYKj64dQ0B/TNPx2Ve0VpntNcILTxGsa22ZykCLereFZXBnoA7xs+qT95CvNCknY5A2vaR0SeI3BDWWk2me9fl2p1yOkJyS82O8bwD58yBiqdX05mhfC7jhWjZW5eyLzTVmcBrhnwOh?+hXDw9a2lj5+8d5ABkAqV6D0HpmtWdgMY3HlW7srfLEccH3nDygfht+Zrl853WL3baWCWpaRwGv0WeOUhKUgJSfuD/9jWs1FeIlgscq6SFBLcYcwz1dd/VT75OPl6CtipQDiylQAaaCd?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?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?+JWKvLoW9IMO0z2d6jZ442yuEJJbk4J0JHLI5HzTMdg3tXT+y/xeju3eSteidSrbg3+MpRw0jJ7uW2P221HJ28SCsdcEd5osqHdIDM2FIbkRZTSXWnUKCkuNqTlKgR1BBBz51xdh9m3s26v4k3TVelDf2uEehdOahk38JkEXGfOtS221KZcWopbQ79diPI2+6laSATkTu7I/GLh9pGfpPs4WzUd5ctt+0XbdYaHRf3kOTW4EhnvF25x1GErWyPEgAfyYUASGxTGtDJTvx+aGZHFc9u0VoBvhjxs1loqKwlmJBurzkJtKSkIiunvGUj1CULSnP8ANPwpLWhYbhpK0n75KMfrn+wYqWH0n2iEWTi3p/XEdsJZ1Nai2pQ6l+KsBft9x1qon29I7lp4K5VBKmyr0PUEfnXIbvAIJ3x9692+jq6G62mmrM6lgB8R1T9RlazWWom9NWCROCgp5aghtONlOnoPcDqfhjz2j04VvuqfdUVrcJUoq6knrSw4kanVfbwmEwQIluy0gA5CnP11/idvw96SQ/dXTNk7T7OpN+Qdd+p7hyC8vemPbT+lF8MEDswQZa3sJ+I9+ugP3XhLYz0q6lqvSUjNXm0b1bmLjz3kKrEfJwBnNKOx2lTiwpSdj5YrGtVtU66lRGRtil3a4aYoSpSaeM0TYAynBW505pybcgpi1RVvOpbK1JQnJSMgZ+ZA/EU8Giez9q7SnETT8fU3dNsynWZSpHeZYQpbfeJQVdArGB8fbemjtutLjpSWuXbJ70ZTrKo73dq5e8ZUQVIPscD5CpPac478Jb3oq38NbdfIUaLOlB+U9enlR5MZasjZSfCo5A8STggDwjOKb1PSNIcBkLL8NO6nA4mT3Y2iZdwgTUMm38r6HE4V3TjSgpJP/sR5GmE4n6iv3EDSN04g3i+22LJjTGpEV+G2gPtzWkOrb7tKVc7I5UFPMkY8W/TfMuGrmbDpXWGk7rqO1XF2U4EW+a1cEOtqbIUFKUs4zsU7AdRTDaw1+zcNKw9GW1iEfqaSHJrPNh5XmvfqTsM9MDHqaf0MsYpHUrowTvbzXY1A5jzwmFVE41DZw/QDBHb2HyXTvRHHq9xext/HbqRhf2vA0+86n6yOT63MQC2wr+i66W9/52ajzYrC1o/Q6dQaylqMmQ2q7XaY+rDsmW6O8cWs+ZKjy/AAeQFODxi1bYdY9kXh9adONts23WF1sFoU22oYabDiVOoGP2FNYPwqNfbS4iSn3rdoa0uKEMArmuIOErWPuoGPLBpK0NbC2WoI1z+Bdc2DPqUM9ycN4taAPP8A/Ao78eOOV44kXhy3Q3VRrGwopZZQogLAPU0hLVpt3vosmSOVtwocQAOuRkVpJrRVM7pIOSvlT86dCxMfU7fGjvDveQJCuboCBtSDnGZ5c5Uq93WorZjPO7LnE/gWk0tKclwnzJUpbqJCitZO++MH8jSgXaL9qy8W2128zbjOmKYtkTvHlOr5AQhplPMfCkEgAZAAx0rUtW9+zX59CW8w52XG1/q83mKk/wBivRqbxr?