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          <p>Position wavefunction</p>
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      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: Black; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 14pt"><strong><span style="color: Blue">Fourier Quantum</span></strong></span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Adapted from Mathcad 11, <strong><span style="color: Red">mathengjmg</span></strong> [web site].</span></span></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt">Written permission from <strong><span style="color: #993366">Frank Rioux.</span></strong></span></span></div>
<div><a href="http://www.users.csbsju.edu/~frioux/workinprogress.html"><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt"><span style="text-decoration: underline"><span style="color: DarkBlue">http://www.users.csbsju.edu/~frioux/workinprogress.html</span></span></span></span></a></div>
<div><span style="font-family: 'Times New Roman'"><span style="font-size: 11pt"><strong>spirals:</strong> are the mask pattern in preparation for diffraction.</span></span></div></span>]]></writer>
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          <p>     x, y     isolated image of the calculation, for greater speed    </p>
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          <e type="bracket">(</e>
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          <e type="operand">A</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="4">sum</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">line</e>
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      <math>
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          <e type="operand">1</e>
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      </math>
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      </math>
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HjdolPN1S7k5bieBWq6277777qaeeevLJJ7s/O62ABrW1MXoigAiVubGYmGiYW7V2IL2FWILEsWqTcgM3z4/43WsIcqvTVmXtVmnrsssue+yxxz7+8Y/7tdj+2Wllwa2SdRXEKum4ihk7BxvZLm1lH5cO4FCYTFtxcOZZGxU6ZxDfjuJLVvxtS4oEKxISAINkGyRiMJlGoyXcoLUHo29PQs6Cp6ym042t/CXfaquIoV7a8mPn4MGDH/rQhz74wQ/eddddrbbi7CpaBWe3UHCwe5xBcIXARC/Zy38gvYVYAg7JtDYqzJ2BZ8Vv2wmm0pEsSlnLwt8twVttXXrppW984xs/+tGPUlj9Mx+3KgtjxFwzFkSthHWt6nEwHbv6Cx7pbBRwKEymrfjcoMpS6JzBFFUZzdt6WFshITcwqARgDDhhMo1GS7i5tnYYHQdM8xHckEh8g/auIApK+DtqywfjHXfc8cQTT7z//e+/8847T9v6Z9WucXYNJePYLRdcWW0aZxCcRVi3RC4yBi1iBGNroSIX4gnTfIQsFFr8rp1gO22WbKutEHNVnNLWJZdc8uijjzqkKezKK68UjY9bxcHAEpbYxRHTcte2rVX2Y2wrjL7bjKYyEhw9GxW3AR0JtYC2DcAhO8WzwBj7NN8Cy9xuikTi16aB6iPng0DRS1sGfCDasoSdtm677bb3vve973nPe26//fZTt/4dm9rONXUxhvRYcBVvKxt71wYY9ltKNsbYJ9MWRscB03yEjaLpeTvVNh8Gts4qZOJjEKrsarVnz56HH37YCU1hl19++Y7assRaEdoK86my/5Daaq/Et9G2ux0JtQAD0zhAgsI8bmcJGBed7ZX4ijhZR7BTlS/r0pblGVjFv7R1yimn3HLLLX43wa233vr8rX83sLZzrVaBsZyFFUGcshsotO668imqBkOeY7QyQqYwzbfAUv6TaUTF7yppzEhYHqRWW/ExaLW1e/fu3/iN33jf+9732te+1nf9XFt2KfKMduQjWRGqra5V9hPQ1m13OxL4QWUbuDVy6OOuwqKzqbCCy7B6DOws3tb5kcyH0fL4uIt0acsP3QMHDvi2hfbfO63tskvFt0q3nBMii1N2A5sWmawFg5H7gDKuQfl3ziwpZpU3sBetE1arLUb+Bpjn1GFH7MILL3zwwQff9a53UZjverf4ZMch1pa2MnWVoDTzkWd5grum7CFTayGhIJ47Iv6dc8VPJSdrUMnHyRTacoPx5iRWOZsKK3iVI2BXFI9ytBV+HDLIXcWy0PQ5z3nOTTfd9IY3vMEnSPvvy9d2BuLHCBIWU/B8aZad25joAhnTIAHXo/w7Z5YU047tLUa5yNQhvagtR05p64ILLrjvvvs8RRRW/758dhxijQttkamrhXnbdtqK25xMQkFrXIVVzqaJP6/kNm1x4uHahTAewx4rCcbEb28xqrJa082O2tKV66+/3lfII488cuONN/rZWP6JaZA8jcHzRFX5c6xOW8aVbIwQkkFLchW4JULnbMreBQfc5CjTaCtGblmOD21FczzPO++8Q4cOeYruv/9+315u8XGrYvLnlqkgHByHIjvmO23xhI5nQnXGVVjjzCh4ZREwbtOWecrRrc+tub3Q2o0F6XYKFoPwVBSiaf+8Pp4GnGmLA/amaveiF73ooYce8pogMp/2cXNNWINOW55jvXT1WCc4cB42GNHyWWVv0dq5iek6zbdQcbrgWk7l+fN6ecVebmi32jrnnHP8KPYgUZhvr0VtCZgpGjkRQRlbbXEIyVgKuTW3F1q7sSAwd04QmOYjeB7WFhgUYglMs7izB6P7gEy5rSLRuhUUyHOm3GAwcNraMYNWWyRy1VVXvfKVr3zggQeIzKd93IqbgbJKyhisJUduetlpqxBLYCpC0N0KxhWT3YCbmK6xFOIG03yEactnUVtIsptK4ayzzvr1X//1/N1X316rtJWkXKuMjurSFhgUYglMhardO4zuA2pqCyhLYfQaMM1HDP2qNsDcI2BcRSK32i0zXUNimmwBAbVQbmi1FU9XtVbxaMtDv2/fPs/xvffe2/6d/eJmeWmLxRngOfbqdG21BcMGMzIgVDC/yyKCW+20tbSYL+dWfNZrK+MzzjjDN6UXYvt39nnWdtIsbfF3XDnIlXFRWxm3YBSqdm+RWyLXrUxbS4Flbhxa0GprFawcOSyQYJQVGLSWRRJz8MlrS7kXtSUaBy2JXdV81b785S8/ePDgFVdc4WWXfV3jz42/pBJBP+jPz0mexkVyDfgECVgwFbxNrSyc47MenJ09+PgJ0mqrNhJKpvhnfNppp734xS++++67X/ayl/n26rRlIE3Owsbfg6eMYNBqaxUSCuaejAKCQWup3HcEAsekLVOb5ZxwN8aUe0MSfJRYobXfM7ejtjj48rj55ps9ynv37nUGZN/ixo1/Kgt6Keypp56qoxtqyypuc08WaYosOz4srkl27rwIzvjjI1kpR0OQaCBUaYszCV5zzTUeJL9afHu5xR56GXTa8oiKbJXBsWjLVEwRIMGB2xG1dcjiGLVlOXFUhmCwI4m6ZaDlDhXtV3Rfo3aJPT6mgtsi8Tns2rXrpptu6v77W8WNG/9UFmjLc3z66ac7FI3jvB5WcZt7JjImCc7iKlNYHzbOwNO5i0/+Fc2h+iNah8Q3tp2COJs9SN1/fyvbGaT4Vpka+5Jz1AkebTGuR0JBEQgqMoYJDvgYu3bOLdzKXdeB7bFoi8X2eibQ5iQSLXcNLNd4Rem0NfoODspkl9g5n3vuuddee+0NN9xw8cUXq2bsrlli32o/COhRzl9BOSJtuU7zEaaSkqYgRcaVEdaETbSMlTpHyxptMZa2nLWXXXaZQ2v//v1SkBd7BTTg2WpLTJ9oKnmM2mJBwzN/1G11Hd7gm2gLRg49CTvZ3jmv4hWnSGQ6hzhF0dhyj7Ki0Na8/aattjD268lPRT8S/XRSxNhdE1DkPHCmILhG5q/OHaO20KBUAcWvTWUKnXMhoaoUImi/3oOnYt5+oTBPJS30xvf8yPTyyy939O6oLf4kyHMx+CISreOPcNoq33lbO+dCMg03V2t7bVkZTPMtsHQkjK0VwpcjHpXMUOzVj7JVYRkHY79ucrSs0pZdBI9dzmrnae7+W7qu4SZgqy3B+eevk8+Dx2eabIGlohVYhBXNjvXd5ppk50GCzgErb/8cLYvtR56Rv7G1nhw/D2V66aWXekIWtVVHi7HgMhV/HpxzMM23wCJaZxdQrWSaPyeLMV1zzbSDCHEIN1eS6LXFCoskOqOpjW3vWcyP3hhtUHvMwR6thKWrHNQ6R0u1rRB/iF19CXHPnj3k5fPWvrG7hp6Ayt1qS6150lYX3F3TWlgY1w2Y5iOEtVyzJavuIW9tku2cA0ZuMkU+Dsh7NedoEYo9noX4C2gsuOwwl6nTyxe6pNiFcisDzq22vENf8IIXiE9bXfCsysIW7DBNRpgKlbZqTTaFMdEjaCvyw5rcBnFZF0OMHHoSiqVGUpJMZT5yWElCfJ4W8jF1tVb7aUvd9a/bRRw+1R5rSdDnvHJbogSxc8tAfOUW3xRkqNY+0aKt+ASJzL81BuPSbUaeTmgHA3girWIUAbHFCMDoLiYqHgfE0HC0rNFWAhoLLjvkZertL+tV2kocYwWkRWWZa0vMxWRN5xYbUVXain/slkO2nkPktq2mIvTaMkXLdb5lZ7GNxPInga4hwcdaWCThruBWaTMfFlfPh3KouNK4Nd9ljDfxUUHdVUHyokhtjp1bBrISpNWW4LTluZ9rCxmYU83aaTICAZ3WYDCwC2MizBsWuKvcNg0ZFmM0HC20pfTWxrMglI0S3BJq9ir0WjzvvPMUR+6xh7BBpy3cZDrXFk9hWaqMBdO5BWFNSVvFj91amNcKLHErbc2+pjhs05aVKKoIj/mWnYWzt4Oc5U/jnbY654BRfCWDkHClFcICQebaMlVriJ0/0jmK7CtO7MhkwLPVlhaKrDdzbSEpU7BkMm2hdQvsK5TXMRhkiU0FmS8PwoT6XdMSbHH2YERb1sazYAljnHFAWIP5S0GVFrVV7TTmLFPOnbb4m6atWduiS5aDmHqBap722BErbh3ChBgkGJI8qXObtuSGgXA8FqO04CyWfJwfRcI2I4dlbYmp6557CAlXaXiUo616xAumNoLYRXYUSdvTSS7yiV3kDHhisqgt9viAgULHU8wY1wBPDaMJn4ZeZ1liUwM7xqeDW/kidk0xlUsET4Ugspjvy020OGOInpp4kFRYq1Ix9nJgKW1pnF74fRNttcH5p62uWbsGHBB2BNrUVfzYBYQqYIvE11NJGbCg5GEYmhEPsBgDoVV8RxIWCqfNkpGVhYz2FsStRRLsuOoNhITq0KVHk7ywYewWmla5wdhJYDtNsnATbYms4mEYHzCwteXpTdkX4S5i+YWv4tU5mxosFirx1YczwqFnYDmh05ZbqE7eW+BWyWZTklJhqKOIvRw6bXl+oq1Sf5CaULayzDftwAFPx7M47dMrIGTcAR/x01ZbsKDkqRhixQOYxJI21x1J2IlO9Zgy8sZhtDe7tYsk3JKhJilZSKiOrnuUZcK+qC3UU00QGUMqtKOrTePPIQMOrbZkW9qKcQwz+JsqYo7xsi/CXc45X52XyEuEXRCD4tbCErnYHcnIiMWAOqMtW88rLBQUGcQ8G5iDwVFryzht5TzftAMHnhhqK02XttihuLVg55a2Kj4LSp784UY8AFc55xhvyS2CgxxSLDIvbY0clhOwJd52VfGQSEXylVDHfouUslIyttBDLEgyya3ysfVcW+JHW2OMAYkj0xzjWbsK7nLOl7Jom2gr8XlaZResBLEXaSKjZ5toK+Wiacla22kLFrVli+wYH+CQtnqQdmyrhfaq87XTVnw6iCk+kqhGBohJfMgnHkLgJ66KcN2RBAc9pgn5KFarrYrZwZaarQQ2VnqWVluibaItElEm6hQqGopbBnZf1JYdW21xUzU7cuC/inAgjuzSOU+zBzTFsUocd+PWwi1L1NpTZ5e4oS1NZBi1eb7pwHhEpnZBUjvsSGTZ1N1aqFzI76gtbtXWOK+BXSwXxO/TTlurqiSmJWkrfxY7epi3aUv1FSLH+I4kOKCrc0hsoi235G8JxnjE344KnYpo83xTq4Ka4q1GeMpnUVuMsQMfDJ03niq7jzEGcKu3MyarqhaIwwdPmQq1obbEV1/fDLaIGzLRlvT1YL7pwLiJZhXpWCXZOnI41MJFbXmTUJK18eHvltpqK7slsa+CXTjjuWv8Xz/dRFtiYqitSlTaQmabthBVOG2Qz44kpMTZc4xEp62w6cCo5TKUfF7kjCzGqYhNN9EWH2s5ewBULbdGl6kEo7QOa0uZCMIR0mpLBevtvNjmFuLwwVOmnbbA3bi1QMMDoNbysgV/bnWI0tyioAfGTTQOEsFTFgjMtaUUrbaEFdzrzJLy4S8IfTtUENhEW4SC54bactfWaiJT8vIMMLL02pKwHrCKvqG21LrVFggYNh0YFUI78Q5pRmlbm4p4qlK+Fla10Yz5iKN8modk7o5eUwnEjOYg2vIAaHCbkSBuaQY+ymHVdGMJ4rTa0qfwlGlVr4OA0pGmZJWUvyDRlgj5JGCZvLcwMG6MguOMnmSVNyRbn7m2BLepyhQxznykr62YpzK5tQjRuOXIqDaBgIsLGRVcjuqsibZmnLRVCywWSNqKSDRux74K0i5teUAlEPsaEgqU/Gk8Ai9tSUMFF7U1jbYQ9ViO7Vxbdu+05W2ro6i22lJBnUYbH/tuoi0PpUwVvbTFXi3sEO1KU7Lk22pLBBYkWSbvLXQWUzwVTbLKWyTLrdWW7PROcDw7bYlgR3WmsMV9W7TaEmoTbeFga5kqtWIyqr/aHiZqsRzITZtDIvZViLaQ8EazqrS1irr4iNrSVwsSrbbQSkXW9zgQx9bqBQqR7VwzcFdipS2HhwbbTr3Sg0CE+kRov04WkcrgiTlxWBj/bBGfDvbKm0Vx1L205eFm9JTv2GPgYCFPdXNd1BZ7hB5tCY4ntuVjYLlHSFvtq03r9422xGk/o2HVKnY+BCBT2a3Ulu4yaQaZ70gi2kIiHxCSjH3VqnRIOy+88EIkcnhaJQECta+7G2orNa1HFmyafefaclDLSKfLGULeLXwcMGnPKoipPXgqX35zbKItHcqhrjittsDWYTh5r4aNeMrUda6tKK+0pWuCqyS25ZOy670iEB8drN83zMXR1k2ODHYxFSeHuoIzYmvt4TVIEJ1ai4tEacu1fFqkPZxFlJVwsZdzt0p8etLOiy66iCJLW2phioqK8InzGgirmrarssaY7URwC7dYkpFHVl/LGTg4mwkFn/ZWgnQQEzc8aYV/nXOtc7cw8WnRgyQ18TnYyI6geRwm17WwNU+ZSqqKU3ulDiHPzbFEQKTcCsiqHLo61d5yLZ8WtOU5RFJb+S9qqx2nOIqsreqzTVsF9dIJbdDpTUhIRo3yxlFH4aYbW+gWIkFP/C+++GK8W21V2lW+NRATVbtXWWPMXiK4BbHISFnnh5O1+fzMkTaP0yLlUyyVEUrMOc9uFQLie63s3r271ZbtqLM7RNfAKmuxFbA2rb1yK+Q56ILg7bkAVik12vUA55Zr+bSItsRRnHwXTje20C0Un3b5a6ujbqW28gahPjc6bUHcCiFBi5YsPojdKiR0BeM9e/bYorRlLxXPW3jes0Vws7sd55pwix1isQvtQh02geTtSOI5RarTWVXjGqiGnuGJrVJ2PMdF2+qDgPheE/nX+kpbaqVihH5E2hKNf21ae7Xa4uA1QkPdR5VVOTLUXB06bUHcaiAOnuKgmnd37IV2FYifI0NbW205LOIwINrixKMjYf0YcEL8kVAjng4GbObFap0h8T09l1xySastJKSRXw+t/xrgo6B2LLnUXq7sEAsdiA/qu6gtWm+1tZipAW3pmYpTmMpwy62gdQ7E5+mF2GpLufRYudQhgtgRVqGdjGrT2sstskteHCSiHalkHMAquauwttpaQbLcdTFZxNBLW50d4sdeaJ1BEK30iHbakn4cBqAo+WhL3E20JZAQgH1XLG5ZNc1Xa8tyPdv88xa4iWbHlDWWrHUdGzFpSxY0ZAvb4RNnyL5o4GNr/oz8+YR2EGcDJwE3KnFtT4Vg9N1mSXF9gnTakqnpvFxrgA/nRIilBtJvtUUKniIKs3scwPLSlt3r0BVkSHWWrI34Iy+UfqUyBW5ZMs234ntEtbXVlrLHYQCKkidAX6CtwEcCA4b9R8QfCQ3zlADnanPALUum+VZ8R0WrrZDwlKjLUWjLFmXJWtdBWY22nDfQHTalLXzwz9PJf8hzRJbH2YA/huI4oec8s2SajOCvN5221F2mEXpXrjUQmTO0fDJglKmrsS2UV/DusLE82tJWp2Y9YwPjEaIF8RdHN9NWzqaxB9yyZJpvxe+0hYBaxWEAiqWtCDwhLB4yG//If6DQkNAwmSj3/DPcNP7TfLu2XMVn1CckVF+Q+fG7BoKHUqZFzBWxVMQYMScNdAyjLbXotDUmOoSFBIwdT1VzJKgj57oFxvGf5iNKW77lDfDhZq2xZ0nd7DK57gQLw6o2rYFNW21hqJiKvKG2EtZAwIrJ0rbVNPaAW/yn+ehv32jLs2ovRgRUNQ4DOKHlnbhGW21cFnuLi67SuxV7YMqhIxFteTF7E5W2NF6bxVGmeG6CxK9NbZS9XEdpTdry/lIm6F5kq84tMYM2UwMOCCOp7gleyKo2fZZFbSmUTW03fxTXwMIka1CWDNhFTigDfVXMrpLu7qgtqJgsamUJyMKt2ANTDuUMptFWfqJZxahcmMRhQJzyvdVpC28Ij5aEvdVapfIOih2M3YWORLTlNYFKtIWEw8DThpMt4rkJREYGalqDbJ0php4/MGjJ0LTzY1Fb80wNJChNyYpTwQOe8Z/moz83kvItD/QkJqO+ylS+mtf67wjO0PLJgFFkV2McxPcUubaVdFdt871FW8bxz1rokjVWnCNqa7SlrY4MuzNaiEkcBsSp/ehLCHauiyS0RBFRcSvGYJGECLRle4+yNy/2jCIgQeO24xDPTSByS6ZFts4YN0mBQescbREWPq22cKhkO/KWSNZd+07WEabutkYLo61dI2yUaHKU6VzoO4Jzm2wNGEXO1gZKqsJdJd2lJ6qaa+u4tNVUeWlLW11LW9KMwwBOIeFpbr/l2bmGR0vCgAWPrrJgGtItCRaZ296jTMEeC0ZhGclLXfjHcxOIHEzzBuJUKAWSlITxbJ3ZHSGEtaG2TMca9H9jzJilqwBjtHXBBRd4E4mfVXKU6VzoO4Lzoj+jyNnaQEkF7yrprvQdFtraaotPMgr5im/Asqat0JIRx6YOC2310iMbRmEZ4zCAk42R8DR32rJTbdaScAs6BsAY0i0JUzJCQsXtUtpCgt3UqnhuCMHb+AV8ihLaEgGD1ll3tZzQodUWPsauyLT+Ag6pbjeCqbziP5lGI23lt4KOOquyUI6eZkXuyOwIzov+jEUJQ69aMnJtybBLX0O1VdlbbaEB87Ym2dYYMM7byqiDVKWtjoy8jvjYKA4DxMLMj2TldkVoPQkwDqb5CNOUuyNhSkP5nhNfCWK0KR6ake02x7jztq0DcSoUGrLVVINYAuloOTK03mmL7Fxl3QYftxowzbdgI87xn0yjs3TyPedc9IGVu1LWBoXlPw+1BuPOC/6MCOSWgU0l21XS2I5+iWsrhe2oLRg2GzHNR5hagnnXVkZJ1adUjoy0NQ4DioRyu5a2+Cl3Kh7LetjYkpBuSZgi4Vj2AHlfKEGMNsJD/E2Ct+iSL7BXKPF1FAxiCdDzelIRIDJTRgsNMHFVslXxW6TcYDCZxjjRFmEpprMqfBhlqv0dmU2wSCaZ5pYB5lrbVdLYjgqOiUcagdxFmCekrTsmywHteVvFode87urIYMwBNiEknOTKjcpRa4sPzzkJU9pCwgOk7gLGqBz25b9jehtCnAolvo6CQSwBhlqODK132uI8J78IDtw4w1xbvue0U3yndeomZVWdC/1YYC/IAI2Qb9tkrMIKrq2OjNIWDvjwP6K2WtJVJtpyImor2ZS2coBNCAkVUXEKa7WFwXoSY4LTfuJKb07CFAnSlqTXULTFGRv7Ct46HwtGLofJ2KjrPdhOy5GRrHcWB0arDPCZky+MsSe7QcrdxWdXLjnKtH0NcZOpWx2ZY8FIZ+DjGjJdJY1lhIxM9b7V1tjVTdvKB/95fLmISbWSJR4BY4zIJlgQEipO5s6SIsEOiySsYhSr9uOPgT269piqsvSUu9pp4Zhg73wsEKdC4Yb2nHmRkayXY8jwwVymrot8WBDmlluuFiLv2sZnZ5SjTNt2opHggsTz2FEkDXDGpGMeMs5mmc6PDHw68oFVjEk2FuO0VRZtfHYJiky7duHDaFUGE0JCRZSDAEtbqcgiCUuEHlrXNC+koUvSFAmqpXHvI0sYrRJ2VS+PGhVKfJGhY84SMpJFBgdGPpjkaOHQ8UkotOtW/FXGtY3vLgvJyjRPafwtZF/s5VGjSBqkF65lhCIjU2RabW3SVoMY+aetjG18DmKmre1TmsGEkFBofk6vTlsqPieREO6mGSyCxB+qB0FIiCy+D6/4i8BfkMrh+AIBG0HH3HYSDJlNtJU47PKqOriy8Leqjc+5KulR5pBQIlgr347M8YKkbOHaMbepD4C0tdPWhm2FaqtBG7+tpF3cZeSQwYSQ0HV+Tq+qCCfjkGiDGtuY3csF4wrKjRGJohWEhMjK7czI3QSx9odUbvHtCy1zYEESGSe0iuDMiINqItnWNHCLXKQpWamFrSDG4ixqS1iV9CiLlt35y1TkjszxAg62aJmAvWyKNjIqX0cGGpiD3LsluZW2pjJQbRWt5W/HtFV8S1I3DtsKGBK6zk9FBEoIxoHCkrZUkBYxVkfjMtpslbZEBgNTRv4GPLv0jhfEFxla5sCi5WgjLwU5lhE319ArFHnFUfHcTQ/Y59pSK4XmLLi72Z2PJdZ2ZI4XKtlpvgXZ4YwMYBuHkE9b2yUhn7Y6epUixrSV/7ytjDwVxy65y78r4LCf9fyAOFICzBK00xZCjNTqI9GVPyMHbOyxioR2AufkExLQRj6+ENleXXwWxdJ+FXHdUVsc0PbJ4qvCIKmlXJJd1JanVBldjWPnI+yczPHCYqbQtlULQlVGxuxr2upQN3YX1rRVN2lRWdxN3fh3BTzsB522wCCWgLOu+HXwghe8AA8OjJhZqKCrSFjiLqLJEAygjXx8IXIwzUeYpv0q4tpqSwXxbEvDmV25zxrhgY6/K2eokylIcHbJpm5lT7KZHneIH0zzLVRb0/4QwGrsaq8tzgriF662uhon5o5tha6tGUwwd1uI+GXLImEQS2DqjD333HPzD8AtcVcE2xuXhAum6VyXj0GQ6XHHYnCW5KXiKBkzJn1T15Y8Z+ko9IUXXrhr/PuG+LNHnTDXloCWCKXu1Qx2W7Sexx2Cz+PbFMO0FR9TxqTf9QKwdZafc8452kpe6pOYEdCitqqt7fndxhzghp344bGorbgFAqnynj17rrjiigsuuMAzwV8EnggtassSdiyFqr0NanwioUaYyLRSQ760VTUCY2VV6H379l122WWOaomwqxW7CF17jAUUXLI8O5m2nicGaas009ak1ra1pcTTL76LL75YWz1LdOauJXJZbKtbq9qawQRzt/mprwW53ZKIW4DlGWeccdVVV91www35n9YJCWvXaAsDV33t9z7hCB95oZpnEXn0FrXlS+Wiiy66/vrrX/SiFzmkObBbLtNV2uIjmlttqGck6/BJWxe1FbdAUk7oK6+8Uls9SL4E+APPVdqSo