Nové zkratky v aerologickém měření ČHMÚ
Nové zkratky v aerologickém měření
Vážení letečtí přátelé. Ti, kteří meteorologickou situaci posuzují podle dostupných informací ČHMÚ, jistě již zaznamenali že výškové měření prováděné touto institucí, má nový graf a nové popisy - přechod na mezinárodní zkratky od českých. Na fyzice se však nic nemění. Stále vzduch vystupující vzhůru se rozpínáním ochlazuje a pokud se zvedá teplota, zvyšuje se v průběhu dne i VKH - podle aktuálního značení SB_LCL - výstupná kondenzační hladina.
Tak studujte a sledujte. Počasí to sice nezmění ale stále je to zajímavá hra (pokud na tom nemáte závidslé živobytí). Hezké léto všem. Mireček
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0aNcKAAQNw8OBBat8rUlJSUlblGmDdfPPNcTeKjz/+GIRElk5o2LAhGjRoEDcUlWq7FBt688030aBBg6R5P7R17NgxnH322RkXcpWSkpKSkvJSrgFWdnY29u3bF7ctPz8fWVlZWL9+PfLy8nDeeechPz8/5XbaJ0fqhKqqqtC2bduM6yF5rXfeeQdt2rSxvZK7lJSUlJSUk3IFsPbu3YtzzjknafuUKVMwQLOY1/DhwzFu3LiU22mfHClxpUxQoExQQAg5sR4LA76kpKSkpMSQK4D1xRdfIDs7G5dddhnOOOMM9OvXDxUVFRgxYgTGaBbzmjx5Mh5//PGU21Oa1pmrIiUlJSUlJSXlhagBlla7du3C9ddfj5deeglPPfUUxmrWipg8eTIGDRqUcns6wKJNplZVkLDSrFefZS2L08eaq8w1vc9oL5YyIf6pkumMtS8r55m1tmJF48ePFyaLmdrwlNdprzSz0z7vtI8v5bw8eYpw2rRp6N27N6ZMmYJHNYt5DRs2LDZEqLc9pWnGboBmJAHLnWNZASxCUg8VsgRZVs8za+3FrKKAJUIWM7XhLauTfmln9zPguSme79m2crux02nTpqFLly4oKCjAzp07cc0112DGjBnYsmULsrOzsXbtWuTl5aFx48ZYs2ZNyu2iFkukG6ZXntwGLG0vFiESsFiQBCy2pKqqrioqKlK+ZlZO7ouWBzfaBO/S3rN5v3+byu3GTqPr75x55pnIysrCP/7xD1RXV4MQghkzZiA7OxsNGjSIWw8q1fZMxeJVIg37eOHLyDHsQpZ2mJAQdiBLpF5PM9ICFu9ZzNSG1ZxegJEELPp1dlqJ92sR7t+Gs9M24ETBeJXZC4rlC9Btb0b37yRkiQBYXtTGLSUCFs9ZzNSG1YxewBELgGXXh5NtQQT5tfeKEAlYVCUBy/n9WwWsqFiELCfOLcttJ5X0AIvXLGZqw2o+LwCJFcCy48WpdiCKJGBxJpGKZOaiYv0CdNOfmX07CVmE0B8qdOq8st5+EpUKsHjMYqY2rGaLAkSqn/X65z//ia1bt0JRFIwdOzYOOqK/x/n111/HthUUFEBRFHzzzTdxUEMIwb///W+0bt0atWvXRqtWrfD222/H3rNnz56449aoUQMXXXQR5syZE3dMvf2b8WcVspxoA6LIz8ODhEjAYkJGLyweLkC3PNICLBZ6sSRgiZHHaBZWc2kB6/zzz9eFi61bt6Jly5Zo165d3PaRI0fiqquuigOYsWPHon///ujZs2cc0AwZMgS33347fv31V1RWViIvLw8dOnTAvHnzYoClPX4wGMTatWtx6qmnoqysLO3+o/4uv/zyjP6sQpYTbUAU+bn3ihAJWExIJMByy6fZfToJWQUFBVQhS6TH4M3IT4ClzcNqLqOAdfXVV6N3797Iy8uLAVD37t3x0EMPxQCGEIImTZqguLgYF154Ifbu3QtVVbF9+3ace+65OHr0aNx+8/LysHDhwpSAtWLFCpx66qmxz6Xaf9Rf37590/qzA1l26y+SJGAxYMJO0USRkYuLlwuQBcAixD5ksdKLJdJijmaUCbB4ymKmNqxmyjREuGrVqhjALFiwAM8//zxUVcXKlSsxZcqUOIDJzc3FrbfeClVVMXr0aLz88stQVRXz5s3DvffemxZgEocIFUVB69atYwCWbv9af9FhQj1/diDLTu1p19hJ+X14kBAJWExJrvDs7P7sAhYhhIleLFaA1WsZASxesohQGzM9WOXl5WjTpg0qKiowbNgwbN++PQ5g+vTpg9mzZ0NVVaxduxaNGzdGIBDAJ598gvvuuy+2vxkzZsQg6tJLL03qwTp69Cj69OmDyZMnx/lItf9Ef6qq6vqzA1mi1d2qtD8pI+o9O+M5oG3AauGi/y9So8z01ytvWVkY2nKyF4sWZEnAEiOPmSws5jEDWKqq4p577sG6detwww03QFXVGMAcPnwYNWvWTOqFysnJQX5+Pho2bIjKysq4/f7222+6gBWFnqZNm2Lx4sVQVTXt/vX8de3aNc5fJsDKBFl26k67xm7Iym/4iSLuAYsQsRpmui9XHnOyMEHbKciK+vAaslh4cICGzAAWD3nM5GARsswC1ieffIJOnTph0qRJqKioiAHMO++8gx49esR9buLEiejevTsqKiowaNAg3HHHHdi2bRuqq6uxc+dOjB07NjYxPRGwVFXFggUL0LRpU1RWVqbdfyp/RgHLCGTZqTvtGnshP8GWBCwGJQHL2f3w3ovFyvIXXsssYLGex2wG1iBLC1h6c7ASAaa0tBQ1atTAr7/+ClVV0a9fP3z99dfo2LEjvvvuuzgoOXToEOrUqYNff/0VwWAQ06dPxxVXXIHatWujadOmGDlyJIqLi1MClqqq6Nq1KyZPnpx2/+n8GQWsTJBlt+5+kui9W0IAFiHiNU6eVni2ksXLfTg5F4sQ79fFchuwWG1Xfgcs1vIYAQ+785dYWmjUqlcn6u5XiQZcwgAWIWI1UL0bH8/5aP/ci5O9WIR4C1lerJLPYtuyAlhenC+v681KHjehhEfASuXXqbpL8T+cKAGLYbH6RetUHq8+GxWvkOVF3VlsW1YBi9U8Vr2zAsBu9/zwCFh6nv3YZr2Q3rA06/AlFGARIl4jZXW4wG4WLz8blZNDhV7Ox/Kq7qy1LzuAxWIeO75ZgCy3e354BaxE335rr7QkAcvFE5vudZEaqvaLVYRcVjM4lZ3H3yn0su4stTG7gMVaHrueaUOW2z0/PAOW1ruf2ipNScBy8cSme120hioSYFnN4WR2O5CVCFiEuA9ZXgMWK+3MKcBiJY8T9RYJsPSAinfAiv5YtdN1l+JTQgIWIeI1Vh5vFE5mYRGwtL1YIi2lwEpbcwKwaJw/t/3SyiMBy1gev7RTqcwSFrAIEa/BipSHV8AiRH+YUCTAonXMRDkFWKzkccorLQB2E0pEASxVValPg5BiRxKwOJKf8zid3Y0fghZtxXXa7c1JwGIhj5M+aUBWFCDCFRUIz5njCmTZASw3fFmR1bbGS/uUMi6hAYsQsRotK0M3NPK4kdvJn9BxE7JoAhbN9uYGYPFw/dC8JtIpBjIFBUDfvo6DiZHf+UsLWC75sgJYVurDQ9uUMifhAYsQcRquaJPdo1mM/sXu9LHdWhfLaa80600TSpwGLNp53Ki3l1miAIGrrwYUBeHRo6EGAgg/+SRw1llAhw4Ib9gQgZ2cHIRHjgRatQKaNUP455+BK68EsrIQXrEi8vrQoUDz5kCTJgh/9RVUVcWxI0dS7g99+kQ+v2wZws8+C2RlAZdeivDy5Um+wgsWIPyvf0U8V1cDV1yhvx+dYzkFWCzXUsobScDiSCICltE8bmXmoReLdr1pQYkbgEUzj1v19iqLXk9R+IMPEB46NDI8t307cNVVJ0DmmmsQLilB+P33gcsvj/z//PkIDxwYef3aayPb8vOBpk2hBgII/Pe/CA4erL+/rl0RLitDeNEihAcNglpVhfC6dUDXrsm+0gFWdD8pvDsJWGbqw3KblLImXwAWIWI0XpEWHTVbHzfz2oGsVEs2OOmXhVqLBFisnFMnvXmRRxewRoyI68mFokSgKScH4Zdeirxn1SqEhwyJ/P/WrUDfvpHXX3vtRK9Yt24IFxYiOHx46v29+GJkH2VlCL/4InD77cCFFwKXXZYesCor4wArtp8U3t0ALJp/RErRk28AixD+G3Cif97zJGahtf6PG4DlpGdW6uy1DzcBi6Xz6oQvL3rlYoC1YwfQsydUQhB+993IkFxpafx8qJwchF955QRgDR2aBFjo1g3h0tJID1aLFpEerLfeQnj0aBzbvz/1/saMQXj4cITz8xH++GOgVatkX19/DdxzD8Ll5QjPmQN06JC8nxTenQYsozVltT1KWZcELI6kB1i8ZzKah3XASrWyuxO+Wamx1+3NC8Bi5dw6UW/PAKu8HGjZEuFhw6BWVyM8eHBkHtM55yD8zDNQQyFjgHXffUDLlkCLFggvWxaZg1VaGttf+Oyz9fe3cmWk56pxY4Rffz0ytFddHecrXFEB3HorcPrpCI8ff2IYUbOfVN7dACwj9WGxLUrZk68AixC+G7Ged57zmKmP2znNQpYyQYnJL4AV9eKVH7cBy+s8XtTbzSxO9vLEgY5GIiw8arU+rLVDKfvyHWARwm9DpgUfXmekBZJGIUsLV6lWdnfSO2v1FQmwRDy/buWhAVg8QpbV+rDWDqXsy7eAxWNjTndh8pjHTH1YBSxCCLIGFOkuPOqUfxZr64UnrwCLtXPMaq+nF3CSCqZ4giyr9WGpDUo5I18CFiF8NuZM3cs8ZjKax6tsRiArEbAIcReyWK2r2768BCyWzjOrD0ekg4o9X3+NtePGxW0LVFRgu87K6qm2ZwIsXiDLaG1EfmhJKiLfAhYh/DVov02SpLUsRSbISoQrQiKARYj+ulh2M7BaV7ehngZgsXCunQQsJ/OYBY0jBQXI1VlZPdX2TD1VvECW1fqw0PaknJXvAYunRm0EsHjKY6Y+IgCW1Rws19TNNuc1YLmdh0a9ncwTBYjcBx/EwXXroKoqDm/ejKV9+sR6sHbn5GBpnz54PysL866+GtMVBatHj44DEO32UCCAH558Ev896yx80qED9q1aBVVVsTsnBz+NHIn/tWqFD5s1w4Gff8YnV16J97KysCs3F7tzcvDD0KGY07w5Zjdpgt3HV4JnQVbrQ7vdSTkvXwMWIXw1aqNrqfCUyWgeFgFLD7IyTXg3Wkc776dRIzf2SwOwWDjfTh/facDav2IFVg4fDlVVsWrUKBQuWxYHWAu6dkWgrMxQD9bWDz7AD0OHglRU4Mj27fjk+HpVu3Ny8Ok116CypARb338fH19+OSpLSrBz/nzkPvwwdufkYP6116KypASl+fmY3bQpgoEAdbgyC1ja+tBud1LOy/eARQg/DduoT1Ehy8tjWunFIsTYXCwztTT7Xpo1cnqftACL9jl349hO7DMGEaEQPu3YEYGyMnzasSPUYDAOsNYeXyndCGD9OGIEph+/TqKqLCmJ7Of4SvDFq1ZhxfGV4I9s3