Yenilikçi Projelerin Analizinde Değerlendirme Araçları ile Sorunları ve Bunların Eğitim Sürecinde Kullanılması-Инновациялык Жобаларды Багалау Корсеткиштери мен Талдау Маселелери жане оны Оку Процесинде Пайдалану
Atıf İçin Kopyala
Uzun A.
Казакстаннын Алемдик Билим Кенистигине Енуи Маселелери атты Халыкаралык гылыми-практикалык Конференциясы-Kazakistan Bilimsel Eğitim Alanına Giriş Sorunları Uluslararası Bilimsel-Uygulamalı Konferansı, Taraz, Kazakistan, 27 - 28 Ocak 2005, ss.88-102
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Yayın Türü:
Bildiri / Tam Metin Bildiri
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Basıldığı Şehir:
Taraz
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Basıldığı Ülke:
Kazakistan
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Sayfa Sayıları:
ss.88-102
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Sivas Cumhuriyet Üniversitesi Adresli:
Hayır
Özet
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KYF3+38zefXHkb/F2O1Ir2pfHMGlvU4e005hbRoP1OB3mUYffmfVE9vcnIIP17ZcLIq/+kTWfn6fJFtf9V2zHL4pWz5D1hXaNEk1GriejJXbKj87kqqEQS+R1tZNZkJtC1Tl12JZrv1nuLbPIgawe1BOisz5FDhzvY2W7kpkbmdop0k0CzgxnZxro76sq2b9F1yr2CDnmWfWc3onBoZm0Fq0+5vAzKDgWTrhlETnqQK0SVvoxXIbw6/v6w67AnnV5G1wIy3lb5uw2VdZq5s80TGfUSnefIZhvRHYRqfVn9RAPd3WTtWub9lSByIHvGqtO+p6znCtkbV9GxQW57rHDC5/d36U+W6JqI2oLqeydxWqBbKT+ys18d+4IXQEd9MdS/9mSy6u5oI8NtP1DVZfgqzs9JhnYHOxbyruDd4qR5PWGzQpMGq5yRjjGIJGc8uucESdBon0Xr7yiXmecTAraTneWdclSTDxeoc3/C3EusCiC8RFR2/DuC+C7btePUFU2Se6zUucycrAp4T1lnd8/JDDpHq253aIcx3WSSX5mDQiSRXOkrGnzvDnqXBbvaVUatrOV4r3YSRxk62p3r7cLLinTLnuG0q0vevN6ZaVqNZFjGvkrzc4IORagEeKuI2r7x3zuz2Fodd837OJerEyRd9V5zdoKt6+AJax7BO73oqMerq9tB3xWUdbRdleOuJMvd+t+V2DzB/7uTiBxe4sGjMmcrklfac2s97UgkZwJz6f2sXC3BrhYwWEFstsOo035hDXA2G+L1F52MuWzXBq292x2IIjJZQWZ3e1XdeiKSzkWdLOm6IhoQazJ5slT0AimvlVl5ijG3P48hmtWM2BEtoTHX55X15mnlGKIbrTd+47Px/zs27egamctq9aDvddq2rivlnWSDRqQv2vO7TrCecFVytg+VhE5lr981VisC664EA2Jf5v/t2OekdneQsQfI/J6QYF2Z/Mq+E2WHzcy0Uf6BKkkIy0GenWxkYV7lvLZRGbW6VytCZZFpYxUJrOf2JGdRG+tI/WMb6LtIUGQ9m9HmdW5rLLdyk6iCrhPtmedwS/OOOoNeksbKyEXmF2nLwtKxriDCG8O5DPLfo5xou5oMmXlG5sizHUh5793rtEezZavXLrKWrP54dlfCW7deXdrniN3T9txVTm10j9f2wzFIkJI1Xr1Ie5G6s/tLdJwjehVpJzvfyHx6+4NUX3Wdz2tUm1NJ16W59vw6axwQ3cjafbSeaDmkz1Xmue6wOdZ8ZvzqqN2MyLWSqz3UnmnPdiLtW+E6vqd69wPehk/eDTr/FYf35ED31+H63091PSDvI06g9Fm3HCeR1fVsPzPtdQSOXt2o428lMuf3snVqn0VlRhN12hrIPtdksNrU/ltq5/ocTbgh8lvBR2ewi7QV0QFLPi84qgROUR2rthdptwKqE1IZNJBFxgFZY5m6I0nOyH6prUdrrUUSObPs6HhJdaD2BLETFo8Idj+f3KJ6mqNDCCG/QsQ+V4K5J+0BdyR2njZG5HfZpatcE4TUqSatkWQH7EO8LdhdmXUmhBDyDJ7osPIWAyGEENLLbX96KML8HQsUOguEEPKb0P4TQgghpPwDVadBB4cQQsjTuPtHQAghhJA38phrzIQQQgghhBBCCMojrjETQgghhBBCCCERGOwSQgghhBBCCHkdDHYJIYQQQgghhLwOBruEEEIIIYQQQl7H636NmRBCCHkbyK818/cmc1xju2P8nvj3nwkh5Mkw2CWEEEJeAAOps7mC6l+Zp51JhAiSXKfK+stYCT7O0/NB7WCHveQ1ZkIIIeRw5s3++/3+438kx66xu9rhXJ0B/7b1uTDQfTdj4s8qM5Yb/zvcHv/OLiGEEHI+40bPrZuQPJLTzDV1BvPccF7eB7KXdSY8yteYNWEs4TsU91euARFCCCGEkD6+3y+vLh8M5+S30WK87MluKdiNNDqW1QxMNNJHA23r+xkWozFE6vfe1drvWtQZJbCUCZmDbBnr81nJvX6h8yTVtWrske8CIbKM76L6NH8ujXWkbfRd9LnUXuXHd6q6prWx+hTNWmeozNYYS0RtLrL2vHIdiU9Ph7LrXyJr909zzrodeSaYyROI6Knne6xsm8jwajn5fPr301KwezkFnsMzb7rIjzRInyHOtFaf9H0nLagan82Oj1S/VkZzmlZgBUUj8+eIcfbu1HvzlHFqo4mUWRcsPVg9J5oT7q0VK8j3yms6uOIXXLWMODK26LxI8kcdCW3Mxvp3rlFNrkhQ0iVrVP8q8lh6jwb8M4ickr7MuqvtKRm7fypesjc656vlGT+LJKq09yyQec4kWhC5vGTgXDaT0IomVDUZpfKR9ncEgNp+GfUjo+Mh1Wk9zyRcM/OPJgCzRBPs2nuabUXLZsrM5SLJ2mhi15Ov4/AAaT9zWPCm5E35B6ruGojZyb6ILPCMk38q3+9/f6BkHpvxf/PnVn0o0iYztjeXQeqZZZnrk/p1J56RG+XUnkufeUScU23NRMuvCKCz9SCO10l6Mq+PSqBh2TWpv5pT4TnHUj2ZZ5beW6BlI/McsYWnY9lNDa3/43PJ5nai2TrU7iHzbe0bERk1XdY+l9pA5wnZS+by2jtzf//+/sT9WvrMkllrt2LPuojY1ahvaCVQtecZeaS5GMugOjDW6bUdRZt7q43s+HllNZk8WdH3M1hzuAprPSPrW7INd/RjBa2/xuw5X9n3P5/aIn3DRGXJ9B1xHlY4iXNgckqAUsFyCKJ9y45JxPFC65PION1RULlnQ205eW+mMvbeu6ge717DXSfSF6faoFGno/p8p/5rib+ZTLAwjklVf9HEOZJUQOTR3h/7L8mcCQq89ka8k6kdgYPHG+05mnDykiNamR1oeurJM+t0Z8Be3a/mhCDSXib5gv5b0pPsgcoJa3kV2//0UERRIxkia8PqmqgnGtSVyps1ZDMrMkd3zhXSHySDK5XX/luT4TTj1TkvKwL2lURuLkTez9CVSIrUMTsuXckHNHjKcqrdn/VGsiVoIHYHHQlwzX529s06Rav2QUOy3YgtlwJV60TntP0hSzaBfNG1xqP7NFomWld1PKog+4sXpGfG8mR2yP/0MULJ9LPl15ijWdqOgNfbBJF2MoFwJWN2qtM00pUcOKGvp2Q3NaLroMtp8uSIlM/Ms7WhaYzreezT+Dx66uLJdhJZuaJXylaj2eXq2oz2JaorGZ3dibY+RjoTv514V+sQPDvwJKrrMpM81Z49iZUJrxHL5533pvG5VR9SLsqu8bhAE/xIWaStbn1dWd/uvVZKemXqOM0fqshTDnYRBYluQtIgIwt33vC9NjPKPcsWWXR3Kr9FpyMn1RW5eroiI3/SWF/M+hnZKDrbH+v3nGWprGZUtTrm/laC+BVcfTvJ0GcThdY7Uf3rQmu3sva7+oLchBhPyZ4aHJyi1xlWn/ycmhDIUunLSTYQJWorI+Uz41Gx3VXmtdJhaztl6kLy+8fPVtB5yGXJ79WF7EUdh4snkZ3T0jXmrGKtuvqzC+mKRlTeE/rXMV/Za1Da1atV14nGuleP/agfXnJG+rdUJpqt92SQ2t6ZjMm0FT2htupGnOY712h0XVVljazXbDl0LWjPrDWNytDNbh3JJmgvTnJmkDV4wu2cu8Ys2+7qMare5lnFvL932VDN7nj+RFWeypjtuomSrVvyoef6OvQ/4ltExgxNpIw6ENlDLV1B60Hbv8vPibZbTdJs/c7uNfjWtQ0kAJDeQ96RZInUHZUlIs8qVp8YdmWNogYqmgGL1F3FO2nysngrrjVZ9VTGu7JW5jnvTIJZ+hS5adCJp+NRO3JS4FKl0+Za5apjdnfg2BUAdSaOqmQdy4xN6uzDqnY698LIGHUkHZ+WGPh8Yj5Qlz+30xe6A8m/tpIDaKC5c//XiCbgInt35hCoK1F9lR3/9ybSwW7EYY/W2+WQrMiYSXXsDBjvBk0ySIkN632pjhXccZ3o87GDPHRjkILgiKE7Tc/mMck6j4jeaONsseOEBJFrpYOFJCCrbaBl5/FA6oqspQ6i2f/T1pzFrtOguS0N5CRiHOPr3ytkl9rJ0HFDIspqZ//uej6f/mRgR+DfIceTQAOk6h5xAqcHgt3jdPe4d9j1VLBrOSlSOSmrjF6dzGYY0EDXkt16PrZjOYvIv5/GPDadwb519TZSz/Xfuxy4aLA6M2f0rFNhbdw1/UIDAjT4ROfGet+bFyuZNtsOpN9aHdb7K9Yrej0pOvar5c7UOZfblXiZx1Kz0ZHAWAtwdtp0LzlwkbFz1no7AU+uFXJLvsdoeyvjvPodL/mM+EfRPSzCSn3z1nW0zVnW7LxHArfOMUf2+07QfSwayK7w5bR9AJEB/Tyy16xaD3Pd0XbuDO7R2Myt55voxd8f9guvdw+Q5UQjV3F2yL8yGIv0dQTJknaMn9V3JKBD2jiJjF516ke3XkfXOGo3Pp/c9zkuLEcueoXqrvWp6Xn0OfJOJhuPJhORdT0/89Z+R5CBJFmRNnfaI29zr9p5JLjp6J+2phDdzqzPSN9XtoPomfUcrSsik1YGbdN6D+3vipsriH2xZBo/k+od95JoP1F5kD5p72n1rvABNBmsvnvPtPrRMnP5yNxKdVrJ/0ibcxmtLUkOpPzIqvY78eqv7Hn/qCsT7J7O3YH204hs5DvHlfPYb2w4puQXiSbg3rhGVjsuZD8d9nzWi0xScC4TSaBRF22ePE67ZffWA7pevITE+Jn0eSZZj66p6MFT5NAp206UsU+RpH9FntcEu08+8bubU4NdQgeVENIDbQmRQPUiEigw2O3lyUnqJ8s+0q3/ZC9bf415FQx0CSGEEELWgPpVEf+LvhrGk8fpybKPrNB/so9XBLujclHR+hmTCZHvLRBCCCGEzNBXI4Ts4jXXmEmNru86EEIIOQv0B43Ib0G9IIT8Agx2CSGEEEIIIYS8jldcYyaEEEIIIYQQQkYY7BJCCCGEEEIIeR0MdgkhhBBCCCGEvA4Gu4QQ4sBfISeEEEIIeR7/ulsAQka0oIK/o0a6sQLYUd8Y6BJCyLu57Dx9jRx3jd+vzhv/QkoMBrvkGBhUkF2ggS4hhBBCzuatwR/94h74p4fIEYwLmipJVvOr2WBCCCHkTfxioPvG/q6EJ7vkGLh4yQ7eujESQgghv8bb9/O3928H6WBXO4m76zkim1bGKzu+k1E6Otc2K65peHXO85HNoEXn1isf/c6ydUKJnl6u0E9r/XaOZ0UuQgghhJDT4O2zXh5xsqs5wNLz2ZmNKIxWdqwTKWN9fj23ylvBeueP6ny/Xzjo1+RF+oEu1kgCIpOsmN+PyGWNLaKH0mfRd6IyeO2Nn3n1I/Ja7Y+65umFpP+o/ln1WrJr7yJrUVpHkTXkyVWdF0/GzNrW2uqoU6rfGgPLdlbtsvceIocG2ieEyPvR/SVTRiqfsR/o/ElIc4qs76hcmf0tsk9mEvyjza3syVI7O5zv6LxHbb63V0XeGctFdSXrB1ptzPWNfYraww6yei/V82uB36/1dyWl7+x6mxjyvPNkt1p/9BnqGK987o1HdUyRMpFx9+qWyAb8mmyWHJ4xRvUBcXYRuSoyaGW9z6yAIbrWJRml8hm5vOde3YhsyHMNre7quFfWa5dt6W6ro+7o3I6fjWWj45Ltv7Z