0xFXtdWN9zmJIQ94hcS1YACoxfiTTfddPvtt1OY7z7+NlZrZ5jN7Dq5jnALCWFdO37PCFIUeaG6XlvYKrFD69Zbbz1w4IBDmht7q614Bimju7Cu3CcKXVuT2iptSc0JTVjaun///ueO/8u6oCzt13rBrU3b6jY/G7iu15aaeiXfcccd999//4tf/GIkoi2viUVtmQqFgTjdrWcE2OKDJyQ1rIwVsXIP3PX2v+666+67776DBw96XygIu27JVL5de9JLmabcbahnCqvaCl1bWXxTEpa23njjjX6lKQvkyCAD48l1hGna6trd6uE2P1VzbUl0gnXLI+tRfuCBBx5++OGbb74ZCcYdtQUnSblxUFa1luwqbeWK8+mnny5Hmb7qVa/au3cvH3bO3pWKzsG0kMiMrjuU+0QhxV9sa6ct6fjCIaxHHnnEOS1xa0FbJXtMbXWbn+J2JASNtmJ09ZXn4+PRRx99/PHH77zzzpDgQ3O0JY1uJ3elcfKUG7CVpmRTX8TQlmynLT5eE3fddZdMX/e61/kA0AD20laWF6wSmXHncp8ooIHPvK11ZBRPvZOgp+jtb3/7oUOHfFxygDXaEhkMdkg2JDCwd0uigsbo6hPkJS95yTvf+c4PfvCDXhZnnXVWtlmvLSw7+zMIlGQnWawyjbZY4hCqWuIb68EHH/zQhz5EXl6OCs2uJh6wNdoS8CRJNpS6thJWe2TELiNfONKUrJR9UnMAbY224lY4srbyWyQhimmMrj6wbrvttieffPKTn/zkq1/9ak92tiEsqEe/4K7IJ0+5AROE12grKTP6xnJCf/rTn37iiSf8fFFodmWJtrK8ICwLZPlJAny0ck1bA0eGt7/zQrJOLw9Vcom2Fo8Md107+zL42VjR4x0SgoZEooAPrHvuueczn/nM5z//eXU/77zz3Gq1NQY7DHdDYpqfBJAFwhJEzBQ3aUqWJXfDVgP8GveO+MIXvvD0008rvQTZoy3fXllesPAIyn2igI+8IKwkvtjWU045xReO8+IP/uAPHnvssYsuukguEG2tOTKm+XrwszEkCjZIVFCBDPj4wHJmKveXv/zlt771rQSehdFWPfoFd6Fj9oxDOhJ0NUYv2pKFKaqxs/gE+cAHPvDVr371c5/7nN9Qqhw7bTnnLDQtpD6d8RkHVmNXp7YaRFuZYmsAz3ve83zh/P7v//5XvvKVd73rXQ5snuqQti4eGVk7zdeD38jhsLY8uHNt+cDyU0K5/+RP/uTd7343gTNahQGNWzUGO4yRw0mnrXCOhnCTpmRZcit26rn22ms/9rGP/emf/ukXv/hFH/UkFfv/LW1Jp9pqMG8rnHbaab5wvvSlL33961/3AeA3Y+oTbR3rkcFPrGxmGhIJyhJywp1zzjnOzG984xvf+ta3PNMEzujuem1Nk5MG4Rxi8oq25F63DLz1fGM5sf78z//cIX3vvfc+61nPYo+2PP0pVK4ZWFvTkwfySvuMDVptpQjGZ555pt/Cf/zHf/ztb3/7wx/+sI8Btyzs2lrZWQUZb4RBWY22nJwJymLgKtz555/vzPzOd77zF3/xF0899dSePXss4YyEn1EGY6RtJGp88gAltFMdY7WWLItp0jHwte4by4n113/911/72tde+cpXlrban06VncHJmayMIMTS1joytDWczz777Le85S3f/OY3v/e9733iE5/Yt28fT6uOm7Z4dyQSlB2b3L3wwgudmX/5l3/5t3/7t94XDk9GzkjUTycRWhI1PnmAEqqpjrHsyCtTuSRrj4pvLCfW97///T/7sz/zlfns8T/S8n9OW2lciLVtZYm24Nxzz3VkOC/+7u/+7rOf/ewVV1xR2qojg3+CgCU13ggWtCSUO0HZS1u7d+92ZmKg4p/61KcuvfRSRm5I1E+nkcPRkjghQAlV3DJutaXcKb3n9eDBg06sf/zHf/QB4HOktCVZHTKGys4gEU42pHHhaSDTJMietoLXkSPjb/7mb37wgx/87u/+7pVXXhltKcIxHRntgkSBaCvTEMrdSy65xJn593//9//wD//w27/9217MjJyRoC0+/NuNNyVxQlBMDBCDjJUYcjdjAwK65557nFj/+q//6pPrNa95TWlLsgpiDAkCiZnxyYBKFis9yjStrCMjLTbYtWuXLxznxT/90z99/vOf9wO5tHXER0Z7o8YGVR3hlDhBbeMxDUUHlTMTg3/+53/+nd/5nVZbip7l7cbtuN30GUFLADEwYMxZZQDKDexefPfff78T6z//8z+/+93vvva1r33O+B/F8xXvNRH98U+QbvxMAYdp1IxDLNO2ra7a6uqu3/tPP/208+Jf/uVfvvCFL1x99dXRlkzbtmaQcRs/gwntvHWqxSGRqbr7vDBm3Lt3rzMTA0+zQWkLifrpxDMLM27jZ/BMAYHiUCRZoq2MlTva8mPwVa96lRPrv//7v31fdtoq/wTpxlAbnUi0m9Y4xDJNW12NdS2/jt31e/+Tn/yk8+Lf//3f//AP/7DVlnyTl2sGGbfxM5jQzlunWiyu8mVqYAMW+11++eXOzP/4j/9A4vd+7/dKW97K9XkbumOYlSTa8QmDTWvfIuaKP8Qoi3xL+VX40EMP+bz9n//5n7/6q796+OGH805UCsmWv2QrTmVtHOMJRrtpjQ2K2GJbTX3qeB05MhzSf/RHf1TaOpq29vOtQUtC9NyidAdjLL7ynJkYkFenrbTEkk1JnHDYtPYtYq6pY4zKXdryjeXE+t///V/acm5FW2rtE8SS+FtYcSpr4xhPMNpNa2xQxAwwzzRtzdTv/c997nP/9m//9l//9V+0Vd9bMlWNhNq0rf18a9AuFj23vCPyQcdiV2cmBrTlnejzK54c8iqxJHTHMGtJnHDYtPYtYq6po7GrclOPMSX95m/+JlVFW8alrTxp8a8quVbWxjGeYLSb1tigbUcRTlvTLH3UTT3VWf1ttXXEbe3nW4N2ccrHSLmttugaAxqndHrnya7cnoMs3JTECYdNa98i5iq1EMZcpqUtZ1W05fRyhuXPTlWjPkH+L2oL59ySSF7uLN4/3kK05Y3kvVR/BlFttSSWMczatvbzrUFHIka1RsJUdG9i2sLAu9kb2ns6nsqdz1tTg41InHDYtPYtYq7YmhpLUKZyMaYt31i05XvLV5dvr9KWgpQ/VJwYM47xBKPdtMYGRcygayv+LNGWb2jy8j3tqzr2Y21r69SSyNjVBn4viGs/2nJmIuE3hV8W+eeJbiHqLn/j+iWSgG38DKAdnzC0m7bEaqx8+WVk7Fehc8uJ5XeiX4t+M+afVXtH1CcIf8hYEDAAlhifQRQBgyJWJBnT1tKWd6Lf/o4Mg7179zLy1FYJZmG1NdM2fgbQjge0TtkYDDJ2dTC22nJmYvAP//APTz/9dP49CLeUOxu7nrTaatESqzHmnba++93vOqS/9a1v3X///fl3bGgL+MMqbUGMzyCKgEERq7Grtv7i+F8W0iza+p3f+R3nxT/90z95HeUft/DR1vmRkeVt/AygHW9DRyJ+wvkEQcLANr63nJkYfP/733/qqad27dpliVvKnbV8jENCBIM2ZgYnA9rqFEPM84fAxt6JvrGcWJ7mP/uzP7vnnnt+afx3A5UYDCzPOHEEaWOePMliUgnW2DVtLW399m//tvPi7//+7z/xiU/41EnjqpWuxtFZpm3MDNahI5E1ongrl7Z85Tkzf/CDH/zN3/zNE088cf7551sCSpy1nuNV2jqpgFUShBp4TAmotPXqV7/aifWP//iPX/va1w4ePKgI7DmrDESQaastyVaokwcoVQuMwxBV2pJstOWg+tSnPuW8+Lu/+7sPf/jDu3fvTuOqrTkyoi0Rjrit1sxJCOc1gYRwxldccYUzEwOft+9617vOPfdcS0C5429QBynLEZM4IUAMqxDONFefF158pa0HH3zQiaXiX/7yl2+//XZ1YJdgshPh/7S2HBmlLb/3P/axj/3t3/6t70tHxoUXXpjGtUfGMbWVdy0IAxDU81ra2rdvnzPze9/73je/+c23vOUtZ599Nk+rSlvYdCRgjHQSIZwrxwxcW235VfjKV77SifXXf/3XX/ziF2+++WbNYE8zDFxlSl5ZLiBLxTx5gNK8rbLIkZF09uzZ4wvHefGd73zHkZHXEedq61xbMEbaDMLNSXTa8mJ2Zn7729/+4z/+49e97nVnnnkmT6tqV7Wu34ymoT5GOokQzpVjBq6+4vPvK5vS1r333uvE8sn1uc997qabbvISYZdRqiQvmbbaqlsnFVCas6q2hrPf+x/4wAd8AHzjG9947LHHzjnnHEZ5uZvsHBltWwdlbf4g8Rs59CQExaC05fB0Zn7961//0pe+5HPktNNOsxDc5WywqC2DMdjJgmTasWKhqtKWwV133eXE+tM//VPvi2uvvTZ26fA0kFqrrdQnt04e4DakupO2/N5/97vf/Sd/8idf/epXH3nkkfy1U2u7tlqVqVWQxHfGKhKCttoicGfmV77yld///d+/7777nve851mYtZwNnJyefp6Zjhw2JnGikEw7VizRVv4MwsvRN5YTS7k9034gx16PirxY5Gth7EqfZpw8QHXMtW9rHRmycPeCCy5461vf6pD+whe+4Cszf13e2lZbku20NQ+7DH4Cdd4Jqso07i4QuDPzD/7gDz75yU/eeeedp5xyCh/IQtdOW9jApiROCMJWLgaTaQSLt15pS919Yz399NPK/fa3v93HgAeX3doslNdcWxLvwj6zSKbz+teREYmcd955jz766Oc///nPfOYz99xzT/4zH5CFrmmrBE3Zrdq0rYkyJ8EuaKstAn/44Yc//elPf/CDH1T65zznOQOFEfwt14CWhAFYOMY7KZBMIZwLLL7WS1tS9o3lA0Cy6u7AVgr2KpFH3znXaovlpNIWJkm2OAfsnbZe8IIX+MJxXjz55JO33XZb/vNE8XTlMG+rZEUewq0Hb37ZZjKNYBe01da5557rzMx/IuHFL36xTsQNDDisIhGHZxxoyFGmc0qM0VbOJz+jrrvuuvpPJHio9IO9Vi1qS75dDZ9BoIrVYlvRJixtzV0fWL5wnBfvfOc7X/KSl+TIiKcrBzWRbNdWa+OwEm5bzC/bTNYRCUpbCo0lnH322YcOHfKOcHr5BMEvntmDA2G1JDDQkp1JnCiggSQ+rh0lRtqSbLRlLEG/hcnLR70nWy7sWeUqr1ZblrPwEdn0ZMCqtiJf2sLWXR9YvnBk6oR+0Yte5AGrNF35dNpKW03jsBJuW8wPOhKmpS1jQOLWW2/1U+L+++/3mzF/5FOQxlxb0phHfqaABpL4uHZ1YWy15dtr7969r3rVqzxF3v4Sr6RyVVw+nJOagDI9eR4kHNa3lbZyZPD0gSVHmT7wwAP79u2juTYFPottdd2hrW5bw2+RhKBIKLoxIHHjjTcSlt9Qu3btst/kOkJZWVoSai0NV/zi8wwi5ZYpLGorf5yoaqay8I118OBBLwsvx18b/3fz4wlJrdOWMYjTRX5GgBVKq9qKZ6stH1i+cLT1jjvu2L17945HxqZtTbn5uXYk3Iq2FNEtQGL//v2EdcMNN3hN2GByHWHvUVoTCf7CiqBb816eeCCABkow5yN9NfXIumsqNd9YBw4ccE57lH2CtHWUmqTm2pLsvIzPCNq2dgpAD9UcGW6pw6/+6q/6ANBWP198Uuvg5DpiUVs7tzXl5mSzVdpSbnHdAiX2a5ywrrzyylNPPTVtKMy1lQYIwrKSxA8T7ab4yFGmWHV8jN1qtcXHx6WPj+uvv/6iiy7yrrQ8zlCptdpKAyzvennikbZigt6cT7U1RwbnZz3rWb5wtJXCzjjjDKlNriO6tvIXc2Vba27gNgb8LGjLB0XCNSR85V144YVXXHGF98Upp5yiH5PrVqiWRBqgYSxz4Z4AoATTZExHjnKRb1cU42jLayJJ8TzttNM8SA4tJ3S+OOMMSU19XWNP7iIIrq9xO5EYc11u6yptIYw8Z2eYQ1pb9+zZ4+1vyeQ6omsr/7RV+gttLRJuCGRZytSRyLOorFhaAggptFfyOeecQ2dtEd21U0tCcAstx8MuPYnt5fhhQPDULlNs8Vl84IwxxBOiLVdV9k3pWXJCW9L6K9RcW6ZpWBc8YJkbjxcSHGqaXiy2NdrSF9fUx9ghra1eiM6wtC9w13Ts6jZtpa2V/mHU3CB+oO6L2hKitGWs0OTlatz6uzvXluWeCRWfB4fEhGl+vIEAVPzUSKYqjmq7rzFtsUPIuz772c8+a4QvAVVq/eUSmVZx+StIPmK64GAaTPPjDZGTbKYGiGGyY1uzRFn8StNWR7UlXVtTN0hlWCzU0+W2midPgzXtD4lUkD+Y+u7DQ7mNKxlwN9piDwl3jX2pAHt7yAWW8HGd