Yrcvn2xff58/KJZCf7Lbt1QUVhIHa6sAFa0Pjxc51LmJAGL8NO4Rbspu5XdKaWDrHSARYixoUIzwEz7/NPwSROwaJ53t45rd79aiMibOhXfP/IINr76KlRVjQOs9ceXXyjbsQNLevZEKOGz2u2/vvsuVo8ejerjq6lH51hp91O8ahV+OL5QaRSwdufk4Iv/+z9Ul5aiND8fc1q0QIjTHiza7U3KPUnAOi4eGrdZwOIhE8t5nAAsJ4YKeamj0zViAbBonHs3j2ln31qIOFZcjDdr1oz1GukBVqC8HP9r2RIrhw1DZUkJZp1/ftL2YHU1VgwejP+edRbePecc/PD001BDIUOA9c1992HOJZdgTosWKDy+Erz2ODwCFi/XupQxScDSiPXGbWXuDuuZzGZhBbJSzcMixHgvltGa8lRDJ2tEG7CczmPmmCzm8QJOjD4lqAUw1p4stFt3nq53qfSSgJUglhu31SfQWM5kNjsrkGUGsOxCFm/1EwmwaJx/t49n9RpiFbBYgywn6s7bNS+lLwlYCWIZSERbR8lqBtYAy4lerHSZeKyfE55ZASyva+DFsax8z7EEWHqfYwWynKo7j9e9VLwkYOmI1YZtB7BYzWQlOyvLNiRCVuLK7oQQQ08UZqotr7Wz65slwPKyDl4ex8yx9GCiOliNK969ggpgff3b1xi3clzcZ7WfrwhUYM4W/RXjeQAsL9uClDuSgJVCLDZsO554hyy9v+5YgCxCUvdmmenFSldfkepmRqwBlle1YLW3jDXAyvT5gtIC9F2ov2K8BCxv5MW9mmVJwEoj1hq3XT88Q1aqLx9WIIsQ679RaCQn7fPvZN2MSgIWW5m0PUP3LrgXdV+ti3Erx8UAKxAM4MncJ3HW1LPQ4b0O2FC8Aaqq4o+z/4hDlYcQCAZQ/9/1kX8oP7Y9EDyxtELOjhwMXvP8Jk4AACAASURBVDIYzd9sjibTm+CrHV/FIG7gkoGo/+/6uOydy7B8z/K4HqycHTno9UUvtJzZEg1fa4i5m+ZCVVVcPetqKBMUjF4+2jWYchuwaLQHJ6W9V/sRtiRgpRFrDdsJP6xlsuubJcAiJDNkEZK5F0u0uRhW/bMIWF7Ug9WlIaIAMXPjTDz17VOoJJX4fNvnMcD6YNMHGLp0KCoCFdheuh1XvX8VVFXF1DVT8fm2z7GqcBVu//R2TF8/HdtLt+PxJY/HgUnOjhx0md0FJZUlyD+Uj6YzmiIQDODNDW9iyDdDUBGowKaDm9B0RlNUBaviAOsPs/+AQ5WHsKZoDa549wpUVFQI0YNFs004IQlYDJiwUzS3xVLDdgqwWMpkNztrvViEJEOW3V4sHutltH7pxCpguV0TWoCV6bhRgHgy90ms2LsCqqoiqAZx5ftXQlVVjPhuRNJweUllCbYf3o6Hch7CiytfxNqitejxWQ+8tvY1fPPbN0mANWXVlNi/u33UDYVHC/HE0ifw474fY9tv+eQW/HbktzjA0s7FuvTtS6GqKjbv3ywMYNFqF3YlAYsBE3aK5oVYadhO+eARsjL9dccTZBGSvhcrMS9vtbJSQz2xDFhu1oVWvTNdR1GA0PYofVnwJTq8F/n9wHd/eRejl49GaVVpEnRcO+da3P7p7TFA6j6vO6pIVRJg/d///g+lVaXIP5SPFm+1QCAYwIz1M+J6sBpPa4yKQEUcYL3y04klG6KAtaN0B3rM6wES8uYJSLcBi0dJwGLAhJ2ieSFWGr6TPljJ5JRfLyHLCGARkrzau9F1sRIz81YrO3XUinXAcqs2NOud7jqKAUSI4LElj6HOq3Uwatko/P6D30NVI3OlBn8zGGdNPQvn/OccPPP9MwipIaiqinErx+GRxY9AVVVMXDUR/XP6J4FJzo4c9JofmUvV4q0WWLYnsjp7FamKzcFq8VYLLN65GKqqZgSs8kA5Ws5siSeWPCEBi5IkYDFgwk7RvBILjd9pDyxkctIrS71YRuZiEWJsPhZPdXKyRhKw2MrkNpjk7MjBuBXjXNm3l2tk8Vp3p5V4n47+20+gJQHLhGhfACJ+mTvtk4VerFQLkCbOxSLEWC8WLzVyupY8AJaZPLT255QH3gHLK8jiue5OKlXvlQQsxkWzQLS7793YJw8XthnAog1Z6QCLEOPrYrlZd9oykokXwHK6RqzUO9GHF3DiJgR5BVm8190pScCSgGVaogEW7UxuePQKsoz0Ymm3mf2NQq/zsFZTngDLSB6v9+O0F1twU63i89VVSduX/lKN13I0q69nAKCvN1Zj+pKKpM8ZPaYELO8kAUsCliXRfMqHx33T8CdSL5aIk92jedJl4g2wnKoRa3WO+rEDHb8dCGLIO0c8BaxUx3QbskSpu10pihIn7Xba3jw7B7QNWC0cbQ+sLgbI8v699sZiLxYh5udiibhkgzZPqkw8ApYTNWKtxtEaRQHiL68cQmlFCCSoosWQYmzfT2LbA0EVz31UjkufKMZNYw9h057IazePO4SsAUV45fOjSYA17L0y3DimBJ2fLUHuxvI4kFJVFQGiouuYQ0mApf3civzqJNDRHpMk+Fq3/Wjs+OM+LUeX50rQaVQJNvwWQLcXD6Ht8ANYvb0aS3+pxui55bhmVAmuHHEQuZuSjyMBK7MSYUsPvESUbwCrdetw7J7WqlXYER9eXxBeABarF7lVwKIJWekAixDjQ4UiA1a6TBKw2JEWsN5eegw566qwdkcAfV8vxXvfHcPOA0GM/KAMn/xUidFzy3GsWsXOA0H86cVDGXuw7vzXYZRWhLBtP8FVIw+ABI0BlvZzV//jIEgwdQ+Wnq+Kish+bn35EA5XhPDRykrcOKYEh46G8NX6Kjw9qwxLf6nGXycexqGjIWw/fpxAUAKWkxIZvHwBWJWVBJdd5gxUaSUaYNHI5LYvmpCVaZiQEGNDhYn+Wa2R0/XlFbDs1ojV+kaH1nYWB/Hke0fw6pdHsXFXAP3fKMU7ucewbEs1xs4rR9aAojgdOhpKC1j//fZY7N89JpbgYFkwDrCqAvqApf3cnf86jINlwZSAlcpXztpy/HtRpDdr7Y4ARs0pg6qq2FEU+ezSX6rxTu6J49zz6mEUHwlKwPJAmcCLBxjjGrA0HQBxSnz/+vVBNGsWRnZ2GOefH8ZnnwUd8+LlReHVsVi80Fm/Ydmdi5UOsvT8s1gju/VNzMQzYNmpEau11c5fun3CYfR9PbJi+/1TS9HntVJUBVTM/aESr3x+FGXHQnHQsetgEA9PK03qZVr6SzXunXIYRypCyN9HcM2ogwiGVHy/pRoDZ5SiolLFZ6sqcdPYZMDSfq7zsyUIhtSUx0zlK2dtOaYsOBIDrNFzy5MA655XD6PsWKSnrPOzJUkZJGB5K556u7gGLKOaPTuELl3COHCAYOnSIBo2BCoqnPMjIviwdrHzMOzi1oT3VN5Zq5ETNdZm4h2wrNaI1bpqJ4lPWXgUT82K9Pa8sbgCQ989EhvOe2ZOGS59ohithhXjpU/LEVJVVFSq+OPoEjz/UXkSYI38oAxX/+MgujxXgpVbIr1JFdUqek8tRbPBxZi6qAJ3TT6cBFjaz60pCCSBjvaYqXwt/aUaUxYcQUVFRUrAevztI/jj6Mhcr5+2ReZgHa4IocOIAxKwKEoClosn1s7n27ULY8cO/nqxJGDR30cmWZmPlWl193S+WauTEzWKZhIBsKzUiNWaxsGLS0/iebnieuJx9Y5t5GlFCVhSqeQLwJo0KYTbb1exfz/BokVBXHRRGNXVznoScX4USxe8U4DldiYrvViZhgn9BFjaTBKw2JIRIOEVsFJlkoAlZUe+AKzycoKePVXUrQu0aRPGihXO9V5pJeIyCqxc9E4u4uhmJrM/oaM3TEhIPGRl8stKjZyutyiAZbZGrNbTCxiiCVhOHd+LNiLFh3wBWF7J7Zs3LcBi4cJ30gMLvVhRyDIy2d2IXxZq5HS9RQIsMzVitZZmgCRYHcTiKxbbB5ygihU9VuDTep+CVBDsnrPbPPCY/JxdyHK7fUjxIwlYDks0wKJ5XDc90OrFIiR5PpYeZE0/LjNeWaiTkxo/frxwmXiGZTNA4hRgVRZV4ptO3yBYFcTRgqP4qe9Ppvdp5XN2IMvNtiHFlyRguSC3LhSaFyDti98NwKIBWVaWbTADWLTr5KREBKxoney8TktRgNi3YB9+/devcSBVUVEBUkHw470/Yl7dedg8bnMMsPbn7Mf6oeuxsPlCLGiyAPu/2h/b/lOfnzA/az4OLDuAvGfz8HnW51h06SIcWB55Qm/B+QswV5mL5d2XY8nVSzBXmYtfRv8SBzSrHlyFw+siTxke2XwEP/WJhynt50KBENY/uR6fnfUZFndYjNINpTEvG0duRE6rHCxsthCHfj6Exe0XY37WfBxccTBlBglYUukkAcsFuXWjow1YtI/PW6Z0i48mbtdbfDTak2V2/o4oX9TRIUJR8iTWycprNJUOsFRVxa/Tf8WGpzYgWBnE3s/3xgFW7rW5qC6pRll+Gb5s+iVCgRD25+zHt12/RaAsgMJFhVg7aC2OHj6K0nWl+Lbrt5EerMJKLO++PG1P1MEVB7Fh+Aaoqoq8UXk4sCx++QTt53Z9sAvrh65HsCKIo9uPYslVS2Iev7nmG1SXVOO393/D4ssX48ieI9j58U78PPDnlBkkYEmlkwQsl+TGjY72BUjz5s1jr2Cm1d3trvDOajtxSlrAEiWTkRqxmlUXsCpPANbPQ37Gvtx9kfcFVSy58gS8bHttW+zz33X7DpWFldifsx+bX9wMVVURKAtg84ub8f1t32PBhQvw1WVfGQYsNaTim47fIFAWwDcdv4GasBCo9nMbR2zEXGVunKpLqrE/Zz+2vLQFqqqiZFUJ1g1ZB1VVcSDvAH7o/UPKDBKwpNJJApaLEg2waHrgdW6bEcjK9FRhQUGBLyFLO8ndT5DFas4oQBR9XYSV96wEKY9MHl/cIQJYBW8WYPXfVqO8pByFXxbGtu/P2Y/vun2HQGkAZfllWNhiYawHK/+VfKiqik1jNmHD8A04sP4Adn+8GzmtcpIBa8dR/NDzB4RIcs/Rtqnb8PMjP2Prq1uT52BpPrfz3Z34ZfQvCJTGL0yq9VKyqgTrh66Hqqoo31qOH3r/gF3zd+lmkIAllU4SsFyU0zcFFi5AWjc6twHLrf0bXbYhEbK0w4RWAYuF9mJHiU8R8p4nVZ2MbGNBMYCoIFh26zLMO30etozfEhvOC5EQ1jy2BvPqzEPeqDws/f3SGLz8eN+PyGmZg4UtFsaG8LRQc3DlQSy4cAHmN5qP7a9vx5KrliBYHYwDLFJOkNMyB+uHrU+CmsriSnxU86NYr1J1STUWnL8g6XPB6iDWDV6Hz876DJ+d8xnynsmDGkoPWD/1/Qm75u/SzaA9jgQsqURJwHJZTt7oWLkAady8vVhjjAZkEaI/L8vIAqQs1slJ6S3TwHOedHXiIaOZJ+m0T+Fp4cXM51jS/pz9+GXcL4be61Q7kOJfErA8kGiARcOLF8ejvQCpdpuRBUhpZ3JbqdbB4jmTkTqxms8slERhSRTAyn8l35A/J9qAlBiSgOWRnLh4WLsAvfTj1bFoDhUmbjfyO4UsnTunlQ6weM1kpEasZrMCJmaBiVXAMuPRiTYgJYYkYHkkJ24KrF2AXt7oeIc5sz+hQ4gzw4Q0zp9TSreSu8iQxWouqzBiBpp4Aax0Pu3WX0ocScDyUKIBlpeevAYsWpCl3ebUMKGbmdxUpp/K4S0P73VyC0h4A6xMmezUnnaNpZyVBCyPZeciYvUC5H1