9 Replies Latest reply on Jul 10, 2014 9:59 AM by sksmith2517

    Count Unique IDs - How?

    sksmith2517

      Title

      Count Unique IDs - How?

      Post

           Trying to follow a previous post from January 2014: Displaying a count of unique values for fields in a portal

           the expression shown is: ValueCount ( ValueListItems ( Get ( FIleName ) ; "YourValueListNameHereInQuotes" ) )
           My expression reads: 
      ValueCount ( ValueListItems (Get (FileName); "CountryCount" ) ); this always returns 1.

      I created what I think is a conditional a value list: CountryCount

      Use values from field "Workers::_KF_ID_Country" (Workers is the main table listing all partners. Country is a related table),  I want to count how many countries are represented on a Summary Sheet - or any other report).

      Specify field Use values from first field = Workers, _KF_ID_Country
           Include only related values starting from Country.

           This is quite a foreign language to me, and I thought perhaps I have the tables backwards, so I tried entering values from field: "Country::Country" (related values only) and still get a result of 1.  Nerts obviously not getting this.

           Then I tried the Execute SQL expression and the field returns a ? (And I don't know what that means, other than wrong).
           My expression: ExecuteSQL ("SELECT COUNT ( DISTINCT _KF_ID_County ) FROM CountryCount" ; "" ; ""  ) Calc return is set to an unstored number. 

           Is there any hope?
           Thanks if you can help.

        • 1. Re: Count Unique IDs - How?
          philmodjunk

           I want to count how many countries are represented on a Summary Sheet - or any other report).

          Even if correctly set up, the value list method provides a count not specifically based on the reports found set.

          ? results from ExecuteSQL are quite frustrating and mean exactly what you describe. The obvious error in your example is that SQL can't handle field names that start with an underscore unless enclosed in quotes:

               ExecuteSQL ("SELECT COUNT ( DISTINCT \"_KF_ID_County\" ) FROM CountryCount" ; "" ; ""  )

               That should elminate the ? result, but your count will be a count of all unique values in the table--which could be different from the unique count of values in a report based on a found set of records that does not necessarily include all the records in the table. You may need to add a WHERE clause to your SQL query that limits the records to just those that will be included in your report.

          • 3. Re: Count Unique IDs - How?
            sksmith2517

                 Sigh. No go. Still a Question Mark.  Am I anywhere close?

                 ExecuteSQL ("SELECT COUNT ( DISTINCT \"_KF_ID_County\" ) FROM Workers where  \"_KF_ID_County\"  = Country::_\"_K_ID_Country\""; "" ; ""  )

                 Workers is the Primary Table.  Country is a related table.