5scVCS6jIomegiIzbz+faKt4uirL8573PKeXQTIqCKsmnFtt6Yqz3HV+SP9QMwWRUYJsYS/dRBu0gD1uQddWFs4auqatjJ22Vra1SLhhDxXht4qE9YoVf2x4eqBpcd6ekIDsx2KtMxbs0rUHOEAb5DhCWOlgYotMZYE2Mtq/qC1si7y1OHNWHPauMqZzbQmuMtpZxoK9WOCHlKzIaGOV+Aa4Yb5InidxsFdbDdBOW8sYGFdbS1vGIiuOp5Sx9R+iZ26g0NTKryPBwTIkBBI9RgMVt4QxPShIb1FbGItvSU9idLCj6zQ/rrAXGjZNUqZariLIqGNXQRxYMJdv/FmM0ZavWx1JkTttyV1Yh7pKitO1014s0FXgeAEHmWKV+Aa6rvLztoK71db4W9u2tSVpXG3lFouxyCo5P2KGWBVURfzi47dKW5CgkJqyiNiV2zQk3OUWC8Yii2+XjoSx7Xh2mR8vpNw2DRnb4abcyDh6V2mrtJJ05MIyL3fqwL9kx1nYxUoCH0u6OMcRtkNAviFjI10PGS3o2uru0NTmxzLLJm2NDFgkmLbOKzkUIiEMPMq+KvjNSYhlS7B3jBwYwaArU0iMnLdpS2SfLHbpSBgnWhuqi3ksCB+bhozIKoKMZOdkOLNg7prKuGsheq6xFHJLWebakqktnBnZtMCHBSrUccw0fDCptqKNTNrakSnybVutGpq6U1s5xKKSTmjJOr3E2bakKmLgUfbr4LnPfS4SQscBLBDLSj5lt8rYtWMARaJIs9CWyD4S7dKRMOZmiWvZ52GPGnhi3lZEgsrhF+68IiHP6Bq7K+O81sCCc4JXJS0kWZnawsul2hbwGVrX/OMXQeaRjw7hgzykU8jIUaZzMuWMedkZ17QV7UFZzZGRpzTf/uzbVpmHhD0I8IwzzqDxRW1hgOgmFQmJMcHD2ko7aXdOwjjxXWMfQq8IfhSQCyaOFvxNkVFl5ZYsMm61e3Hm1pKBkc4CH0YJcpaRVfFJO2Wq4j4AxIlzUPGrwmPs45OsOLbLayvxbSRHmSKzqC0O+GxCZrGtOTIkSzz2ZYnzAPPExUbvzz77bEVHojaDIiH0tsUrUCQsKRK0RbWSJPOOhLH0+Fd7xgSPT7kBB9mpAj6mttPy008//ayzzlIR+7Z7SRwNsGpHDhy4cW7JGzibxVdx76NOW/w5QyoDVmXhsUMcuztLVDjxpazg2oqMD6/aFDiH/BG1VUBIHBZVJRttpTD7botjXtoi7XPOOQeJRW0h4bpjFTi0JBKHhbbE105UOhLGPJXDNfYEWdxrRwJzoG1HBHTUVGQtx+QFL3iBujO2MRFGHtoKrIKF3FQGc9fEMaAt5QYvR9M4B8goNaQ9sCpTONJkU0mZanniy07BtZXWV2nLdZONBK+2Jg6LjRwZiulqzBLnAXjET2up6rzzzlMRJObaSrk7EqbBNB8tNghpSByWvIY8QHMSxkqg/a6xJ0gbtjBsdiQV54y5HSWloywoeWcR1rnnnrtGWy3DYNx5wDQfLfFXbtfckrXXkHKfeeaZRGYa54CbUkvWIBYbzfeCcasjyBTEkY5SV1ul7JHWVmSc1jEGgqetrt1G484DpvloEXzeVoUVX1tdbbotkXoHy5aqLrjgAiTWaGsyjch+jK7FYxUJG9GuB4jCOm3xUQLMXGMXhLFitmBctK8CZzTs7qzSVFORtZywVNxJvqitxXK7BS3zGPnbwjVLjGlLucGA7OIMHNyVPhjEKGAbs8A5ATcHMnKkIR3EhyVHhrbS+iptWTWZtoDPkOr2n+2MXVsZJaKhi6+74S8ahAQnqrrwwguRWNQWdCWozVznJIQt3iw2dizrKBKdwPlQtk0VovwNKmYLxkX7KnDWXcG9nuxiKrKWn3/++SrufdFpK+S73bOqzSiIPclWERREfOci+J6ba0v6qlF2EdqYBc7BNN8A4shRpvUbQkkdGdpK6HNt8WdpewGpwCZtZYy2tFVze23Vx6aEbb97927XubZMoXYKWBRIb/AofiHhVnjE7hptOSpCovyBJ4oyVxcLWRKhfGrfBO9orAdnDKXprLKLqchehbtGrNJWSw9M5cJTvu5O1q3KJFPXxClteZpt1GnLVHlhE20dabKppEzrO09JHRbais+itqDbgmXHthrEaLtVn1LDXxoubdn+4osv3lBbxhZ6LLBHZZEExO5a2kJiri27Y+JqIYu7tRZq3wQv+ybg7FXrA8sRIr4IInsVepRhUVs4dFuwcJOpfGXd8UmyrrFHW4SV77lOW+IQOhjEaGGthRqIDDXdBGiorUzlG23pvYZqKz60ZaN4gsjd1mBcbcWw/NkrUzCOsbQ1/5Qa/iMtIYGTWuzZs2eVthKuYGpvq0DzOhLAUqtc9ZW2vInm2pKMHTFhx5vF3UoAxKxBYpZlR3BWKc2mp9IWSXmUL7roolXa6uJbotZIKqVy1V2D+Aext9rK91ycgYNaeYrAIP6CQ8auGUAiu2a6CVJJmypmNI2wI0NbV2mri29qoUKJo27lz9ktYKlVjNGWtua3QvkPUIVWW5dccsmitsSqnAMO9vb8KZO6lz+3+LNASLiu0RYCaHna7KvKLBYqU/nU1gYJW5YdwRk95wcZ2ddCW3TamlxH2BTa+MYYWuswwFDp665B/FtWpa36rRBn4KloGg8G8R+ldXy0ZWsd8Uu8vvP0HhNtXdTWQH17fNO2rYjFHmLujokuaCu/Fdr4P4JEtKVqahFtdb1PUNdpPsKu5KKIYIOOBFgSMLqu15ZMtAG5xEGRtoqoaDUYMjuSinO2teB+JMtRBFuovtfEGm1NkxGW6JNyqxWe7TlnAFkCsZe25ucWHw0TBwyyXKaQtbGUM6r4l2U9uOGJoUzrXSz3HBmrtNUF56Cbaau169tqytm3/LK2isSRaks5LNEb5eO/ioQBo0EEvvi9hYAjQSh1EZYFRR0qogmSgY2gXb4enG1HTHaXfCKUtpBP+gUOME1GmHp/OWmscq13WW4FQ6pbyUqBmzfRorYidGXfUVvSR9W1LOvBTS62lmntW9rCR7/a3vMvzoWUy3Lgj1js3Aq1ylUWtJXvrV5bQrTa8mImQISsjwOMAfv0ctiIm/MAp9jjHLQkIvBFbamCp0QcCksyKC5qy6qxEcORVsb1QAw9Wzs1O235lq/0Cxy6yDZVQZ565rypdxnEOaiM0JOIR9RR0X3Loy13TxEoSBYmIwMOsZQzO7ZtrdbAwlRShcXfRFu1V8GOTui0VblMY49zgI9rjCrDM9rq4v8IEp22OG2irTwi0lBxbFoSNQgyDgl56nGrLbecBHomjoCJo6Dit3rNwCoOZOdWGdeDvxrZFFU8rSpt7dq1S+9Fm1xHcOgi25QOLFEZCuu0VYMa25G2PKKL2lJndQBFzioEIAWJJc54sovW9mINuKmkHfHEttVWfqJ1j3S7V8GOyKuVitVrpEVWQcaqYS9bWNJry41WWyrOSSl3JIG6NDDmv0gCaqErbdnL00NDrXbdUhE9E8czJzfGNdrikFtlXA/E0BNcxVtt+Za/4IILaDo7FuZhbaoraCNvoUTa4gRW1ULx7Wg7xRG/1ZZbhC6Ug0HMrEIAEjOWcrbWLQ0r4xqIoNMOC/vSbmmLxLV18yNDFzwY/InM7tONBrXQNTuqTI6MldqiPp8gMu/Kl0BBjQlCULzx2ERblbayttqtW5KpTqesruWTgVXsqlbN2BE8c4pAqy0vRF+gpeZC7QUZ57ChTvXRs0VtQS0U30b87djFzy1tUORWW5JKzFjKWaapQxnXQIR6gFttmWorPp22oMLWwHaODG3VKa+RrjjBQHH0d825wDkZVfzBodWWiF4Teq/ZWTxH2QW11lEnruYtaqtglZhIEJBVnbZURC3EqTdUyupaPhloM7a2dt32iKyAhTzVSHAobZGyTGllDXOeYGAjCwmFFhVnlbYK4udw0s6uPTlEFcEtBc8WGEJixlLOMlUHg/U7BngqrErqI56lLYl7kPDpXkctalOrFEdbKXKVtgpWYZi3sH1b7Q4BmSRmQnRIKJ/eb6ItPhLwWkFiE20h4VjyyKKuPRXHQM5CiUN8rbYqZjkrH7vlrnzKvgoceNpX8FZbNpIp46oTF3iCgU25cZYsnms6FPCnG4XVTgs7beUQ1Yz12nLlrMggwoba0l2bemZKW9jaDnN81jwV2RRyZCgOge6oLbCLs1lb50fGNm0hgZa626A2a8FYixGVhqcfiU20FRJyJnP1qvgCpiLilLZEw6FilrPysctBBHc7kt0Usm8OeeIobbHIVIMdMKaT93YgloAcJCiCZPFsH4xFIKmYHiG1tWNbGdlpGCZKbWtxQP2RTGFjyYCzvSTrrphjgMOIWws87avNTp1WW9KULD5t2VswVluVF+0c6ptoC3luttO7VrvDRuQWbWmwg9rD7SlHa0cSAkljc23ZhZvtKKzVroC2Fir5h8xcW/FXYgVSQSWTdpGB8mnBIo60BW+1lZPMpg6PedsCwRM/2hJBsoq4ibbQI1/pdNrFWfoqps6dtkIjlgw4q4xkpSBI7MHo1XPgIx1NbLWVNkkWn7bsLRirksprbWlrfVsBSWeztippd2Qc1pZyeChpXESWRRIWVAlKW3iL3lZwEUhorTbrU6tdMZUvFVmlLT7xt4t9dcUSQaoiwKFiFjhIWNh8QJS2NLg+ERa1xc3axOevJptryyo+ttBOPNvKyE4PhGq1JRGYa4uz5dxEU4rYywcyLfDhLK98F4rJaK0xIz4s81XAaPfcKm15ADbUlk1lyrnV7lA62nLbBAm1Jq/uE6GFBXNt5TtmE215qmTIudWugOypSAk92ioa9o2/XTwDGMqHQysLDhWzkDYLS1vVTqvoG3maE22owgxxy63SVr5a2qdzEVbxsYVV4rckZZfXMaGHDIzSWtAWIx/JegCUIvbygUwLiqa2+c2Bp+WMmEhfW/Fpy94CYbvnVrS14Wc0cPAAaCuedqz4Q+nUt7TlUMFDPqsihoSBEPwxRiKfDjtqS0w1QpeSWu0KaHkqsom2ZKJn4iBQm7obZFqwUHcVutOWQjDmGB+qMEPcciva8hyH4SbaQl6b7YJkKhaoviK3hygw1nMSSwbsfLQNbePi6ZZx3Foolx2lKX5VUuS0Vai27C1Es3sCRlsyFUe0HdvKodraandga+NsKahae6q4roqIQZUg2pJGfk7HvgZiarMyid9q18JFbeEz1xa7vZBElcgqjrt8hny2Q3DbKRaetrCWZ3bM21np56uAEeHcMuBJDc4bqyypCi7CXVnYyy5dfBLpXtDQaSv+Boz2lawet3Hi45ppQbn4z7VVb+e27C1sDQmo7HkUvUkwXKWEAgdKSFtb7Q7p2DVbJhMPaPeoFew9cjisLT3zNFMY3otLWnDAm6eFLWNjOajIoraScJWSXRraAwaVjLt8INOCTeWcZ0Cx7J4sDOZv5xZCIZaABipDmgRB06SwuKTgLmIeJFt35020JdNNtKUCSKqJa9sUDsAh08BULtqnkp4Bu6Q4gqet+LRlL1goslsJaFM7amt+6CwuaWEt8mlrq92BrWLFhIRsoX1EWtjbTtnMWCwkZELmiliZrwIHW8iw6hgIaNPNteUhpmlQslIGBzHntBmlXecrnvy5GYjjVm3RgQ9iCWjA2XLq1KRVciy4G/5K1MY3kHtpy7PBAqu0ZbknP9+FbYU5GHPINDBFjApFpgwLoy3GtBWfitDCQnY5JmAYaocKq8/ikhbI4I+qhdFGMCzEJtpCgk6FM0h6Hextca3H1QtCxV2FXlzSgoPIGHTxBdS5aEtW7jKu0hYLSaXNngrRykEycw6CS4q2PMqaRNmM3BDWWtdKp0PKnYAGeiOICKimZ+thSRQjkTAEAxbPD6HLdxNtcXZeanMdIew8wWAIuoXEURORc76Gp6uegrvz+oCFIkMCYkKXKqwXyhVWayCmLazSuNZ5YKtVw/8bSYglH4OOdyDKyGFqRkhIWxp00PGeR+Cg0Bi4ts6m0ZaKyycVWaMtDwNnjyZnPuWA2LwQjFpIE/xRLW0h7ySojs7Bbm14GgvieAYD3OJTmCdriUyhygXcEN5cW9ji7KnwIClR9mXnCQZD0C2YChJtQR0ZruLAqrYyIgm5G4HaV3PnRwafuBVMbSFT8VvnIXGkh/+31U78apsOVg4UGm15QWgwdSI033JusdYuru0tFhw8nflSLm2Jv6gtOetN/eOX2NVaWFfjFuJEWx5lTZUgoyUIG6tIV7uAg1DW5q6x5x43MKgKBJxhmmzBQssrQsAt2pJp/bCAVdqifudH/qiJVlIZdgSgY84uiOIQluB1ZLimrcjwiXMLccZ4h7WVtrpaNd+lC2JqreAVITAd/ke2kpWJuMo971BQJDLlTBM0LoJV8y3