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?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?/Re9ngIXxYYslolLRzoizr/dZUpxH7SYrb6lqHuEfvrU3mBp4EpL1Bzjklcj2ZoO4UPfeslMpJ3Ch867D8FOG30YfGh4QuEVi0BqCYhBcMJyO6iZyjqosSgHce5TWh418Xvo6eyrrORw91Xwch/b8NhmQuJa9Jx3vA6nmQQ4vkQdj+1WW36IcGFJutW9xKgNwb4n3F6x6d4b3KYV263a3hXKGhS/5MvMvNuIA9OZLah7lXrWRx4SudepCxHddSrKkhKSo+xHyqZug?/pC+xRqPWdh0doPs+XdEy83SJAakL0/BZRHcddS2h1ZQ4ogJ58kjcAHFL7tVdurR3ZZ4sQuErHAORqa63C1x7pFegutt94l1x1sICA2pZILKulJuvzd0tbHxOePNXWyXgWi2yW8t3t85BzwA7lx3sGhNWX7UoTbdI3ichCis/V7e87j0+6k08Vq4KcZLg1yReDmvJCVHCe50xOX+YaqcDP0tErS12tx4rdl3VGk9P3B1LSZzilgpQT4lJQ40gOcoyeVJzttTwdvHtga07N3CDRXFXg5bdM32JqyehhL90jvPMqYdiqfZcb7p1s+JKfM9DTP2s4HRqrNTRtqZOkJwuddr7JPaSvbRYb4G6tCc+EyIBj5H/1ikgiph9k/sxcX+HHDl2DqTQky23WdcZEp5l+QwtSW+VCG90LIxyozjP6x9afXsw9tvQfG7s6zuNGqpcKxztHRHFavht8xTDcbbKy40glSy24AS2CSScoySN4l9i7t98du0N2zU6W1PqvutDXhu5PW7T6YMVKYqEoKmEF5LYdWpKRuSs5OfLAG8N8lgdvsaM96f2WU2Sp9ah6zsY14apc8dOxrx64sXvTbVsstsat9u7lEuRInobXyc7nPgDPNypKCB6k+9OVe+yfxbN5guacvFvatzCUNvNTJPMFJTjPKlLfh6Y3JpzO3Txte4BdmHWWtbZKVHvsyL9jWZaFBK0TZR7pLqMgjmaSVvAHr3WKht9HB2guK+gONT/Z77Rt8vLsrX1qh6h03IvMlx5SnXI4eShK1kgBxnmGM4DjJR97Y4df60v32uxz0/mrOzbO5xSGSMtGc6Y0181It7sSwY8p27IuFtttwlNgS7rIfdkvSXObmWFhRSkIz0SkgeEeQxWq1p2Ar1rRdikp4mQ4rlnuTVwS4q2F0LSncpSErTurCdyTWs+mGjXVzsqW+7WmZIjfZWr4MiQtlxSCppceUzynlPTmdQd?/QU1v0b/bX1DY3rJ2Yu0U5Lhyp0KNL0XeLir?/KIj7SXI8Zxaj4gpCwWlknbwHBApFl5rWN3A/TOUwm2juVRC6CSTLXHJ8jnidUu53Yx4Waw1tcdfz+1VY5R0bbym7sW9qKEWpsqcPePq?+sK7lOG1jxgfyajnY154b9hPsscXTer7w/7RN61TGTN5Zn8H7hbnWozhAUEZ7lzGxyD7Hrg0i/o21RrP2ye1FoB5tPdv3aY6GHE+FbTF0kt9D1GJCfwNJjipprU30X/aha436BtLtw4Oa+dXGulqjqI+qLUSpTAB8IUhRLjJJwU86NsZrSa7VlQ3ckfkeAUZU1k9ZkzOzk58yMJzdS9n3sD8L+LVk4G6l1Vra7a61B9XVDtLLjkhxQfWpKC4qOwltr7ilHmKSEALOEkEuprb6O/sw27ReobpbNCTZF1j2qY7Edk3qY5yvBpakHk7zkOFY/V8qZr6NXhrqPjLxQ1527OJttUmdqafJh6bD4J5GzhDrref1UISmMgjyQ4kYGc9FLlETNt0qAsDlkMraPwUkj?