                 <img alt="" height="317" src="data:<;base64,iVBORw0KGgoAAAANSUhEUgAAAh8AAAGjCAIAAAAD3+AVAAAKvmlDQ1BJQ0MgUHJvZmlsZQAASA2tlndUU0kXwOe99EYLREBK6L13kF5D701UQhJIKDEEgorYWVzBFUVEBBRBFkQUXJW6qIgFC4tgw74gi4q6LhZERWVfYMnu951v//vmnJn5vTt37tyZd+85FwByN1MgSIdlAMjgZwvDfT3osXHxdNxjgAEKgAj0gSWTlSVwDw0NBP/aPtwBkHjxponY1r+q/e8FWTYniwUAFIosJ7GzWBkIn0J6HUsgzAYAFYvItVZlC8Sch7C8EHEQ4Z1iTpnnOjEnzXPHnE5kuCei0w8AnsxkClMAIN1F5PQcVgpih/QRYXM+m8cHgKyPsAuLy2QjzEXYOCNjpZhLEdZP+oedlH8wk5kksclkpkh4/i7ITuRgL16WIJ25Zu7j/zlkpIuQ95prGshI5gr9wpEZj7xZVdrKAAnzk4JDFuQ85EYLzBX5RS0wK8sTecv5vWymV8ACi9Ki3BeYKUToLx1eNiNygYUrwyX2+enB4viY84HLYUiYk+UdsSBP5vkwFjiXGxmzwDm86OAFzkqLkPiQy/WUyIWicInPyUIfyR0zspCdf53LYv59VjY30m9BzuZ4eS8whx8l8UeQ7SGxI0ifi+85/znpvhJ5Vk6EZG+2MFIiT2X6i+N1Tl+QHSp5E8ADQYAJWNmc1UicAeC5UrBGyEvhZtPdkczg0Bl8lqkx3dLcwhoAcZ6JdQB4R5vLH4h29W9ZZg8ADoXIPxWHOF2sBQBTC4DOpwBQP/wt03qLhACSC6cHWSJhzrweWjxhkOyVBvJACagBLSSPTYAlsAVOwA14A38QAiJBHFgOWIALMoAQrAJ5YBMoAEVgJ9gDKkA1OAQOg2PgBGgH3eAcuASugUFwGzwAI2AcvAST4AOYgSAIB1EgKqQEqUM6kBFkCdlDLpA3FAiFQ3FQIpQC8SERlAdtgYqgEqgCqoEaoZ+gTugcdAUagu5Bo9AE9Bb6DKNgMiwPq8K6sBlsD7vDAXAkvAxOgTPhXDgf3gGXw7XwUbgNPgdfg2/DI/BLeAoFUCQUDaWBMkHZozxRIah4VDJKiFqPKkSVoWpRzaguVB/qJmoE9Qr1CY1FU9F0tAnaCe2HjkKz0Jno9ejt6Ar0YXQb+gL6JnoUPYn+hqFgVDBGGEcMAxOLScGswhRgyjD1mFbMRcxtzDjmAxaLpWH1sHZYP2wcNhW7Frsdux/bgu3BDmHHsFM4HE4JZ4RzxoXgmLhsXAFuH+4o7izuBm4c9xFPwqvjLfE++Hg8H78ZX4Y/gj+Dv4F/hp8hyBB0CI6EEAKbsIZQTKgjdBGuE8YJM0RZoh7RmRhJTCVuIpYTm4kXiQ+J70gkkibJgRRG4pE2kspJx0mXSaOkT2Q5siHZk5xAFpF3kBvIPeR75HcUCkWX4kaJp2RTdlAaKecpjykfpahSplIMKbbUBqlKqTapG1KvpQnSOtLu0sulc6XLpE9KX5d+JUOQ0ZXxlGHKrJeplOmUGZaZkqXKWsiGyGbIbpc9IntF9rkcTk5XzluOLZcvd0juvNwYFUXVonpSWdQt1DrqReq4PFZeT54hnypfJH9MfkB+UkFOwVohWmG1QqXCaYURGoqmS2PQ0mnFtBO0O7TPi1QXuS/iLNq2qHnRjUXTiosV3RQ5ioWKLYq3FT8r0ZW8ldKUdim1Kz1SRisbKocpr1I+oHxR+dVi+cVOi1mLCxefWHxfBVYxVAlXWatySKVfZUpVTdVXVaC6T/W86is1mpqbWqpaqdoZtQl1qrqLOk+9VP2s+gu6At2dnk4vp1+gT2qoaPhpiDRqNAY0ZjT1NKM0N2u2aD7SImrZayVrlWr1ak1qq2sHaedpN2nf1yHo2Otwdfbq9OlM6+rpxuhu1W3Xfa6nqMfQy9Vr0nuoT9F31c/Ur9W/ZYA1sDdIM9hvMGgIG9oYcg0rDa8bwUa2Rjyj/UZDxhhjB2O+ca3xsAnZxN0kx6TJZNSUZhpoutm03fS1mbZZvNkusz6zb+Y25unmdeYPLOQs/C02W3RZvLU0tGRZVlresqJY+VhtsOqwemNtZM2xPmB914ZqE2Sz1abX5qutna3Qttl2wk7bLtGuym7YXt4+1H67/WUHjIOHwwaHbodPjraO2Y4nHP9wMnFKczri9HyJ3hLOkrolY86azkznGucRF7pLostBlxFXDVema63rEzctN7ZbvdszdwP3VPej7q89zD2EHq0e056Onus8e7xQXr5ehV4D3nLeUd4V3o99NH1SfJp8Jn1tfNf69vhh/AL8dvkNM1QZLEYjY9Lfzn+d/4UAckBEQEXAk0DDQGFgVxAc5B+0O+hhsE4wP7g9BIQwQnaHPArVC80M/TkMGxYaVhn2NNwiPC+8L4IasSLiSMSHSI/I4sgHUfpRoqjeaOnohOjG6OkYr5iSmJFYs9h1sdfilON4cR3xuPjo+Pr4qaXeS/csHU+wSShIuLNMb9nqZVeWKy9PX356hfQK5oqTiZjEmMQjiV+YIcxa5lQSI6kqaZLlydrLesl2Y5eyJzjOnBLOs2Tn5JLk5ynOKbtTJriu3DLuK54nr4L3JtUvtTp1Oi0krSFtNj0mvSUDn5GY0cmX46fxL6xUW7l65ZDASFAgGMl0zNyTOSkMENZnQVnLsjqy5ZGCpl+kL/pONJrjklOZ83FV9KqTq2VX81f3rzFcs23Ns1yf3B/Xotey1vbmaeRtyhtd576uZj20Pml97watDfkbxjf6bjy8ibgpbdMvm803l2x+vyVmS1e+av7G/LHvfL9rKpAqEBYMb3XaWv09+nve9wPbrLbt2/atkF14tci8qKzoy3bW9qs/WPxQ/sPsjuQdA8W2xQd2Ynfyd97Z5brrcIlsSW7J2O6g3W2l9NLC0vd7Vuy5UmZdVr2XuFe0d6Q8sLxjn/a+nfu+VHArbld6VLZUqVRtq5rez95/44DbgeZq1eqi6s8HeQfv1vjWtNXq1pYdwh7KOfS0Lrqu70f7HxvrleuL6r828BtGDocfvtBo19h4ROVIcRPcJGqaOJpwdPCY17GOZpPmmhZaS9FxcFx0/MVPiT/dORFwovek/cnmUzqnqlqprYVtUNuatsl2bvtIR1zHUKd/Z2+XU1frz6Y/N3RrdFeeVjhdfIZ4Jv/M7Nncs1M9gp5X51LOjfWu6H1wPvb8rQthFwYuBly8fMnn0vk+976zl50vd19xvNJ51f5q+zXba239Nv2tv9j80jpgO9B23e56x6DDYNfQkqEzN1xvnLvpdfPSLcata7eDbw/dibpzdzhheOQu++7ze+n33tzPuT/zYONDzMPCRzKPyh6rPK791eDXlhHbkdOjXqP9TyKePBhjjb38Leu3L+P5TylPy56pP2t8bvm8e8JnYvDF0hfjLwUvZ14V/C77e9Vr/den/nD7o38ydnL8jfDN7Nvt75TeNby3ft87FTr1+EPGh5npwo9KHw9/sv/U9znm87OZVV9wX8q/Gnzt+hbw7eFsxuysgClkztUCKGSEk5MBeNsAACUOqR0GASBKzdfBcxrQfO2OsLiGF3dx+y+er5XnVmwBaHADIGojAIE9ABxAug7CZGQWl0SRbgC2spJ0RCJuWclWlnMAkYVIafJxdvadKgC4LgC+CmdnZ/bPzn6tQ+r1ewD0ZM7X32JtrAwAB+XE1K+2Xjz9R/sT2Mb8rqqa5usAAAGdaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPGV4aWY6UGl4ZWxYRGltZW5zaW9uPjU0MzwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj40MTk8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K41HgyAAAQABJREFUeAHsXQlcjdn7f+9W97apyJadQUMRMrZBimEMZZ8hS2Yos1mGGWT8RpixDuJvmyGGMkqUpUJZkp2oqFCKlBRtN91b93bv/znvufe9S7dNC1PnfLid9yzPOed7nnOec57nvO9hyeVyijiCAEGAIEAQIAjUKALsGqVGiBEECAIEAYIAQQAhQKQL4QOCAEGAIEAQqHkEiHSpeUwJRYIAQYAgQBAg0oXwAEGAIEAQIAjUPAJEutQ8poQiQYAgQBAgCBDpQniAIEAQIAgQBGoeASJdah5TQpEgQBAgCBAEiHQhPEAQIAgQBAgCNY8AkS41jymhSBAgCBAECAJEuhAeIAgQBAgCBIGaR4BIl5rHlFAkCBAECAIEAa6cgu+MsQAI9J9SPii8MhnFllMsiEL/5DJFQvRpMhYdTOchPwQBggBBgCBAENBEgI2ECv0dSxAZMtoP37XEDoejMDlVArG0lJHLSygQM8QRBAgCBAGCAEGgbAS4RZISLodDK8jw7kXGAtnCYslZbClkK5GJioqyC8QFxRI2i2Ms0DPm6/H5XD0Wi+jUykaVxBAECAIEgYaOAHfHv2ftP7Hp3qmVHquEBXsSJFdgcyKXs+X5hZKbcYmXb8VkZGYXikuKpDIej9OxVdMvBtsO6N6JTW97Gjp+pP0EAYIAQYAgoAsBrqFJI4GBgMMC+4tMToHEQIYYFpuVVVDkF3r12LnIjzq2nfSFg2kjk5jHqUfPXExKvW/9UesB1p10USNh7x8BccFboaiEKxCYGfHef21IDZQIVL9fKqRQYQJlXerzXwLCh9O7bJexgzpZNgbbvZzFwfZ7EDAlLCrqUcrR8LslXIMpjv2/sOs8qHPzmSPtJo7o39ayhTGSRliN9n4aIkmN7dlv10TvZ0zx+fcj9PvtMpp07iUTJM2Y229348W3xUxIBR6x97w9jVyvCitIVqnoGG9/fv9/7xVo3MwW4+Ov3++wVqAmOfU6lMSH3T77VKSZoLwnUWriwll/N3L8p9UYn+aOfxuM/PfInezyMtRynDD1yZHwjKoUIvaetcfsuxs10gUU9TbI6zhwBfwznHTs1OOCqtSkBtNK7gZfnj5yt3q/HLyepSwANbkU12kHptyOcpuo6tle34ZEpmowRoUJlMW9+195VhwMutJc/e4UazpnHfB/vP8JZgirsbf6sK2BVsX7QCm7Rngl1ACt2iEhzXq+4ScfPLhgnlHjZ43y2IYsigfnv2DTwmKDrQWmQzC6lMjlz16+Tnsj5PANKS5HViKDjQ2fy+ratqlt1zaNTQTvU7ZQFK+FRV+KdT7iBTMNxUWkQbMkqc9iXiJrETjR8xcHKfmUfi35+LkSv0UiSvZWqshfifTlJZFL5fJSlIpKhZQmQdcBgvMf3ui54s6T/EpkwUTEaXMnhe1MkIx26OS9tO/GCY1LcnNmfX/038eFpQupkxDx/snhC+OqXLo0qzIwVdgCSdBPhyf7vsLppKlZE2ccOv60uMJsNZ4gwuvYAM84v1zOd1O7+azs6zWhGfTL3IXHNl3PZcrSyXVMYFrY+S4/3DzwQuI6oZv/yr6rHQweRqU4TPo3MkuxdqkwAVPQu3vEGavnRcSjAz5SybtTqc2cdcP/xTAeJTQCmuytHLY10cLsfw4hvo04cv+eWGN5WhPEa4KGOOPbMcG/Xs3HtDA/77jPTMaqIrRt86AVA/EC/9gsGVcuSXmRFvkg+VlOoUQmZ8lkvbp0mPGFffdObRTnzFR06tbHtRjtwCpKePlMgX7eueA8ugbS8/dzcFXS7qaCx/GTZpWvmT6dlFv5DDWfku96wE3oN8SYogQ8VBF9nl4lC8lPSPGj5N8vHnt87fCpzr1/XDI59c9ukHf/WSR334fjmFiyehhxKlk0LUUViavfBZKXT/53FZ1s/P7H4Y/3fTKQPko/d39CpWV1JWtdQbL8xzeH++ayWBZXTn3z54+DJ37e223J+Kx9dpBt1Z9RCk6laehsMgrMTfxuRRJF8Y/5fr17yeCxn/f+ee3M2z81pyjxwoOPUNYKE9D0q/OTeT/KeWjg2heKme7D1LfWDf9bTZtUdMO1rxGsrtXZWzVsq4Mzzpt//8GfuXIrU55cnuNzVrE8qj7ZGqSQHRsHC3cguPJ/Y1/42k+mB9fJKzq0FLBngUFYwpQN0gbysVis1s0t2rZokpude+TMtS1HLkQ8eJaZLzbW47RvamJiKEBC6H06To+BbeTyrAfP0WpU/jJtba58yeL+HqYs7/AUWhUmuXcjk8Vu1ac1PWwLMrxX++F9XK9ZJ84qlCSSoNV+7hsvLp/1N0QtDlIo1egJSBK+J8hh5N9rw5EGI/9pAk4DyWauufkcizRxxvJZPh5eoc79duv3867aulicsWySz/bAW8smQt5dgpHeG4Oe03BKgjb6jl9zLzc19rMZ9yDk+6//+ekYRJXEBF92HokS6/f7a5HX/Swd0yTqRHMzlTRq2rf7hoHmYz4GUUUlhp2znXTqkXIplBisfKRrssb7ykK6JoYTGWUagOM7z+vantW+uFAP7zhmcZL5MAZUcHQ4AHLtqQ5A9i/+wcf9hSzi6HlFueJsn42luwCq9jZkTxCoXAz77XLfeOlCgpxtCIHVdaJXObDQZrHMXMd3bNut18ZZBkCxIPxxghKB6hZQqfwlFw8+gISbtn/W10I1Xky69QmeYMgykuaoKsPVnLJVIjnlUnwIJZ+6eMSYDqqetZk0xKOroI+eBFi9wgSVqml5id4eWXoL6lBekg8irjz+hwqWNYrLGImUKPXR8nkHMJM7IlUkmmpSwsKBnx+Ixf4evmrsrRi2BS8fuY08sDZENc/G+Jyk08upMvlfC7uSi/7AufwtO4fPo1i7dse8VsZD0Q6zApZ7HIUqmbieey4to0WgtklNXK1UW8HcsvZYso7ZQkn2Hf6+SpMOMuXxrT7+dpSlRYeu301Fg+tWfCYzPzA0uej4MbLjI5lCixbwyNksds+u7b8YYvvqTX7yy5wDQZEXbz6079Vp9CDr3lZtQbqA+HmvlheqrW1b6OuI+JwvOzd/dg8Wd5Sj48f85Kjfjz9LFPfpzs09f1Xe/YsOsMmipBkLHAN3wbre1W54a9Fuz4djZxz6a9/MGd3Y2Uk53glvOKbGk1tRAoUNnGtMlcDEOvlM4RdTB//kYCF6es9i6g2KMt6+sp95RtK0vVHHruYlhoxoIS1OTRD6JeR/2st80FN5K3PN+YEBWKdHWhyfKvxz3d3ugzr6uAiCdj9c8ceZZlazZ3SWv7wpPM/Olxt3dhoouHq1cLRDu6HtjESP79h5xg127Bo0vHnGrXtuvtevFPNvL+6qTtukXctRVJynx7GAgNbzv2hn3an5Rx2azN88BafJe/4mLrUkT8llhRnwKKYfUU1C9jwYPLpH2CL+Yc9boExj/TPzy87sl0nC/QnRsO72/dMhP/y6+57Ltwt45374KPv+1dbuMTBx713Znff8seuB6KPBb+IixnTQAERm07/FqNsJlzo0mzeonQk3z/MLP1gBQBeM7ij1XnEfuuCI79fjO3BCVh91PlM0enS3db15uz2jYRbjq7fq3f1ormHUOBIharlcLi5UIvDuhKuQU/IyTarXusu0PkjAqzuHJTMUagU6VJKaev5akqlykadHFUdnyCkTFJefDeYi/teOLdWzwypi5YFZOKTCBJoZ3+GJo9+c9dW4wUuts3ssin2H/HWTpXz+L2cU6x6JHXLmT7p42LTJ3v990qwgbenmJ46Tzzy+Pu7N80wYR4VSdge7dqPC45XsXYKHraRFW8tc8e9eMW6jmjeBZkszdmxPf2pl3Zaf5zlSJ/+rVgwKlHKTt4XLBb06f9qhLWeCwa6ApBMPC+d0Q9N3fmp2ZMLryARqykCTlywzk+dlzEsFyV9NCguh9DctHvSRQcGJ/dGem0KbWs3ERGqkL6ycR4Q7KykVpO33RdpvR7tW2lxOUdwSFrzswoGVFb2JQcoECr2fTzUx4k8d3s/U0OBo+J3YxJfJGTkpIbciY5O+HGk3aZhd2yaN6JTv7YfVwtKDYm278nKnU/Pb4elcs47dTfXYA9vJAx5dfyrtZoaMLv9zsIT6xZ+4DqJl5dopHg7m8PiZXYtxY8J+2HRvnHfvIrS8tbh6bIIt2uqKvQ9RJfkv/1x9+Nczhd8vHrl5YnvQsfpsvAWi5UrYNHo73H1wx/Otf0kMiC78vgsFstrasc/pNXZVnhDpDZW1Y78ba2zB62Qj8Jt6O78QFkc8fSOKKqS4pi2+dev689WoUVMHj+mmnxKMjPOf2VuNHNKcGmLVwfJSgqE+rFs1yjXtdMSf2vR75Jqo1LlRqbhjXCfYrVnSBxgdiz5NAchDj3RNjAb1OfUrasWn/5q9Gnn2u70PnTdZg54QREjE+Qmo4QPa6+Xun+1z855rq/tbH6DwkCl9TQG07n3bBHfzfLbzfMYmey1ASkqOPxLZ2cyd2jbt8nkQLT+vnbKa7oJhg1oKhwbP2Rn9+W/N9pwpNnbs5/crwuEzO3OHMRdvv8V1r9YvzDUDqbirlHDr3ruLB+t530QLT3CaCOCwWvsVZ16FrZgVh8YYlZJy7bbfnQK+PovSo8RCwZffftKGjgMdyMRF57TqwW8BAZLYhyCGDA0ZElqJKk6gnaHqz3z3A27usCJ+eLXqeeswR3n8Lzle9iiGKuoYiWJRJkXpdWgxepRVE8qqV7tGBx/weFJmHPFsnQc5HU7A7A1Th2LYUuZTf2q2dnNS2OOiLzvrZ99CGqS1c7vlX76tm/83aU8diedjr1LyzW5oOHzqYmsVELnU+5HrJvSI3coNUzwGwzwm8Zm3X+e89LVxAWXKP+j1FVQAsjh0Yh+YEQUvNSoJ1OjfgrRlE0/RWjL+d1+glbyW48K+BTYvYLVnU3BSTCaRohUUDym+5E1M+F+N+OQTm67htx6cjrx/78mL+Gev9gZE6Onpu40ZIOCq9u9aROvksdHQCXp/nMhIL3gJ25SB09qjxYJN+1HU47P3Xw5vmgFzr6MVEoESIZqHh39ihmvFsmjl1JUVTlvvAX5ea4tOSLQoXElu1q9nwG/s8kU7OqhEKIK/QvtZB/vRz/IXQI06dSPj+y6ox617VuHUAE1A9WPdsylmGl7LFqNKaRpF0BMUVSSBaVG/rV2HgdQzD48THh7U6EHtp423mTFAR7mC1p1+3dVpWcHbZ89e3bv/9PChRO+A2/6v5GmbkKK/HLfsy64KQWXaAoHzvBAaXVRAGTl06aUAhzd0VBvq6otckTg/Q47CkWhBrtOw7qM8n8c+h/WLFiASEN5UMWLrjAS0v9/gEXBtF57epZGUnPtQmPVMBpuVzRM7YRxYFm2nd2XdrvI5AKBdypl22rvyMYi9f31v/+tbKrZuAviNuptSgWrCMj8h8VdfxpjPHzq7bxtYTABwZu1i/e3NpIopgMsV75/lvwJl5HXtZkJdLcGLAF21rjCBrkzvFPaBGvPV2lI2/1tXNIpLjUSjJiO7skKiYiz7xXTrav7VFx9PmdS9BZdCinKFU7G3MgT97TTceuDmV5tPJn+5+KOQQ09YrObj7Uwz9unmfxhlinGnICEM2IcMLbfP3dxzA2bm7Hh4iLx/JaunPWhW0Skh48974Xms7HnJzTow0PJC6K3VR988Tnrtl1Bb/SZ5+Wj2uItg64U67tgxDtWwlONCI+BDL8iOwmLB6vnmg6cyKdWhXUuhSNzEWGBpbtTV0qzD2E8H9bL6J/ja8fC7Ga/zI6KfTRra29IM7dfeo+s+tJ0s4NmliEcgPHcMQ9sUyghNjgsjE0LN0vXadLJSzoCwR1WsXdWqi2c0tQDs5S+eYLYp4KXjijswKUPfowUARS0b3dmCVlzo6+t/o1di3M4U1PiwqnS0UggtnJn5xV2q1bGFBRBQggM185bAYzmOZdHlwqVmV0Jjj597vjMy+UxkMig9U7yHqJcdseeE55Om/psGmhkZduzWAf5NnPbJ7nm+C64mxYv7lL8QYJWBRXtTgSqGPmVQLC0B6crm66nCKRVtzUapGkTvkqjZU7t8YsxCIofifm3MYRla8Kl09ARH4WvBdfr889fWz67Gvi42MjVNfTh8e1otFFI+Sf2mzVnFCanRufJBNCvazP6qaDbKErP/iN3eEmYjxTY2sDDiqykWOCYg1Gkpa6APSOeGPyiw1VCvib1/8pn/puX93SMrTNCBr2PYl1/v/2JsufyPNuLgKjGKmZFo7H7gG8drD4+HJ4aeyVyRELli040A/5k61udaYJm2n+/AmhIQHzuFs++e/AvXHh24VAzd06X5X6CZV/Q4bmWunG3Kf3EzaVcBxTLiAttE5or/7/Rze1cwBGi4sloEOsD+U2+AWOrWtemoXp19hgunbcc2XY3s1XyQv3w0adxFWBqCfPTdN2UCrbsrTZM2tcjgLX0QMdynGXn+4fduxienpL/0C424ej++CMVQsJW3adtkyojevbq1ZctL8t8WF0uwDq00wboLMbeCnUqRq2c8aLcGd8Q9xf90dAtRVNL88OIJzu0VwxWNT2l8EuivaSd+cz0ByVudTq9N51VLnMHoWhB5Z0WIYqUC9Ke6DnBz/RT+zfy00YMbr7IZuVHGlrNxc1iUCg+cTFWVIkYKSja7eWtmq1RGXkUWugh8ZiwxONxx3q22zp9u2TkNjqwcdtATxz99mKvZivycK5ExPtfVX3CBzgWn34jLog9RSt4qrQ5Zb5gGoBRnmfMe4kywq+u1MQA0YbMfGxCvZMySO+eewkG2psaGMGPmn4l/JFWUnh31CJjMuo1ybtRsFD4WZWCOeqfbkD6zaAzdXLsXxb94kCEybgv6K9bB88moEuCkueV0DU5S2V9xxoKRu5tMOpfZrvvYwZapUagrDXp3smLAryyh6qTj27vAdCT8fOFFsMGqOUlaGlrtaPSBWrS6t+uwblYU9b9fLzEnMiA2+/Zd96vFHMMmLfmsChOoU6vP/vL4H7W7SqMYTPpuk/69Y2H186/jL9xwf7S+E3Bnyit6aaQGImZvtQDwcuyndpfLM/pMCrtKceaMRfKoLP7XzEhdO/oQQnx2uoQf++Z+6Df3js0KD/wcTmSd3hv1VIN/FPl0tijuXCyIloP/zIw6MGHtj4NHdKYnxppdwIkzFipEC7Xkfw6DzUVJTzOfZcFOTNuxC0vkEjn6pFh2YfG5Gw9SXmW3bW1pbGSUlpkXce/x05dv0Bct4eswMjkY882M9EwE7O5tTU2NS9mjtCnX/rNRU9i9QjFGDh07Khdobfu1xwWP7NMMe2xG9wG90/dux/aGJyc8TFjmghSFS7+3hukQMwvTcfSjFKwpDgtHwIGN7atOn33JHT33IzicZjPpxNn76bHXbo+bdHFzZFabTrTJtewmthvWaybF2ud1ZrzH+YCwByd9w5yHonJdf7FtUXYuiGGqJGiMijjqffHU7Vc8veIr8Ulfr4i4+fhV1OXYk+ESkFIdVTszRNHuSzuYhn5aeBRKPBIcfdL/itvEQ/PvyQZ/ZQWrp9bWgIb4x+Xnr9xP8vfy+zxApa8BHC77hP3kG5fw+ImnezBsdde5dsMbdhgkNt9eiHqcHuQVMDlcNmRiH1sjwQjXDgCI3TehkQ/To8IuD1v0CDbszsi4o+WQnifa+9r2Y3GNHO1gkPzk5rMpJDHh8dNtP/m5n3mVY27ON2oxbyAr5ljEvD2xEL7+myCACM6MMT2iRbEKj3zjrkiQSOfM3t+zn/fsq2g23/CtjaYiogr03i1pO8cRgRMMi+IffTToLw+vayeDow/sOevcb5/zmUIWi99IbQOos8kQyGrx8T8/NJfmvLAZemCj7/0r1+IPbPRr8UMM7P8OLbWF5lSY4N1qXk6uygjFcrLXUlS5/M+v6igWmOk9SRXO/iEo4Fpq0uMnQSfRKquJifqkp2JvOMDJDFtIZtKtOxxeBY9Bb+shoE0DddnIMvgf4hhX8PzAmWI4A2LfgdnTwsagzZwJBjAM/73NKFRxhjJb1Kg5mjcuX0xKSn1zM/jy4B9geFJ36NUVU1Q1PYmnkCUbE9m46kyrcX4fTw34eMb10rKWG3bvoSHYHVms+OfZQZfuNG0k6NLK3MKsUSMTo8u3HjQ2Mx/n0LulqUlRSUlUfEpK8ouP2zX7rG9nE74aBNWs7LtnNxwwxJxKeL1wRFtmnPJat4Gu/T2vWd8OeO9IUabtj/jbL1948QePULoo7tr/fbYYWcbEkIJtCLpBhVM9cpt77rPd9XXUl2vuvPy/YQ/XcOauiB/rHkSnMz6w43N7Cy4lxod6lJm1/vItt/k7Nvn90ubwxDPhiXQk/9fFny51ao4Takkn5pGpAzRkQ1f2z5HJ1x/qvQixD0wKdvZ+ODgMrW44phbBfzm00CxR0No6wpe3zjNSrUTukh8Hr5jaBRI2HTDAb3TG5DNJju5JYJPfOKvZkgMK+wZI02625uFel3cggty1a8fQx0uQeQmcKOpR/xmIQUd/0Wfv4q7gsRwy/P5K9leejx2+ToFHXuvmoX+OHgRaV21ADO3GNaW2ZyzedPWTkd/8dcKx1Q9hHqvOe0AeOGntNmQtDcWk9V8W/C/Q3TtyvzfFRadOhGxa10Onqs6P4cwtDvfmhB3IlcNSDobpXzucZpSxf69OMRXl5YxaMu2+7e2tu+9v8o3GiUH18euMPm6TrYGJFCFqTMgQZDjTZtrY+82uL9v0YIXXdRzbrVc7r2VDB+HT9mBtrCgBQ7M6Hh5t/GGxtA5PV4dkTeatiP8rO4oVI9Go/f4/e85edH/qotN0LbnwbgfYyeOjQaDjlZk6e7dnhi2duNFU95Zr16V5uCjNmXzLsvifgSAzJhEWdj/M/lhd3Q2x/SdYWwXc2Bzw5HNk2ldY5iC86YAyWjSyn+fZMyvpAQXJfnXrnnr0od+dl2LXtjW1tHqSoEORr9fBQMnOTJsoVq+JPwjYbA6Lm1ckZ+txp33x6axxDnr6+v5h1/8+el5YIGrfupllq5biIml62ouWTUwmjR7ar0dnU30uVruoKH3wPmEu0gwJTA3fCWVJDmz9eHrGpvzSIJbTdGmBOEdUDBnNqpgR0xSLJVwuTyEAxeIcYQkl0Cv/A2JSsVgoLJbqKpGuTImxmaGqDeLnw4YGf/WP65wO8pyCEoEREwUfIzm4gNX9hfdAKvctxecb8zWtI1JJTo6IquhrZlIxHE5g85V5oQtAavGNDI01QaS/DUUZW7xb15QDfwkqUcKpBcrlFKo7qvrfv6LbUt4X5CpMoLtm9Su0HP4HZWQVR3FJTi5aZpU1aWixd4VAlsX/FWYsO4HuFkFBaK5TDeeyCdRmDCsyPh2OipUUS0USykDA7djctJkZH4z82YUlKS/zk56/fJaRIRQXmxiZdGnXvEfHli3MDdiUHGYa9vt94aU2QWlAtGnpMn73tO97Kg0nisaLd886uKSw63M/jbMDDQgZ0lSCAEGgeghw+3dtATpC+AdmeuSRlcCdLnIOq4kht0mnxr07NZbJu8NRZdipIImC7g2D3RnOUb2SSe4PAwFGKadVHX0BLCBUakOtWPJIECAIEATKRwCuMwZpAbIDnUuWwX4Eti3ovmOUC6z58KEY+jV+ECpsGVz5gj7Ujz5zCZIGYogjCBAECAIEAYKATgSw/hu98QKyA30UBmm8QOcFJ5RL5CwuKM3p/QqIFbj4mIWOJ8PVlejAAJEvOvEkgQQBggBBgCCAEADpgu52gZ0IvSdhI9kBV1Sy0OEEWpiAkQWkCsgSiJfQX+iHm8ZAukAysnshPEQQIAgQBAgCuhHgwm4EHAgQtpxNa7sgoAR9HAYZWdhspCJDX7ikVWQgguAZji/rpkVCCQIEAYIAQYAggBEA6ZIPlny5jMtmC+DjTyyKgz47BpFwQaVMBCEUh8uSSUpkRSx4Z5+jT4sWJJHg0zEERIIAQYAgQBAgCOhEgJuddl0iyeULzBo17s3hmtM2FZAvElFecuHrB/oCc8PG1kXi1/mvYzj8xiZN7fT0TOnNDBEtOvEkgQQBggBBgCCAEOA2adFW9FZfIuGAHR90XiBdkBGGDe/wgYbspVxWzNbrzoavismyuCw9rh4YYIgjCBAECAIEAYJABQhw2dz2ApOWfDguxkLfPGYh6wu81cIpYRvJ2LxiqbCw4KVUnMMqkXLYfBaLBxZ/rBMjm5cKoCXRBAGCAEGgASMA2xU9NrrPBc4fw4lkMYvigekFJAecFSspKXz7Nkss48uL3nLEWQLjTmCQgRPKNFxEuDRgriFNJwgQBAgCFSHALYFbYWXFJSVSrj6fy4FPcJXA5gRem6RkLDbXwNzCytTSoejt65yMCAm7mGLBt2bh+5W09CFW/YrAJfEEAYIAQaDBIsAV5cQWS8HkYmTMac/igLEFFGNgfCmhpIUyCUfC5ZdIeJISg6ISI3kJRyKV6PHo9/gbLGCk4QSBmkQAvrMJnyql+GbaX/asyUIIrfeJgCQnVySVcOBDsNqfgn2ftaqLsuFTxzIBn88zaMzhGlAyDvoUDLKsSHl8QeMWPVkcAejN+PpmFs17szh6HJYeehWGvEdZF11DyqjfCLwN94lcuz0Z7lHH7Zw91W7lt33oC0FUH6jW+rZoZRERP3ceGuyo4+OklSWgM12Mj7/d9tdwL+oL7yHvWDGddOtroDjbf++ltb6v6DsgUCM/HdRp4y/2tszVC//lhscEX17gGU9zL3/NsqELndprfvcctY0rsOgNr1LK4buV9P0NaOuC3sPnsvnNeXz4wCXEwcW4LC7fCL1KKQe1GMTTRhdiefkvMwep+3tFQOL/02GXq/BemfGaH7t2MRD573643/e2770iuPIAJm64jUr2VgofUX9np+MKjnemRWeUPL0HogW8MtXNc9WjWL9zS7OWDQ34Ez4nb2q2aUantgaSG4EPN0cm9r/65s75Kd3r9I7Umgc6xueE3fYMJV3xij9CWZYuizUu50aRYKPny2T6oBqDE8kyuQz+gXFfhr4rBtsUnlzOgw8mw/crZTK+TK4nR9+yhG+QwY9iwaUsgPwlCBAEKotA2uVLIFpgE5Byw2XJ1D5jnT89FDoNLosTx8f8+xDd6oZvo6IvrVVdGFU56nR6LqesT19XjkjpVHl/fHuzdCgJKQuBG/vCQLRYO/Z5FfrlD6iL+/9+4Jvzrk3k8pzNoell5fpvhIszdmx/BVXtPsjm8akx+CLOdYHPS1eey2bhD8CUjlKGaOrByCv6SlzIX4LAuyEgPuf9FC5R8/t9sNoFo8Zzl/c++WOC/A1sDZDaSRyf7LXx1a8BaBh/+UWP1UsHtKFVD/Fhkb/vTvB7gS4g7ta1+arlw8d0NgK/5GXylk0Rv14F4cRf49Y6pUbXfzf2BK/NJQtKgLlyTpz2f955LFZzn9801vODv/50nndg0ZsC2JW+CAv/+nDuJ5bSzeHZ+lYdH/w1gv8o5o+Nt3YmoJ6FHv/f4v4d4EJ3ccYy59AeXpO/7IzeGFF75AWt9g9t1K5nXsqPZ/JAC7XYbeBS149pjWVJTHDkSq/4ENRl3O+m2i37tmcNauPyk5LghnLg0m0rBrQ1ZblvdhhUyG7ZXHHTvDpApXVl6rHETxAgCNQ4AoWpGXK9Nh0GoJuVVE7QuU94aB/6GV87LVx5nLt9aV/x7QdLTkdnWDQ/69Yh7fL5nisS9bu28l3TXp76bM2e55NmhsZdmdiByvhu3FkY878u7t81/9m0PU9UdKvtEz28OcQb7nXnWlFSxoRQbar1mYAkKzuWkg+Z1aMLfFpL3XGbb73hjgPyU7MjE15HJlBTBpq8ZJnxHlxt7R4Dt5LvXdmd9/yx64Hoo8Fv4iLGdKCKb+aKLQuZLSzzyH6ZJNyfEM1iWfj+6ZAfft19z+XbBbxzP3wkenzHzjNusGPXoOHNM27dc/O9fqWYf5u+tly9Lu/slyoqIxz+5T5ZroRjauw5f/AwO7TE0XJEumgBQh4JArWMQEFeVC7F6VDB0INZ487FCd1h9ercWXTXZ014ao5bB1GO/FOrjoe8R9Cbnu7ti48M8Ba/FsvZEbdBtKzd8tXi/qYU1bOn+clu69JqphnSLM+v7wGpr5d9/oP8ds91L9mGNUO4HlMRvckHMTzJCvoCO0mE/9Wb2UjhSVFSVuN2cyZ2whErN0zxGGwOWxK4aBxES0TIlL6mIJC6920T3M3z2c7zGZvscUIdv0ANZTk/oS9YcQa018vdP9vn5j3XTmaJ2ZD6M3urkUOaU0OsOlheSjDURzeO66DxLkHJUQrWAtHyeVdBcILQY9WZp8Xjdjo11yJXAYtrpSaPBAGCQHUR4AuawtkYUQU2e15ri7YgWpDjNW3OogrRqZtOziP8bZ6GeIc9SMy7eTcrEqk+jOGkzZuMApg9Bls3wnXrNLLnwHU1o9yP2BIC9gMQdfMdGj/dAhoYSppRmJ5V0NHCiMwdGG0dv9AlFHUvSUghyQGuJO7MoxUJ6OPA4LhmbBeQLnJgAOPPe5nRYZL8DLmRQ5deSLQg12lY91Gez2Ofg55TC2aVRa2ogEJZFAcEeENHtaGuvsgVlfS06zCQeubhccLDgxo9qP208TYzBrSsKdECdTMwVxDbscdlTg/jG3uOwNb20OG4tU7NcWPoFqAf8vIKAwXxEATqBAGuaa9WrKKE7Cwt+ZKb6Nxv90yvh+VU4u5+/+ZTz7ruefJCzHGe0cvTVmP8wqvOSqeag5Qh7/b3bdxNEeSUy7NsHL2dz6ATB9KcFJsxR6IKiBmmTEhN2rYeRbEuJWViFScIfvcDbkU35hXdcN3dlc025mhJDDiIBynZfD21cM0vOvIUj5KszBA1i1p7U4EqCw95i6UUy6LLhUtfhi3t/m0vkzORyVMXBTVzvZxTZmWrHGH5MayOwPF7dETasB72HeCXbVS6UUS6IJiIIwjUJQL8IVOayuUZ7jsT1EotCfnrGkwcbbqpWfrVomnv29vB2Vyzdik35v2z2fmHqX37d6CPlVFUI3PwiOOTkCQAlx2bpD4H4cB3+uUYt+VbmfIHtRLAP4YCx6wJbWJmAohHEwGjppNsWcKwO4t8kzUiCt48zkBSWWtdAYcEYXuafyb+kVQhs7OjHkEPWrcxhqRw/C8uUXEMPCdVJSb0jajYgHjlUa2SO+fgqIigqTEnMTjccd6tts6fbtk5DeTZYQc9cfzThzV3KENgbmaFWiX2C0f749uhUC4lKygp1SjtbRfKRBxBgCBQqwhYTXLccNTnZ9+LJlFP9rh0akUVhhy+vTlBrte6y3wHpIWH913AMcNV+ciBCUX6IuNcxPOhrdi3AiJcAmDS4b8VUbYje01eF/y921G9DQ69uOnzF8XVUP350zbPnKakFbP/iN3eXL02H6f7kbcplaDo/suftuWL20NP7fIKPXjCYt24dm1NZSl3U5aceQPJjfuYqAS1Ijt/hGsH+S+Jdt+EBi/pYfDyyewVjyChc58mFDcdjoHt++Psp6b9W7198YMnhMNFW4pssEax+fbChQVdU0MjJ4fLhkzsY2vEStMrvhKf8vWKiDUzuvBePj8ZLmGz23ZU6twUOavxh9fiI4+BV+BI/fY/Tm7/Q0FouksXLbUYRKj2VdUojmQlCBAEqoSA8fx/v2q5M9zF98WsFS9wztlT+6/8tmcT+gG/78IMTn0BXA7L5VJ8pwW9g9zvzP35DKTimDX3mtvox73PL8fnDBrc5v98B1PfRuCozweaU1ezmTmoSjUrJzHPGCnc2YZMvcpJ2+Cj+JZbL31pf/DqNu/UxV5ZGA44Qb7Erf+k/s0BQZ4+/DAnwSjLIcPvr2R/5fnY4esUSMxr3Tz0z9GDLECMWK5ebxX7S9ysX85B+HcTWlMBqUVqWklR1KP+M5DIGf1Fn730wTBLR/vApGBn74eDw5CWlWNqEfyXQwvw1ZjjTdo8tXj1qdnoJDRy3/84fL2TJfar/6IPI6s/Ez9BgCBQdwhIJTkF9EeoqvCdMfhuFVhYOGampS219FfLKI6Fjqi6axMpSRMB5afkKvOdMeCHHBElEJgZ0QcDGEI0n1BcQzMjxh6j+lwQlfuW4pf6iJlYnCMsoQR62qQYmtX2iAveCkUlfGMTetWhgxxZhugAhQQRBOoIAS7PzFRzHqm44HKycIxNDen36SqmQlLUFQJV6RTgBwtd/KCLT4qUnwsyM9V1SJzPNyu9/KjRNvONDOEDYeU4Il3KAYdEEQQIAgSBDxQBpb70A60eVItoxj7cviE1IwgQBAgC/10ENM7L/3ebQWpOECAIEAQIAh8UAkS6fFDdQSpDECAIEATqCQJEutSTjiTNIAgQBAgCHxQCRLp8UN1BKkMQIAgQBOoJAkS61JOOJM0gCBAECAIfFAJEunxQ3UEqQxAgCBAE6gkCRLrUk44kzSAIEAQIAh8UAkS6fFDdQSpDECAIEATqCQJEutSTjiTNqC0E4HtNWflZuWLmi8W1VdAHTbdEXCAWFqAr34kjCFQSASJdKgkUSdbgEJBmvfDy8NUf6t18jE+rkd6G/Q7vDU+rDRkjTH1yJDxDB77i53Cf2I77Qh1RdRgUHxbp3O+vRo7eTRz/NhiJQKjDwklR/2EEiHT5D3ceqXotIpCbPHHM6SXhed16tT6wcoC3axuKEv7gcXJpiOJr6jVXtHj/5PCFcejaR20npfIpCj5W+B5dSnBIzxWxzF1kJbkIhMUhumThe6wlKfqDRIBIlw+yW0il3jMCYv/V52BK/X7x6KidX3z1eY+pbqML/AfBlXw7PCOf1vD+hWNiyeqh+rK6WsuN2ly44f5Tz/f41WPhP17PoEL6Vl2eXHIvipy230EPHvfsj1NdkahWX+IlCKgjQKSLOhrETxCgESh4uesquilyxUTYsigcr7X1btcmH9saUvh62oIM79V++v12wb9es06cfVxApxMHrfadsPGe8kJ1+nFTDDymhIU7zgo84BPWk8nyFC4qFvt7+Lq/kEUcPW876dSj3JfLZ/l4eIWCQky/nzdca7ts4oF/H+NtTUlM8OVhKBxK9N4U8lwp41C480gc/tcir/tZyghlxavxVyw27W0+yNT4wK+D2vBZFNdk1Oj2iByLuWWkGsRJ1vqOAPkCf33vYdK+qiOQ/yz9KiX/eor2Za793CZFYWrSjAWOgbtgc+NqN7y1aLfnw7EzDv21b+aMbuyX0cJzLLgBisKXa9CPr+ExPzX7SsLrKwnUYtdeP1MZrt7pTi5hj6+N7GDXblR4/KUOzeYNamdMFacmCP0S8j/tZT7oqby1ufz/XogtC9ENhnf3+w3Ym9utVzv/Ka2TT978edWZGxmfHXPtIHp8x84zbrBj16DhzTNu3XPzvX6lmH+bvqOw6u0ulYNv8ePayT8qgzPv3xmxCF2DyLWAr78TRxCoAAEiXSoAiEQ3WARsrUrfFK4AI/7EdRAtK9dO8XAwh6DP7FqMGxP2w6Z747x768N9SoUcZlxpPa7d8tXi/qaQpQt1ZIB3XkYBt6/zIKfDCSI7m7lT21Li52DBt3bsc3qNHRJO4ueK8qRpW/fmGQ3qc2uTHaI8xKqdx99T9t568FV7o8RsCPjM3mrkkOYQ3sHyUoKhPmyVsGxTZK+JPylh57usSARKXLN2dzd/UuP0a6KOhMaHhQAzCj6sapHaEATeJwIStF149vwt1c1AZzUkQjSBD/9EIX5YFq2curLC30rLU0rJIdLYwbYRJsijbyCkfyTIbl+sumLdumdLrblb9DzTj5JTkXc+m/WQAg2cERWZIKMoUaGU6mbXYSD1zMPjhIcHNXpQ+2njbWYM0M6uswlVCxQ/X7AiCbJ0H2RzdtPAJlXLTFI3UASIdGmgHU+aXQ4CxpbNrKiHoXcz14yyUE8GB6i6eGYc+efLTihUCrfba7mKh1N58gcRg0NijqX2TBIRMr2AWmz6INOiIkTi6y/0KcqgNZ/FMupy4VKzK6Gxx8893xmZfCYymW/1cYr3kDK3XaiQqjtFtY3/XjOAiJaqw9dAcxCrfgPteNLschBgWbR0bcWKPR3xT7TauybitK2ecICK16opn9IHOSKNT8KWfFBhvbmeIMcEiyBMrtyIqIWXUxxEaRzBondO6ulNOrYeRbHYLdvMmtrfzfVT+GfLFUbczxZJ5YnB4Y7zbrV1/nTLzmlFN1wPO+iJ458+zFVURp1ItfxcwagJrRdP7dqKy6oWHZK5ISFApEtD6m3S1soiYPztloFw/niO2+GZGyNCLz8+6R82bOgpsLV89ePgvqYsm9F9YLr/3u3Y3vDkhIcJy1xOHaTkS7+3NqZ4LbqAaf7Rb96xUbcf4nA2nDIrr1wkiqK9r20/FlfmcS9+C1cHJO0mbLwZ+/RlqM/Jnuse+zyWm/FZAr3iK/FJX6+IuPn4VdTl2JPhEja7eUfTmpYBUlFIQOom39hkcU3LrfKQIXH/bQQq3sr/t9tHak8QeCcE4PxxhC9/28arawIe/hvwkKZhvH2t/VwHS+Q3bX/E3375wos/eITSUdy1//ts8WBk4R+9YMS8u2d37IncgXRZLUa9yLgk4MIw4xmDMeUtnRj9qD0a2o1rSm3PWLzp6idDR5gwKWiP8pHntHbqYdMQl4Co0wFRENOtV8d/fh8M6i8zR/vApGBn74eDw1AlOaYWwX85tNAkUgNPXApeumGxBLShqAboERINAQGWXE4WIw2ho0kb3xEBKXxnTFhM8fTMTPml12LC3LewLxGYGmrZ4SFcTHEsTLWCy6yDVCyRUmw+v4L3SKQFb3NEJVyBwMxIc55HlSyhBHra4WUWSCIIArWOAJEutQ4xKYAgQBAgCDRABIjdpQF2OmkyQYAgQBCodQSIdKl1iEkBBAGCAEGgASJApEsD7HTSZIIAQYAgUOsIEOlS6xCTAggCBAGCQANEgEiXBtjppMkEAYIAQaDWESDSpdYhJgUQBAgCBIEGiACRLg2w00mTCQIEAYJArSNApEutQ0wKIAgQBAgCDRABIl0aYKeTJhMECAIEgVpHgEiXWoeYFEAQIAgQBBogAkS6NMBOJ00mCBAECAK1jgCRLrUOMSmAIEAQIAg0QASIdGmAnU6aTBAgCBAEah0BIl1qHWJSAEGAIEAQaIAIEOnSADudNJkgQBAgCNQ6AkS61DrEpACCAEGAINAAESDSpQF2OmkyQYAgQBCodQSIdKl1iEkBBAGCAEGgASJApEsD7HTSZIIAQYAgUOsIEOlS6xCTAggCBAGCQANEgEiXBtjppMkEAYIAQaDWESDSpdYhJgUQBAgCBIEGiACRLg2w00mTCQIEAYJArSNApEutQ0wKIAgQBAgCDRABIl0aYKeTJhMECAIEgVpHgEiXWoeYFEAQIAgQBBogAkS6NMBOJ00mCBAECAK1jgCRLrUOMSmAIEAQIAg0QAS4H1SbpcKcHLGU4nLNzMw+rJp9UDC9x8pIxTlCoVRK8Y3NjPmki6AngGeFYqmUy+WbmRm/W89UyPbCnCw0LGjQ360IkosgUPcIlL13ET2cy9FjlXIT9t6hRA9dODyI+Ss2r5wa58f8DWkMxu8SlkqUH3MIojiCOQ/EckVkzoNtbsN5JuZNwZmb6+mN3XshsVS+GgyQxof+czYhvwYp1ggpDJo66j2GDVu0PTinRqhrExH7uDWDslCfVuhyHu1ePpPFE5jTXWQi4Dm4r7/17IMDsMJ21FyCggjftfZsfRMaEXNzE25Pl4MM0yqHz19Rb5gSY/bMBrQNx+9XjYiK2D7t5r8uPaAIeliYCGxneN5KFzEEq+cp8J5uAfVhc+0vZimHYfUoktwEAQ0E5GW5wntjWRyNpPRDnw3X5Hm3hrKQWNp443VZuSE8L/ovSKPvuDO/VCIcxeKNuZkvg8jiF2cxQa3i5h17XCprTQRInm11MoWytt8tr/41UVKVaWBktHCAR9OFJyRVJlZhBuEuJzMgPt7rdgVJ8x/MYfNK1wr1YDbqwYbnJMFL+5YGBEI8QlMRGsrho85j0btdIQEzIipk+zi/xaWLYHGGXsgsrj7gxS9OW1MsTH/mnvvVJ0go1AICovxscPm1MPZrobKlSJa9d6EoYxZivkU+l2Ni7irdjUOTu1EmVl6Xz4eHR0z+2Lw095cfIgWtCkUJePo4GT1jif2WTrskl0GIu9eZtOzM6JDtmO/3zNjxFCWvaScXXjiJlo/6eoKaJl1D9NjWe8LvAOrhQdux3M3fdSaJ2efVUCEIAeX8Ui5Jsf+vrn/JJJDG1m1nTMqrzJTYXXN7w6Nccmq9f0y5eetnZFr4xs/X3YK2sfSmnrz7JDs77bLPCtzUDcsOv6Z9ePiU3f4K2F6effvbKX+iIjhDD0Q8ycxM8vOcAI/ykktL9lwrm2xlY2KOHYylFFuWQ4uOPK1svgaTTnQfNDTMRjPe/1esUfg3IT/e+zvw97Dh4hD4ZZJpoYN3q3/dy6Noakx6Tg/7ChUS8Sd32LMNYWcM22J+zzlnk2pITyB9fTM09MLNxNqYWbWaT5WSN8qAwnvT2Eixvje+SBmk/CtK2jrXba7L/NDEQhSUn7RrwThMt4fz0guJeTid1t7l1d2AaTZ6kExv2I9bPWeAB1a+Ufmy4uTTOO/wDZeUBciT6VWbs9u6JBFaGkuyE3Ytc8Mih2Mz1iskGgvzwrjj0+ztpy8/irdHGo+FCatcnJ2mLw0KPzbHBgkzyHjgxgu5XOQ33w6XaAN5V58QQUonZyeX+es9F0IRnB5f//y1s5OTk8exh7g+hU9OucCz8/w6WKcrdnV6U6PohkMFXgQuwVjhfd6rmFNz7Hvi+k9ffTRdtaoRXvbZOJZGmGJbu23wSxPh6ouCPd3tnabtCQrZOtcRkeIM3RAUTccJ9zuh9YFy7yK67rMGCzMEsiINbEIVW9VeC48qSKLM6evsjXs4OS3fcx4Ck0M2Odk7Ld+2HxfhsPAEBL64e2q+iwOu6jAXFWNodBOs8tU6kfY7TV+21We3B+7u6csPqbURt+i9/ypwA9ECDMzUBrYmgO30hVsR0zLDJ/YtkyBuv2rvUiHb48SA3sGYXCUFtNdk2wx123BGrSOUkVX6W/xoPhsNRsZtvJKhRkB02VuBv8OCrYe3LXdyGubhi4eDbiZRdtyuIJ81uOOGTf8jKlu5x5JkBa5fhMOh/qsPXIYBG+ezwh5G1cJ92YqC03fNHQfjbM3J2tFYqDWvUl569wkbTcTewWsxUNtvIJTwHhRGGdSWdsMcFh4qraFhUqL9q5IfnFzAOWNqvZafUQ1fzTolByq2rc4Lls53osc72/pUCj3faqas8lPxAxjjvF5bqstClSi4Yunivs0vPAS7oKBwelrPUyjNEGqSJC02BdBPpSCuUpcuhXH/MnzMeLB0ybuDFGgwLC9kqgYqCBQGd9mbW1jOMRnBg0URUwRmUI1HZSXVc0EpV7LzttiorK+AcrZSiYFTsg2WHF6KxA/P9o8sGsHr6yfSj7+lVwLQaiZRSBelxkmS/2w/vUvAWkQcq94ifYctdCWFfvObq4eDn234Cy2bFeovrVha66ghXS57fqaVZuYBpDDBHcR0q84G3tk1ST3vcK/bL8J+Vw/B/r20KlKjm9T4BDqxdAMho8E4ZgLSWXidB0qSlrLRemU4aInLcsrZZNyyrd67aee9e6mTLeTCmrEK2f76VsR10L/KyZcuSTUsyiq4UuGvLm8G4tCnx2JiVtkYgNdoxiFmusFFowRqDi9BymQSWg2ulhx5jWbg5UjWTvtGWlHDva69ub4DBwbQi9TCuH/w4xG8Zq1UO2ozEd2DRtP3xVzfiyuGRQsUiaXLhD2K1Wc5lcApGekiGIdkFbjC5LNgd8AToI7sStm/JvQpHSsJW/UJ1AFZJeTyN8r1Jcxmq31vo3lSlLTOxVmxyJbA0n8c9j8J2uQ8fZWPv9dYG3B0YskzZicAiqJstG52Wb5t9yqXXi6/75zj5KRcqQsDPd2dnJdWcz1dsXTByOJftsnviNeVIwdQe3L4O4iCRRxdD8W2ABsJmEkkH7YLc5tBMm7PH2PRWi/n8Pw+KBe9d8HJygRaLscMDUWExr+Ry4WXd8/DlQEuVCsC9YLGo7KSjstPwLIiTynett98Xag082y88FQEw1WZ0nbhoZS0xBsxLxhZeCQR9m3PsPicp1i7oYJqz+Em4Aaq/5q4wUAVHXZpAoF4D8EI3b0xuYXKse3hexvY98WdI3gLMvMADACFCGEb/HgT9PWSLCyuQPY8k+czexfZq4s4yxrabPCCXqyx+d8kiGSKDmK2U4UJ8216wLaPdj16ztgH8CpWcxS1Juh+WnxUfLrCTgOatGf5xbD1XOeE5hcQ2CChNbpJ81HRfLa11wU0rqL9FOomaGPtYV5lysqFi4di8IsCFwyH0YsRseYMPRKfxzCVeidiv0K60F1WNtvn4BkZ5iOdi+Iq11kjgxAzEp7s8BAGSROaRm81Ch/gxdz4DWhXWpx2C5vcQLpUyCTQwO0RyOx0fdcs8GPRqBAbbGtac6CI6jl9Z6Y8/TcOH5JhuXV93UiUxXGnhjTVqHbdPiinBagVuBUXVHs7zO1859+CQkKCwPkHJTC7NM06lpYuytaJ8NDbG6WLsen1Ls9WbTkryc9MS8vOFzFb3mEuLngviOYlmiEV0Kn5o5VrPth64lYcvH9/lVLz4bDwaJpy3oDY4VtOwERHr7/RzhuEHz1FaLanik/l2V1whZwXrNumcOvXeQ3UslQUCjMhGbtrwRHPRQsXzl+9DZ0+EsWkqE7FICqSN6+K4c+0BbO7G4Mtx3TMdKQi0HJIr69yUjGcwUSuIO4uUnCP27Tws66gxjEaPPs7zP2v8wrpBKofHtgRSrnJX9rDVsWkXXfFBohLCcybWtKnEviNzPlc1bHaea5j2rbs+Im1pcDKYSu92tofHC9KvLxNVgygTx1pVYp2HQWAdihhx2S+NP22L9K93vPatWzhwkWrt/vIEEShl56kPXoEHuCGuV/1gfFq2Xvi/Dm9ICTgQpRQqVt33jK7rwWP4jaZMHc2RMmL4zLUOkmYGodNX3eOb1rottDTNxylKXmVB70iQX1HlaTn4vSS/OjY2JiL2EXHpxehWNqB8HAb26NlV9uuhpJXtCFt9ndT2xjzuGZd5ixdCUmkD66lCrWPJ5XuNV6PCRPt20N6G+cvca8VSepCS4xbUfEvj4dtKvGP8XkwaXr0rZiYSxiR2JJLrwtVvOy2/jA9AwUFhQStoztFi74qKYpg2J7fskdnrZSKeB2hVQuSp11bf5iuuTzv2pUr914XoPyy2L0B0cgjkQjlqI8GONgBL/Fa2k35BW25wJXHJHQCWAIOtbMEb48haDorjrjwRChPuXED/NCnIz5BUf3c/4IV3b1/5llQLSb/9RWEBHqcSZc8D1p+Efzf/zjSDP58eC7uToJWpcSBvzmNGoU0Y5OcAh6jgVkZp5xuFPxcJNfB2PlP7pyUl/DatTZiKHKNLVq2hJcA4s8GQNiiYw/DDx26+yIUVoR/bzyZxUM2crYxhYir+1mIgMfJp4GB4ZfXIc1EfkmrlWcPw5iChcXpPydj+nrDfolKywv+3vnL34eBVe/yw2zRk2tQAec/J7aBPNVwFUuXz7/+4UeF+3nJzMHAcKVdSczJi8lZycmv+i+Yv2DB3FlD2ylB1EgrVE1EGuHwAPbhk9fSmNDM8NUCOPM6Y91TxpStr+PMEk7PMVYIlbRHMQwFxqOcmNRGsYTC44dJo/CoOrqJ0/w5EHhh346NO/4Bj/E38/qZgVysIwfC7EJanig/P18kgp3vP2tdWgCgEtFrSgY1YHWjkpGTLQA318W2pYGkmD6lyhYoMeLqGaDayoS0YMC1LlIgwONpKNyVTVIEJr9KSeiMT7IAAEAASURBVH6VXEh1AtpzprRITRMaN+8EqyRgux0n7qLEJrbHX2Vki/Iv0wpDZXb0l9uukaInlPVgYrk8bcYpp9dKHovUeouh8cF4BG0HDjGE2pwOCnuNKmXkGvAkMzs/WZcysPfn40aOpR386d9Dqw1ls71++y7tILH4dEi8Sh5L/VzbCDg27huDxVqEqvIYdepvbM8XBS5zGDx48oKDOHfgz3seSVWyn1mpFYiYwDKZBFPgjx7Ulo8YTyJRDHVgBMycqj6VFmRmZuG1Y1enr2F+lL0N2LFl6xlYw+lNnTa0HSb1ofyyrZetXwb8f/znoZsiX6nXytZtX0x8fAw68hQzq0dj9ahy/MwcU0Qv+/RZOmZKk3Y9YOsgSclUzZfi1wmxCUnpWckJD4B4185ITvPMm5pQLGnM2WQVh+gouW07cwg1NW2piFOOLeZg+xdTvrJtaQLL7B5jp0KaS5euXLuIJP20z7TZVUGh0n8qli5FeOYqgyJPH8k/0LocPXYoMDBwrp2loMXHQ/p00Nzi8IyN0eHmk7uOPELSouDi4UCGnomN8x82aKz+Pnr6kZspUkqamXBu0YjfIeTS8VwuV9DW6iPwBy7cfy8LzTnxwUF4zW5ioJjDxCHXnyGy4ofXLkOCih2P14zeu4gLYZAquht0FH06mTB529lPgw4uif77f9vCIHDtbAcdXMCkrnEP29jU2JhvDP/VXlkUtHUYg2rY8wsPgDow8Hcbc4MW3YaNHvyRZdePIVwm/O3YxWTwiJ5d8vW6B56RI3sbK0+Fndx/7AHiQvGlwGMQxeK1b6LWSYLGiuHxzfJ9QHrv8pECgXkvB+fBnUxYln2/pQ9wH3ezW+EbkSOmoFpvos8f9jkFdMAxA0aGNzcoTLG6Dwq6SIe9PrXXG0JZeh83R5tX5MrpNdnb9WdvopGcefc67mt9Xp3CT1ewnB+j4fPmQHRx+LIR7rseZeVzjc24+Ymhpy+UzqM+fPAmEKepiO1ZHzmidT2In6Ez1j/IEkmlwru+q6YczoJNRlKRobasLl1wWSHSp4e+C4JIOFyj1ElsW7d0HITIxH8fu5JGKXdmgYdPvZRKM2OO798WhYmVwyQ4gRoD4AD0267/APiViYKvxmaDJ/7oCkvLpgYm4++J5SzzT76dYwEt+uOXLSDwbBdPs1WyB8r5ATj9YfM8f/7dm7aB/TxsTmQOjCCFa9+rt3XXrtbW1r16WbesXH8APnjMpYR4zQvKAc3zYCvVnKMkDGdqG8EEJbm37MDFF3SgNHipjZWN1c+n01u1awcheYXMmKNY/E8a89ByWZaPhZFi68lQUy6vlQH0rMmi9FWjX7nuFFg5ghEu7NdxjguO6Tn8MbitYoJV5qz63zI1aUpbNzJJaTm1KND+wywMxcJy28UFbYfBzaRNFOrqdYU+HeLY1kOtFTMFTOj4HBQcOME6RDq36mfNBaTDhVgmyMZa8QoOmHZAKcyQhYMoTkMVPaxQVatVElVf41HImBmRaphWsJbWgIctG4HLrb7+UQu/ch5xixhktFK+CP4VV6mH0zTF8TDQjIG6XPIMTnApamtjgz2wEqRPNCnsLihQDXzaYq/+vovCqAOpnOcqVLroyANdA8bGgymr/9IGIYXdBVsUcJ2j6fNRKCXbmuncjbRSvpxeY6IgH5gxcEHM8QotNN7roxCbEnEN1X9hIITC2R4NflPUFGvhGZTKZ3vIc2eXqzpl7C/NqFXC4c31zZjO9rvqGn+FcRGPHZ3l0taRMpkEdxzTNE02foYPQUC5YFzGpZsvP4OrnXfn/3AI/KqdjqtSm2onMT0tACD0EEjHK2D8iPsRm4vKL1vL7gJthGNyLkoryDxfdGpGp2NODE5ftmqpC9JMAl9dyZbhoxDAA14+PviQSO/VcNRWYcFyW79r1TRTSIz7UVW60jKKJnPaMAMUDoTHZdN2F/WGMMdzaJOtzqpVIbAcq77CuIfP+WiQVNr9sK21MOUiPvILrQK3kD6iCukxh+F2wuMT5VssMN2s370NZBKa/pTnbsF4COcWMAX45fSY5huRzBRKH5NAJ1uwg9MOSlOnKGz9TBwI1DxXzQC/okTNSso1H+/s/xbnQuMBSxfN06VQdPGTf3EadfSZKtWSRzEsS1WGKS4uaCMzWQOL+N59pYgSJe1fNh5XGH57qs6DKqQLQDptqGK9MoM22ILBH1t3x+/Bb1OmH9akkKB23BbOnR/2dGfog6eH8/wD4dH4DEwcfbiD6Wu6SpI7yvPNkBhxs6pDy+w1ZlZapjzjDrbT2A/0hU3Rdf/tjIyHNsISZ/nuwGeYpRl+U1uc4dEOR+CU3Its5uWwPcCYHHEQr94w8g5uW6Kq9ypl4AJ8HvK3ZwxL0R5cN6SSpY9u3vHZ6GSPFCMzNvj5rUNDTDkKdDOJ1mDHj7A2j8VoZMeuUxvd4zROmafjQ2saRmzNur2fJ6V0wZ3FvPo6z/cxXjnhE5Xl1w2jikz3NDXcieiXbQ0HcMrNK7ru/ROTHia3YzF4pEvuqIWjUzP04drksE04sT6sO+ErKPRhEFw6ltmqmsjT8bvkcETrGS1dZiqGP6qO4h1b5ohHuVWsMJIFKZg2VMMjzcnKQd9ags9PlaPDQB9UksJHxMpKI6a/2VTWJ5sgViSmQAthrLkPRV96klICMzPN4Apao8hlbKame9LIEu+/5OPJm4APTj29+0X1N4katKv3IBVm5Yh1g40wgi9SCdQwKvB2bjs7KBsOUB6b+3FOThZVTgeAwgp3QVmftELfGQMtDXxnDNRj5fQ000AEM+gfS384TmevwYdwGvWYA/Pvm+OzqZwcEV1XhtaH6akAsUpUWkGhzC+VSXNg2NTdt90K/BfOPEW1ad1h+NIfPjem4IMx7Wcffg1niM/90B+35t2aLM5B41SLc0CL+2V7R7Ahw2R9YGZ1Ff2VAFtHksSbZ+Ny5AqbEh1fXGzQ//PBFpVhcExP+vpK8LW3eho0KMOPRn5qpaM8tSBp1qOw648otYzFxVSH/kO6W9ALQXFO+qt8imdg3tJCfXKDCSBTKAH1c0sLhcYCSKIBBbOg1uSoVpa6VyyGmZSrfqYJx2Ynnp7Q2em6w46X5+dV/3hF5fFTr1tpP9fMwqJ0qHYISIZyU8GcxlfBpZ27rFig+g5AlJMr0X/JRyBXaGfgtGDIByVaoFZwgESNqzRgQhhpBMADth/Ki9ARO7PyO4BCn6cspwvgS4pVFOIIZp1dWg7+JcIiMDmCQCrVFO2mfQjPFSBWiSpWRAGWA+UOm0oUUZUk3KLky4eC3lDU1tMnxppfOo0PE46w7cAQqajCTEINjzbrwKfYjGzxNyBgDTfzc4XSTCNPnTwU5hRkZxdpSoYilWWjUnWQvAUalDoNMHhWfDZFLinMzi7QyFdMqY4c8s1attUxt6ETZKUGVTkDqnQL+HwdYyv/7s7GfdAbJmuWj9FRamkqFYXUlHSpqJz/VLx563a4vmD5vLhneql+/E81Bg68NetIUXeamlTbRlcX7UYnlXgt9Alf1gXYusvgu3hfSvtxwdLD4TEXT6IkbOvl+/csGIReWatRpzi2DvS9woLsLRTHPWq0iEoRsxk5obqSjdti5NRZlSpMMxGvpe3UWbaaYe/tSdDCznvbbv3O/SfZt6qRStSUZqxGKvPhEJGKhXBwD4666ZDwH04tSU0IArWHAIwBUIKC/gSUoLUk7OkiqPK16bXXQEK5thEg0qW2ESb0CQIEAYJAQ0Sg4vddGiIqpM0EAYIAQYAgUD0EiHSpHn4kN0GAIEAQIAjoQoBIF12okDCCAEGAIEAQqB4CrKFDh1aPAslNECAIEAQIAgQBbQSIVV8bEfJMECAIEAQIAtVHgGjGqo8hoUAQIAgQBAgC2ggQ6aKNCHkmCBAECAIEgeojQKRL9TEkFAgCBAGCAEFAGwEiXbQRIc8EAYIAQYAgUH0EaukTD9WvGKFAECAIEAT+8wiIs9LT3qB7IAXNLFv+N77LWmOYE+lSY1ASQgQBggBBQIWA9KXPyu9d/jjOhDi47fy/je5dauH+TXHWgyPegU9evhE3tnGbP0utiNwI30OhD56KRIJh0xeM6dWUqUx+UqT3vuNxb94aNP74K7e5fduqLqtk0lTXU+ENMCQBQYAgQBAgCFQRgWf4VjROj28OhIRHhPjOt0f3H7KNf0uvIqEKk8PNZsyNgqgIuLRNce9fzi4njU/pb7+RganlRf+jJTlOwYWqNe3KvptSUZIkPzs7MzM7n74BraZLJ/QqgwDpgsqgRNJ8sAg0RAZ+4ocuShGM26ImS3L2uzSBQHylb831lgTfN7qIvkc5mr51l74OWY5vuTacvhPqUPjk1FAWm23wYxKayXPw1e97aWET57cYajV+T5nXML9zVcuRLjlh3mugQoyIc9vgl66QMegyXfULXKtcPH3rOLrkmbjyEKibLhAC01erN7WbkLXVvhGwzbtdkw6XKMM1yVHqly5r0yfP1UUAlrT6DluyGDLFj+az9eCelYBEZgErCfP8rFRHKG7RZuYE7CmVjKFbDgMzaeqlB13nzFwjzbSw8Mlx2GTM831Ih4iu+6zBew5IueHYHTy5Jodsd57+R4LySnj8mASPhQnrXOYeCA/fhS8FZ1uvPkbLA3ouVbt0POsPG0O24S/PJCK411y9Dvh68oPxeYVxaOOirAbUJWf/ghmrj+FaMZWtAU9Z0kXkNxddFgR8s8HbL8h/zzQbdO2acg4SIu503Jn9zhUovAdyi0iXcvGrsy5AUwb0JnPZe7m1qjiyMO5fPOmYLjzxDjve6F2Typ6tKi6dpKgMAmGrPoF550q2DCfG043mjJP+G4dfaowrpIvzXA3nMn0dMxuqlV4+A6slrH/evHtwub1yttTdvMvrPgPAbd22hIQHrZpmCv7xXtcg6R3gf87Qm8rVleqRpgnJ4ErD3d7b8IQM26DiJ8iuoyYq5He2Ygr5eFwzs3QhrQ1bE5r65voOyLIh6HLg7g3Lli1bvc0vSckJuuv6rqG6pcuLsN+heJCHatu6rK1OCAJ6W6fYu4hQqVWdQOj0xQ8AfSJdyum1/24XwJoX+MTGmqO+biqnpVpRWLrEStDEV1Xe0iJFHstC4NXlzdBHG28olAd3drnCIzhmQpS9OgfL6lLaEsVChB74ZdFWhFfEwBVk/29H0/uJ8Xtul9UKbCnppVp+CQ/PbYoWVSKZ1upK9UjTNJq+D0uL4mRaqBx7mHfnL+g4dW2bIktm/Bw2D3aoKulCL/uGe91muht2q05Ow+iepw7WgiZJpfjCZdC/Bee2b4Kp4cQO9xaq0CZz/9ht32Os/HU2DhOdDvRa7c5i8Vgs1gwP7+fKe6jjQ/9yGdYTAsH1HLfgVIIivST99nq34ZCezbXfsP9Mslymok182gjUZReIg1ZPHO8RKKbroLv7RI+WOThvP+a7bJgxdCunh/3GgGjtKuNn0X3v38JhDPy7d5u85NKOEzHKZOKg5TPdV29b5twLKPwUEEdJXwZ5/WTDYiNG4dgACz0Vy1FilpFccsr3Tw+IAt4a5771QQ4dTkljTu5w6qGP0y/aGJilZDllEeRvZRGw6P4JKA/O3UqmM+RG+h03dtsZuHUiDOpEIUI7PfZOLCV3GvyRTooV3xdPVYqBdRKvD4E0QMK8t6XbIhTmCMVSUcZzgNf1y0+VZ3aNrG2HyEtSMrMr4On500ZgMz2vWedpbG5ieiFFX2heVLpLJKJXcpksR7sKcI87j75j2tbtUHZJTGBgeF70v7CSmPuLn1A7bbWfdUlXdNqhXFWJYoPM0pu6x99/63xHqAWIRCCFFyx851/8Q0L8dntApeEAA7IjFT8CQQrJVvsE+u1ehGtN9i66wMdhddkFQjDxYR1Imd2n3JXbuv3hr1STHox/W7r+L4J/hc796WSqXJYEqnylFRESKniGYzN2mn0Pj5B4rHp1W78/PDwEs5D58vOQLnq3Yh293DswcLcHUKOVyHKsvXFYsDUkPHz/qvEQjk2XpetAQiqBQA7YxvAYl72JBEkz69jTwri/AVW8oQHVGYzcBHoHqUYNdSL06c2UlESVi0/JLK1VrZCB1ajWPy893QHfqul+UCNlL04Dwn02XMuL/gs82hsOztALmdp7l7j9rgpFMbYmxOQq0KK3MjDrYlIzD6hs8te3ToQsN/OzoYthM8psNAvpQqF/QduGSo9lxq+oZnXjTH/q0ozl3QK1FSw/S7OMMhvNZHDuTWF6QnYkPD098V87zPkPBlOkAUTtlCUHomMJG68ozsM9oU8pEOmixLPU3zrtAtSbeKIpq/vkNCszG/niJ8iyoqv70AlINCvRDYqjj6+sUXQ6stVBlMJcL0pa5+LgvgcpmmmXhRY09C4eS5c1F1JxRHIgElfbb77Gno2hj3H4ZW+vPcfuMCMHB5LfyiOAFPq8MaCBfEOrwQNSSuTFD2A5TMvsHBjRJu6lzWaKJQL0iLprsvqqdrkVM7B2jnr2fJnWD7urTfqwwPKbbwe47Y3KVYoExpCOzn3BYh00Y4o5UzG1KjVmYIbRslUrpQuEQ6+pWfWfLWXr00NJEji/OXQxSCyMLUgdKP1USjG2u3iEKoaYXM5kqeFO0CVdaMGrVt3SRarmIzpO4/FN4k0fMBYtcBtqjbZ90DyYUFS2KUxMC6nSJTTwkDrtgoq7D0uXmYqzLnC8UbfZDOuCQZm7fvfubbt3r5vTCxhAqcrXKIXuXklcxMlt6z3nujhDMnCY5ZDWWM2qiYuGNZrs1UVYYuOUzm6rjkXEEdFSnVGCJ7gjiW8uLbVEu0NES3TUxYJt8nvKK7Sb8Qh9Woo+6kS0d0lMSYxXucS0PO2UFTOwdo769pyHJn1gV9hth9+IvnsjdJUTOkgJTE4bQtCKHB7hqFhmZlrw1nng770a7d1fXUY2b1u3nTGJ8X6rRoAfSZ1ypItcjiXZuA1nElOits7tDVnAdA+kcBfrDfvlZmLiZW+kBjBxO4pGjQTpFWCcegVdT0yM2rUAKZ88Tpbu7ur2iS7pIkeqEjWdhqIM2EHDnmbGBoBAa6ZQPTL2Ipe587d5+6ybZq4uXa4oD0KUNT1VtzX1J39ddkHF3adYN6ntymH2Kb13ub5uJLCpjb39UBvk7O3tQTUKIQEpxaV4RnFqGRRlcxes8gnyRxZI+twali5qrIKO32C9q1yUftl/z3w1acRYLOtPz9dZSwrRTsXd22+pjQGjYwQdAwzY3fs9YOph1rxqNVKxilqgTm+FDKwzV/0KzI7dOhdN3Ixz9zrPKIRk2feW2hsxUQ7LDykPiGcdntsHh0NfLJjrwEgXjZNQ9JZFqRDL2k8LFZxrhkolII8LXMsUoefwB/2yCwK5OPMWfrsTxy46cA3MFzXudEoXOT4ZPXzDJbXyJMGr0Fkgej+lxWTMI3pJh2erehkVhCqWLvjdItgSYoJ4a1Z6elIrrqF767ALKu4+hXRhTpXo3HrSy1X13ocuxGeTHFcDIzGloJ7FKuBetKEFPdNGGka6wNQWkFiEwoECrbcBZfGToE2gdKWX2BCMlAywxWHO1NJpyU+VEBDBOSU8uYDiEeeUKd/6hplIOdmp00SdyHf8uzK7xooYWJ1sffaLstNoI1VKtqj0BC6h4+JTSm3+stPAZerIUTZUmaiY+MQ07RUXVIDeaKaU6jVJJioerGalK1Z2MVWJ0S1d5HLF0hLs877oMwbHlo41AUZUvoGl9b4L84hOWMOYPxAenZIY4+c5AbKgKQAUf7SkxVHREQexioNIl3J7qs66oFLdp7FZ0SVdsBiYeYBRJdONo/fg9OIrX/0dKVBzwbZG4PwH0rHcDcWLOKw0wHYXWJQcuxF3J2QvOhhCv2CMzws4LNx5Iz7xbrgvrLtr46Ma5fZIfYvE5k/F0ljROIXGZjj97kWpBiPpArJ/2fqt69Wcp+f6Czq+I1I+A5eiTQLqHQJlSRfQzaX7rXfHSxv867bhRBnv6qte9n5z9whs33B6bs8fd+9eDn5soc1LPIvfAIIQ57ku8LuXWQvXO1hrpkF11AVoysDWkTK7jzYhqlYDWo+otejVOVg9lFanYGXpmvAEphQaHNHl3T9hPoFfh2W74NgY3ubiNa+9kz2ORVrjTFCsgRNi9TQOh8836ZrR6ITkp3IIFCefBuGt0MUrs4BVGRBm1AzKYPyXli64AzR/VbyhnqE8BlZPR/z1EwEWNEuTTzSfpOIcoVAq5fLNzIyRjaoyTpyTA1+c5kKOUqml6LQ3xbXQEVUqLQnACNR1F5TTfTXcJVIxsIOUb2xszNfBW8IceKGFb6zFd3QWii8wM+bXcG0IuVpC4F0YuJaqQsjWKQIVSZc6rQwpjCBAECAIEATqCQI639WvJ20jzSAIEAQIAgSB94UAkS7vC3lSLkGAIEAQqM8IEOlSn3uXtI0gQBAgCLwvBIh0eV/Ik3IJAgQBgkB9RoBIl/rcu6RtBAGCAEHgfSFApMv7Qp6USxAgCBAE6jMCRLrU594lbSMIEAQIAu8LASJd3hfypFyCAEGAIFCfESDSpT73LmkbQYAgQBB4XwgQ6fK+kCflEgQIAgSB+owAkS71uXdJ2wgCBAGCwPtCgEiX94U8KZcgQBAgCNRnBIh0qc+9S9pGECAIEATeFwJEurwv5Em5BAGCAEGgPiNApEt97l3SNoIAQYAg8L4QINLlfSFPyiUIEAQIAvUZAR13Atbn5pK2EQQIAgSBOkRAnJWe9gbu6qUEzSxbmjWsC1WJdKlDRiNFEQQIAg0HAelLn5Xfu/xxnGmxg9vO/9vo3sWYxYTUlEec9eCId+CTl2/EjW3c5s9SKyI3wvdQ6IOnIpFg2PQFY3o1ZUrMT4r03nc87s1bg8Yff+U2t29bARNVYx45cQQBggBBgCBQwwg8W2VjANM0p8c3B0LCI0J859ujR7bxb+k1XJC8+MVZa0olsdj8b2LzZXQhObuczNRFxfYbGbjwvOh/1MPBfyqlsKbrJacqoijJz87OzMzOl1SUkMQTBAgCBAGCAI3AE7/vYMoWjNuiJkty9rs0gcC9Mbk1CpIkcIEdkF3kex/IRu//Fvy9V18C/5vrm8FvOH0n1KHwyamhLDbb4MckNJPn7LRvhGpCC5s4v8XgH78HZa9ZV450yQnzXgMVgoKxc9vgl66QMcL9TuYG4/blv3NdCu+NZXG23339zgTqfcbo3a5K4NFfto2Ns9uqC/Fv6n3DSQPrAAEYv+rcxfhZev/P3rXARVXs/7MLC6wBis/S+tvDnlcQUHvcW8pDzewq4LMEfKULVgpqqUB1VUwQbglS8jABEygBFXyBKT7QQBRUwAADFExQQUBY3V1Y3PP/zZlzzi6wGODqFZn5+NkzM2ee35n5/eb3ODj7nLxB61uBaPI59kaMBth0ZT/cl/UtVzHUihuy7OIioQhamxvdilSxl+g2+VzFJ+1ZCYKLQM/maBWWIdjpyYp3A2iL4/5g0vLM2PVY5oCSAYnZmLheSQlxdPUrkrMVcbIUkrIifxdJdFpaqKcTWi+huW8iAzJDS8VOWzhqXO1n8ZTwqVXlSnmMS3/NMRTEIIa3vbBeVoAEF24YMJa6SM85vol4VLpcifbsLooEt9dmRtyELRUQ4fqqcV2875LwlTN3ZG67sXuBCUU1UvQ9aWMzmmUXQwNFd7FmT6pm57JoWC8k8944HZ0U/h/4F5Fza5F1v56EAZmr7hF4+p/zXAbd6UX1unt6S2xek62D88uDnoJuZII3enMkwVEiUSvp4ZX8xV6IcbAhJzk6H47whY2/nF7m8+4gLlt5k1ZBPC445b9zR6CLOhPoit+3JN+GqLRByWY92Y+Gmzn5jWJH11ED1AormLF4mFMegw/E0zc6jl19yMptU8rMF89Ezl05fdTpzRm7lrxTU5aeHFft9eMqivEA4JMv0vKM2G17YyIM7JaGRQWf3PTl19MtB+Xdnie+spe+t3jGWCDLTOg/fsEk7xVZN+TKJqnKwHamJTeG583foqgf/ypvkPdugJIvPHUrOTwwq7yu19NWs7+JftGsxVDZxh7woZVVXTuyAZoFfqgh1lUHOfSBTEasY2UXOarcWZUZU77pIpFdtCLPZ+aGzgDWnq9U330Kkr4F/EVWfhqLwhcnEYJAVxBoYq6xEfl3NSqj0204bgtzujWyNaNNl5CMIjSHq3cLHYbsvLOQ4U5C811lTXyNAkZdA7t3bvhZPvNJjjDyxNT2J4stJdbL9nDUUxojGYikQ7kKH3xeTFQnmTaNXbfVMsA1XUHOAosT/6jP3sqRZRZRtkpVIayRof0mXB7eyQp+hZLjN5/NDuX0IkJzBwc7yISw/SFoktSKL9wH83vnt5D/gki15wf3Z9S5/SV+YbYjptC3anGefH/SZl93gUAkEAjm+ERd5QSZwtStLnaWkAnB0slzXxFbXll5dqPbeCgv1LcNiDxwhePh6h5IrA0CSuTKyIbXHVYe8BytPO+1P78eZTVfT968wkIgREDrWcASXFaAOHgnYdk0O0c2uLq6ubo6zfFJUlCUvPz3dW5TUWEoPsJ2/S/Z3IpxHZBnz0NArmyESTc2aewzDoT7SBlVmfu3qpTL9+zYtPZN2Z5PDpery0pp2k4isaH/iD1UwLV0Kzlou6GDM6jZpai3HhAYPKT1d9tOVSqtkyqa5TeuguQ3/6P3OEHR2NxqLH2vrKr2bw6lh/MEbKYXDXoFGHlJpYxiBMpG9QpwfSrlIEeq6rgk9wQRR8RIKVZuO2rv5SUlpdXn/gq3BMmqeClXRldPrdyl9q8rChCp/jm4hawkfn3W0QvJEtsXcN+0ct/q9dLwhIQgj3E7NixYGJoN+RVpfm98INnVe2JCSkp8mI8qabOj1arLgJjyz8+e+9fqiCO+sUk7f7Re5b4KidUkdA4B/XddJFCjXgaAKhI+s3L0+P6fG7elpaUELRkESzDaN42i9AeNtnG0+8DO7gPHmfYxMRExMUnXxcb6DWc/emHsmm11m2MPpiRHf9LvzNezR0dhLtW5MZDSPQIBZUZRYXl5qToUlVfzxEdxeKsf3D6dbC3+6bgQ4AjdkaEJynPvOM5Z2G9fWMotJldZdtIr727gUpeXBXp8E5rln8C4uNcggTBtbcr1lnOjKw6Ymva1CzmLWYKhmGMuTDGBoJ+BqEUOZIsMjfk2wJrw9GBOAUYpgZHzr7Lzy/i4rBHlK02et7MxFg01VTsaKxH877z5gpK+A5HFn0/FjMrUwmFZS9cyvqkHjGjjLozSUPSM4f2bBr+3vPoYyfTpHkG/gB0pfe9ZYJPyOtrO0e/yHv/pEyfOcFsfFTSdvnfzlpwuO7gVLjuBJ298Ndthhtt3xYyXwv3bJ2+1IMDcU35L/5NSVF6WDXcPzwhbOd/ObiIsAVgR72ZdrKOMxsxesnSpG/yb9CxaXBO3Hbu/GqesukmZj4m7eGDJ7A8mTpn7449h8KpR+TcXJS0DIFk9AwGVbPNbzz8/TB1eHxWej6dOV53cGFNjtcrnXROB2GJ6kG3vNN+I80huZsMdwdAJs9xByE4vRSJRXuovYGSeYvmsrOdcKEWvuKyxU93duG57LocKPO8kBq6Fh2TcGzjz93MV3NvmK5fKKL3BfUwoRpiklMxJhyrnTh/gyjDPNmfW9OVRIMTEJ2dwnPtq8vJ9BmPsXjYxed5CDBqmzGp2aXKPHYImXnva9AXLsRApr2C1ShRV9ee+uxT9QHb0FoPkE1q0n4xSVcMJoW0RVjPLeSm0SNaUZMWGBXh5utmYIz6MXU2ywYqgZ5PF+5zIzoOYTHzG2iLL56j1rXwW0pz+DJD67L3M5CkL0vcGb1wncXHEq6m5ZDdP/ACZoHVVG2nk5UcSwtd5ebo4WOLyBH8NaHtotD53K2yGljsBHWdwXc0qKSspVIeSinqMEfZmRLblsGD4BwZUaGF54p/oLWtvuEDLzsABZ5xcq9foGY0KOEOrkKkVlP49Beh61gRl7xmUdjo353TqWgfkBAyHlDGEIM8uSIKrWFVVxcGgxRAf6XsYwLl5Atm8rdy25JUUxq+dAHHkyAeUsxXNZKDGeJ5Y9z4Ucwo4UFJ2LkgyEuLrU/+CpvDiGtityiopORHlA/mmbjuROU1Z6iE0ALPZ5uTMkpJzoZ7j4BVHVXS5Plo9kqXgDc15Rqs7U9Wcgv0xJwAgaMFONJO8vchF4hEcFevv3FeTu5xUcxdi1VcDqzWmlbtg6yjjWFENd0bYE3oWUySea2OTE5AFbxzrlYg/lYILI+/XiF0hofwIh0VeG0MTItFWa0lTtI6CZD7hCLTHXfi91Gb+5auFSKtha2trgYINRCAJzibVUFRN8pTgDiuy3lRSvAvebi9spJvQRwg9iLsAGrX5QRJEuPngvvkwdyOnVbXnV9uqtV723jsQgChUx0hG4SpAPD0l9jx3AQDVZ5ZxoOA8vKsjGaaCa80Jz8ANwS92BcL5BvZ+vPt4U9UZ/HUnfrU8OoPzL+Cr6iCilbvQ2DN6fAD6JIcLyoNrEYf0QVyxPe6CPtIRWak/RgWmirkL/rYo4txt3FpNJrpZq5Hi+iBPHgHMXTR9xjS/h5IxV05rb3TZQUGFLiOYIkAxsNHpWy7N51zm4X120EQA/JdC9vpZz3xmFZLDLgfTBPnpiQi0x12Mxv2k1WesPvtH2EgtvaHYr/nQpUfNXeibjN8pFGYJgsarHgW0vLairARCWa28LQFXMu8Kyzi5kEemtgJClZYafIk2kSrUTWFJBe8jxpaAATAyaFmbBVVWoe7Lqh7ap/KtjUiwGyC87rwmaFuM50obccaqSLcJz1J1B0MX+O9tAE2L5/vPgjYQvneBYrzankvqGZnqNacf/+2ok81QwZm4tTO/OQQKsbsKyurfC52F4W6jHQ1+C7YSXfAYu5Tph/y0j4DAmFYm/OAX8IahADy+rpdmBkUkQemQo94v6oN1bxiwkMKC7DOlL/erL/rpi+nBqiaxCdWsvLTi1angMWE2afS133YVNaH2m6iBrw5+CSInDp8aLf5Hde4+icMXkMzOLqOsR6ASJBAEWiKgOBq8LuBOH/iwjQuNjdS7cxbVR6wDjcr8f2tuG33b+RIq6OwXW47N//55rjg18J8fOAu/iVU1z/ZwfIbP7XkRI7PBQ7H1XMvc9QcPRQezbTAbPLjdSm1LMzkDhr40QNsrGMBLZoO1vdEfMHio1iraCncprw0L5DKUlfEb3TWbdAvY0863+lL4CwfY7b0m5xcQ33AtuD6HhXlDfP1RRglYcsjZwgC/cpS4QAQ+DOQ6I8/WCLT6Vh+OtKun/9ES/lt9+YmwFRhM+LX3CgXPPSQmVpxjPzjg32HTV1Whv4s1n+cbFrbIwtB4zo4215nWwyDpJxsBbMlrqUVAmgl+q2hGQjKOwe6CTy549Q4HTqW/rQnaflX5UICTbJQHV78J+za1gvnwhZFdOE0OV488n2gEBDA7zQ3UOt6sqJNKm5v1jczMTLTLOa1rgLNsXR34iuhDjTbvmpG3N6U/QMurNmVJxt8h0KwAOJuNTExMjDq0NtK6OhA3xSZmHSv+d92T9wQBggBBoH0E/o67tF+TvCEIEAQIAgQBgkB7CGj73qW9siSfIEAQIAgQBAgCHUOAcJeO4URKEQQIAgQBgkBnECDcpTNokbIEAYIAQYAg0DEECHfpGE6kFEGAIEAQIAh0BgHCXTqDFilLECAIEAQIAh1DgHCXjuFEShEECAIEAYJAZxAg3KUzaJGyBAGCAEGAINAxBAh36RhOpBRBgCBAECAIdAYBwl06gxYpSxAgCBAECAIdQ4Bwl47hREoRBAgCBAGCQGcQINylM2iRsgQBggBBgCDQMQQId+kYTqQUQYAgQBAgCHQGAcJdOoMWKUsQIAgQBAgCHUOAcJeO4URKEQQIAgQBgkBnECDcpTNokbIEAYIAQYAg0DEECHfpGE6kFEGAIEAQIAh0BoEO/Z+GnWmQlCUIEAQIAgQBFgFFdWVFDfxfvZR40JDBZkY9ChfCXXrUcpPJEgQIAo8Kgebrsd987uK3m+/P3m3Lj4Hur5oI+BxdRRTVF3+JSiq+XqPoZ+HmMU+ji9vpcTtSL16Wy8V2rp6TrQfyPTaUnoratrug5m6vfm987CZ5c6iYf6WzCE0CQYAgQBAgCOgYgfK1Fr2ATOuNWBidkpaeEudhi5JCkzWVOu6Ibrp2yJxScyyh0cL8BhXTSV2og5kmqwg5fQN3Xp/7s2Y+xPeVyXQ9Lpr6uxaVDbW1VVW1Dcq/K0jeEwQIAgQBggCDQHH8Z0CyxU6bNHhJXaRLf8iMyLutU5CUSZ6jodnlcReg2dzITyE+0vc4xGsyv4P4U65bYAyy4n02AqGw19JSRMnrttj2RiNhmE1B/BcQnxqOqus23Ie71B2JWg8Dgo5xcAuIr2R5jDTSoW8vp20NXR6L7PwUgV5Izq0uN/BkV6zP3cqh3voZcU63W/PJBpLMrh0EZBcXCUUt9pbQ3NFt7cmyelSBHM92YOtwdiUILgI9m6NVWIZg68mKd4OQsTjuDyYtz4xdj2UOKBmQmI2J65WUEEdXvyI5WxEnSyEpK/J3kUSnpYV6OqGFE5r7JjL8gFkssdMWjhpX+1k8JXxqVblSHuPSX3MMBTGI4W0vrJcVIMGFGwaMpS7Sc45vIh5Vh6fYgYLt2V0UCW6vzYy4KRBNDohwfdW4Lt53SfjKmTsyt93YvcCEohop+p60sRnNsouhgaK7WLMHVBP1etrFwaXXIBClZX9ujTtOq1wkEpS4ST9tqhaBewASZIoPBwGl8iatgqYdJRKsib/5589J4f9Jjrp0+kbMm3oUHE/Fw+m5R7TacDMnv1Hs6DpqQIvTKh7mlMfADiCkb3Qcu/qQldumlJkvnomcu3L6qNObM3YteaemLD05rtrrx1UU4wHAJ1+k5Rmx2/bGRBjYLQ2LCj656cuvp1sOyrs9T3xlL31v8YyxQJaZ0H/8gkneK7JuyJVNUpWB7UxLbgzPm79FUT/+Vd4g790AJV946lZyeGBWeV2vp61mfxP9olmLobKNPeBDKwe6dmQDNAv8UEOsqw5y6AOZjFjHyi5yVLmzKjOmfNNFIrtoRb5NphzERMNxWxio27wkGQSBriEgO+8s1Af1g8a+Uh7xnw4HPPA00Sh0DVONWow8MTX8rEZWiyi2lFgv28NRT2mMZCBc5c/JVbmhM1CENZzQ6iTTprHrtlqmpaYryFlgceIf9dlIz6GpbWOrVBWCeGpovwmXh0qygl+h5PjNZ7ND50MEBaG5g4Mdjm5/CJokteIL98H83vkt5L8gUu35wf0ZdW5/iV+Y7Ygp9K1anCffn7TZ110gEAkEgjk+UVc5QaYwdauLnSVkQrB08txXxJZXVp7d6DYeygv1bQMiD1zheLi6BxLTggALK3Jp5EPz9eTNKywEQgSxngWAf1nBCILyS172joHR0V52JvBG39JlX35ZTuIGVEwgcFoeeR031l51vn0S6RkIgPpBY1/pj5k2BeadeeYKBRvJzv7XInTDpSjF6bhvbYV6sIXg5AbuysGbqCz1O3snz+joQLwP4aQfKsXlocbVWN95zKZDFOAQRwEoqjlv7w/qpvbm8U3ZOUq8l82BKr2c/K8qKhN8F+NmDexcIlILmWF0qx8lGq20/m7bQUuldVJFs/zG1XyKnv/Re5zuyNjcaix9r6yqlj3vbSviHA/nCdhMLxr0CtwPSiplFKPgbGR6bFFLKQfxVFXXIg8SIOKIGCnFym1H7b28pKS0+txfQUEnWRUvbV32gdMtWCqbQN4OcF/mFHltiyDZBXoWGMwOT0gI8hgHcWCJUA4LPUaOqxJSUuLDfGDQ4MCA7EhNl7Ce1zc2KT5sOR41sbu0RbZNDoK65VrI4yWDAEC3jZFpaSkY/L7eh1HFemTNglf2nkGxUb5YpQvXk4DY+CBGVzstGhS17Vdv0zfJeGIR0Ca7ZAbNg82DZBfZeTC4MsdTeWTd+5Bp5eaXnJbs72IN8fEByGKcG8bef72DY2KC0YlGun6EFzI5QHJZcHxaSjRQQIjvKkH+SNmhMyBu6bo2GfatZCTE8e2eb8pF4mjvvvPg2rfglXdYfFpaIvaziihkrEGo8W4SGHIHgGjoftDIVdf2w9RGBWRgw2prgYOx06iFFWauBZHzWVEGLwrvEcCIMkB1cVNz0dFmQ2bQdKiS1VAbZNtbUzyVMdZcWF+8EBH5d7karIKkfYLPFezkU5tVv/4MECkQwdrvDJE85PfGmp6QHQkoIIhgxQnf2jn68ZhmByEpL6tBdSUJuSUEnmT94YoZLwXCXTqwWG24i7zU38XePTyDq1uNrgJY/mU2HC9uwzYFzCOwwKsqBe6ObgD3qc61SJ5PPgIMd4HtAXYXHLD/DhBEdBfkuIuq5gzkm7rt5BRoUvB6QsQOFDgMd+FPNH/S8f3SJ/UvFkNmT6IWmi4Cp4EIpwtSJnk8DddToCG4qfVHcZU6oIlAW7KqGAdZWVHYxrCsCt07yz7sJT7BcGV3DaJP09J4D+TcBY45HEvgDenI7wvQAGBZJFnSymnMQFHGLYomsOhEM0upYdUvXy00ZAgCg7BoMu9ZAFwHet9X1lST+QNE1GtE81V0jIo27sIwXo3htu2yFclrkawpyYoNC/DydLMxR9cWzHiBW4KqDdgMDw13OWrbOMnRRKAFttwLZUH63uCN6yQujoAwBHaxmJPMexaylyBum26z7YPlSzCVaa/OtU6eTz4CHHexdeDDooDYI1WY9nOEDBPBkCy1JQY7ucKlu+XuUpsHgDiiHSk0t2XDCEiJrDdVFu9C+RRl68C8cLCFOKYJrW7rxUlfMwXR22UbI7NKarrlctQjyxZMBBQJaadzc06nrnVATsBwVBlDCLqRQxJcxaqqKg4GLYb4SF+kgbh5Atm8rdy25JUUxq+dAHHEde7DXWgaczKngAMlZeewULie4e54+QzsVmWVlJyI8oGm2IuCstRDaABrtDk5s6TkXKgnUj757L2sc5zR/FsH0WCrsb22HSqqbqZMNN7Ttb879h/bZ2Pq9i/fbl2FS+eELRi1OApSLhIPp+XbJx5Z4hXPvaOoJnVUZKrx+Y86m8T+HoFbwXbDPI/V61lM+cRuZGyy83Gn2T9zGlNw9Zk26tkWbYBClnE+ATc/Jv9+1VtUJIknHQGgdAd3L77vHycxRBjoq6mAvggVN8Gae4hxuwsVY4KIqeHm9+nbvQWNKMdw4UIDyvhVfdl5SIBabI7d/zU2ojcLZy6kKLPnxIJqVEwdhjmsqy9z2pd8ICUpcdOqBZtWge36zy3TXlaX6BYxU8uYW+dHr17mGeSZFsSO2H3z4YAl4xjnrv6rjp+qn/YeuIqtZF7ae+/49atxEB04ZlGMZLdL+KcW4ehq7imxD45mq7eimWBcNTNFVpcxX8dEXpu4YOWHe5i25oRn+LyPiICpxcKCpKo3HH3eGrYRkgb2fud/mInWT//FwBunqFk2Sx3eWQpJ+FYmOmPN5BeYqC5/1PtGo1Vjm09cVMc2u2+a+tuXY7n85tQffMH1zcfiNS6n7fP2mfjdIqs15ef+g90B0v9CjtUQevcbSN9LKCxpeNcKMfDa3OPQ1HjmFfnpFALyvCRgLdbeh3O+RXuRoi+f6QyffsDqnRoqKfz4IwBW/ftwF5N+g8B6l3zw7OfWzGajmo/FRINI8eIQzv21zQx79UMezsPHfTzPGp10iroV5f1VyfMDp44fBfr2a8/9c9483BRVmPjfoIyGt6fiSw9TFv3cjvX+5NTzXqFLv3Je+tWOquN2T9vv2Jv1/bSX7zNOvvLjFTEb7hF+2M2/8matvJnS7ztkiJmRmt4KzCz9jtYtKS+XNyv1xYOHDjblBt/fOfzspP9UyilR34EDoMamcPzGMlmlYfMXW8bc4035/eeHZ//bu7ShWQl/zuylwerv81938JbXzqu42QAvnn9tKI+haMDooKP1PpUVDXLKdOCQAZpiBDeOB3+qZ6vZ1uvOa4K2xXiutBFnrIp0m/AsVXcwdIH/3gZQ53kirngHX4T5uXJJPSNTveb0478ddbIZKjgTt3bmN4dgL95VUFb/XugsDHcb7WjwW7CV6ILHWMwyNfsk8fshwENt9PQwOPCFBdlnSl/uV1/00xfTg1VNYhOKL3C/VoCUPFj1+zdO3nYbBJSUFIzMnMjb3rAFQ8Z8LRk48+vxcw33eE19KT/xu5lBZ03cdrxsIvirnTrD/r0YTvqS0e/J90RMfkV4aNOnnhE5ixNXGImfW7B0gOOG8VPFO9Z+POpa+k+TFnwHxlp/I8GdFk0ZUX+lh/nt7mtwxPW9IVeOHIGPvSb86zWeLLYo2x0SRmaDh6qpfasR6w8e+lKrLJw0G6zBIrSWaJM5YOhLA9pkQgYM4CWzwdre6A8YPFRrFW2Fu5TXrq5NWRm/0V2zSbeAPe18q49sffjT/ZqcX7DbElTUt1waFuYNEWyvqy855GxhgBt0lLhAhDU4tzsC8gIQQHaXln8WQX4ibAWGEX7tvULBbQwbt8C+B+DzvhLI2wRrbBGQUvjbD4zdpf3qBO+egwDzrb7xnB3aPXc0N5KyMsZrKr/fnLx3YCIAH36zu44BTTMpqzi12taYr7Is/DDnFFAdv24un2/p6pdfiwyxarcopqmmqnNrHaz4Yo7LdrDWoJ6zOk/KTAUwEX4htUSaFXVSaXOzvpGZWYeFJ0VdHQjc+lCjTYPNyNub0h+g5VWbsiSjfQSaFQBks5GJiYmGrN1+8dZvHrB66+ZI+klHAM5tnYLq1H5jakCV1nSDaQoICry4n0ACGxypk8Rd3OFP+oJ0j/n9HXfpHrMgoyQIEAQIAgSBxwsBrd/qP15DJKMhCBAECAIEgW6HAOEu3W7JyIAJAgQBgkA3QIBwl26wSGSIBAGCAEGg2yFAuEu3WzIyYIIAQYAg0A0QINylGywSGSJBgCBAEOh2CBDu0u2WjAyYIEAQIAh0AwQId+kGi0SGSBAgCBAEuh0ChLt0uyUjAyYIEAQIAt0AAcJdusEikSESBAgCBIFuhwDhLt1uyciACQIEAYJAN0CAcJdusEhkiAQBggBBoNshQLhLt1syMmCCAEGAINANECDcpRssEhkiQYAgQBDodggQ7tLtlowMmCBAECAIdAMECHfpBotEhkgQIAgQBLodAoS7dLslIwMmCBAECALdAAH9bjBGMkSCAEGAINA9EVBUV1bUwP/VS4kHDRlsdr//jrN7zu9+oybc5X7okHcEAYIAQaCLCDRfj/3mcxe/3Xx1e7ctPwa6v2oi4HN0FVFUX/wlKqn4eo2in4WbxzyNLm6nx+1IvXhZLhfbuXpOth7I99hQeipq2+6Cmru9+r3xsZvkzaFi/pXOIjQJBAGCAEGAIKBjBMrXWvQCMq03YmF0Slp6SpyHLUoKTdZU6rgjuunaIXNKzbGERgvzG1RMJ3WhDmaarCLk9A3ceX3uz5r5EN9XJtP1uGjq71pUNtTWVlXVNij/riB5/7AQkMMCoCWQP6wOSLsEAYKAbhEojv8MSLbYaZMGL6mLdOkPmRF5t3XalzLJczQ0uzzuAjSbG/kpxEf6Hod4TeZ3EH/KdQuMQVa8z0YgFPZaWoooed0W295oJAyzKYj/AuJTw1F13Yb7cJe6I1HrYUDQMQ5uAfGVLI+RRjr07eW0raHLY5GdnyLQC8m51eUGekZFeXbCt5q3EkfPoPyqpp4xdzLLh4mA7OIioYg72cxTaO7otvZkWT3qlRzPB8W+EgQXgZ7N0SosQ7DNyYp3w3FeHPcHk5Znxq7HpxtKBiRmY+J6JSXE0dWvSM5WxMlSSMqK/F0k0WlpoZ5OaMGE5r6JDD9gFkvstIWjxtV+Fk8Jn1pVrpTHuPTXHENBDGJ42wvrZQVIcOGGAWOpi/Sc45uIR/WgM9es3x53kcdLBsEIBKLJAVHxyQnhzhYGkOQ4ihQELsNxW2o1W+pUXHYe+BbhLvfFTBrvga4kaBuFxSQnRHtMMcErcrK2xZa9byPkJUFAGwL16HoH28lRwgYHG2RwFhjMzoLdVY+OZyC5/GlDrkN5DLwctdRe44T/+wC4ldumlLTktc59ID51cwYUzQ6dASwhi1VtaSS5JTOwWxoWFYwJMohBTcXIrqPBKujsINxCA8gAmlRaxmjD1qf+VZP5A1QJSD6RFBbg5eXlGxxf+nBIinbucu3IBuge+KGGWFcd5IAgYMQ6VnZhVDWdVZkx5ZsuEtlF+6bjcmtOIKnWwH5NEbfP0M5jxF7jOTu4ewpXmjwJAp1CQHbeWagP5E9D26o84j8dtlzgaaJR6BSU2goz8sTU8LPa3qE8bCmxXraHo57SGMlAuMqfk6tygbtAhDv16iTTprHrNnynb7rCMJXEP+qzt3Jkme2NrVJVCOKpof0mXgaQFfwKJcdvPpsdOh8iKAjNHRzscHT7Q7hMqBVfuA/m985vIf8F/rnnB/dn1Ln9JX5htiOm0LdqcZ58f9JmX3eBQCQQCOb4RF1tZosWpm51sbOETAiWTp77itjyysqzG93GQ3mhvm1A5IErtErdNom1RkCRstUP1n7vz99ouH9QI+d/C1LjnZiAE5VKSn7Jy94xMDray84EoNa3dNmXX5aTuIEBXuC0PPI6uyLNeXt/sBXqQT4gH7g3j1soilsRgUDPwmdzgMTR/tt9xWggzdeTN6+wEAhRU3oWsLiXFXTrAZJ090fgnrQRucqyQX/MtCkQzTxzBW0tO/tfixqYN4rTcd+q98+uHLx/ylK/s3fyjI4OxPsETvqhUlyeohRXY33n4X2I8jkKABtL61aEpuwcJd7L5kCVXk7+VxWVCb6LcbMGdi4RqYXcCLvPU4mGKq2/23bEUmmdVNEsv3E1n6Lnf/Qe57NrbG41lr5XVlXLn862VVGOh/MEbKYXDXoF7gcllTKKUXA2Mj22qKOU36RVqroWeZAABYiI8QCwcttRey8vKSmtPvdXUNBJVsVLW5d94LQ27oq8HUCkav+CjGQX6Bnk6PCEhCCPcRAHlghNYaHHyHFVQkpKfJgPDBocGJAdqekS1vP6xibFhy3HoyaaMW3gM3mMWhzuHW2X4OYJJFaG5NwG9QVWbth7BsVG+QLUCFWheUBsfBCjmZ0WjdSyIGhDtqXr2uS0lCDJSIizVypZEbsiUUlJYT6oLpLNYRFZpajbxsg0qMIsbl/vw+0Olbzojghok10yg+bBHkCyi1pxrTyyDitw/JLTkv1drKHA+ABkMc4NY++/3sExMcHoRCNdP4ICmRwguSw4Pi0lGiggxHeVIH+k9rYi35QLXHDcdx5c+xZU8Q6LT0tLxH5WEYWMNQg13k0CQ+4AEA3dDxq56tp+mNqogIz63K0Q0TTvI4GDsdOohRVmrgWR81lRBi8K7xHAiDJAdXFTc5nDjtHJDJoOVbIaaoNse2uKpzKmU1hfvBAR+XdxeTjyWIfWltpwBbr41KYZqz8DZAtEsPY7Q9wF+b2xpidkR8IKvuKEb+0c/XhMkQYQzVN1JQm5JQSeZP3hihkvBcJd2l002UU4liN9tdB0vJmWJ/6JTa+8cA2bEu1XLN6qSoFzIH7fhNoxddvJCeDKJI+n4U4AC1fMmPhCslg1yLWD30J1xF3kpf4u9u7hSAXMhGp01dCQr7l88uzOCDDcBVact7tg/x0giOguyHEXVc0ZyIf9wynQpOD1hIgdKHAY7sKfaP6k4/ulT+pfLDoMEUQttL8VcVPrj+IqdUATgbZkVTEOsrKisI1hWRW6d5Z92It3guHK7hpEn6ZZS2rEudscS+AN6cjvCw4mAMsiyZJWTmMGijJuUTSBRWecWUoNq375aqEhc2CZwy6azHumwb4bAABAAElEQVQWANeBFd9X1oTtLuo1ovkqOkaFk8ygWz6Iew8SCO/daeQztEZE71oPNWLuy5TRoBcMqbsUtDVsuneC1ZnU8MCLRaWZaduO5zfDXgTRreZ6OXDmMSPYb3mG/dvZRvC91mZJJo/ApeIbCopq9XUvdvR54TmQHZHc/fxrL/BLCFCPegPyQagc+PbYp8ooSl7+Z6yqmQqfNeFGGNVAUabUseQbAr1KmZJSSatA0LF8nSlPUUNsHKYIvkGisdGLq3akFp5M2Rzg+0f+uYiYJMgTOxnyvUCShCcGgfqbN7HSs/eUTwJmzpo3034ArDSnZpFeyz1Oq0IW2HOb0NjhM68FMSuyixveou/AfrMfxZ5okSGCBDbnjYvnIfLtpEkZY/szKNUeo++JzlbWleu3txWNmKYmjRrClO/zocdSz2O+bw38CSiG54Y5H02b8ebgh/ChH9PZw/sZ4+HvvCYtbJ5l8YUg749s+1DX9/vN+k9yPbCB6Va9TSlHPwtPr3n/+Idx9rwxz2THrXcMOjvSd4OVkaDKyopWert7hm3/0rYo1sMlokpggNx52g1iS8ka+9hvPp0bODRw5jP7NyzyVzWu/3K6GaVvu8CXDl408SOvkxGLFCejxnomApsfN1RkNOQDD6EBrNGgPRGT/mF4+IeVUMXHo+WnMe3214kX2oiGaLDV2F7bDhVVN1MmGu/p2t8d+4/tszF1+5dvt9dDTtiCUYuj4K2LxMNp+faJR5Z4xavLNqmjIlONz3/U2SSGERAP/dfYp36JP1G+zflVfczCWWjOph6CmKkp4jINFD1t1LPsC/wAusBQgkYKEQ2lrAZ+QS02x+7/GhvRdWHhzIUUZfacWFANPEjQDzkCtg63gu2GeR6r17OY8ondyNhk5+NOs3/WvUa2da8k/egRAEp3cPdijnNo7Z9hGvpqKqAvQsVNsOYeYtx+4ytjNuPm9+nbvQXM/dRw4UIDyvhVfRniOu1tRb46RIY5rKsvc9qXfCAlKXHTqgWbVlGLE//cMu1lzTLdIG5qGXPr/OjVyzyDPNOC2PG6bz4csGQcwyv6rzp+qn7aeyunj1rJvLT33vHrV+MgOnDMohjJbpfwTy3Ckcuup8Q+OJqt3opmgrnVjKEDY76Oibw2ccHKD/cwbc0Jz/B5H5EFU4uFBUlVbzj6vDVsIyQN7P3O/zATrZ/+i4E3TlGzbJY6vLOUaXt5dMaayS8wUZ3+aJWFsGc0VrByBZQH1yINLCNPIc2YhmGGT6KPdERW6o9RQTwEgMD/AX9bBCIhbg2LZkQzxmGr5Yk/cRrnvUdTP3kzcyssAavgbikpt1TXSmEhsNQMSk5rDatJQUKgZFkouM+zmjFOV4kVGqAZw8pZdRVVKVxzNNZay1BJVvdDgFOn8A5FLabAbS0V8xH4OLWGllHgMP6yLfcbzSfxSUd2QTZUR3q5eYcfljMqMvW+oml+K/J1mRp1MV5T3TlvK9XNY6CaAydJTjXHtdp9nvLairISCGW1ck4/rR68knlXWFbR2rBUWwGhSksNdd3WsSrUTWFJReslhQGUFEIoa4Ohsgp1X1b10D6V12Z3QcOuBu0nEDKwz8ehP2OQuHqKKSRBnVeN3rb63oVPIg9rkGej03LLSvLi102DKpA8CZ8UMbsZv8pN346VvIS7ICzbDUjlCgCivySRfOR0elqo11RIgjoLNKeoEkcCcAMtjyjHXWg5GFqgkpPvjrySwoORKyCOLWRqP4uoePC/QC0zrhlwnsFBQOzol1VSVpKTutrWGPLhktt6z7Y7bPKiOyDAuISwO6HteNVbi3XxmBOwpxBOtP9c2Awm4GsEVv12HWeRqQ95lyRnFhZmYUcSED7AdNzeVmzZFPoGEHrxjjpSCDuW2ZkTOGbTdqQk53FGoD3uQtPKyviN7rDMfHAL2NPOt/rI1oc/HarJ+QU7MkEtfculYWHeEMH2uvqSQ/gLIMhxlLjAL2uCfpzh+R+PTZoZG4g5McAFAb7VP8dbOJnLIM+hkW8JWAVZN3meu8AEquPXIaKAg6WrXz7/5ZSsKEiChHHg+hvDNgJTWY9EGfmJMMSEcLD3CgW3MSyA/o/BIN3rEAHGKbHdD6c0t5ayEoQJbjtQTt47MBEA9YbmrtBMyipO4UsJrrUMBBd25Nq3ototiinWVHVurYMV36Pjsh1VbS/9OoSCNPXQEBBAy/xCaok0K+qk0uZmfSMzM00bjJaS6ixFXR240etDDXUeG2tG3t6U/gAtr9qUJRmaoDVTRiZmJvfVkd8HMMC9TgGrqG5CXvabt//5TwJXDmf+YquyZKfByx8Br/rcuh+006yAhWo2MjExMVLr3O/TPnn1ZCPA7B/YgZ3YD2jHgfIDdlzLHdR2K2qFDjagvJnSF3eiR63tkMz/IQJ/x13+h0MjXT9MBOSF23q9sdDIcc2e1ZP71OX7Tfpkr+CN1Ms57w/FXmkPs2/SNkGAINADECDcpQcssvYpNufEbRzl/BV+qTfCeeeOzdPMWQdl7TVILkGAIEAQ6DAChLt0GKonsiDSfMpBAdF1pdsTCQuZFEGAIPDACBDu8sAQkgYIAgQBggBBoA0CWv+KZZtSJIMgQBAgCBAECAKdQYBwl86gRcoSBAgCBAGCQMcQINylYziRUgQBggBBgCDQGQQId+kMWqQsQYAgQBAgCHQMAcJdOoYTKUUQIAgQBAgCnUGAcJfOoEXKEgQIAgQBgkDHECDcpWM4kVIEAYIAQYAg0BkECHfpDFqkLEGAIEAQIAh0DAHCXTqGEylFECAIEAQIAp1BgHCXzqBFyhIECAIEAYJAxxAg3KVjOJFSBAGCAEGAINAZBAh36QxapCxBgCBAECAIdAwBwl06hhMpRRAgCBAECAKdQaDl/xvXmZqkLEGAIEAQIAjcHwFFdWVFDfxfvZR40JDBZl39z2Xv38fj+pbILo/rypBxEQQIAt0agebrsd7TxAOHDHt9GPwb0lc8zj30kvS+/9N8V+erqL4YFbDee9my5euj2nahrDjuvTzsskJL13T1WS9H111FDV3t+X71yP/vcj90yDuCAEGAINAlBK6uG/H6f/JkeiMWbvP/+EXq5q6AhcHHZEKTNdca/vNMl1psr5Ky4reRz07Mp1jmITRamFsVMdxEwJdP3zjRxqfxdN3RNzUymbe3wxxfXJxcF5Jz63Prfnx5XUWI7KIrJEk7BIHuiYBCWlddXV0nbe6ew388R12SEACsRey06a8LW+dOtHtv4sdBRysiXfqrpGv259frdMzNB//7FbCW5XEXaJrOjfxUpfhpXnA66qL5VlpihKeL9djVhyihiahNr3lRy4G1tMnWXQYMqG3IjZzftgfDcVsa2hYlOQ8HgdwwtAQG9n7VLdsvjv8C8ns5bevaWhTEfCYQTT7XoGrZasdT0kiHvlp7f+CWOz4GUlI3CCir8oM8nfiTDhsjPKVAqZu2H2Ur0lAHM0P7TeqT0nTJQ2hACc13lci4cSiPrHsfJvjrprkov4zPpyEfEJgafpYrSddnb4WckKxbfE7nI5VrLXoJ9GyOVrU4aLLi3eaUYHHcH0yD8szY9ZCEvqBkQGI2Rv5KSoijq1+RnK2Ik6WQlBX5u0ii09JC8ZIJzX0TETuhZeenCPTETjxxrvazeEr41KpyaE523kbAyg9tT72s4Ffo2sLWFk0250Em2y487cguTdAj5eAi0QguM9/UveiEuiGhfQSa0rzSy5Ua728fCEVb/560USOzE1GltKoTpbUVbaRo6F3LPbdJRqmkmmPVVpvkPS4I0LVnpw2y9AzaY+myOjY5OSbYm1buc/vgjdX7rjwuQ+zoOIxftn6l6XhyUR2rGpKXZAWrmihV/pEz/FyqT609YTD2g3feexfyM/JucG1fPbLmOMQPxJ/i7/DFp34DDvTys6Zcmc4/G27m5DeKp7iOGoCYBx/Ew5zyaNWWj9+AnPSNju84f6Xv9n1KWvKajy6snD5qVkgm5NeUpSfHHarnDhJO3oKkUp4Ru22evb1H3nNhUcHOwy99Pd1ya369suLKXvrevBljTdhu+o9fMIlWZN2Q05TY8lhTI9D+7KAZ/BjYSPNlr+FzgAntTtzsLHxovl1a+U5u6AzgdfnKFoxXa0mS+ZAQwLILbIW54cwNhemm6cp+fNmBq0ptlzrWXFllV66prOwih967VL9LoyaVdI6ANF4yCHYXVqfg1vHuEvZaWtqVjaHzEXaiwZsnvoO5BJ5mL+DZoUjuh8AL2aqbv8HBmQpHSXYeiGlf7wN4ik3Fu3FJkB5O1mJyV7fFtrfIqrXOoBOjgaKMPKEpD7Wq3nTtEIzHetkeDmlpjGQgEi/kKnxCee2COsm0aey6DR/8pito5IsT/8CSVkTebb4LdRUuq02O8uDqN6H6rpJGuukiyDePVnZhIFdquaAqkr3nuvsGezlaCwSCFbsKqObryZtXWAiEkBToWczxiWI9E+SXvOwdQxLjvOxM0JsRtoG7cvFCUpTidNx/HUYYQr7+CIeQvXm4n4bS47hZyJ/jE3NVm4cD10IPeNJ3DOyWrp5iGheWcoubbuGxXaBghX2pklL4vlGYutXFzhIQg2Dp5LmvqJYrezuFW5dx3mGxwYun+iQp4J3AmL5XdnBboK1QTyQSWNp7HCpl3EVgvRydvAN8HYT6Qn3b3aVySnE11nce3/IhdcuUfO+OdcumCqC+noVPxBEp02VZ6neW9qsv9vBV49B/3J8NhVu2VoM26auPR/BDFT3/YUTQXItpz1DNSAioyt/v6WiFN8DfnuuSxA2W9pJT1dyVm7oe7DpubuAR1Lj2jdSGklDt7FiK+lvKMGD4W0Aif2Mlldun4nebuG1JCpou359UwvhoVeZnw8FxGPMyJR72wew+t0POVjPTLslKA5qecDCcvnf8xIUKlNdQlnr8js3HY/szBbr4w8Agrb/btrpUWidVNMtvXIXxzP/oPU5qMDa3GgsHs6pWC83VbMTDeYIZkxYNegXYZEmljGLMKY088Jql24mXpQRM8j+zYu+fU18yoJqVpkg7xw2knSpdzObYW4sn4nV6NnvzrlSU8aECXVdpdHWFnvQspjjbjvBJKcQ3ILeNkWlpKUEe4+BVX+/DqGA90gZC0srNLyEh3NnCAOLbC+/Cm8yg6RC3dPUDkXCtQ2+Irz95AzSSEIGVDk9OiQ9bDnG4PlSihnpoyA39AG5e2UlfARSc+rjaT088zndH6KL+2AZ27cgGeGvkuCohBUDzAa4D7iLMxZO9mzh5haYkR2PJF6rArYcXiZYFx8RyVYpASK1Hdzpozc7FxXaEc1ZtBSiOIbksOD4thW2BGQa7AQQGs2NTUoIkaMXHb86ARcpm5N2srlt0euhC/0+mXZ+7FRaOMwBoGUINY3uAVY5OTokJcofCoEVBW6udcy0rRkp8JBwwAV+oV+y9TNPIAgGv2ttILCVJ/RPfptvu2I5Rhrog2974UKhqTgGnmZd4WVbwE/SLBZoja9+Co4H2OU2DgRAUX4xFBG1mVEtZDnYaEGjgLWt0eUA7RNOlRUIRINaKgqmu7YchjQrIwPi3FjgYO00rOaMgcj6SaeBYMUaUEF5GYUSZ8ZvP4qbmRqs1HEBgoYrmSWzZZt0mC0aLJjSHwfAB8MnnjD14ER/8l9LaBE+D+L4hchIRDmRAg3Gwgpu81N/F3j0cERcmVMNOggsRkt2YyfOiXxOz+ZD8xcl3rFEa7G8WRk6+B3526a+JyE2GbobkqMU9toce8wDuYjTup4b6M3BUsIiNpfjthVd2ugzAB6k44Vs7RzUPBu0qxhAfMGtO/KfrzwDnwFXwyq4/+hcGEm87tBHZ9drJ3CFozLd8Utli+K2pG7xtgAMJRIfbu1Jwg4Ek7MuWO7jHrFP3nGhb6tZyHojsolVmlUV0cdLXQAHgtsvtE1aloz7XNFIocfRUmeTxNN4V99lImpSk/R0rj+kYZcCXG1Dm1zCkY1fZPdD5wLYf6XucpuvA0G3qzo8ZXWTXn2RpEeaIMGBQCZYD74FLksFs0FC1BKTTqROMs4C7BtEH4hnvMRq6jjh3m2MJ2LwPjSuTPEfjftlTzA6A05jx3IVnexx3gRWBaWpY9ctXCw1ZIsyNuuXZVBakxEXFciHMF26lrutCY2OPVHF6Oq7egz7bEYjoOyC7xP4ebNVboGRlLtHzYmShMgQB413rYdhv2ujFVTtSC0+mbA7w/SP/XERMEhQQOxnyjZqPfgXHRUOGY1GGlt9toGi3GbasDUr0SlAufMh6J8zxHhgV33WwfxeaoCj6+An43ft78efWo5iMnvijqm0UmVotdO4754sDdZJRfx34BU7v+NeeTpXew3AMm+6dYHUmNTzwYlFpZtq24/nNwF1AUJZeKTxOqwKnvMUuhOnr9pNNE7GYDisrmjzpnSGagPKuiuajhxsxL25cPA/PbydNymA1BLXH6Huis5WwVIqGe70/m2HNOs4bvzdlFrXzqkxJ4YqazZL444uAEvntlJfVUuZIedAmKOqvKNEqm6EjD2HYhKlTBBvyysCVFu2ptueaovpM+XLpp5N891/8ZtFLf0RurrZeJxluJMhpfyNpUpL2d6xSKu0QZXj5nxNo5aKL5XU1R36EYzJqKPgrvTRlttkvgRnlEv1D+fIlASNYWvT8CJBUTpy/stj0DNjDt4O6DOSJyUtVwd7Z5Svlvx976qNNrxuxE0eT71IY4+HvvCYtbJ5l8YUg749s+1DX9/vN+k9yPbCB6Va9TSlHPwtPr3n/+Idx9rwxz2THrXcMOjvSd4OVkaDKyopWert7hm3/0rYo1sMlokpgwBJL7QMRW0rW2Md+8+ncwKGBM5/Zv2GRv6px/ZfTsQJNWxX91yd+/Dr/QvnHzsVr3nOaM3s4EjF1G1j6o6VRoclrI8xf+xuUbwXbDfM8Vg/i7Sd2I2OTnY87zf4Zq+FBgUnR44fzVEwJSeilueE2EL53jXmCRjUrFM36NGw1ePvNrDkDKOQNZThn4SKDJpOXdPvVkZZZPuZZSkrfZvZiVcyaU6Wz/lix394vXRORnLAFoxZHwRRcJB5Oy7dPPLLEK149ofstHdwY2nADzfUSGaJ23Pw+fbu3gPFOM1y40IAyflXMNK+SNYF6GG8dfQOcp+6XxB5/BEyeewNurCmnS9dPfkFztGXJ37w47WTCxTAFpRKKjTWog/rAau4T8GTC5xoaGWIzy1noF56U8e7IdKDav3yM7Mb330iaXUNc647tIGUwffkduMKfOJnW52Cd1eoP/g81bfTm9Ln0zszUA3ePC/7xjfXzKA+C/v9NWNIv4tipNNkpkFfeHYao6mCrMQDIb8n77sTddo1/q83hYCp26sfUMubW+dGrl3kGeaYFsTXdNx8OWDKO4RX9Vx0/VT/tPXAVW8m8tPfe8etX4yA6cMyiGMlul/BPLcKRpcBTYh8czVZnDCRsHB5g0DYzResy5uuYyGsTF6z8cA/T1pzwDJ/3n1WXg5ihMVwLW+TwiWagBVRjE9wbdc9d2tGMMTp03m9BQ0DiNJVMlozR3lpjQwvkqErhUoA1MCCvgUpH7YrAJ2UXQYjps2wP12b1Gj0jsdOPWxiFWymXqyo75iXxjD7JaWa4/J7zBM2YgfWPSH/IabphEyAfD0Y5yYCMnVvW8LpdEMZhO8KqqW4eg6Ni7c15pDA2FVYz1nJl1SIzv0AMxMXxn0F3GprJ6kgvN+/ww1gzpuFRowTDG+qUaMa62dasBkMFLPF2XtMC45ddhPMLq5lVWw+aMd5QAW9qGKcsZEdpuU9aJbE6CJrlNTP330gsrQDK0e6ORZpYGEkHKIMc3K6gawj8pyoqxjULclp9N3bt4LdMQQq0x9y61YGmDmUKzfeVNXGZOnjKayvKSiCU1crbKp6UzLvCsor6Vj3VVkCo0lKjVTmNZBXqprCkomvOpBoN6S7aae6CPlxi7MMwBrwnxI5+WSVlJTmpq22BQ4JmjHGWbXcXsgZn9+CkwpK8GK+pUAV2LfYpBC+p1JyCvPQ4pEZDljddLrPuQHsULam5C+hkPZ4GlDiaznw7hr5sZUwgejbRabllJXnx66ZBGeRYiT7gUh7xQjdHe8+gZM6qjzWzanbCTEKdbL1eSGcNSxCQnFlYmBUkGQmtLU78k3frAJ+cnJLCeP+5kM+otml1U48CHtLHgyLAe7eDzj0lLT05NgCug7Ca2D7MOYysSc8rzE4JgcsKcB20tVrvkxaXSN7Bl7HnMyOUtbuRNCnJfXZsxykD/tAYWS+QhRgH9GkhTAo7nnCZLOGCfPAn4jPxJ+Twl1r46xr/ikS6hkA73IV3VGjdKpJdeC9ympafCFsBi4SDvVcouI3h6zPsQuAQmrKLRrIak0Jca1n4YWzhL04Jwfsb8qGRuNPXWnfek9JArPmbXU3md4AJ5+GDDOl4CWpyfkFsmAn6lkvDwrwhylnslfzSuHqtBZ89fJ1s9UW9OtlqveAiW3EKXxdw+7BMvNOgoaPHIltWjnby3YMvS+qmetIydeu51pecXOtij9cXfuHQwbf6/IwKkgOBqeC3cO07ir9vb7VPWiVpJAG08j66z0bSoCTQrfYdCy86SBkwv2R8T/hJsB8SgiFdnYViSHSD+fJuC5CF3d7GB4AXAAm6QUAHf8WyGf5OkbTZyMTExEhDT8vv2XYizdK6OgVlZGJm0kLHqairhk85UHYn2mqni56RrairA52pvpmZhulPfmmj5/f/t8D347ewruCql94rEat33/x2UmdRZVaJWabWNZmVarN+PQPzJ2qWzPlVwKGDLdR6kZthd0nbntIuzL/9jcQ09vc7llCGLqD+P67Sejt1YTjACwa04BAdakPfxGyABj3k6hiZdaEtrnKPfAJRaIO+SHT9p2ivbX9Kd69959l7Bzd9AW4kK95+vQuLbdKCa2kCTFZKE41uHGfOr5ajiKYELEdH57H9jcRA9/c7Vmcj6cZL1d2GrgPZpbtNuUeMt6Fo/xezpm/NYxy+4A9+RB/fOHdsF7hLjwCLTPIxQIDs2MdgEXQ8BMJddAzoY9Uc/NmJ5mZ9ced0lo/VDMhgehYCZMc+SetNuMuTtJpkLgQBggBB4HFBoJ2/wP+4DI+MgyBAECAIEAS6JQKEu3TLZSODJggQBAgCjzkChLs85gtEhkcQIAgQBLolAoS7dMtlI4MmCBAECAKPOQKEuzzmC0SGRxAgCBAEuiUChLt0y2UjgyYIEAQIAo85AoS7POYLRIZHECAIEAS6JQKEu3TLZSODJggQBAgCjzkChLs85gtEhkcQIAgQBLolAoS7dMtlI4MmCBAECAKPOQKEuzzmC0SGRxAgCBAEuiUChLt0y2UjgyYIEAQIAo85AoS7POYLRIZHECAIEAS6JQLkv/zolstGBk0QIAh0CwQU1ZUVNfC/x1LiQUMGt/2P/rrFHLo6SMJduoocqUcQIAgQBO6DQPP12G8+d/HbzRexd9vyY6D7qyYCPkdXEUX1xV+ikoqv1yj6Wbh5zOO7aK6++NOmyPNyup/46ZEfTHN4bxhH8RU5e3fuOnYB+N7gEROcP/pgcJv/4VYHY6NJIAgQBAgCBAEdI1C+1qIXEGi9EQujU9LSU+I8bFFSaLKmUscd0U3XDplTao4lNFqY36CCTppunpoi0NNkEuMDjjOdy5M8R2vmC59aVarU9bBomtJ9k6RFggBBgCDQsxEojv8MyLfYaZMGL6mLdOkPmRF5t3WKjRKziuVxF6DZ3MhPoYuRvoiLZPpPhLh7dAYwjpriQ85CfYFo8rkGlYrhRmJHv6KGJlpeGeM5HoqF5NzS6ahQY9q5S33u1o6gUF92Mi61WOdjatWgRi9SWJ5eTtsaWpV4sGRB5HwM+oM1Q2oTBLoPArKLi4QiOONzoxFJ0gh1oQ5m2vL5ItVBtr2hwPb2SaSs4Fco0DbomqryQ3oMI5UguAj0bI5WIRmCD7Li3SBkLI77g8mRZ8auxzIHlAxIzMbCw5WUEEdXvyI5WxEnSyEpK/J3kUSnpYV6OiFshea+iczayc6DgCJ22sJRxWo/i6dAFilX1m6yMBGabqjlus8NnQEdZTWo6rN/hAZ8Uv/Cb2SZfpDkRsWV1sXzfj5jjcpmNI12w53IYe975NW1+143L1r2IlXdkzbqpmGuFWXjHS5KngSBHoKA8iatgqnGBafc0pgxXfH7luTbkCFtUGpkq6PywjTPY/WQ9og61h51UCqlUGCEg7NEI7g4LHq6l4G6oSc71nAzJ79RPMV11AC1wgpmLB7mlEertnz8BsTTNzq+4/yVvtv3KWnJaz66sHL6qFkhmZBfU5aeHHeonoMfJ29BUinPiN02z97eI++5sKhg5+GXvp5uuTW/XllxZS99b96MsSYspP3HL5hEK7JuyPvM3Hkk49jHOF9aff6X+BSB0Vv9xQKTF0bYCITfh8Wcr6yV1l3+dedRqGo1fAjbgO4enI2nKy3qm75nYNX7Ye8YzV6M5yfVzO/KUEkdggBBoAUCJgIBRVPK3Lj08hVThyI5BkLRbwfzIZeiTAyZdJufjMQoyLMw18vfHHzSy8G2JfXULP7Z+ohFw5GloScGBs6JEy04it8aA2XFb5+v/s162Z6s7x2BBE+0++ulp15yXeF3flEyqio0YdeDotRJJsvYddvVnxeAdLnA5rnYF6ae/7Ni1vM1UEOTN4hg7ZgWBr/25mCKkuf9JBqxCI9g/OaPX4T++v5rzapnbPy9rJO8cL5e7+8/MkciqW7D/WQX3FNZ6nf2Tp7R0YEWAqFAILB08jxU2kBRdxKWTfnk2O0jP86xtF99SUFTiquxvvOgAFumqJaprkj2nuvuG+zlaA35K3adT/aetjw8gS85xyfmOncFKkzd6mJnyTSAetmHWmjViyLZd/pUnyQF03RV/n5PRytcfo5P1GUYAwT5JS97x5DEOC87OD4CvRG2gbtymeIU1Xw9efMKPAuBnoW6CvuaPAgCPQgBKU3bSSQ29B+xhwq4ad9KDtpu6OAMF1vtCgL5hag1aUDgfo0Ipu8d/2FPHldR21PJXb+1vXzC85ipS+vvtp2mVFonVTTLb1wFLj7/o/e4272xudVY+l5ZVS1HDdvWZHI8nCcAa4EgGvQK2FFKKmUM/6Ea2wdb/MKHp9PTEqJ8YVkPL7XcXSqvzdlh418B7gZxadl5OUfXutjfq1++dl8x07BOf7Sq17DdBdt5csNYacE7OCYmeDl0jpR6tDw7IQT0fb1cVodFHaxUIj0jvFoWHJ+WEg3ThviuEhlNSyMd+kJcz2KKs+0In5R8rNUVGMwOi431l4yDV+MDMmAM145sgLiR46qElJT4MB9QR4LnQ6myVS8NW2x7G47bAprEmuytUB7aiU5OiQlyhzjr9lCPtJCQtHLzS0gId7ZAotX2wrs0LY+XDIK428bItLSUIA/UdV/vw9A1Ukcyxi6tUJBMgsATiACjrJ8bdTBy0QCRlV81M8OmK8h3dnNaCphkxm8+23bW1w5+DQVW7P2LVpV6CA2EvZZqdTTC1GN98oWqijI+VDVgs0LbVp/EnKZLgCFQJA2TPpqm6tp+AHBUQEZbwzY2ioCdphU5UluFZeeBPYTw5i5mBWGZcFOa9rPMoOlA0LJqa0+nJJ8srOHxrTmBaCzYV7KDZkBkX9k99pUKjRboKme54Ws8aOR+Vn1N7hJ48gbuCkaGho483pTbbPtMCEeWJcwbeDMRzczc1G2nnG4AdgJ8AhwVmOqI2WgkkQHK0H4TcIvihG/tHP34xdDaC+ZVDAoN0A6wlqxa1vZVnIT3/Z+4axA58V5uKkYGRjQReam/i717OOJkTKgGdoi7brWcXAHyJAg8uQgwJ3Ra9B/XjqCDw1wE6ezQGUAQy2ry4Xaojbsggz8c3iIGlQLGN2k9RxY0kcL0DprVDP19f9cs88THT6x7H6bv3sJpQhrvgfyAI87d5lgCNu8DGMjvCwjaObmKJX2sVV8aIxnI3n0xd+E9uzjuAhQP1kvDql++WmiIKFv9GbijG8/ZyXN1zF1W7L2MuIvQfF8FSzxpmqui61XhJDPNjdAqTt+B6dmPGoizkVIPawMpRSPwJkYku3HxPGR+O2lSxljkckdRtcfoe6KzlfCpjiElEL1rPUzjAyKNpNGgFwypu4YwiGHTvROszqSGB14sKs1M23Y8vxk6ZTSN6l6YlvFPY/0VZe/PZlibCXB62ISpUwQb8srA3ohmZD76FTwx0ZDhWJShjF5ctSO18GTK5gDfP/LPRcQkQTGxE+qaBIJAz0QADu+Qf062EXwbm/bn1JeG7P98n7Vf+lAzASjN2gKiLDu2OLmOEmYlh4cbgQY65zSU2fD9gaXvLtBqXfBJyJw/vI+M04+ZPj2sbZtPcM4YD3/nNWlh8yyLLwR5f2Tbh7q+32/Wf5LrgQ1Mt+ptSjn6WXh6zfvHP4yz5415JjtuvWPQ2ZG+G6yMBFVWVrTS290zbPuXtkWxHi4RVQIDrQBz4IktJWvsY7/5dG7g0MCZz+zfsMhf1bj+y+lmpn1WufRz+XnWJ8MNvGaa3y486jfpa2AqH779/NO9rChVwjRXz8QN7m/0lh4O94cqiz9hdW5cuzp4dpi6gl4P9lQ7AbMcN79P3+4tYDy6DBcuNKCMXxW3U75tdk7YglGLkcHQReLhtHz7xCNLvOLbluJzlApKJRQba4ye4UTM+waKHq/2f1BCksm+FWw3DNxdQEf3id3I2GTn406zf0a+LSQQBHooAlK4GoqtFjr3nR9+rNTu/9bcU2yfPIJq5s0wLWDJ2RkBaYux/VO2bAGLaL9+/eBqnL/nk8PlrrxTgGaFoa++/tJrujcUa3bxWMdNLWNunR+9eplnkGdaEDtS982HA5aMY3hF/1XHT9VPew9cxVYyL+29d/z61TiIDhyzKEay2yX8U4twuJhP9pTYB0ez1U01PpmELDAsm5kiujfm65jIaxMXrPxwD9PWnPAMn/efhXznLaeuSd9avdLpZyYfWos7/RNyxLD3yk2gR8zwmfL2Ztz0nIADGxlPNpzU1a8Gfe5Sk9gfuVe/gVB7+LiP51nj/XQryvurkucHTu1om7fPxO8WWa0pP/efZ5gq6X/9rFkV96KRYwxCz+3vd15aa/+qPhJfas8eAre8Fc/3oygQX8B7r7VxTJ6XBKzF2vtwzrdoCSn68pmWS4UySSAI9DgE9MfPW64ct2zYyxQcwPGvGVDob2K1Cco/I73ToEDqUfaEQomq9O8HjV0RuiNj6ldj21QAO3PrM9i2zBOeYzbcI/ywm3/lzVp5M6Xfd8gQMyM1vRWYWfodrVtSXi5vVuqLBw8dbMqh0d85/Oyk/4DiR9R34ACosSkcv7FMVmlAKraMuceb8vvPD8/+t3dpQzNcFwa9NBgb/oH/vLoq6faCcsgHnY54yFD1X3uxmO5NyxeXV9TKlZTpQ/sDaH/vM8bNue0TTTVnxbqQuLTeE91B97dk9HuBe08XFZ0Jdpu4wC+8rt9QIwpEGSQ68Ki0k9QzMtVrzjv+29G88tL8BN/pY785RKmkd5FzmLqX6maaq24yYckXKsVPljPWncwvykn9wWbsF8CZHd9+HipoDUZPD4OrVmFB9pnS8tJzh7zsRwSrmoQm6oFprUUyCQJPPAID//kBdsOZ7eGI73Ztp1yVvmurSjnbY4ZmgYH/dATbfppvxHkpVg+0rUdyKCOzwUNfgjBUk7VwuOgz717TYC3sG7PBEBBr6XgYgLp5Tc1auJpMPvSvZi3sGyMzqPEaqtG+VoprpGvP+3EXQxGanMgEySV80Ej2edPVmVbuW+q67Ar1j61/HV899spKh3def/0tz4icZeGHv5/2MtQCu4ueidq80U7SxOGbHyerTs6zH/H8MIvZu4eEhXmDy+OJixUUpdGLXN3aEHuvguTAl5PWjrF4fdQHSy7ZLUkr3vku433fSn7EScHAt38IWy5P8npr2PPDRk48+3YguI0p9qeUSWmRoTE/OxIhCPQMBESgV2E/ahEPd15pDRr5j8ejr/xwGMyoXLiU4kR8MHzmPXfS61wO89R/0fVHZ7op7mA2nFN1EInuaydQFySxJxwBAbgJPMgUmxUKEPqMOCYrrasDecPIxMykM1yXG4Cirg7Ecn0zs9a7s1UvXHkQbKCKlOmvQ+y3WQHe5s1GJiYm3IDVTZEYQYAgQBAgCOgOgQflLrobCWmJIEAQIAgQBJ4cBO6nGXtyZklmQhAgCBAECAKPFgHCXR4t3qQ3ggBBgCDQMxAg3KVnrDOZJUGAIEAQeLQIEO7yaPEmvREECAIEgZ6BAOEuPWOdySwJAgQBgsCjRYBwl0eLN+mNIEAQIAj0DAQId+kZ60xmSRAgCBAEHi0ChLs8WrxJbwQBggBBoGcgQLhLz1hnMkuCAEGAIPBoESDc5dHiTXojCBAECAI9AwHCXXrGOpNZEgQIAgSBR4sA4S6PFm/SG0GAIEAQ6BkIEO7SM9aZzJIgQBAgCDxaBAh3ebR4k94IAgQBgkDPQIBwl56xzmSWBAGCAEHg0SJAuMujxZv0RhAgCBAEegYCXfkvJHsGMmSWBAGCAEHgQRFQVFdW1MB/uUuJBw15eP+D/YOO8uHUJ9zl4eBKWiUIEAR6OALN12O/+dzFbzcPg73blh8D3V81EfA5uoooqi/+EpVUfL1G0c/CzWOeuovm68lbfkz8o7oX1WvY2H8vnG1vxnZ5Jy06OD7zVq9+4heH20+baj+4Q/93fCfHS5NAECAIEAQIAjpGoHytRS8gxnojFkanpKWnxHnYoqTQZE2ljjuim64dMqfUHEtotDC/QYU6UZb725poMgSR1ZpyJbyQxkgGauYLn1pVivJ1HCgdt0eaIwgQBAgCPR6B4vjPgHyLnTZp8JK6SJf+kBmRd1un8CiTPEdDs8vjLkCzuZGfQnyk73GIF8QsgLjVsh21wGgaivwdeuPeZblbIQJjK5WraHl5pOd4SIbk3NLpqFBj2rlLbth86M/A3q+6ZYfF8V9Afi+nbQ0t8zuSKoj5TCCafA4z1Y5UIGUIAgSBh4SA7OIioUhgMLvleZRGOvQ1du3K6dY2TNQakIu2AfULdK1FkALlZQhLA9TqGoVp0d7/OFEJgotAz+ZoVYtpyop3g5CxOO4PZnTyzNj1WOaAkgGJ2Vh4uJIS4ujqV8Thg5OIDciK/F0k0WlpoZ5OCFKhuW8iYie07PwUgZ7YaQtHk6v9LJ4CWQRklEz/idByFkdyMVOZG30Bc759FezYVMU7oL2HwV3u5zPWlOaVXq7U2By3D4QipndP2qiR2eFok4xSSTWb63BNUpAgQBDQKQJK5U1aRTfF2XyZoGjZsPJ6Y3PLnK6m9J/+5zwXCQRPZwsDaMTWwRmlJBLn+W/21ldrctj2pSpMWBopGiI6GkNXx/6A9Rpu5uQ3iqe4jhrQYpriYU55tGrLx29A8+kbHd9x/krf7fuUtOQ1H11YOX3UrJBMyK8pS0+OO1TPEUqcvAVJpTwjdts8e3uPvOfCooKdh1/6errl1vx6ZcWVvfS9eTPGciqw/uMXTKIVWTfkdK+XPly35SsLzswjra5mpiV61mZ5enruvwajsTUrbqXuPgIRQ9FDsMFr5fFYdoEu54Yz7JEp1HRlP+a0wCdB1CKBIEAQ6K4IyM47C1lq4pP6FzcLJG0YjuNvwVz2Az+bCn4GYhKRf7cDLaExgOwih6LKh2AK6MAIdFCEkSemhp9trylsKbFetoebITKEINWOXJUbOkNTx6NOMm2CZIlpb9MV5CywOPGP+mx049fUtqmrqLuX5yYHQjFoOauWF6ekWyxYlgSyTis1lbrqA8TakV3oOwZ2S1dPMY0LS7kFg2JC4bFd+RQNDEYlpfDGbCg97uVoLWDCHJ+YqwoaCjbk7XQYYbc45AS+fVSk/egwYsRXuwrKUr+ztF99kSlDSS9Fec/FFa1cvY6VNuAuqvL3ezpacQ1GXcaF8TvySxAgCOgUAaGFDRznDZM/PVOHTm6roOV0yy+tc7ResT0bl4SjbWfp8Gt+PZO8k+A9bapPvLRVK0xSrkTajsYm5JjLBUWy91x332BMQFbsOp/sO32qT5KCQiOR792xbtlUgUgk0LPwiTiiblNxNdZ3HqYPlk6eh4pqcWvy8uNeruNwvv2cdafKNTviOnyUT0bykNbfbdunVFonVTTLb1wFWjr/o/c4ecHY3Gosfa+sqvZvZDYP5wnY6Us06BW4H5RUyigR6qSRk3Xa9liWtVsyos8Ihy8N7FadLtv5phkvThlNijmSkozcDVR3N7pFsMvatoWu52jlTLmhH8D1ITvpK2h3V4mMKVPtpyce57sjdFF/fLsBHSK8BWYYnpwSH7Yc4iIrP8aEVYf1rSE5t1U1x2D7IocEuSqb4clICagsxd4Uy4LjU5LDbQRCzKtrGCYMOtno5JSYIHdo8CF5MmidMskkCPQgBJiL8Ny4CwVJyJJqPGcHkhVotezSzulGRhE4lcwxl8dLBkHd8ZszUNX6M3CQ27ut1zNm5JaafdYqo2cxxdl2hE9K/hbb3kBYamnUBTQLdCA2JSVIMk7dBY2MGZAEupGWEo1lL0Sdmi6BDQm5ZiUfORgbgAhOr6XlaEz/u8AMiQNKPQzVtf0w/lEBGRiQ1gIHY6dpJXkURM5nRRnZeUA4hPcIYFZw/OazuCmwpvDdZAZNRzIKMrdIk7wmYDDj0os5OYm+lnM0Oa2AT9J0+WqhIQM+34ZuIu1Y9UM/MBr3U4PGjmlieMn2wis7XQYw3EUe49KfmwMays0jG2AawFFQop6Ru4XmNub6YH1KLWuCPB61+uwfoeSKvX+ikjRdk/kDlInLq4BdBVuKF9yKk77WLIYLk1+CAEFABwiwtAlIkjTUAd2GffZepmk5xO9/uq8w3GhX2T26CfkFQEVD+02gq8HHn7uJth6gVu4CfYHvLOdWwDM2xF0QHWBt0cjaD8l8ueoaQ2HUejxmCqZuO+X1Z8CsDSojrNu5efqXjWFJlRq0s/VoHkn6xLr3ARx3DaIPUMd7IOeuiHO3OZaAzfswIOT3BdMEzVh2ENKMZbFWfU5jBmhg7sJ7dnHcBfKB0WpY