nFpEt7+KjFW21XwmMi9qykQZfeOGF+ZdGdDrJi2nJnDmj1xltqbh6ickolMj4u9uRDELV3QquzboL1FwVCDjPgyQCz7Y3jNqMRo6iHbUlO2XJv2cma7nHjlgXGdgFV0BLKLKODNcN2yqCKc+0Vd0sjLFg2lkgEcRvb7EM//pDdnVV8SroHEUiUySoyvOhBCWCwshhgQR0djtKRq3brwS7rNKW5165L7vsMlpE3q34c56XT/BoS3x1VyxGodjjPycJjGOih9+J3g4yXfwi5hxM8xGmQ6rbkzWNtjDXfnUb1w3f4HNtucqOp0z37NnjdRzy7MhD3AoJToK05dOwjgxXmc79C+xJ1tamnO17RG1lEaSLb8fhHyPG6moDVOaLA7fikKmNbS+H+RdxNlskEUzzEeLQllrnK8GUUcBFbamvV+Gll1565ZVXei1qdsjz51zcCgmu1uILrouMQvGHrJ2jc3DVNpnKF4FuFWeW0GvB0hm5qRVtyZTcW20JG/Kmtakd/b6RKXnxz6HLLqlFbQlOW54iQhQ8AdklYixyPDvEATIVnCRs7YS2S7sq3OZxWIJpPmLQlhBh6YpBxnNY6W5YxmKxtYtfxJwXSSwi7c/R4h0/cBq1otxuJUhFY+R5+eWXv+hFL3J68Q9hq3SoClQobYFn0TT2ZLqKIftQ7EZb9pWpfItSwXRNqBbc0n5HiydEQKtglbY8Od7+Mr3qqqssoe/Y+aMRt0IF9xSRbx0ZAibZuM3hrkyrgyopzpq2rgnVYugjxtaYZGXGc4RiS8LY9pZLtduvSKyK1kKZFDFHi/bvqC0S3L9//4033uhp9g4NH56ttmpfRjE10qNslwSH9dzcFQoMMhVHxeXL2C00XR+twE0Qr+YcLZRqFSC/qC1PhefnhhtuuPbaa32iWRt7py1LYheQtlTSFpzjkIDxmYN9sa2WH2Nbh1ILFFfXNWvcmpOwvaKI0i003ZxEtKX9iqKarbYqcoXC1gvluuuuu/nmm6+44gqlDJ+0xypjqH1LWx5lnxFzh0XYjifEzTXxRav0C2OiR6YtRy8+xlYleEU25RZnzF/4whceOHDgpptu8jlPOuzcwiRuiRD/aEuy3v51ZMQngzncElCmlZfBcWnr0EeBNnEtEkLHYqooYHDUJDiIQFu+0HO02II9GS5qy+etQ+vlL3/5NddcYxVPds45VIyh9mXXIZEV3Tkf5x1hu5Q7cVxN8cTHrfgUhjw31paW50+P8NlRW974e/fuvfXWWz1Iu7f+5+a4yZR/3BIhdg7CSlbKxBH7evCxMMnGIqw0j7GtMGhLlGm2FkVC6FgMTFtLYXMSHBDw5eg5BgMB2e21qC29Oe+88172spfdfffdL37xix118V+lLSVWaBLUUb2sCq6H7YSq4rom97IUTMdEB0ym1eCDv0NF+/HJ0QLSXNQWT2fzwYMHPUgOMOcuO7c12nIoKqNHlEPs68EnqRV/A9PWUuDMCJtEHrQ1/N92WDlfzIIE1JaxLO7EMnJYJsFYdgPaUjVF8cz5dSMrdpHZi1uF0g8/Dz3K999//0tf+lKfaPGnIbcy5sl/WLalLeVe/JNAKCYtuI25HlZSLHPn7BVMpgbutktEQBKT4pO70sw5YcySUK70d/XVV997772HDh3at2+fB49djoLUsTRsMA4sj7ZAPZ/ZtsJAIP0oxAOm+RZYQqJujV4DMm3BuEhidJ9QlmhLHaFeW67sxa1COXv8dLrzzjsfeuihX//1X/frSQ5urdeWcvuSq34UTINpvgXLEWj5L7oBI7egcxhXTIhFTCRbPrFHWyIYc87AlZsfiQ888MArX/lKPxWdRuxyVITKpfYVXPWqjF1bYeAxS4HFQsimsQSZtmDkVjsWRvcJZRm0JW7mQRbDNN8C75Co9dCOW7AnSOcQuyB1y1VZHVeeY/A16i47h1Xa8uXhOX744YfvuOMO317RljPArVXaUm4PvYAJEsStIrdgDMlpPjpPo+2oILAYHMouJm2RiJddXluxoy0LnsZZaODqIL/++ut/4zd+w4OU/1nyOHfair/gyihTZeSQMhaKzzTfAjtPKJLQjltUkM4hdkHqluugLfN4ABMP7FtjkPWQxeux6Byj4FDJuGq554wC1K6KwhM5nuPSYRp/Dnv27PFCfOMb30hhvr0WtZUgwC6yXqr7kG0DMblBIhdMc8t1Mq1GnIM2jqkIydQ4RmN8qBwlR/V6bXH26vSr5ZFHHvEgERnRsPP0BJa2Kr6BHGUquF1qU+Dprl0YW5KQ7eb2RSw6x5j4rrnlOlS79eOUPMupkBDQ2Rex6GwsrOBtfFfaUizPsaJ7rK1id43buPSwtnj6qn3wwQff+ta33nfffb69chpZWNrinIXs0VZOxNwN3AqZVHyyjnCLBbLjepQztP6mqSQYx2hHfKhKsnSAedmLRgLG6CeIb0pP0Rve8IabbrqJbtgFXKMtmQped4Miw6e1Q7aDzr6IRWdjYcdED//jalfTOEzgJGHPUzkVTDdkAHHu/E3tJ3gb3zXaUnGlURRuceaDz7h0mMaf52WXXeY18a53vYvCfHuVtko9nLOQXS8dh8ChooFbIeOaHQtusUB2XI9yhvI3qEq61r4GEpSmpwjbqj57WxChYvRz8uabb/YUwYEDB7zv2K1yzM+1JUK0pZKpCWPAJ2Rql0K2S4QdUc5tEFNhh6Y2v+tdK7sB5pyQhnIqmHZBC4yd3XTk0JOQYRff1diRoy5Khh+32JFRlHHpYW3x2bt372tf+9r3ve99FObbK3UUodVWBuzRlke5e02EDKMda5fAKnchO7ZgCab5lqXzN0i5u/gGcpeCZGk9JGM3zvJEi5G2/CJ+x4hbbrnFpz27crXasjD+BsI6pF239XW8NVb9h95WA1NGDts4mLsnZ9icROyJWGCM3XUyjcVS6MTvSLBQBn2wZ4kr/wpboZT18ssvf/TRRz/4wQ/6CvHtlSWtttIqA3bdzdvW1okQ8FELq1yNJ+sIbsE03wILGsUkGB2nTKGMkrK1+K4hA7Upqq3dcrey3NXUgOXUU0+9/fbb3/Oe97z3ve+97bbbfNqzi1zaAkHC34CqPEhVh4BPKpyym043Rph2GQWxh0mBMXbXybS9rQZZwsGmcRjA6h7eyC2S6CzAYpXo3X6j74TJtFVZwaEjUW0wzhLXhB2XbtPWlVde6RPkqaeeorBLLrkkoknDUmXXxAExu4+bQPXVQrS2x0EWwjTfQjKF9lY8C2W0HUri26WqbG3a4Far6UTOctfYXU877bQ777zz/e9//xNPPOFHcbQlcrQVZ8HjLwt2yQpekYGPTbuyF9wNpvkI01Cqsgej44TJtL2tBonPobIewKrQ3tYopmHTjRFjwG0WsERKYIP2bpyDybTVTm2GjoSprV35ZIlrm1jFt/aqq6567LHHPvrRj1LYpZdeOteWIK22HFoy2pbq1hexZC3kP1m3kLXTZISp4DwhzAtxDmLhkHYmfm0tAjtKQCJhC/why11jdz399NPvuusuJ/SHPvShgwcP+tnIvl5bkhVcNJbAmCWfs6u0NU22wJJMRW7vjr4TJtO4r/hjVw//57o5bCs4q0IQPh7V+0IXMbBECNnaoL0b52Ayje0UX/LiV/4c2OVsR9eK48qhltso/hK4+uqrfdt+/OMfpzDf9VZxW6Mt27nFOEaagDO7ZOe3wMJptAUWblaJvFiZIBYO0kFVfP22Knb0jN2CNo6FNTZIFq60dffddz/55JMOaQM/G9lFaLVlWlmzp3fFBAT0SGOi8m7VRsFAepYsH/REFrO9G+dgMo37pq1go5DhsK2qrMjVj9g5iWm0hazX2lYTBdNgmm99KOTLuiORIBxiDGq5K3v4aNj+/fsff/zxT33qU295y1t811vIQXoQH3FgXD1py602MliFhmRR4jxZt2DhNNpCym1V9bJF9oJMOSugWufL2pLcstA4QWRdFe7WJr7rGWeccc8993zkIx/5rd/6rUOHDrXaEiTOxUdAdtvlVsFdzw8mKl+PdKHdOjC1RBBIGacbI0b3AdN86w2QtladOeAThwEmmPmhO//DN2jDBSziKiLMSQBLa1QF8bVT/I6EW9CWG2q5K+fcEuGaa67xu+nTn/702972tlXaEm1cPWjLElLuIrOjIVnK4z/d2AKHabSFlNsq1zDvMO42rbIXz2iXwsIw9nBzFaT8x6WH1ya+K23de++9hPX0008T2aK2DNJFVz12i4NpQZxqa1eHRWCC3uZt5WPTtBWBkOcQVhM4KYQPRn6bkOAgDZ6wSAJaI2eNzD+U6EhYDiztprXWoG5FW+985zs/+9nPOr327duXzrXashEwgh7LXJmMEypXnJ8z/i9lSJkz43ogIIhVrmHeYdhsizAaPKNdCuu0BVIWpPzHpYfXJr5rtEVYH/vYxwzm2uLTaQvEN4XEZFd2mcpXiRbJt7DKFkNTm5/zHYot2C7aFb9r6+HEODnZJMCv+rQGHCQ29nTlX2ksowEfjTxl/E85dCTm5YZ2rVvho0yrtKUW8bFR+EC0Vd2tK39MJKv3nBnXAz3x0RZwqNoSEhywFd8jpKNKWspGz1pIOuXfgj2VcT3zzDNf8YpXzLWFRjjz6bRl30wFT3y1laO18nU3wdcAgbatKWmHljmfaqtS1+7DRiOHwZWTR+3UFX/pcQ6LVU24pJogHcpogLEk/dgR36okyW6wvtzxCZ9OW/VOHB+z6V+HYokRMKxOQIKwM2Ly/Oc/X+9XkS+4q0NqgrZdUr45Kgi24qu1LZR0UVurduTjroHrorYwqYz4CB4+rhiil+XiZ4scGfm3ES3M3TVAoNqqjKnYGmCStorvAAsZWw8bWRwSnBxrp43/kwri7hjUYg+xcHikl9ONJbjLJ+diSFQJDKBozBGf8CltfeYzn/FrsdUWMgbAEiMoU56/xEkQA5wxkazex3nYaQXcFUFN0F6jrQK2nD1CtOv0arU15rou2ThkQFsk9dGPfrT93orKXY0x6bSlCMmxtsAcB5lqfz3Sa8ChbWuirUG0hZv4urOsLYE8at7xnDYROAeFFm5DbalCzkXxj0hbbmGcJC2krbe//e35nVh/BoFJWggsMUK0lU6YJoirOJj4kb+5tqQp2Q21xdkjZAuPa0TPbt8ku2a7OGRQ3/Jw9913qxv7Gm3lAascswvmOAil/RtqK21VIpVJtDXg48jwFInfa8v/hQQnj5pnZUMSokjSuzYk1tQL3FUFD5Byi99pqwqxCHftlSQt3L9/v1+IH//4x9/85je/8IUvVDtr1VR8DtkofDIuNZhmU6HE8SirOEqbkOdjiWSlnGhrYBcFJAVbzLW1JtkwBGNX9A4dOvTUiLvuuqu0VRkZC56xK7t8E9zyVEx9HBn5m0VV9jXg0LY1QdaAT44M8VttDQuLBFoetbPOOovThtpyvB2ptpR7TgLWLHeXs6uxva6++monljfFG97whksuuaS0hUOcW20ZuJVc3KoBAg4tFdf7DclbckTa8gjZQl9bbQWrtmO3NiRd82enHxpR/8wneopPp60UIcE52MiAxZGRvxG5ibbEOQptpa1WhQwOw8IiEW2dvdN/T6vqIgptedcikQbHvgh3xddI9TpGbV111VVvetObPMqPPPLIxRdfnK0FN4jzhtpyKqj4kWqrzow1sAueq7S1Zi+3rE18A8sPHjz4xBNPvP/977/ttttIhN3dRW2xGFcjTO1lIDsLtXW9toqVaNXWHSsDfHJkiN9ryyQklM+pGxKbaEtiIcH5GLW1fi0mRVLCV1xxxetf//oPfOADr3nNay666KJsLUN8OHBT4hQldvtmrWs2NVCF0hYHnuwdymjQamtVZQocFrXlauvFvQK3MAxJQTTs5S9/+Xvf+953v/vdt9xyi1Ds7lZGcm+1xZ4HLHHiowI5MkTDKs5zFCsOR6EtmR6rtqypzaIt4X6o2nILkyJpr3379j388MMq/uCDD+7atQsNPjKMtji32kLMOGsTx8B0Q23F7srnKLRliyPSlrsYhqQgGuG4esc73vH4448fOHAAVXZ3K6O5tlIEWzDGh3Npq8o+R7HisHlbQfwforZc0+DYF+Fup63EZ7f7mrVu8SySiPlt+OpXv9pPxfvuu+/8889PNVUhWXE+7triH22B4IuVacFh1bmVwSrYCMNKRKFuvvnmxx57zDfAjTfe6LMm9mq5Qb2j2WV6dNoaeU3EOFRbj1pbMOxeJEpbUtpcW+hu8nlr1SptBXGbwy2eRdKOfhs+8MADfiT6zj3nnHOyNTIJaNppqwqUOAZCHZG2XPmQCxiEyRrYSAGPXVsivPSlL3300Ud9WV533XV+6sdeT7I0O21l7K5BeDLW99aG2tLQtLU2WoNoq/vegmGh9SGhagSu3BtqKySUe5PPW6vEDwnxrUr8BIS4zeGW4BCStOX7/d5771Xu22+/HdtsXVmY4hNtxb6oLbXT+PxOXNQWS5AxHzUBkbPRGtiI55Fqyy2Rh1RHkoJ41G+44QaflQ899JBfxzoXexz4I9NqS6Z1yyA8oy2F0ntlj0OHgdYWMQ6btxXEn/9OhCFgkVA+JPIHIUqDa5xadCRsr9mbvCasQiLaUvROW/FZRMpd0pG27/f83deXvexlmpdkKouwslfCWggZV1d40hYmjq412uIWu6uAMrV7KXUNbKSAlGGLNr7rmrVuWYhtkdSOa6+91iHt7X/55ZfjHHsc+GOl+Jlai1tVlTEF4UPf9edbce4w0NoixkEB8d+krSD+/M+3YAjYkpCMcuv9orZ4V7nBQtsrt4WJUBiYzopYJBS9tAVzz4JbKaWKZwtp5+/sv+IVr/BMyydxXBOH5ybaQgAT0iT3DbUlU5ErWmG+1kaE6CVgi2PRFk04rg4dOnTw4EFfApoSe1LmL3Jpi31RW4w4aOsqbXGuTEGEtFXwRCvwKbeC+PM/l4fBs0gon2SUW+831FZyEz0RCgOFGQnxQ0LR2/hzz4JbIttIxbOF7p577rkveclL7rjjjmuuuQbVxHFNHJ6ttqyFjPkYGwilypg4Vxa1ZQqVrKscZcozEVrEp4WFtOVBtUUb33XuXLAKw1Zb1vpR7NV/yy23OK3FjB0ySP1TAVNrM7aLIHHDXBxtzetikT/PIibCEbWVW/3zxDb+4Fkk9AMJj1rX+wLvjoQlKXe3pWlngSKh6Jtri5uSQdzk7LPUh60Xorp7GEK+qsCTtuyVKW6QsVDZlDMCaiFZR2n1vmDKB2J3FZabfBOh4FYwzUdY6LnHTbJt/Llngd0qVG1UJK11XB04cMCPxPPOO09e5RmHiKD8rc0tPkJlrBT1upB1VaOQgEVMtLS1al4w7SyQtgpONrRV9Rk8bZYFIeFR03uPyGIROxKWQOcJrVuBZ0goeht/7llwi5skK085O96vuuqq66+/fs+ePQingrmCXfLMZSq7qqZQ2VSovLMk6yit3hdMBYTYXQURE43aKIhnt5yFtryJJCu+VsXOrfMssFtlF1uEpKlyOa5kun//fh/j8opngnDotGW5a3xqLGD7uqhqBInG0zUWY5mCsGUM4jlNtiC+T3jBF46MCiEcEtX7OQlxofYzFrdyKJTnNN+C+EhgoOgbaksQ8e0CcVNNj+Bll11GXj68BMxGuetql1ZbdqmNaswt50p632nLGMYMDmvLQhxcYynEszOyOGO8BFScPjbUluBJNiQFkV3+W7p79+71+k6cCsINcyj/6kWiZSxgHun0fpO2hoZBLIXRsTfy9JkluHqu1BantvctCQ6Q0HEGY2treWHuGYQEBoqutRbG3rkVEid5usZNfZXJ0+xl4eUomdjrGm1ZMoTYrq2wMuCm99KUbHqf5YFxPGEybcVpLUHc2uXAgoMzVbJHpC20wSAWrxg5ynT37t1kWg9MwG29trIXY3q/YVsNrK3lhblngDCeMl04MsqbU9v7jkTiQoUuY6YFdhu0nkFICK7o4tfCzq2Q+GhY6Bo39ZWDz/ldS/8TrMYbaqt673FqtWUA8YQYIdNyKzAm2Wk+wlR8JyKq4pcmEjzjDuzioA0hzKJVvsFlKl91q6QCbq22EiFMjIut0ik7JiLMtcUtiHNrzLTALj6UZyCgJ1xw6I+MiltOirKhtoJMCyxrSOio+I4NoWKfRwgSJ+W2Nm7Glp955pkeaM+iFrbLxdRI5eYWS5hkzDObGvBxokjW49Rpa0hyCzECe/m04CN+6wk8xaeqxN9EWyLIccz1sLZ0wSEtUwoTre0ImNoF+ezOv2VikL0YSQoTld9QW0GmBRahoLsloLBp6zZt/eiP/v+Mt/X6B2Je/QAAAABJRU5ErkJggg==</imagefile>
        <input>
          <e type="operand">DNA</e>
        </input>
      </image>
    </region>
    <region id="29" left="18" top="1944" width="360" height="72" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
      <text lang="eng">
        <p>The spirals are a bit tricky to construct. Once done, the vectors 'x,y' are isolated in the collapsed area to minimize possibleinteraction. Spirals are set to "spline".</p>
      </text>
    </region>
    <region id="30" left="549" top="2016" width="354" height="321" color="#000000" bgColor="#ffffff">
      <picture>
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3KjLsrvANtawT2kJX0vve9L1fTVIM++MEP5kKLIB6iopeOmM4888xM3gozbU7Oq/8NsrO0fd111+UJCaqC78yuFSil2rZixYqscOp+LFVPNWNY98xXX3111ixXvaNuiqTrpWSijalixHCBQKAxgpgqxu7kMQUC40UQU8UIjymwI6gW6bHTzmLIhDYmbXXalbTjaIfRxqgd6uijj877yz7tewsWLMjtNJJ2PvroqoCqh6pYo03H1YoIYqoYreYxaTzVm6dhUs+ahlONlxomtYVoN7BPYtQaMfXK6UkKNBcawjVq6z7Xra4BWduLGWt2FoYo6JVzDe1Zxk1pZD7vvPMy2dFDR3Q6LjRAVzXEYKwIYqoYk+kxIUW9aHpAlMJKWhlByaob2vxkSlg9P9LZZ5+dz/3d3/3dfL7z9KLZLiVy6SnUC6RXTu8cY9fL5L8MqNxeN3ngheAtIQ3fxBKR6P5XGEwEfBcFD2IyP55vyLsyxkiP2mQiiKliTCYxGXPE4HlDO0sWelH0sOgtMhbr8ccfrx3ZBplq8+bNuZQWmsLDuvXWW3O1xHxmyEqPUsweMjaobiEHxHTllVfmnrsy+lvvm7nmVPe8W/ttC+1RIPC2eEm+s3ntHnjggdxNv3r16mx/BvPyenlV/kfilRlyUkKK/AdbUdD4llUjYuUqxmRW5ZAHwzU4ktFpj+AZIRtduEbqMkrGqVq3bt26YeM1xkiXr4F/SnLEpntX97d1M48wfiWwDKE9w/VKWwlPy7gXAykDzQdS4VmZ7PKmm27K3wmhKYx8X98OyZgQ0+hz1cXShsVTKl6yxEtW5VOQGJc0GcQUHlPFaKXGb0RlwKfSlQEaIMdoDYpUpSvtEbbLIDrL+gGflvY7VxVPdVB1QMmuiqD0rp+yOhAYC4KYKkYMFwgEGiOIqWLEcIFAoDGCmCpGeEyBQGMEMVWM8JgCgcYIYqoY4TEFAo0RxFQxwmMKBBojiKlihMcUCDRGEFPFCI8pEGiMIKaKER5TINAYQUwVIzymQLtAPJ1JLx555JEcIUDpgAqB2DtxfJaSySmEIjlmvwkqxEQKUZIUxuIod0a5NGLlKoYgVxIjNI+FbIhpEuAqhkloB10dWthF29usEQcffHAWZzetU5kNw9K++fPn5/2E7M1EYr8ZJqy7Bo0e2j00woWTUAk466yzsoa0WCiyrQJBhZC4FyEkJgAokhs0pAOdAcHV9ObFMArIZnPCh9gIm6KzzZamT5+e9t133zRz5sw0Z86cbGP7779/Xu61115p2rRpeemY/dadW85nf8617VzXkxybNWtW/g2bZp8kg9m/WE33JtYPwmOqGHSPEcM73vGOTBaEvhCHEoIx+HiMA+mUD2xf+cCW5QOX7foPX4yhGEq55rx589KBBx6Yl67POBii/zAVE30ekwiIfRMnZ5IDMXLi4szv5jgjZtQhY9L6UKCYdYbigHhH308so+9qW1A1u1OgISVEUUiGjUjspthWvX1JU6dOTVOmTBm2RTZn2/5yTtlvfcaMGfma7LH8x6GHHppe8pKXZBJSkLI9Nue+2GgnoeWJSdQ+z8UHMK8WTSPGUSa8REi8pEMOOSSvz507N5OT9fJRSwnl4zKYYiDFkJznN45b2kZADKB4X+Z4K4G5/osxmDGX+oCZWxiyZQGVAV6Ucxj1RGkEBXYdlAR4QTxiYv+UH8rcdjxlnjHNJQUjMuA5nX766dk2eNR+x/NGFjS22AiSsW2eP7bifDassGJX7EyBK/mfk046Ke9nd+zQNptie1QN3B8iFPStYKRoQImCFyWo3H91ElqemHgcXFdgID46+NgmQCQXwkB8cKqDRxxxRPaqEILflqqcEsXMvEod55fqHc9LFdGHZkTIrqenJ1+XMBzSQ45KU/9NywcYqmuWySWVuGecccYPeUcICYmG19SaQAxsZSQUQuanK1CV4xmTNKEyYeYVdqOtiDQN77rI8RL8Y5+8LVUudkkeR0Hl98iv/JZkDttCLgpeJHn88cdnKRZVNTZYdLkQIr0uM7ogMfeBRJGT7U5CyxPT1772tfyBGQp9nDJHHP1mVSYGoCRBMjyZAw44IJcy1pEKg5H22Wef7DXxhhCUcyTk4hrISknl2I//+I9nkvJ7pZNS0n9Kp512Wi4lafIwavo9PCX3RwqFFhNDY0y8O+dNhj5PYGxQ2FGjRB4yP08JfDMaTKrrCj2koEqnPZNNIAL2o3rPpqyzw/322y/bEa+8eOelmlY8+eLB89it+105p+zv7u4ebkJgvzwiS4WuwpMN8qRI6SDEIKaKQUdbJldC8W58IISkrs3t5d0gHYkh+LDq7ZIP7cOrr5dj1ss+2+r01hkDwynG8qIXvShfk4FYFoLz/wyDAR500EGZEE855ZT03ve+N1188cWZpBi5+yYKF2h90GbnfWvPJM6nADQHnQ4OpKRw4YmzO4UVr5stsA2pNIJbRySSApI9sSWpNBNYnz17drZNqexni5ohHLd0fYUlG7fN3ti65P9e85rX5EKaEifbs7+T0PLENNpwAe4rF9hkgVxb7Tx6yuhwq5JpFyDgVkoV7jDvRaJCaZuxWfJ07FdNc652ACXlokWLhuVtlUhcci4691oXrx44rnRg94SJSNkhO5BUy3jKCqSiSKp6ptdWQYX0NKyrwklsyZLssiYH65oHJMf8dnBwME90wdZdXw91/SSX9QiPqWLEAMtAoDGCmCpGDLAMBBojiKlihMcUCDRGENOOsGkwLVqwPK3c3Ly2l/CYAoHGaC4xbUqr+s9OJ/avSpPVitpkj+mZtH7g3NTTd1W6b8PojXQ7iyCmQKAxmhcrh5QWpu7e5joYO4vmV+W2rk+Dixekrt7FaWD1zk/VPBJRlQsEGqMpHtPWDem+5X2pu3th6l+163l3V7BzxPTsyrS0pyt1dY019aalKzfXfjw+hMcUCDTGrhPT2jTQ1zNKHt5e6kl9A2trv20+wmMKBDoAzfGYanm37Tymhog2pkBgMtC8xu9ObGOagF658JgCgcaIXrmKMVkek5ADqgJCDO6+++4cGiBEwLZEiVCMlXNEl1Mt/O53v5vj43ZGeTDQPPguQpRE6Av8Fut2+eWX5xjGD33oQzkOTniRgFyhS5aE/+x73/vel9fFnVn6nd87tmTJkhya5HxLSgPCS4SPfPWrX20JccDmEtPko+WJaTI8pmeffTbHzhEKo3nDCBkqw2akYujsX7x4cTZwMXY0dYrmTonDK8qavb29WaGgZAaGLQOJhxJXheC2FwMVGBtuueWWHPXvfT722GO1vRMDROSb+YZsQcQ/IqROMFkIYqoYk+ExIaZTTz01EwyiEZD56KOP1o7uPHhQvCnaTIIxyQQL1BTAefbZZ2fpiiLrK/BYEDFtHpK9ITA3NpCbIUuCnIi10U7i7XjPlAMEXq9bt67pgdc0un0rSgAKmslCEFPFmOw2JkLxDI+aIOKgYKCkpNfz5JNP1s5qHnhOMpGIdKUwr4u3NZmlcbtBddo7ROy+Fc/2nHPOyQUA2RoSJTKy74nMFD6+K3VIsjVkTyylosVk6bhCA/EdddRRWbOLp4z8vvOd79T+fXIQxFQxWq1XjsFrW2C0RZwOedjWtkHCQgmNuJAaqYpNmzY1LKkdV+ozcCSkaiJTLV++POuI+49Ac8EzVrjwZn0nbYXevdlLiPxTivQdfXOeEbVSBaXv1GoIYqoY7dAr5x4ZLzlUuk0aTXk7FC6VsqR1VdWKqqaS2jYVTuRW9mnXOu+883Ljq2soiTW60/0JBHaEIKaKEeOYAoHGiHnlKkYnERM9aVWConYoGYKg6qc3