+um8dZPG4EPKYyRMe3DhlfNktCkKKFdU7GrKs7Y9azZ7Sm5chCklJbdUgpIwQQSOlYZTnYjPt610rO80HtVUOjiApbdjLhu9F09duLbVji3K6odMKzok/wAm3yjxufEk49uWn94Ydp6ddtaucNuJ9ib0/dwrkiyEbMvHyAJ8zWg7I8uPauAbMmUWiIanF8h8HUknOfx3pJdoC1xddWRriPpdtoSrT4lPRXQrYHIzjfIIGDXOrhL63WSCXhnAPZ2K2U8IipmlnE6+KmNJLcpJZk4wBsoedJuZLMRSmXslsnCTSd4N61HELhJYtVKUVynI4Q+Qd+8TsrP4ir+oboWoroUMlIyCfWoVsR3t13EJ82Tq6cEl9XXtbil26EvdYPMQegqKfa4lqjaUs1v8npKlH3wKkRGWuSZk10knHKnP51Hntexw5pWxydsolLQflV4sMQjaccVCXF5UU817SrFWs4oCverFlReFlIdI86ud971iJXXrnrO8kjHqtJRRRUGp9VBxn3GKBgDBANUooQq5GN856bHH5VQgH4elFFCFX4Z653OaoRkb7+5FFFCFUnNABUcDy3o2wfhtW+0hpO8aqvtusVjguT7pdJDcOFFbwC884rCU+2+NzsOprGQ0ZKzjOilp9GN2bHeKfGAcUdS23vdM6CcamIDicok3P70dsevIAXVehDYP3xSN7aVv1b2fu1hrO8aJu82zpn3ZVybVEfU2Qp8B7OQQRkrJGPfFdcezbwPhdn7hJp7hza1NLkQ2O+uM9Ce7TNnL3ed38irZIO4QkCoS/Sz8LhI15YdXNJSlrUdnVE5sfclRXM8yj7ofbHwQap91rAJGyvGWA4I7jp9OKuGyVJJXVElFA7dlcwlh/wBTesB5gEeaa3gp9KJxX062xZNdOw9RRmuVA+0B3bxTsMCQgAqPu4FE+ZqbfC7t68DOIKG4t/mydI3NYT+juYCoyycfckIynH9MIPsa4cpiLbkKjPNhK0KKSkjoQcEUutLzbva2ghMguRyclpZyB8PStqi1VLG9JQvBH6Tr8inFHe7LXv8AVr9AWOP+JF1SDzLme6e/dAPcV9ClrutrvkNFysdwjT4bu7b8d5Ljah7KSSKyt81w94d8aNbcP7gJ+g9ZXOwTFEFTTEgpZd9ApByhwb9FA1LTht9JNrK1OMxOJ+k4d7ibJcl24/V5KR5q5DltZ9soyfMVD+2G08nQ1jDG75qen9GlTV0/rtgnZUxdxw4eIPPu49y6HUU0PDntX8CeJyGWrJriNBnvco+z7oBEfCjjwjmPKs5OPCo58s072QQCnoRkVKxTxzt3o3ZCoNdbay2SGGsicxw5EYVOKWuP4t+EWq+Indd4dN2CZdgjBPMWGFOAY/3a5m/R+dmbQPajtetO1f2m0yNazV3iSw1ClyHVNBbbaXXXVoQoFzAcSlCCeQAHwnbHUW/actutNEXLSV5Rzwb3bX7fJHq062pCvyNcqOFmre0n9GNqnVHDjV/BW5a/4bXaaqRDm24L7sjZAeQ6ltaAVNhIW04EnKeoxvgpinE4Mcd/oweGvaBh6i4J6R1CzqvU7jGnIgYtzwgw3JDyUKcbRJcAZKiUJUpA2SkhIHOvmb7t8alY4Q/SO6N4kHQi9Yf8hw5SrGlHMbieWQwEAci8nYH7p+7Wqn27ih22eO/DLUHBrslt8LtL6FurU16e7ETEYeQJDTqnHVpZbSogM+FCAs5Ud99nn+kI4T9oV7tZ8L+O/AzhdcNWvaUtDC1pjs87IkMTHnAhwgpOFJdHQ9KEZSm4IdsjiTxF4m6Y0ux2GZ2k7Bdp7caXenIDgEJo5w4cMIAAONydqaP6TLVEjhB26eB/Glm3ybh9lW2AtcOMR3spuLcn1uNI6+JaHygHHUinDXxi+l41ByLtPAPSVnQTkiR3IOPT9LIGKV/bC7LXHDj5xK4E8TNJwrI3K0SluXqFM6elnung/GeKGwkK5923Rtt033oRhRT7UvbN1t24omney9pHgMvS16vt7jSGTfJ478rSlfJyFxtsNAgqJVuSAUgEmnv?