+lFfHs/tEYXSbX3qxjPwWIW+ZeK6Tm70+vAFWukyi1V3KuiRgeSw7f6GyegF68Ve3KEtDmIUsJwGL1nm0KqM/9sxTJqN5RMtkNBdvuUV8SlzKOUnAoiDRAMsLbyItcGp02YYoZCUCFiH+gCyjgMVTJjNZRMpktE48ZpaAJZVKErAoycrFxPoFyOtq65mO6/SxzQCWMkFJmuhOiH3AYr0tESIBS6RMRmvFa2YRnxKXsi8JWJRk5SbH+gXo5o2bZnYavViEEF3Iir5mB7Bon0+jMgNYvGQym0OUTEZrxXNeER9ikrInCVgUJRpguemRdnave7GiStWLZRewWDinmWQWsHjIZCWDCJn0Murl4jmr3T8wec4upS8JWJRl5qLi5QJ0wycL2WlAlpu9WKyc11SyAlisZ7Lqn/dMqXKKBpMiPsQkZV0SsCjLzAXJ0wXotFcWstOYj0VI6l4sQpwZKmTh3OrJKmCx0l6c9s5zpnRZRRsStXpNiZBdKl4SsBiQ0QuSpwvQ6Rs3K9lpAFb0mH7rxZKAlbyd51zp8oo2sV/EObZS5iUBixGJBlhO+2Upu9eQpQdYfoAsO4DFaia7vnnNZDSzSPkkYElJwGJIco0YfrI76ccMYPkJsuwCFouZnPDMYyajuUXLJuIcWynjkoDFkDJ9wfB6AYq4RozTN4N0kJUIWG4OFbJ0np0ALO3540Ui9maLWisnM4mWXXufFvWenfEc0DZgt3CiSQIWP9m9GirUHicVYBEiXi+WU4DFWi6nvPKUyUx2UXP5rZ4SsCRgMSkRnyKy653V7F70YqUDLKd7sVg6104DFiu5nDz/vGQyWydRc/mplhKwJGAxqVQXI+8XoB3/LGd3ypsRwCIkdS+WU4DFyvl2ErBYyeS0T9FgRDvZXaRcRjKJllcClgQsZiUqYFnNwHJ2J28GepCVCbCcXN3djUxW5TRg6Z1LFmXl6TMecpnNLlIuI5lEyyoBSxDAEq1hpsolQk4RActJf2YAixDiOmTRPKduABYLudzwx3omqzlEyWUkk2hZJWAJAliEiNc49XKJklHUG4hbkJUOsLIGFAkLWW4BFu1cbnljOZOdDCLk8mNOCVgSsJiXqIBlZRiEtm83cunJDGARIi5kuQlYNHO56YvVTHb9857LSCbRMkrAEgiwCBGvgSbmEimfWRjhJbsbkJUKsLS9WIQQV58qpHH+vQAsFtuVqE/c2vXOcy4jmUTLJwFLMMAiRLxGqs0lWjYRActJr1HI0tufkV4sQvheusFtwKKVywtPLOZywjevuYxkEi2bBCwJWNxIRMAyUy/esjvZi2UEsAgRb6jQC8CikcsLP7x+XxgBLB5ziVqvdFIUxbSs7p921pQeaRuwWrh0r4vWUEXOZfSLhbfsTg4VmgEsQsR5stArwPI6l1deeLxpG/0u4C2Xl3XnWVagTAKWC0XI9B4RG6vIXywiDg04US8zgEWIWJDlJWB5mctLH6xkctovb7n8mslNScBy8cQaeZ9oDVbUsXojmXjN7MZThYQkT3SPKgpYhLg76d2Lc0cDsFhoZ057YCGTG155ymU0j2iZ/C4JWBxJZMDKlIvnzE70Yult14MsLwDLq3p4DVjRXLTbmhvHp53JLZ+85DKTRaRMfpfQgEWIWI1V5Ed6o5lEXAfH7k27oKDAEmS5CVhe1IQGYHmRi9bxaedyyyMPuczmECWT3yU8YBEiTmNNzCFKrsRMerl4z2oHsqKfMwtZbi7b4EVdaAGW27loHpv168juNcKzRMggFS8JWBzJD4CVKpcIWd0CLEL018UixP1eLDdrQxOw3MxF+7gsX0t2e3pp+xe1LlLW5AvAIkSMxisqeBjJKkpOu0MgmXqxtNt478WiDVhuZqN9TFavJ7u+WM0luncpffkGsAjhvwGLOD8pXVYR5yRYGSq0A1iEuLtkg5v1YQWwvG57XgEWi9eUE4DFYi5W6i7lrSRgcaR0gMV7tky5RMpntl6J77WybAOPkMUCYFmpF2vnkfZxvPbEYi6RfUullq8AixC+G7GoyxgYySxaPq8BixD+5mOxAljRXCKCD2vXlVN+WMslqmep9HINsD799FM0b94cp59+OgYMGIBAIABCCKZPn46GDRuiQYMGmD59euz9qbbrmrZ5Y+C1IWfyzWsuI7lFzGY0k977EiEr1cruhKTuxSKEbchiCbCczMXKcWgdzysvLOUS0a9UZrkCWNu3b8dZZ52Fr776CkVFRejcuTM++ugj5OfnIysrC+vXr0deXh7OO+885Ofnp9ye0rQDNwUeG7MRzzzmMpLJz7lSvUcLWUYAixC+erFYAywns9E+BgvH9MIHK7lE8yplTK4A1uTJkzFw4MCk7VOmTMGAAQNi/x4+fDjGjRuXcntK0xKw0r6Hx2wyl/m6RwEr1fBgVHqAxQNksQhYTmWjuX/Wjuu2BxZyieRTyrhcAazBgwejf//+aN26NerVq4cBAwagqqoKI0aMwJgxY2Lvmzx5Mh5//PGU21OaVhTMnTtXSkpKmRuDq1TvyRpQFPfvKGBF/z1dXk9SUlyKNkBIpZcrgPXYY4/h4osvxubNm7F371506dIF06ZNw1NPPYWxY8fG3jd58mQMGjQo5faUpjn7TTUaXnnKZSaPaLmM1Cvda1rASvUebQ8WId71YtmtF6s9WNFcbrVFmm2cdk+xm+eU9e8O1v1JmZcrgPXCCy/EDflNmTIFjz/+OKZMmYJHH300tn3YsGGxIUK97SlNS8Ay9F6eshnNLlouI/VNl1eZoMQgK92+eYQslgErmkvEIS2a15ibx2X9u4Nlb1LW5ApgrV69GtnZ2fjpp5+wd+9e/P73v8c777yDLVu2IDs7G2vXrkVeXh4aN26MNWvWpNye0jQnK1E7LSsLVPKSzUx2kXIZqZcRwMq070TAIsSbCe+Z/KcT64BlJ5vX++TFgxfz21g4vyydcyn35NoyDTNnzkSTJk1Qt25dPPbYY6iurgYhBDNmzEB2djYaNGiASZMmxd6faruuaUYn5botKx55yGUlhyi5jNQrE2AZgax0gMUqZPEAWFazebk/nnyI+pQmz76krMt3C42mEg+N26pHHrJZySBCLiNZnQAsQviDLF4Ay0o2r/bFmxdR1xrj1ZOUPUnA0oj1Bm4HsFjPZiW7CLmM5DUCWFZ7sQjxbqgwU5ZE8QRYZrN5sR/Wcvn5WDz6kbIvCVgJYrmR2/HGO4ykmwDOcy4jmTPl46kXy0ieqHgELCfaImvt2ctrzGvAYulcs+RFyhlJwNIRqw3dri9Wc9n1znMuI5mN5HOqF4uloULeAMtMNrf3wWIulo6jPR4r55sVH1LOSQKWjlht6KJ+eTvhm9dcRnKbASyRhgp5BCyj2dz8PKu5WDmG3jFZOOcseJByVhKwUojFxu4UYLGYzW52XnM5VfdEwDKz8GhUiYBFCF3I4hWwjNbMjc+ynIuF/bN2XNY8uCEv7tesSgJWGrHW4J2cRMtaNiey85jL6XrZgSyvAStTXXkGrEzZ3Pgc67lo75vlY7NwfLekvV/7DbYkYKURaw1e1EfBnfTLWy6jmczCo52f0NFucxuw0tWMd8BKl83pz/CQi4fsfgY8tyQBizN5WSSWGr3TXljK5qRXnnKZyWM2l9leLAlY3mVz+jM0crnhk4Xsfh6mdFqJ92oJWBzI6yKx0vDdACxWsjmZnadcZrM72YtF8/cJjdRXBMAyWzMr7+clF0/ZaU22p53bafm594oQCViGxErDF/kLzWmfIkFWYg4rkJXq9Uy9WF4Bll4uUQDLbM14arei9qrT+P5gJbuTkoDFgAk7RfNKLDR+Uec9uOWRh1xWcpj58rfaixX9t5eAlZhVJMDSq6Pd97EiUeeGeg1ZLGV3ShKwGDBhp2heivYFIOrTO276Yz2X1QxWISsRtFgDLG1e0QArVS2tvIc1OfmEM+0stPywlt0JScBiwISdonktUZ8yYX1IzQ5gsZzLTnargJUIWlrIkoBFp5ZW6sqSnLrOWMzulScWs9uR3ye4EyIBy7REBSza2dz0xjtkpfNuBrIIIRkhi9aThHq5RAQsIzXjta06cZ2xmt0LX6xmtyq/914RIgHLkkR+jJfVi1zUL2673o3e1BJ/PicVZLECWISI2YNltKa0/bmRy4vPs5yN9v69lqIocaLth8o5oG3AauFoexD5MV4WL3RRhx+c8G0FsjIBFu1hQkIigMVrzezUlffMdnubafun5Y/17HaUCFss3MM9yU3bgNVi0fYgAYu/7LwOFTo1b0cPsLSvszZMGO3B4rFmdmorQl6RH0rx89PcTsoP0OUrwNq5M4iGDYGdO4OO+BB5nRTWLnYnn1JiLZtT2c1AlpF5WLR7sSRg8S2Rl1Zxwycv2d2UaNDlG8AqKyO4+eYwLr447BhgESI29LB0wYu61o6Tfo3AI0+9WNo5WLzVzE59Rclq5Y8ZXrK78YcaL9m9Viro4gHCuAYszR/acdL7TO/eKnJzg+jcWQIWq8fz0gtL2Zz0agayeAIs3mpmp8Yi5TQLIjxl9/N3Em3x0svFNWAZ1YsvhjBtWgiEEMcBixCx50axctG78WXGSjansxsdKmR9uQa9pwh5qZmdOouW0cy1xlt2P/es05YELBdPrJn3X3BBOKmXq7DQWU8iL6HAwoXv1pwHFrK5kd1sLxaLTxOmWqaBh5rZqbWI+UQFLCc985hdKr18AVhaudGDFZXI66TQvvj9/OSOVcCyOlTISi+WBCyx5NTTsCzKz8vISKWWBCwHJQGLz+PTzuaWv0w363Sru7Ow6Gi6hUZZrxmNevOgTNl4zm7XO8/ZpfTlO8ByWyKDgKiAx3qvgR1vVoYKlQlKymFCQryDrEwrubNcM7v19ms2nnPbrRvP2aX0JQHLBYk8nCXqPDCWb2pu/mWc6id0CKE/F8vIT+WwWjMn6iVitmiuVNl4z2zne4T37FLJkoDlgiRg8XlcFs6vW76MQhZLQ4VGf4uQ1bo5USvRsmlz6WUTIa9VyBIhu1S8JGC5JLeeeqOdi5YPkZfC8MJTui/9dD8ETXOo0AxgsVg3J+otWrZMdRMlq5W6iZJd6oQkYLkoN9Zuop2JlhcvAYul8+xkditDhYmQpX0PK4DlZfugUW+RsvkpqwQsKQlYLkp0wPLSj9fHYu1cu72vRMAiJH4+Fo1eLDOA5XUb8breomTLlFe0nGbyiJZdSgKW6/Li5ihCNpaOxdq59grUjU54176HJcBirW5O10eEbJkyi5jRaCYRs/tdErA8kBdDPLxnY+U4tI/plQ+9fbK2LpYVwGKpbm7Um/ds6XKx1nPsdDY7dZfiUxKwPJBTXxysXoCiPuHHyhe+V4ClTFDS/kYhT4DFQt3cqDfv2USum91somb3syRgeSTRActtbzSXh6B93t1e9kMLVFHAir4na0ARF5PcWaybW/XmOZvIdbObTdTcfpYELA9l9wJi+QIUFbBoH9vt4xcUFCQNCUaHCmn/JqEdwGKhbm765jWbkVyiZstUN5Fz+1USsDyWnYuI9QvQbRAQNRvtYydCVrQXi3fAol03tz3zmM1oJhGzZaqbyJn9KglYHkt0wHJ7OEvEbLSza7PpQRbPgMVC23HTL2/ZzOQRLVumuomc16+SgEVBVi8kHi5At0CEhey0IIvGQwTauVi0fo/QScBiof24VW+espnNIlI2P2f1qyRgUZKVi4mXC1BUwKLlg8ZSGKl6sbyELKcAK5qNlTbkdL15ymY2u0jZMuUVOadWIty/DWelbcCvBRIZsNzwylJ2r714