SZtIWfKUHL/rrrtylVA1IqR6A9tDeEwVo1TltAXootVDpjFaF75GyjImRQOmdh7C8uRyS9e8hk9tP9prZHTEUFXXvHs3QYF7Yjh6jEzlpMfIvRuCYHyNe1SFU/Vz32Zb0RjrmSTHHdN4a7IE19JFrauamP6Xv/zlCWmIb3UYa6ZNTo8peVvfVrKuzUgV+Kmnnqqd3brQ1rVly5bc1uV53Pfjjz+eZ9ZRmI3l2wYxVQwehPYXSabVBUzj234NkwY46lKXEAEPyzoPwzEeh3Ovv/76TAImznQtPSoMeKJgimdC8tqaRmsn8xzanAxJoFGOqCT3aOIF68gIyZqdxT0b/1TAaDXU8q6WLVuWZ3pxvgzZSfCcdNa13RnciNi9D21z3on347n1riHz0rtmWYYPlIlK/U5hpZDikU7G2DFTOOkgMc7NMxx33HF5JhZtjgob+vMmGTCGjl24Z8dMgOBZtEsamuD3CiXPwb6CmCqGjOdjNhNKIb1dZqSYyAkFZCgZSWM2Qfn6RmyD9GQ2M2/oci6enQZvxGtp27qku5ox7gjmK9MdrgRuZ5R3g2wNXtUR4NkQMa9ivFAV1uPG61ZgGAJi0GxVQKS8ZeOdFIrjtT0elELZRAfuH7GZFqqT0PLEpA3Gize7iUyuaqPUE0Lw4Q9/OM/rpuRQCiqJ+vv7czWPYUvWeVoGTDJEHorEIzEJ4URDRkJQ7tVzGANjiYyUigjJunE2qqK8Al6d+7PtdwjKLDBm2uABul6ZIYaHpdeP0buO9qp2BlLlSRgvNFEeDW/aIFeelndbFXwvHpBCRnNEaVow/KBRYYJUecN6f927WVV8e94Uz4pX2ElomzYmUJL6OKtWrcpelA8kIS8xS7fddlveNgbIkpfiQ4p1+/a3v90yjcdGgm/cuDGX3mW6Hx7BrbfemonF4EqGe91112WyZdBmhbV/xYoVmVD9jmF7bsbdKfF5nsOzaZsTt6YdDUkLBUJWqmmquo6VcCGxcPYpsBC7QgvRq84plJxrf5krTtseb4NtVP3etB357mzVt1R4ekbzw7k/yTbSKTF+JWaP56xwYivs22SwRrNDVOUqRgwXCGwPGow1bitweB27c7xhEFPFGK3hOBAIvBBBTBUjPKZAoDGCmCpGeEyBQGMEMVWM8JgCgcYIYqoYQUyBQGNErFzFiKpcINAY4TFVjPCYAoHGCGKqGOExBQKNEcRUMcJjCgQaI4ipYoTHVA0ElBo5bRS1IGfvnUqDcBchFEJ6yIsIRHZM1P9YYrwC1SCIqWK0m8ckRMIcc/fff3+OZxLXJBZOHJx1SRCuOD660mKdJkJLSTzhtddem+PGxIyde+65WTecfIYg2Xnz5qX9998/zZkzJ82YMSNNnz497bnnnjlNnTo175syZUpO9v3Ij/xI3l+2Hd9jjz3ytvWZM2emadOmpdmzZ6e5c+emAw44IP+PDHPsscemE044IZ1yyinp3e9+d477EngtXu3ee+/NJBfYNQQxVYx28JgEF5OfoKdj+iWBplQDBGDaLyCXjImIcMGpItqpBsigFAFIe4gSp8PjN7yU8ULkvGsVGRUTGVBToP1EEoXUi4RMkNKsWbMyoSCbspQKAZX1sl3WyzZysuzq6ho+v5xXlq6LuObPn5+JCyGaqcQ9HX744VnOhXaSd9SMeLcbbrghy9ogZO+XMgUtIwRJv4nmEaUK7wlZC/QVOCu4lyTJrkirTBaCmCpGO3hMlA4Q0vY8HxHlMgqZE5lQ5rjiiiuyMkA9qBcS/iJjQjFhPKBEgJRAxnRNkxzQtZIJkaElEpUx6UEhCEtEhbQQSVlHKJYIpezjXVm35EUV4rEsROeYdeeVhJgIth144IGZkAie0VxyPwi5EPV4Bfx4Xp6VkoD3h6RVS0GVk6dKvcEsN0iQdAzPVTWVUoPofUoG3gu1UJI67aIMGsRUMdrFYyqKiUTISADXwza9JB4LA6ILxfjpLY0Gsia8qPFAG5Bry2i8M5lUZkec9lun3UPB070gBoSBKJAO0kBUyGXffffNx5CMqpn7N5DPrC48EDK/++yzTz6OZFQPVd+QkO1Xv/rV+VxEzEtCyuRIzjzzzCxhgpxpCSEHS94SPXRENR7QRvdcRQqkHtrDPKN75q0hSM/n/NGAkEiMIMx2QBBTxWinNiZtSzwjQnAMpUyIeOGFF+aqm3YV1TpejSVRO+RBk0cGkGlVMbTF7Ip2FC+J14Qo/T9SdC9UDpEPkkAoCAQB1Ve/ShWspFJFK/vrt0eeW7/fdZ3Lk+I5IYNCfIjHNnJyL54feQEvBgGOF+SUvX9tajwwJI/sEDbi40Vp89P+N9Izc1xBSB1SlY4Ou2p5OyCIqWK0g8e0PTB0wnYawlUtNPaqRhRiUiJbV83iNej1akYbS4EqiuoIOVeZnZcg9fT0ZELgDSGOkhAK76eecArRjEY+9fvq9yOl0jDuerZ5U9YlROW/eWZI86STTsrVXJlLWw9i3VWQ4UUuvDIEiKCpRyJnnhzvidfHY/Q+yuy8CgaeLIE+QmztgiCmihHjmJoHbTB66yh6IkMKmRp8KSWq8mkEJusrE/O2pNNOOy17cNpu3vSmN+WGZD1svB6N6qqHBPItbWts5/0gm5NPPjn/3vXI2Eo8kCIZTJUTOfNezII7kfrrnY6IlasYQUyBQGOEx1Qx2rkqFwhUhSCmihEeUyDQGEFMFSM8pkCgMYKYKkZ4TIFAYwQxVYzwmAKBxghiqhjhMQUCjRHEVDHCYwoEGiOIqWKExxQINEYQU8UIjykQaIwgporRyR7Txo0bc0yXoFIyHIJZBfVK73//+9N73vOenJYtW5YuvfTSnD7wgQ8MS4TceOONOUj161//elNj7ALthyCmivGf//mf6fbbb0+XXXZZOv/883NcF1XGD37wg2nJkiU5Cfy0FO8lw15yySV5X8nY1sVmOS5Oi3ib4NoqQbzsve99byYW94RcENHVV1+dY8ZWrFiRSUawr1i2kkS6i5gnnSJKnobTbbfdlm655Zb8XvyOUqVnfte73pUj4qlktjvIjnhe8XzeG50kcX2+o6Xvj6jZQhF58w4uuuiivLTtHfve3gm1Ae9bILX3tnLlyqwu8Nxzz9X+sRr4T0HdvtvHPvax9JGPfCQ/g3ss9+pZPRtbtk8QMuVP9lue2bPcdNNNOfib3lfEylUM0iA+jszZLMj8ShhGWgUYjuh+gnIT4dlQEaCO+Za3vCUn0h7tDJ6ggGAyMfStRpPepa8kkJg6AUVKyxJUbEl/ylLQ8cKFC7NHShlURlYA8EqpLvitIGVaThMJZEh6hnoBQTpeMntgGzujm75ly5b8HGzYuymaVlQjOgktT0w8BNHpNHZEuPMKlIQ+iA+MXHzku+66K6s/kqpgfCLWfTyJUSpBlZoMkfEqlciMVAGlMiNSspPP9Rwi+ZX6nsEx98lDQMAPPPBANj5VNPskz8h7UFKSzPUeGCRDP+OMM/J1TBrQCfDclA08p2cfLePSV6JkUDI5zxK58EgIxfGIvUN2wEtFXFQpRwN78U1I0EwUTOzA7nw/39r978pEDsiazXt+ooJBTBWjvvGbTKqPQWdHFQhBMTrtMVxcVSTuLtLhZan+KXVV3ZSQZFVbQc+Z4iUSocnk3jyDe0ZcnqW49Up0z6T64rgqiucgESvzdrKIP4/Is3oPb3jDG3Lm8168C4SlQCrfGkE7Zuk80iqWyJuMi6oQ+/BbBOHde4c8M/bBo+J9IYyJBLJEfuzSvSps6ZC7V9vug8frmTwPuyiCf5Ljvb29meBsO4/9IORoY6oYMVwgAIhKRwHvkteh/QXxyLgIXFJ94xnxflTjZHL76EOR9bXO++Y1k0IuHQiqwpMJM+sogHl7PETEyfPnPUuIh3jejlRNg5gqRgwXCAQaI4ipYoTHFNgZbNq0Kbcx8T601Wk/Km2NvBA9ndottUea007vHI/Jb1SN22VWlJEIYqoY4TEFtgdtjtqNdGqoppHzlQwr0dmhXUnSFqktRnuSamAZSuCYdj1VurPPPjt3SLgOLXDTWan+nXXWWbkty+9Vs1qVuIKYKkYreEx6UIwbYthmQWHUGqU1PmqcZdTaM4q2tX2SdgxtIDKCDMG4TQ6g0VvbhtLatQPjg15VGRIxNWMCg5HQ9mO2ZO1avqHvK5nUAKFpnG+V7xfEVDEm02MyN5sSFOkgI8ZpUJueQaWnRkm9PCWtWbMmjyGyXt/drzqhF0iPjEF1Snmls0FzuvuJ+2usNZRA74weRz2IGnwDO4Z3ZOiIXjXjhHwvBYJZTvTeeu8akI3/aRb0qrIN5KRHTWM7+1DYVD1wtyCIqWJMpsdkiiMlJHKpAoYyID2jghGXqkRg56CqxRNVCPBw9dYhf8Ql6aLX7W5IgSoacuHFGqBqCILZY7Q/KVT0jil8eEWqjchttLFHessQoO+lp3AyEMRUMSa7jQlRKBXNO2YG3dJ+YdAmQ2bEurE1thrFy4AZ6mgGbB/j3rx5c25oFW7jt/7DIEGZSelvDIuR4mWq70DzYOS9AoBHa1CmRnGelW+JyHizqtzancx1Z1AmTxahqcKZh86knWYcRga2zVN38MEH57FF7GAyEMRUMVqpV061AZkw6FtvvTWTyWc+85k8N5r2BtWHMpBPG5SYJrF9SmWls9JULJdzjNi95pprsvvPQzJCWVJKazupOoYr0N6IWLmKEcMFAoHGCI9pR9g0mBYtWJ5Wbm7ejKoxXCAQaIzmEtOmtKr/7HRi/6o0WXMjN9ljeiatHzg39fRdle7b0Jwo+vCYAoHGaB4xIaWFqbu3uQ7GzqL5Vbmt69Pg4gWpq3dxGli9qbZz/AiPKRBojKYQ09YN6b7lfam7e2HqX7XreXdXsHPE9OzKtLSnK3V1jTX1pqUrN9d+PD6ExxQINMauE9PaNNDXM0oe3l7qSX0DEzdmKzymQKAD0ByPqZZ3285jaohoYwoEJgPRxrQjRK9cIDApaB4xQcf1yjUf4TEFAo3RXGKafLQ8MYXHFGh1CDOibmDEPm0nQcNUCYziN+GAIG4aUJaSAGBhSGVdLGaZDacEhiuQRRps3To2nyWIqWL4QGKbfDwxTUI/aD4T8j/rrLNyLJMYJXKpr3vd63IS0+ZDWb785S/P8UxHHnlk3ifO6fDDD0+HHXZYlmF1zLYATzo84qFEiwvILDIX5E0E1QopKdo+n/70p3N8lRk3GB+DIlIW6ByIfUQcvjXZmqLNzjaOP/74rGbw0pe+NNvUvHnzctC3SQGsi63cd99901577ZVmzpyZl/Y71/qsWbPy9pw5c/I+586fPz8n63vvvXdef/GLX5xj8cpkHNQn6MKXSQ2K7nsQU8UQPyZwFom85CUvyTFBEsIRSLnPPvukgw46KO233375A8+dOzfNmDEjTZ06NacpU6ak2bNn5/U99tgjL6dNm5b3MZgXvehFed/06dNzKr933WJklv7P9Q855JB0xBFHZJkSpMYACcqffvrpw5MimDSAEYuXI8Fh6p5A64KMyZ133pnjGX0zsY2WgqgVfIceemg6+uijs6TKUUcdle1PkHVPT0/q7u7OtoeULNkVO0IqbIg92WZr7AwpFftkm475jVRIrOzze/Zn/YADDsg2iLBMSICI2B6SVEjLC52ElicmEfdkK7i+1nk1DOfUU0/NH8W6j+dDKVF8NNtKMiUar0l0eDm/iNZLrsuTYngMi6H4HQ+MF8VQXMNvKCP6+EUkjkYTYqIYwJujNuB/qAWMhFJuomfgCIwP5E1MA8UTr1cGKKqWvhviYmdmJ3Geb8wz50GTO2F37IQ4oMBtBRl75OUI1lZgISp2idDYGE/Itv1sz7m8IJIsruX3gsGts0X25X8c57XZr5mD986jCo+pYph1FlGU+jlRNV6Uj6NKpxrlo9DTEe1/wQUX5JKPSqRtv1HXX7VqVXbJVfmKkJvqFx1oCoWOMT5E5hj1AISCiJynGqn01FaAiBica5HR4E6r1iGr4lprG3BvjJd8BjmUQOtBZuctjQQJFLbkG/p2CMhsK6r0SMLswOzB9zU9VGkKQBgSAlJN41Up/Hg39pFHQUq2FXS8IMQiKeh45OxZocm+HGf/yE3BR3LHPZx55plZJ4o6hfOCmCoGo1ESlXak8pF9wFJPL3V0hsDVVVUr9fpSzy+pvm6vtOImW3esuNzO4W4XA3JMKciQGF1pr6LTVBQuVeFM9Y3ceFhKQAbEoAOtCwXXOeecMzzdkyo4+RoeuvnfVOd42kgIiWlSYD+aD9hgfbtSva2xwT333DMn62xKYmvsrN7WnG/deWW/ffVtT2xRu6gqHdtzv9o/FcKIkhfWSWh5YqJG6OUjAZndB1HHRxg+FqPw4XxgH9UHtWQolvb70KppjMQ647Bd6viSfeUYYyjGUX5fXG7HlW7E6hGlkpJbj6AYMs+p3afo3h3B8+VZIyXVIwUMwpL5eUo8aTbHK5JK9ck+VS0kUgq6QipskO2woWJH9cQklfOL/Tpu228VhK5ZbFKBqK3L/8sHkntEpkFMFWPkcAEC8TK+uj83Vp2fjjYXlzGpg3ODSy+GUrB8RG0EPB6lH0NDKscdd1xedy4jfNOb3pQNUY9fUTIset+qb/W9cKptDDqw+0AVnQIpu9QmVSR4eV6aGGi1l6aBL3zhC9lGNStoP2Kr9tuWyqwt9knaUO1HjvXigZLmA21beqlH0y+PqlzFiAGWgUBjBDFVjBhgGQg0RhBTxQiPKRBojCCmihEeUyDQGEFMFSM8pkCgMYKYKkZ4TIFAYwQxVYzwmAKBxoh55SpGEFMg0BjhMVWMqMoFAo0RxFQxwmMK7AqefPLJLOAmMNvoaSO0xcGJHDBK+5ZbbsnB3nfcccfwKGvrzhUO9eCDD+bfizhoZQQxVYzJ8pjImYjeFgYg7IDCIKMWlGsp2U+psKgOEhYTLjBW1cFAc0EBUkDreeedlzNqEQgU0yiWUUyZsKXly5enZcuWZVkRoUZUKooAoXPsF4pEQUCokpCll73sZTlWUhiToN6LLroo/xf7QH6TjSCmilG1x4RYBAYLziR7QtKCtEW9sTJesiuMXCrSF6eddloONqaCSa7CNQRznnLKKXk/fR/XER8lngrJITexf4gwMH4IpBUHiVxI3IwVCAvhCAi3vOKKK2pHtg+KqgomUjsUJMRmiq2cTAQxVYzJ8JgQBRf/wgsvzEQimPeGG25I999/f/re975XO2tseO6553KJ6jlkGCUs70t14eabb06f+tSncmmN9IiMXXzxxZnsqBJeffXVWY/K71q9KjHZ8M1Uwyg8LFq0KIv5LVmyJBPNNddck9+zQFkyOhRFfUvBtxL5XNU5WluuIzj7iSeeyB6wZNvSN1yzZk3+hqp5/s91BZHzpCbTcwpiqhit0MZEwVAJqQqgVObeKylFhxOQQzQTIQSneig6ndH7v8DOg/qDNiIExEPlqXqnlCIUBqp0vF8aWqXKR5HC8jWveU1WpKA2UTxehOd8v/fttUWZNGCyEcRUMVqxVw5RKTU///nPpyuvvDKLiTFqGj1kehkyYTtkomrBiElaaJOQKSTbvDAyF9YlREfygueE/BCSa8o0oYAZ2BGCmCpGu/XKff/7388ltIZYrr5SWsmqpC46PJLqmyoG0kJYBOacp7dIdUMJX2R6A4FGCGKqGK3oMQUCrYYgporRaeOYNGIjW42sDz30UG6fkqhiGl9ThiYYP2PsjfNMpsgT05AeCIyGIKaKoRfkkUceyT0mekC055h1RM+Vhkiax6Uny5gU63pl9KZpqym9M3rYaIerLt19992VVJNU5Qw5MM9ckem1dJ+qcbbPOOOM3B5F7ldDq7Yl69qszIphCIKuaPPTeQ6THngu42jKOulfVUDd2J0KY8P0jCHqeilbvadmtFEVJkcr+cb2eSd63NiOtHr16tzbNtlQwLA/Bc+9996b701PoZ5ByXOV+9cU4BnKc5QBnyMnV41YuYrB4PSCaBzWA8J7GC8Yg49uHJEGZQLuE9nFqxHcfY9GGEjF1D56gBCmrmxeUxmlzHMypED707nnnpsJy/gqJDcS69aty/9jUgQE1gnQm+Z9IG/i+0ibnjsS1j6nnU4nAg12Gdh3LQNftdF5dzK5496NwqD0vhl0Sehf+16V48d4yAZnKnT08vnuenp9Y22QRqIXYqIXXton5QHPy26NoTNrkGvwktiwaxnH1UloeWLygXgZxvyo4pRxJjszutq5Mq+SlhHr+fJheVUTCQTD8BijHjZzgzFCGU7juF49mcZ+nlXpqjZA02QKDM+S4blfHuNonh6v0nPJxJ0wrMD3MSyDd4xYxtIdbyIJUyv5Xf3ElduDXk5EZZKKquAbKpBEFDQDCml5go2YRaWT0PLEpFu+vrQQbqCKY4xJCQ+QoRcsWJAN881vfnMeiSuDm2FVSWvbOgIwGI6xS1VCSY6UkKHqJbLxDMIdVN2QkX0IyjOUsTOlGseozeAiIzFEz6cK6PlkSgbvmaqook40eIgIlseA3Mfi1fI0ylCMkdUcXpF2PV4ozxTh8S69P7+rCgpGduy/Jd+ULSh4P/rRj2ZPECkXT5CnZAhJaQbgYZkun/dc7p89Oc8cd52EaPxuEcg8wmEQC6+wNH5LPAAELSZPadvpY5qME1PNUm0T7iMjKnSM6VINUyDZJ8mchcAVUghbweUcsXII337nIQFVOuTUCu1xPB7ki4gQk1HqChhEVIaSGAdnrJxCjYctCkBHyEhE43fFiOECgZFA4hJPCkmr6pnrzVLb1O7YexnEVDF2F48pENgVBDFVjPCYAoHGCGKqGOExBQKNEcRUMcJjCgQaI4ipYoTHFAg0RhBTxQiPKRBojCCmihEeUyDQGBErVzGCmAKBxgiPqWJEVS4QaIwgpooRHlNzYER0UdUUW2WiAyEfUpn1RfQ+XWtLoR2SODwhH2Z6sW29xPRJ4vhEu4s/cy0hFeK6rr/++hwZL0ZQOE0nxPC1MoKYKka7eUzCIgRrUhAQiGmKH4HDApHFaFETsE41gcaOOLiJkF7x/4I+xZeZlohkComMWbNm5amK5s6dm+bNm5fmzJmTpk2blvbcc8+crDvHcsqUKT+0LOeVfdOnT8/rJZV9e+21V76Opch36+Zmo4ku4Nq9ITEkadKFwK4hiKlitIvHJBjzqKOOykoHgkXNviEwUxKIiZQEayIlQZn2iwznnQhMRR4UBQRr7goZIzkBre7BZAeIiYKBpQh0/4OQkAeysEQmhXDqU1dX1wu2EY99ZVl/bGSaOnXqMFn5DwSIpPbee++8NN+euffKLCQi7XlzzQAVAQGwZZII75f21RFHHJG1nWRiSWAwZQdTZXnvPDwqoq0w68nOIoipYrSDx4QAjj322KyQOBqQlAzBYyHoxWs45phjstdUj8ceeyx97Wtfy2qbiGw8uOmmmzLZAXVLSgWkUhCi/+SlHH300VkKBokiUxnUOi+KnEZR0iSmJir/bW97W87YjiEREjInnHBCPn7QQQelk08+Ob3iFa/IZONaruMZZZbu7u78zDw257/qVa/K59BNQhqWnheREktTPTSX3niwcePGLBlz7bXXZmVIkfgKNkQjsBdhidD3P96vpf/i4RZhvuuuuy5XRVVtqaHa3w4IYqoY7eIxUZ4s6oTaWlThaP1oXyGxIRp+7dq1WYXTvpHVN1HyMgiyOvXUU7Nuz3hBZhjRICMZX9sQCRAEwWPiOSEKnlOpzs2cOTN7MrNnz84ej+1STVP1mzFjxrA3xMNyXLJtxmHXca4MYn/xiBxDdP6DFAlCtNSWpW1LexVPhc6Wd4JE3Nt4QA4EaSKU0cTieI7egXv0TIjS9vYKASJs7rsdEMRUMdqtjUnmYtDakpCL6oTMIqOWKpWMKr3yla/MmaNkWA3JyIQW065CQzeSdG36RDya+fPn5/YemRIJIRPEUl/lUgUr1bSyLMetl/312/Wpfr/1kW1OpSqHtCx5YDwx1SmkzNsbr7dYQKKWp4d0vAOic0XjSJVNuxatcFVHhQcvynsn0kasTfuX++AVtkv7VxBTxYheuV2D3jCN8Kpw2p6QY/FmCkHxCkriGSGeQj715DKSfOwfSUTOsx/BlX2Sazvm+ggSUfKm3IdMpbqp3a0ZpFwPYmw8VG2A/f39WRFSGx8CKuqQ2gBtK0wQFa+23XoRg5gqRoxjmhj84Ac/yNUdXgMPQ6YsswCXIQMS8X7eR5Fz1VhsqZ3IkkKkxDPjnTiuSqutRxXSjDZUKLVTaUfS4M8j4rEYSjAWfe5AYwQxVYzwmAKBxghiqhhBTIFAY0SsXMWIqlwg0BjhMVWM8JgCgcYIYqoY4TEFAo0RxFQxwmMKBBojiKlihMcUCDRGEFPFCI8pEGiMIKaKER5TINAYQUwVIzymQKAxgpgqxvY8JoRFkkJskwBMcU9kLIRWiOyXBGwODg7mqP0nnnii9svJBaUBQaTE4y6//PIsryGGTXgH46IdJOhXWAdBNaoAwjwkIR+OiXcTY/b6178+K0y6hpgv8V67i1IktYannnoqqzJQJJBsb9myJW3durV21u6DIKaK8cADD+TYKhIZpDzEbAn4PP3007N2jzgsMh+kRmRMGb6IsAlcLdKvMraMLsPT2xHYWpUBb9q0Kd8bYqEq4J7Fpd1+++3pW9/6Vlq/fn2W7Cigy0QKpFGUPblcxL1y5cp8LqITs+Z67Q4yMgoaAbZi9ZCw747APaN1ygSUE5Cz/d6v/cjbOnvxvW1772eccUa2CaoPRPuqVg5gbwKKS0HKZsm9uGfEIv7Qc3pe9+zZqFE4zu7FHrJ7agl+y4Z8d2qllBQ6CS1PTLSpeT6UBZvR3uQavCiGWlUAKY+NUJzlWICweEq8p7Hg8ccfz0QrgzJi76udQbeK+oDCRZDxN7/5zewhFcjg7AHBvP3tb8/BxgKPZWgEZckLJTlzxRVX5AyMDMiq+Pbej4BixCUAWUYnEjeRUNgIiHav7pvUCkJRMPGieXs7QvEOCf8hN8+BXHnKCl86W52ElicmBsj4LrjggqzZw1gZnJJGqbF8+fKcEBhPyZLXpGQs3hMPiVflI15yySU52Vely88A3YPnIGTm3j3HRRddlC677LJ8bzKQqijvyjPxFkqmsu5ZlixZkp/NtTwH78t1KFf6j06AjOebe0eIhRrlun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</imagefile>
        <input>
          <e type="operand">255</e>
          <e type="operand">DNA</e>
          <e type="operator" args="2">-</e>
        </input>
      </image>
    </region>
    <region id="33" left="0" top="2331" width="209" height="24" border="true" color="#000000" bgColor="#ffffbf" fontSize="10">
      <text lang="eng">
        <p>Image rotated 90 degrees</p>
      </text>
    </region>
    <region id="34" left="288" top="2331" width="258" height="56" border="true" color="#000000" bgColor="#ffffbf" fontSize="10">
      <text lang="eng">
        <p>The negative of the previously rotated image </p>
      </text>
    </region>
    <region id="35" left="585" top="2331" width="249" height="24" border="true" color="#000000" bgColor="#ffffbf" fontSize="10">
      <text lang="eng">
        <p>Sample image of the reference</p>
      </text>
    </region>
    <region id="36" left="9" top="2403" width="173" height="26" color="#000000" bgColor="#ffff7f" fontSize="10">
      <math decimalPlaces="1">
        <input>
          <e type="operand">1</e>
          <e type="function" args="1">time</e>
          <e type="operand">t0</e>
          <e type="operator" args="2">-</e>
        </input>
        <contract>
          <e type="operand" style="unit">min</e>
        </contract>
        <result action="numeric">
          <e type="operand">10.8</e>
        </result>
      </math>
    </region>
    <region id="37" top="3150" color="#000000" bgColor="#ffe1e1">
      <area single="true" collapsed="true" />
    </region>
  </regions>
</worksheet>