+kz4VSeH/ANHzw00KJgmL0BdLDBkSsH9KGbdIiqUnPQFakkDyFPT25+xZYe0pFsustLart?+juIWmnG/qF5kKKG3YwcCi26pHiBQSVtqAJCsjYKJFnjloW08cey63wG419o/Qdt1YXITky/wAVxtbby4zqVd59WW8gha0gpVhWASSBjwjUva3iUsynmlPUYT4AqEfE7sO8TbxbeF+vuzsmVB0tx6sVjjaogwlcke1yJDMeQtbzacf4qVJU7hOQlTakjHMhJW0bhXpvs6fSn8ItA6OQqPaP4PRIoUoAKfP1CSypxWP1luNcyvcny2qcXC/i72e+CPCnSXDS4cd9M3MaVs8WzpmJkISp9LDaW0q7tClcuQBtk0z3Eu99iTWvaK0t2l7zxpknUWkYjEWFGt6FrjOJadeWCsBoqUT36knB6AUi6rp2e88DzH3UlDs?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?/R7s3iH2OOGkK/2eZap8SBJivRJkdTDrfdzH0AqQoAjKUhQyNwQfOpDFRUenxrlRb?+3F2l5d7hqk69j/VlSGw6wzaoyApJVgjmKCR86nRF1zqS4QG5j15lIDjYUAOVBHnvygb09orpT17HPgOccdFU9rdhbxsVJFHdmgdJndwQ7OMZ4cOIXNzWnYP11cdf6qmLv9tgw375cHYyeVSyGTIWUZ6b8uK1kbsGXu33KNMvWsYD9pbPPJSykpdUkfqjJ2z0qfGobxaS86pwh+S4tSl8pyVEncqPr603GppdijMvTrwos29Iw8kKyMHbpVi?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?/8rvFi9Klpv7BQ7TQtaT8WMsPeQRlp79R4Lo8z9KVxRYtEeKzw40wZraOV2Q67IU2tXqGwoFI9uY1iK+ko4+3htS4lo0hAweX9HBfVj?/rPGoVwbhCucYSYElt5onHMk9D6EeR9jSlsByw6CrHi6f3+FVOsutxhaQ55Dh8/wBl1Sw+j3ZCvma5tKx7XZIOSQeemuMKZ+huP3bs4wtSJOhSxJiR3ORclm0sMsoXjPJzuHcj0GSM71gQtcduzV+v7lw4VxBlWW92uEq4TGHzDjNsxwUguc?/IdhzpOQemT5Vu7Zp+/wCv+A3CdrhnbbpetO2N19nWVkss5MaYuV3gIcPiTnPiKdzyhY+IXGl9GaO0N2j7famolwijV+gJJvdvuV3+uzWXyo8zbrpWrfu0ISCDjwnFSDGzyhhfK7BLcnOhyOWByPeqZVz2i3GqbT0EAc0S7jOj3ntMTsZky?/4mguA3ANW4cdUyHFlntc6N0sjV+oONl1utlckfVHpth1IotsvHB5FlkpwenzA860kThbxx1zwLufG6XxL1FcoEF10fZsq8ynnn4jSgl6SnmcI5UK5sj/ZqPoKW2u73w7vPZcVb?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?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?