            • 4. Re: Count Unique IDs - How?
              philmodjunk

                   Is it County or Country?

                   References to table::fields in SQL use a period instead of :: and you have an underscore on the wrong side of the double quotes.

                   \"_KF_ID_County\"  = Country::_\"_K_ID_Country\"

                   should probably be:

                   \"_KF_ID_Country\"  = Country.\"_K_ID_Country\"

                   You may find this free tool supplied by SeedCode to be useful: http://www.seedcode.com/cp-app/ste_cat/sqlxfree

              • 5. Re: Count Unique IDs - How?
                philmodjunk

                     And now that I think a bit more about what you want to count. I don't think this WHERE clause will do what you want. Try to get a value without the WHERE clause first.

                • 6. Re: Count Unique IDs - How?
                  sksmith2517

                       I corrected everything to be Country.  I'd noticed that, too, just after I posted. Thank you so much for your patience. 

                       I'll keep plugging along...

                  • 7. Re: Count Unique IDs - How?
                    sksmith2517

                         Would Get (FoundCount) help?  If so, what parameters are used?

                         Also

                         I have another layout from the Country table that does exactly what I want by counting the IDs of the countries.  If I could somehow copy/paste from that field into my report that might do it.  HOW?  Do I write a script? 

                    • 8. Re: Count Unique IDs - How?
                      philmodjunk

                           Get (foundcount) just count's the records in a layout's found count. It really doesn't apply here.

                           You could use a script with Set variable to copy the value to a variable, then change layouts and use set field to copy the value from the variable to a field, or just make it a $$GlobalVariable and put it on your layout as a <<$$MergeVariable>> to show the value of the variable.

                      • 9. Re: Count Unique IDs - How?
                        sksmith2517

                             It Works!    
                             I'm sure this is convoluted, but here's how:

                             A) Summary Layout is based on Workers Table - it contains five fields, one of which is via Workers table FieldCountry, it's calculated from Country Table.

                             B) CountCountry Layout is based on Country Table - it contains same 5 fields all from Workers table, except Country is from CountryTable.

                             1) Perform Find on Summary Layout. It returns Summary Counts in header for each of 5 fields, Country never had been accurate.

                             2) Perform Same find on CountCountry Layout - Returns only one record per country. Summary Field CountActiveCountries 

                             3) Did as taught: make it a $$GlobalVariable and put it on your layout as a <<$$MergeVariable>>

                             THANK YOU.

                             The Summary Report now works accurately for any permutation of finds based upon those fields.  WOW.  
                             So I added another field for People Groups and it works, too!  I created a table with just 2 fields, K_ID & People Group.  Voila.

                             Again, Thank you So much.