2o4HU+H40kPXKIfolta1RCSSs97W2IoFrNtjVyiDl0WBnRnvfKh+RISpvNqCzykR1OWuf5/LR9VCR03o/sz4skPWA7OdRWSO22mpPKp+xd92yaPVq71ZsulcHWrayPqz2vbotu5WxGxHSf2dX61D0eRfaIq0OUKaerjar3CXHOBdRGa53kI3Lq7/bSHlYhlfqV5XOuiIJhCxvqkeb3xEkuLCMfsemWeEUO3aBbtDRdZbtJzpPVnuRZJxExiGYx6i6N0dk7/QDxvGf51yaG6SuzPPMHoe+O/bNCi6k/mtjgsiA6pHHlTzy9G2ey0idSOCj1VPFqkPqu/VO1d5KY2fpgHxGwekAAB9DSURBVFXPxd/fn+rPVcYP0XupTevdUR5Etqjt9daZlTjIjlukjkhScKzPsxVeWxmkMbTKdJAOdiV2OMwVMhOEOrBddNa/WlaNbFBnGbXdfbGcnOgG2+0MZnUykgGW2onUsZIVMliOZORdy2ijju2J3G1LEAfYqgN9J7pWR2cwgrSGs3VJ9c1kgupKEHf9d6dOZ+2otY/s0uvd6zpyGqkh7XNWXRGnPjvu3nteYry6R1f22lU6EF1jVd9sR2CCEk3gZOWM7CHj80gAibSt1SGt927/GUlaSeVPIf2d3e8Xu7YkEX0va+Cy9UubdpeyVN+/5MgERaupnlKgZBYxItuViUWRHKdK36MGsKKTXVd80Pqk8rvGqkJXOxWdnd8fP9+1xk/ZtKQ+R+zO/D6qz5ENfvz3Codfay9TZ6c99No5IVEmcYpuz2gO++4EKzJ3lh5GT7LQdZxlpy5awZA0ZisDYlSOSn2notnl6phbBzRX/XfS2deLbOzRrYNRWn6ganY27p7gbnb0b2zDO6VYmTVEgxutfLW9Xe9KRLO7qD5IDrZkgCKGMquTc3teZrKK50yjZZ+ENq7oGh/LXuWr5bx3o2VXtqVxjduO/QWxwx7Z7H0GSbc6nIiKfnW3U+lPdlxW9B/RC7RM9aSqYgMqye1qkN6ti5mAfMWBw52+86xPFd2olptZnaDQ7EPUt/PqHp91y1pF62v3CfFdtH1nNxIUzcfhHl75quLMdWezkh7R7OgdWGOhlZ9Z7eRdDm9Ej7xyqBOd2eAjjhXq9EXqjWYbpbWKtOGtJal8RC6vrRV0byRRmze+i7SROdnLrsEd7Uhtatl0NDhFx8nS4xWObpZK0OGxwtFB7M/KhO7YTvQEdLXDvYuxL50JkZnZVu+w2ZIMJ9QRaWfnvtah13cmH7rQbF01vrj+f4f+r6p7te276l/ZTjrYnU+qIuVXUs3GR969Y0GuPom70BxKq92qY3R31miloehqs5IZjba7w0nYEWhV24uSCYyidX4+8aSh9G60fHWNZ8d/xcnBijUQSZR26KIVsHQlIrsDXk3WbPIr0ka07hXOaSQxuDpQROobdUzz+3b5JZl6V9xSWpFg0gLd3YH26jZWBXzd+9Hd/qjG7HN3Hc4hhyurdKTT9mu0/kDVnXQ4UYjir3K0o/IjileRNeuwr14MkVNJlM5xijD2Sdo8Mw5+53UZSedP3QA66XLu73JaEJ46j90JSw9rPXUmNaS6qnNUTRB06v7d+0cnq04fosmJ6lhFAt1oHSt9kxV17kx0P8X2evtg5nbPCeU711RGz7tvBXXpLirrqgTBatv/iD89FH1XOhL3JgjZwCxlQAKCLueloy87yDg4kcBK62s266tdpdDmPWLIuq5pRK4fzZ9nrkhVNzlvLaDJppEuJ0+a45UnzZ6+dgZPbyLqHFScicpeY9WLyFGpy9MtrZ1VwZRWb9dpNmL7vPazstx5MrXaJqyY8067ltFjTZ6VyYIOOcf3V7Birjs4SccrNkKic/6rgbmVyM3Iczqla8yS0c9m+ry2pH9LkyXJk7mup7VtfT4SdWwlGaJZo4zySnV4AYi3qY2yZwNeqS5NnvH5Vb47cNA2SFS+GakcmjGTdNKqQ3sXNaJaG1pCoBLMIQ5TJCGi4Z2qezJIn2l1efWOuqvZDW3MpfWKOp0eK9qqyKDZFC2gy6L1dfy3t34j7UdtQaQc8rmVbKwk5yLvI/p1h5OlyR+VCylv+TnIvqy1F0GTM5MgRBI5VR3T2pux7PP1ufbe+P8dgVI2uX8HmWRcl+3X3q3WH9HbiFxWmYifkZHD0yltvWUSqvOzityZ8pos7jvf1WfH5D9kFOzpnN7nvz