/cHArxebprDiU1YdN3nUNnSjTFuRbbbDW6mP3TA32GPGo9Srck0uynqGltU2keNCPdIGScnUjszp34TG42iojpZrdcLpEIpJGOMjnbz8Mjw0FrSMuDg3UEDq73PCfPhvwsvXDXXPHbhE2hyep3Ql0+zQ2jmVMRlCo6gAN1FJxgD7xIFRmv2h9a6VjtS9T6PvdoYfVyNOT7e9HS4rGcJK0gE4BO1PDHu3HyBc4N8hcRPq9yt1rTZo8tpY71MNJyGirl8QBAO+T703GsuJ3ELiXd5Wk9Sa1u2qXbLJSoNklbaVqGFqSTgeEHB/HFNamx1VTAAyB43ScZ3cYJzrrnRPbPt3b7FcXVNdcIHtlEYkx0hcTGzd3mgM3etoTkpHx3Qw+1IAz3awvGM9DXSxcu7v6Vh/U2XilUVtbq20dcoBOPnUaeHPYsumt7hHXI1O6zZygLckIh925hSSRyJUrKt9s4A6mp3NacFpsMOyNylrRBitxg4QAXAhISFHHmcVJbO2iqouk9ZGAcdhXNfTZt1YtqxSeyJOkdGXb2hGhx28eCh/q/UqLU4UvPKb3JS308+p9KSFsmNcRPtW1IBksx4yi4nnJSSrZIJ9at9uXh3eHG1X+ySn2noYUp1DSykOo98UqOxrwwmWvgyq?+3tKxPvi1Skl44JbI8Gc+2KsMtKIWdJvc?+C4xDWA4fhY3Cu0ucNLEq23GSVqcKlNtqOSkegpQ6lulyuEdiLaYq5E6SORplPmT5n0A9a1OqYV5GoGogs01xLS+iGVKG3uKczhrY5Lcgy5kB1taRl151JBV6IRny/fSL5mtAPEp5JIXZf2rfcJdDyNEaQMK5yA7NnOrlSSOgWryHsNvlSU4mxD3LrqEkpAO9OPc7qs83J4UgeEDypF3m3vXyM4ylY8+YZ3xWaaU9IHKHnYdXOUb22zMuhDhwhKv3daiFxeuK9R69ulw5sttOdy2B+ynapi3u2TtPajkRpIIZcKw2T1yRUJ9SFTN+uDbwJWmS5ze3iNdPtZDosqpXZ72Bobwyk/wDZ4zVRCCayHH0DfNYrkxI6GpPQcVDtdIV6EZI86r3CP2vzrEcnJHnVv7QT6mjeatxC86pKUUUVX1bkUUUUIRRRV6NHXIWEJ2HmfQUIXqJEVJXvlKB95X9lbdKA2nlbAGBgZ8veqNtoaQG0DwgYp3ey1wGu/aL4y2Ph7DSpq1qWZt8mBJIiwGt3D/SX4Wk/znEkjAJGj3hjS4rONcKen0W3Z0XpTRMztBaptZTctToVDsbbx5HW7aleFvJBGR3ziAQfNDaSNlVPVaSqQlIS8sBPibcVy5HoD51h2qzwbTbo1htTCI1stbLUeKzHTzNtNoSEoSB5AJGKy1pLjiJDUUhKFY8aipOPUjqKq08pmfvFOGjAVxpcdclMUxQnlxuvwqSc9M+dbl5pLjS21DIWCCPbFahBCJSCO6LbhHNhXeBSs7Y8xW6VjHXrSLltnByFwn41aTOheLWsNIhHdotd5lMNpAwEthwlAHtykVHniVZlQrmm6MIPcTAef0S4Ovz2Pzqe/wBI7olelu0ZJvrTahG1TbY1xSoDw96gKYcSPf8ARIUf/wDSoj6js6L9ZpFuVgOEc7SvRY6f396pluqzaLoQfdJwfAr1TeLW3brY2J7dZdwPb?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?+D5D1p6rCpgMhx77owOnWmj4uX1N4vYiRU4Q2Mbbjl86tVWxjIQ0cl6ajOW9E3gAmWcK2lDK1Asr5s+ic7/AJ/vrA1JBXc5jchpKil3B5/PIGPw6Vk3l9hmalBfQhxaihpBUAXNjkD12BrOs6vrSBDdR40HwlQ61Bz04rKcxA6tOR+eC53tXSGppnBmpYc?/nlqkw1B1ymQIVnvlzTGSUd6wzJXzugqA5EJB8Sj5DHx2qVPZi4DaWuNjk3O6Q58bUUZzung4ohIGOYFSMbjBA5T5g7CkjwT0JM1TenGbdDDj0GZDlrdK+XkQCsKxghW+fL0qYnC3SUrSxvjcgurTLmmS2t5SVunmGFcy0gZGwwDnA+Qo1ymMbjG3RckIBOSnb4daaYsVnZQh0vEowHVDx++D6eg8q3k9wJSpOBXqwgC0shIxhO2KxrorrjfakNd0KI955TM8ddNRr1alPuMIc5UlKkkZCkkdDTBXvV91ebZtcR1cSPEQG0tNZSNvYeVSs1ZapF0hLbSwvlx8/eoWcfE3jRl2QzHYLSJhKuc9fwpGRpcBkJ7A8e6CpJcLii9Wdt1UpS3VNAEE5yR1pfos4ZQpCNgrORnzqOnZSuMubbFGTIU4pLi9yakw04FDxKzt5mmL4wHHKcvkeNElNQR24cZxZT4gMUlbXElSnVPJ5kgHIpVaskNuq?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?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?+deYUNLQDivv42z5Vk5JA5utYJWVXO2K9sMPyn2okWO7IkSHEsssMpK3HXFHCUISASpRJAAG5JArwAD16VNP6Mrs9OcQOJTvGTUNv5tPaJdSm3qcT4ZN2ICkcuevcpIWT5KU1jzwlNKImF7uSAMnC6BdjDs?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?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?/wBx+y0dsg17iTMQPAKSE6Q2ruZkO7RHXIqsoJdTkpIwpPXz2PxFUfnB1H6a4QwMcwHMCN//AGqN/eK8yfnR3qumT86Td6UpHOLvVhr?/AKj9koNlGBoaZeHPAT4XR21yErYflREpWg?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" width="308px" alt="seo tyskland"> The very first three scenarios investigate the impact of meteorological information, catchment wetness situations and organic tracers on the prediction performance separately. S4, S5 and S6 test the prediction functionality when we combine the initial three scenarios collectively and S7 examines the predication efficiency when we use all of the input attributes for education of the LSTM. We also utilized the labels of the sampling web sites as input capabilities in all of the seven scenarios. By utilizing the labels of sampling sites as input attributes, we permit the model to know on which web page it trains and therefore it produces a distinctive output for every single person web page.

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Last-modified: 2022-09-19 (月) 12:06:15 (617d)