//R0qyfTi9728i4gh2t7mqPUQ3rXcvNMdO2yC9RBWSIUaCda0+T9YKb12TEV2xxkCbn7F+bW6196W2LEcF0T8kweE541FnPdOWV96rJ9JOti7PaUT6jdgb7/Po+Ho2H9VFqy5kX4nIkZ2T6NpG30P3zS7dih6CWFj7jNcGMi6ofaiMG0Jkz0TKonu9NYdWUtID0QF0bkPBOoNdQtbwVsea/BvOb51KQJ9t7/PhnK3ijqRTlN06R+6Ba93npPWKzle0HFJWevfu8bgDrd/eeESD3eja7JiPlr+zSwghhET5RYeC3MeJV0UJIbHrvSvX8a8Gup9P7Wo3UiabgOqYDwa7hCzml40nISfCNfk7dFwlJIScQ/caZhKsxorvIXfzmj89RAghuzj9h0XIP0F+XIPkecJ4MtD9DWifCQqTYb8Bv7NLCCGEkDKnfk+SJ/m/xal6eBJvDvKyP9T1pjEg/wuDXUIIIYQQQgghr4PXmAkhhBBCCCGEvA4Gu4QQQgghhBBCXgeDXUIIIYQQQgghr4PBLiGEEEIIIYSQ19H+d3Z/8VcPtV9y+8WxIOTpVH6ZMfsrkNGyXvk3/9ImIYTsgrb0PFb/ejJ/nfl9tAa7l4L8apA39pt/242QZ/L9flPrV3pHs4WRsqvrJoQQ8l+kAHf0b8fnhJxENFDflaDvTOZnaP3TQ79sBCQH89fGgJBfRdpgLHtola+WRd4nhBDyTxA/9pd93VNYmcB9cnJY8wE0v0DCSqLPB3qRBL1XN1I2S9t3dmdhf+1k8/v9/uN/hJDfYV7z0U0A/Xysu3K1mRBCyH9Bg9jrM/p597Fy7J86r9Gg9vP5iDFLxQcZnyHx0CVzVg6UtmvMUQGRCdDKRzIDXr0e0Xa9kx00m5LNHCLZlspCftIpUTRzNb4THfNskBGdc61M9LlFZtyu9zr0Imobxne8NbpKbzP1SsHxyqThE9ash3bKHdHtzB7whrEjhBDybiK3vjp8Qq3umcu/mcvu2lvbgl306DxTL9JWN5l2rYA/kgCwxhEJajRZ5++cWO97yQtUDqk/VTru9s/jo80XmsTxrqB6cmS/I7p6bJE2x3ey45D9rrun95FTVPR6TgW0f6sDOKTOz8eeF228UBsQtTmWnNkrVV691vuIjmcSs9FTe6lcZL5QIonf7PXPaB0SiD315i67niKJNatsZu6l9eMlhTI6i9r2ax4i8xixId2+RjQpiia4M3pcSdpK/mJlLUnlOg5+5s869zDNZx7bia55q57R5qB6ihySrNjXrzqlur2E+64EfdYntmi5xpyZlO/3n0fb1zNtElBnaKwnk0GYJzfjhEnyzLJpbcyyZjfN7AauyeKNaSQAznBlhdDnsx6gDkPXhnnVN8sitZXR0xXB2CiXJOtshK61b60TNNEzbhaabRjrm8tLm1h0LLsNbBdV5zvyPpK8sJwdpOxM1uasWgNj29ozbZy0MmMdUlmtXFRm6V1LZg/Jvmo2N1q310aWyJ6p7SlRImMUHc+sHFe9o83M2Eet/mi5WR4NxIZk7MxqMmslW6dVbn4n67d2YK2B7LhEfcFM3ZF60HWOPJ/nMYK3Tk5YI3fREuyeYHQ621wZRHife0635yDN7XRtoBXHq1OOq14vwIrIZj3zslpIcPwkAxMJTLzMuhX8aOPmGWY0GZF16J40Vx5ZZyea8EHXwWp27gGSrUaSadV2O4m2VZ1nxPFDbHomEYLsGZX9JJIw1RIjI6sdVMu/8J5nE1NSPdW+3W1zRpB5HUGTXmN5xEf05LNkQIjqCPLvCB0BYEaWTJ8i+h5JmHpyaj7XTpC+Zj/PUA52vaxTVejKpHe1G2WFnFamqbo4uhgNZzeVDKD33HOAOjn15DDKjiRK9OQJzX5HZKiQOVVdScemWa1zJatkyc5fZuyiQUgE6+ZEpp6ucnesD8sp7ax3ZodNiCQXyVqyyZNqW9d/VxI4p7Jaj+9cJx0J0wqn+SydcrR+Z3cldy3SjqsMp8qwQt67A26U7sX8/f7v3+GzsonRrFZU1t1jb7VnjYWHNVbRMZLqWjlO1qn2rvnpWotWUHbKpnixQi5Pv9E6KgFWtV+V9yMnPtFre1Ibu5PaI9m2rXoQG3jaOiIxOnQWSXSdnEAa0XS+4g88gWz/steWV1DZYzrntltPysEucjJTGQRpk45kxLPM7Uavot0VcKwKNtE5PGGxZphPPTp0t4sTZMhyYhZ2HM+dJyyVd1clDXZQTd5U2uxo6+7xG1l56wRt9wltWIktzQlf0a7WXqVOqT7kqub132jy5iTbeIcN6QK1H5VkUZcMCFUdOcWWVqh8DcBj9OFPt/GrbrGin0XGp+3v7EqcdJ11VxurnejOU5bI9aZIoCvVu/KaWNXgdp8GVU8pqtePdl9bG9urtLt649x1erR7k1rZlrepo06cVOeK2xVdJ3XddAXdVR2uvIOub01GJDHeZbekIE+ru/t6d7ftvUunT1k7n899Y3ACKxMQ6F6llfn7038clMRZ4TMjVGII6d8r5Kgeci4NdndywuJa5Uyf0LdTiCp8R6aN/JO7x+/u9jUqXyM42YFDAhXv/Z3Jl04y9uU0dssZ2QtX6X00QVshWk+0zx2JjpPayXDiLaGd7LiNpDEH3Fk96UiKryayn53cjygZXzn7FR+rzogcW052tYyOVT7ThtWedDrXjdfuLhDDsuref7Q+SY4dYzieNo3/s2SUnnWdmGT7eJKDgaDN7a5NYJ5v1DatCoq8rGTkZMzKqCN1afUizG1Ip2WrOGkNrApg7qK6b2t2/Q1JgTup6M9TdK+T1T5EV/uare5sIyPDL+oMQqetyvrO1XqibZ5gnxE5KkmGVLCLbnDRAKdyHxup86TFnb3e6r3fGXQh9VWCyUjCROu75/RnHXzv2fV87oO0WWpBmJcMWHl9CcGbm3lORpmtwEgaD/TailYn+llkHLNBQSTwjgTlqHPUkViK2pEuxw2xCdYaiiZhEbLrYNbtVfKhdFyBXh3QavobTWRl262uHc/Oe7rSjdafzn2xmjzJ4vWhOq7evq8lJRH7VVl/ks2Tyt7JHUHbCWT7J9mF8b9X+X+ejqPlIwn6zs8ipH6g6vv9QkZzLKeVvcqsum6Kylp9ZyXj+IyyXc+1cZacLbQ95NksnySHJNf8HGV2GufnWnmpD9Li1MYL0YGsniCGrEsHK0ZTe1eay2jgil43rLSfabMTKfifnUXElqI6iayPyrvSmr+eeQGDlhCaqQZnUbuHENHDUYa5jNW3yDhGnUppviwittrblzraGN+Z2x3bnp/fjbaHj3gJ3blsdj+35hzZ+yXZovOh6Tgql1VnFc3PGD/zbAA65p6NQ8YIDS4i+nU9R/fyu/zkqk8j1YPYVKTdqB89z/Vq+xVpK2qjR3/FOvhA5Gjzf78nRHMkxcqMz1X/54Ntjhk5TkoooKBBBGoMd/Z9d3tz2xdPmm9C3sod9mCVHRiDJ8lp3WGLM/uZ1a4XMKHBjFUHWtZKtHhyZRjnEE2GSrJUyeqrJQ8ybtp785ygY59NHHoBINIHJFGh1ScRqS9CVN7udi8yyfsoaBLSey+aOIsehHhtRGCwS0iAJwboJ3BKsHtnwE/ISXAtvJfT9ilUHupkjc4Dip1zcZq+VjlxjH+d8t/ZJeQXoZF6DiddZyTkFGi/yC6oa+eAzsXOOXujfiB9emO/T+U1f3qIkNUwaOph5zjuuBJECCGkDu1zHvon50A9Pg8Gu4QkoDHLsztjbP2oCCGEvImdP3JDzoTzTsj/wu/sEkIIIYS8BH7N5veYf+Ga80/If2GwSwghhBBCCCHkdfAaMyGEEEIIIYSQ18FglxBCCCGEEELI62gJdvlleEIIIYQQQgghJ1H6O7var/5pXwOO/hkQtLwUbPOryO+H8/5vVv4gBTrGyPon58E1RN7AHT/Kwx+BIoSQZ5A+2bVOc6XPxs3o2iC0Ov7+/uDyVh3knYz6cTHqyK/N/UqHC6n718b7DfziOiGki2vtcA0RQsj5pE92vdMd7/n1E+lWdlRrY3wekYM8H+sEcfzZ/V/Luu/q69wO19rz0Obsl9YLIRWuvYZrhhBCzqd0jXlmDDYijJtGp/PMzehdIFfVsjpIanCdPQvOF3kTd+gz1xAhhDyDrb/GLJ3EZcqiwQw3o/eQTaKQ9XCdPQcmAAkhhBDyS7Se7ErcFXBEHDrtaqz1vdDxWeZHfLy2JCLlveumlnxaP7XyGRlWf890vs6MzGVX2yPaabSnM5GxldpAdK06B+jYRXTPKpcpg/Z75dqM/KBXdY1E5jbzo4IS1vqy6vLazNaBrnXvufSZRHTuUaL2F7Xb4/vRfTIzZ9k6K2Ul2TTGcetci6SONAfVw47OHzMb6+pc+4SQXpYHuxGqgUf2feS7npahnQ2d9R1kzdBKn6HfT9Vk1eS9nmvltB8Cyxpv7wfLdmAlJbTkhTUPFV3V6p8Dcyu5IgXx4xxp/e0K7tH5Q3QJ0VFUjzP9lhyWTsd6x2nq3K6VALlLRg+kDyOIvMi7ni21dMfT48y4dtpLb60hiTKrfKSsVt7rm7Q3IUFpJhln2Zmx/uh8oHuIVT+y30vlkPaQzy2QvdWSJ5NMj4Lal0hyxHonmsjR2qnKhtaV1QV0jjU6ZPbWV/QgwHsH7cNcDyKDBSoH2k4kMTqXQ/ug+ddRJNkj+2HrNebdAYzUtvbfHt/v9x9yW/2QyleJ1nmVR95Dy0UYA6u5bi1hUG1/h251j6dkNLWxuhawlXAZP8+MR2UerkAbaXs2clbgoemytnlkAx3N2EvjOSYVNPtgbZQZxzvD2Ae03chYz+9In1cCz2wfMu1U3o3oXVZ+aRwQZwz5d+cYS/VL/bDe82SYbU1UXm29Wvs8ss5nGaNo9hMNEOZ+oE6n1e9s4OfVHfGp0Pql+fLWZqfuS3ZekylSX4c9lsppdWnlI/KgZa01FQmskTEd7YYluyaXV06a72h90TJzWc+OfT5YwgxZB0hAjNjHTD8z72q0f2d3hZBou1lDPddjnYBEjFiUFQ4xKiviGFQyv2/Gc5DROqq65b3bfXqXdYQy70aCKqmNiGNgbSjSOxnZukA28YyjY5Xx6BqH7nHtnh+pvlU6sFO3qnuB5gBbz5B6Jdm0Z2gZb617baOg9j06dvN7GaSEXyUYrMiws25Ub7p8S5Qda71Dfi9xbz1DPouArJXKbYlTQe0Bup679dqyu96cdc9BW7Db4Uh3dK5rgKwsM/JuVmlWBrxZuTrm1cri3cE1FquvSqGfPaXtSEA+zzsig3VynNFjq6xVB+qUSu/doesrN+do3ZWTkkjb0fU7ltX+nZFDKnOKnZOo2D5vPpByCJ5ORMf6tPmo2B6tbLWPo17cPV7V9lfYrFUHObuSC5F6s/vf/H4lEZWlEjBFEsMnsyoO6sCTDT0cifax5Tu7uw0jMlgrDQY6yJrTbrFiMa28BoiOR9d8dJ9OdiHp3KmydnD11+tj5zq82wFD6Qz2VrDjpLQz8PHI2NnxvVWyVPTAS1xVTppWzocnx11r+EQ7jF619D6LthMlO3YZ/e900lcFp6s4ZX+rJmut07xIktqrr8Ioy6wrne1l96YOnpJ8teiM5conu5eiZCbzxAnQFlk0YD1F0eZrUSsWsvbfO2Tw5PKuUaxKLtwx5zuTDpE6I2ONnIx2n+ysCMgzJ+AVXbxD39DTqVWyaXqAXE0bx7w7C951Qykq4wp71hnoSFfrOmR+2ro5FUnnqvNf8QtPD047ie4bkb1FawuVp4vKbcfKOrV8wF10+YSZBBKSRIrso1Y7K+1pte6tf2cXcUK0siecflQyXk/aVE88jcsYpt2bpZdJvjMBsio7atFxVW82ota6rLTTwelOWtZ+RTcx6QqbFOh0ccIJTsd6rjiwq04mIkQTPNZ/72J3u1YyHVmf0WB0RVKnEy1htSoJvYqOk/fqiapWd2R8vb12F7t1dlUw2n3wFRmPnQmnuY+dOjzLkK27FOyOGYD5fyPRU9HK59myn09sgqMD3r1oq6dZaB0epzmWT0oqjOw8Dd5xurvzOiOaRLPs0t3JtSydpwBW2WiSwSNzna1KNkl5mo07tb3KGoqszfnZU9bqSNaBiyYQK3NQ5a6bRhmia3xlsuaEuqp+eGZeK3WuPlRB61+9V6D7USbQzZ6AS8ntVVTmOR3sRp3ZMWuFntQgZaUAO+OgoBtqt4OXOf7PLDytneyVlqzjKM0VijX2c70nZrE/H3tOqjJ7Y7niZFmrE9U9TyekzCiqx1G9zazFSD2rHTuk/mhmOONgVBKBVtIUlQNNfqyiMvees1Xpg7SvRucYkQNxmqJzNMsbPck+JahCuUve2Q5n5agGj53ceaPKw/M75+dR+bN2o+KP7hpjzQZEbNbKw7MnkkmY7fC7O+pt+YEqCU2x0MU3lrXKj+WuTbDDIUBAnT1NgazsYMSZ155XTn2sPiDB6jgXncbvqi/jLCHPM4mSKNKYIHJLskX7FZ0PZOOY1+D1zGvLu/qitWHVhSZvxmyk9E7G6HfKGEEa/7nNGa/P0Q3Ms1crThiidlZbS549Q+xsRNdRvP55tsF6HpEvM5ejnfZshVYvaqsq68kbn879AE0UaGtz9nPQOj3mNnc4r548sxwjiN5LdUZtpCaDtzdEdMaSS3tWBZVNk0faOzvsvdd/yf557UTGL+o7onJ0zWFGPzz/3KJrDrvJ2qS/7y+kKx6M5pR9PrFrmmhbMxmnX3pf2pQ7HImOzb6zrrsdhZV44/OEvlfnuKuPUj2dDkPECbDm01v/nmNqJfCsulfqTyRphHCXrmvj2THOaDLR2jOsNioBB7rvoc/nOlfss9p6855HxhspY8lesT+ZNjU7knlPkiOrd6juW+WzvpelA1aZue1MP61xR9dydh179jejv1o5Ta4OXxfpR0ZfqnIgOqSViez3VrmK7miyR2CwS/5DxFHuKPNGnhDwrWRHsFLlV3WT4KA68lZdesI6Js/mVB379T38qWT1qRrIV9rNnLJ7iaFskhxNVGjB9FwHkjTcub4Y7JL/cOrm8yS4URJCng73AvKrcA9/JiuCzlOSnqfI8WSWfWeXEEIIIYQQQk6g43u82XJZTpFjN1fw3hHEb/07u+RcRgOw40vmhBBCzoN7ASHkV3hbgPgWrr2naw/iyS75fD5c8F1wHAkhT4Y2jBDyJOYE3a+ehL6Vlh+g5Xd2CSGEEEIIIYS8DV5jJoQQQgghhBDyOhjsEkIIIYQQQgh5HQx2CSGEEEIIIYS8jvQPVCG/kMWvAxNCPLw/Pk4IIYQQQkiG9Mmu5pCOz/lnC0iEv7+/f+iM9Iy8A84tIYQQQghZSdufHhqDXJ7MkCjeT8d3/FFpcgZWgMs5JoQQQgghXfDv7JIj+H6/7ikfA953wbkkhBBCCCEr4Q9UkWP4fr//CIDGZwyOns+V0OBcEkIIIYSQ1dxysjue4EnXVS06y1sO93iK6Dno0WuZngxoQKCddKJ9jLa3g44rzOj4akR1ZsWPtXW0icgg6XnkXetzj+r7Vr0n6DIhhBBCCLmXv2/BK6wGVdr7kWAk4qBrZaM/qpUNuJH2pXKRQENqIxqkW/UhgZfWX+95la75Hd9ZUaeHN4fZH3XS9AwJdhEZIjYAkc97p5rIQPuQrRPtDwNzQgghhJA1tJ3srnLgvHrQwFM6vez6Jdjo6ewcXMwnUd73V70+zm1op6WzfJo8c53Sc+90OPq8AjK+4+eaHPPnVtCl9T96aq7N1VhPZC4jIP2QZPT0RpNprqNDT9G1GFkr17hI71f1l4EuIYQQQsg6ln1nN3IacxJzUDT+72JlkLwK/omXf5MZ813fGe4+Ra7Im01eVU+556Dae7eq12i/TrdbhBBCCCHknyz500PeidpYZkb6O6sdjmb06nGFbic98r1KpOxTExEe3QmJFQkOjVX1j6e16Emo9XysK/JeRM4dRO3BSd9rJ4QQQgghGEt+oMpzsKNObVfAi7SLBJMe2WvIHUSChuiYVn5QaFcgs6Kd3afi3e1JOlFdUyuDvq71jraFktV5BsiEEEIIIfew9deYkR/EmR1zz1FEHeOV39lFicowJw0ybXhBd9YRP9GRj/7gElpfZ50ImR9JQrnzOvvu01uPiL50XAk/aa0QQgghhPwC2/7O7p1O7srTm2p7mfe9K6arnOro90C17z+vQOr7rh9J29lG5ZrwU9gh644AdNV3/QkhhBBCCMa2YPc0ot9nHT/LOMjZgBv9jmUX6DXtsfxJTjzyA0cXkV8O3sldp8cRGVYndFBWrIfu73sTQgghhJB7aL/GjPyKq+RMZq7UZpxSr23t+8baexcR2aP9j17/tAL567Qpej1aqx8dn5HV11nR8Y1eDffqq6KNS+efuen49WJLdzwZI330vvsvvY/Kob2nldn5HWIGyoQQQgghPaSDXekHb0a0v1U5f579niVygicFd1G0fkXri8igOfgdwY4nT+a0M/ODY910B9CZ+br+LelINIhBg7doGx2n2Rndkd5HbxFowXUmOZYNgj0b473/+eCn6Qx4CSGEEEJ6+Ps+0KvyTlQ7nOLsu9776Cld5CRL+l7g/AwJliI/jGR9F1EK9rTy3eqXCWiQcUYDlex8a3VGfnwt245UD1JX9cQ5+r5XHjm9R9ZKBi8JZn2OrlVCCCGEEBLjkcHuanb8eA0h5GyQwJO2ghBCCCHkXLb+6SFCCHkKSADLIJcQQggh5FwY7E6c9MvChFRZeWWcEEIIIYSQk/nZPz2EwMCXEEIIIYQQQp4Jv7NLCCGEEEIIIeR18GSXEEIIIYQQQsjr+H/79G9tkRfSngAAAABJRU5ErkJggg==)