eTztUOFcZS7mKnPTAhaLyzSky8ZSO3Ky3rxks5JdlGyZ6iZqxkSJcP82nJW2AT8XSOShAKe/FFnK7vUXPi2g0z5RSIj3k92dBiwa59JLjzxks5pBhGyZMoucMSpR7t2G89I24PciiTyh1UkQYS27l5BFA7C0TxZm6sVyy4cbgEXjfHrpj/Vsdvzzni1TbpHzRSXSvdtQXtoG/F4kkQHLSc8sZhcVsKLH1FsXy0vIchOwWGxPTtWb5Wx2vfOcTeS6GZFI923DmWkbkIUSf90bJ3yzmp3GE35eSftzOdFeLEK8Gyp0C7Ci51TkpJZS2QAAIABJREFUNsVqNid885rNSC5RsxEi3n3bUGbaBmShIhL5i8WJLw5Ws3vxpUgbsGj1YrkJWF7Vjla9Wc3mRHZesxnNLmI2Ee/ZhnLTNiCLFZGRLw2eLzxRAcsLbzSzJ0KWl71YbgNW9Nyy1racHFZnLZtT2XnMZia7aNlEvGcbyk3bgCzWCYkMWHb9s57dTX+0sxvtxSLEWciSgMXWvljLzmLtnMwuSjZR79eGstM2IAsWL9GfohH5EXS3PNLOTmsulheAFT2/tM+xm/VmKZvTXnnKZiWLCPkURRH6np02O20DVgtG24ObEnktGNEByw2ftLPTGib0CrDcrB0r9WYlmxs+eclmNYco+fwIWhKwGJToF5rIX6Ki3hyjgFVQUJB2XSxCnIMsLwErep5ZONei9oS66ZGHbFYziJBNKz+BlgQsRiVqd7HVLDxlF3GIJ1MvlhuQ5TVgRc817fPtJmDRzuZWdh6y2cnOezY9+QG0JGAxLFEnPUazmJ3QStuzndqxsi870uvFIsS9oUIJWHztm7Y/FmrnZnaes6WTyKAVB1izZoUMibppQYuRqMQvDNEuMNEBy8nH7WnnISTzZHenIYsGYDldOxbrzUp7csMb7dq5nZ3XbEYkImjFAZaiAL17q2mlKKBvOqEIIjc6kQHLTCYes4sKWNFhwkyQxStgRc85rfPuxXFZaVNu+GI1m1O+ec1nVCKBVhxgtW8fzvgBI+/xogCJ20RudNFsomYU+S830W4YenOxMkGWVdCiCVjR807j3Ht1TJbaldOeWMwmomc3JQJo6c7BKioimD49hPHj40XbrPbEJ24TuXFGv+hFzSgyYDnhnbXsiUOFBQUFrvRk0QYsWufeS8BirW2JOHdRVL9eiWfQ0gWsK68M409/CmPUKBXPPntCtM1qT7jedpEbKItfhk7ns/M6y7JbO9aypwMsQpyb9M4KYHl9/r08HmttS8QncEX0SkM8gpYuYNWpA5SU0DeX7kSnek3kRipytkz5eM8uKmARYqwXixDzkMUCYEXPv8jQw1L7csMLS/lE8ElbUdDSiranlF71Nj7/fAjPPRfCb78FUVhIYqJtVnuCU70mciP1Qy9Wqnwi5Lazxg9t71rpARYhxPFeLFYAK1oDkedGsdLG3AIsVvLxUANexC1gTZwYwqmnAtnZYTRqdEK0zWpPbLrXRW2oos/FSlc7UTJbycFadu1E9+i26IT3qFcnerFYAqxoHUR+wo+FduaWBxayieCRJXELWKedBmzZEqRuLt2JzfQeERur9mlCEfOlq50oea3UjsXsiZCVrhfLKmSxBlhe1YImYNFua24en3Y23v1JmZcuYP3hD2F8+60ELNYk+ppY2myJ+UTKKwJgEeL+UCGLgOVFPWjWmzZkiXxuefYmZU26gHXXXSrq1AG6dg3jttvUmGibjZk2+AUtWoNNBCzR8qWrnWhZzeRhMXuqYUJCiGNDhSwDlsg9LSIDFu18PPqSsi5dwPrii6CuaJuNmTYx5ipSo9WDDpHypcsrYk6jmVjMrgdYhMT/hE46yOIZsKLZRJ4vJPo8MBbOMQ+epOxJF7COHk3etnGjBCzaEnluUqbMouY0kovV7KkAywxkpQMtlgErmk3kZQVEf5qRlfPMqh8p+9IFrG7dwigvj/z/0aMEo0apOOcc+r9BGDNt8qkBURqu6E/Ypcomck+dCIClB1mExA8VEmJ+PhbrgOVWbViqt+hrcvn5XEu5L13AGjVKxY03hrFgQRCXXBLGHXeo2LWLvtmYaQuPZYrQeNMBlgj50uUWPZ+d12lKD7AIMT5USEhqyOIBsNyoD2v1Fr1XiZXzzYoPKeekC1iEEPzznyEoCjBnDju/QRgzLQFLyHyi10/E2qYDLEJISshKfL8eZPECWE7XiLV6e/kHjgQs+j6knFMcYP35z+E41asHtGhx4t+0zcZMW1xYjPcGzHNPhxPZRc6Xrn4s504FWITE92JFc5jpxeINsJyqE4v1FhmwWDnnLHiQclZxgLVoUTCtaJuNmbaxcivPjZjn+TpOZBcdsvwAWIQY78XiCbCcrBOr9RZ9CQXa55328aWcVxxgXXBB5l4qI+9x3bQELCHzGcklar509WM5c6qJ7oQkA1Y0i9FeLN4Ay6lasVxvt73Rzu5nwJNyXnGApSjATTeF00pR6D9NaPe3h3htyDyvm+RkdhHzpasf63ndgiweAcuJerFebzf9sZDdz8OUUs4qDrCWLAkaEnXTDvy4I4+N2YxnHvOZySNavnR5echqZMmGxHyiApbdmvFQb7c8spLdz5PtpZxTyqcIWZYELDHzmckj+nwsbWZecprpxSIk8+KjPAOWnbrxUm+5Bhjfx5NyX74FLEL4a9Bm/fKWz2wWkfKly8xLTjMT3qO50vViScBiW278kcNSdq//iGMpu5Qz8jVgEcJXo7bilad8VnKIki9dbl4ymgUsQtI/Ucg7YEXr58VnaOaTa4CJmV3KvnQBKxAgmDkzhH79VBBCMGVKCFVV9M3GTEvAMvUZnjJayS5CPqfrTkPpAIuQE/OxtEo32V0EwLJSP17q7YZfFrNLwJKyKl3AGjZMxe23q7EnBv/0pzAeflilbjZm2kHAIoSfhi36kIPVDKJAJO/50j1NSIi5uViEpP+dQt4k+vxJuQYYH8eQ8la6gHX22UBxMYkB1q5dBPXq0V+eIWbahS9eHhq36E8m2fHPe75M2XjJZ6UXixDzPwTNm8zUkJdau+Gb5eyirwEm5bx0ASs7O4xdu04A1tq1QTRqRH+B0ZhpCViWPstDRjvZec5nJBcP+YwAltFerPHjx/sSsnios1veWc/u9RpgqqoyI9rnnkfpAtaECSHccENkUdFnnw2hUaMwxo1j50ef3QAsQsS/uFnPZ9c77xBpJDvr+awOExKSDFnROViiQZYT72FVdq9B1rO7+R0jAUs8pXyKcMmSIEaOVPHUUyoWLqS/uGicaRe/cFm+wEXvgnfCt4iQpbcGGG1P6WS1F4uQeMjSApafIIv1+hrJJ/J8Ube+YyRgiac4wJozJ5RWtM3GTEvAYmI/rGYXDbJ4WwMsUy8WIannYhFCkgArKr9AFsu1NZNP5CUqvFgDbPO6dXF/cEBREB44EOFPPknaju7dEV61CujbNwmMcMstCK9fH7ctPGYMwp98IgHLZcUBVq9eKnr1UtGtWxj16gH33qvigQdUnHUW0L07OyfYTcAihN2L3EnAYjWjU9l5y2c2C+v5nOrF0m4XCbDS1ZD12trN5/RnaOZzc4mKzevWATffnBZ6wiUlQIcOCC9dmhKwwgsWIPzMMye2BYNAu3ZQKyslYLks3SHCjh3D+PHHE8OCa9YE0aaN2JPcE8XihS76ejNO+uURIs1mZzlfJsAixFgvVuLP6NDO5UVtWa6rE/mcfD9t2f2eSeqJ0rT5jIBVVQXccAPC778fAakUgKVWVwOXXQaVRIYcwz/8gPDIkXKI0APpAlbdusCuXScAq6AgiNNPF3uZhkSxeIN2u0uaZVn9a5injFays5rP6DBhql4sQsRfuiFaP97m2FnJ6MZ7WZFbUzd0hwgLC08M/T34IMJjx57oqUoFWKqK8PPPI7xsWeT///Y3hPPzJWB5IF3A+tvfVLRrF8akSSFMnBhCy5ZhPP208RP8/PPPQ1GUOPXr1w+EEEyfPh0NGzZEgwYNMH369NhnUm3XNe3RlyxrF7tXEytZlJ1Js7xktJqdxXxawLI7Fysxn4iQxXo97eYTeQ0wp75jzAwRhl96CeGHH4YaChkDrO3bEX7sMYSPHQO6d5eT3D1Syp/KmTMnhEcfVfHYYyo++cT6BPc9e/agefPm2LJlC/Lz85GVlYX169cjLy8P5513HvLz81NuT2nawy9Yli54twCLpYxuZOchnx3/LOdzYi5WYhsVDbASa8hyPe3kE3mJCie+R40CVvjjj4Fbb4VaXR2/PQ1gqaoK3H47wh99hPDHH0vA8ki6gOXkU4R33nkn/v3vf4MQgilTpmDAgAGx14YPH45x48al3J7StMeAxcpF7+X6K6zJLmDxkNFOdlbzGVkXK9Pq7ok9WSIClraGrNbSiXw8/7HgRD4z2VMBFq69NnneVps2EcBKHFLcsuUEgM2bB7RqhfCxYxKwPJIuYEWfJuzVK/KbhGeeCTzwgPkTvGrVKlx88cWoqqoCIQQjRozAmDFjYq9PnjwZjz/+eMrtKU0rCubOnSslJcW4tICV8n3He7H0XtPeLLTbo2tj0c4nJeWm9u7dm1ZWQMmqTIGFoH8EOQJYifr++yA6dzb/FGHfvn0xefLk2L+feuopjB07Ng6kBg0alHI7S8Vj4S8rtz2wkNFNb7z2ZPE8SdjI04SE6M/Fiq6DpdeLRYj4PVmiiseHNszmE32JikySgHX8PBh5044dQdSta+4pwqqqKjRo0AB79uyJbZsyZQoeffTR2L+HDRsWGyLU285S8Vi4OUvAYmc/rGZnoZ1q5QRgERL/RKHokMVaDd3KaGY7b7JSQ1GyEyIBK3Ye9Db+9a9qTH/5i4pGjcK4/35zXYRr1qzBRRddFLdty5YtyM7Oxtq1a5GXl4fGjRtjzZo1KbezVjzaF4AXx6ed0W1fPN68eP6iNgpYhCRDlh5gJU56FxmwWKqjWzmNbONVZmsoUnYJWMfPg97GTz8NxvTZZ0EsXx5EIGBux3PmzMGtt96atH3GjBnIzs5GgwYNMGnSpIzbWSsezYvAq2OzeKE76Ym3mxfPww1OARYhyb1YokKW6JPd9bKm+jfvkoDlb+kCVosW8fOtysoILriA35Xcq6sJHnxQRZ06QPv2YWzdau/Hq2ldCF4el7WL3Wk/PEGWnTXAaPo2sg6WVlkDiuIgKxVgJUKWqIDFQg29yCp6XpHXAEslCVjHz4P2H717q7joojAUBbjoonBM2dlhdOzIL2D9738h3HJLGPv3E8yYEUKPHvYeOaV1c5aAxf4+WcpOEyLNwhUhmQGLkOTV3aOAJRJkid6rky6vqFl5XmrFqtyGLO1C5rSzpvSo/ceRIwS7dxO0bRvG7t0kpn37Ir1AtM0mFi7Fzzil/FxpKcHLL4fwxBP21/QQHbBoZfTSCy+9WE6ureOFrMJV9P+jkGUEsKIZRQYsWnWkkVnknFbWAPNyGQan18FyA3wSfyGGK8D685/Dsf/qibZZu4Xr0iWM004DPv3U+sr0WvkBeFj5wnPLBw+QZdef1/msABYhJyDLCGCJ/BuFoj9hly63HzKaeY02VHkNWKkASg+kuAOsRYuCsf/qibZZO4WLaufOILKzgSNH7Pvw+guBFmCx8KXnpgdWMrqZnQfISuzF0gMsQvQhS6RerHSAxXI7dTO7KEpXQz8AlhmAEkG+mOQ+aVIIffuqKCoiWL48iHPPBSoqnPEiOmDRPK6XHljI6LY3WpBl5jPaXqxUgEWI/lDhdJ0fhuZRmXo5RMjo13zpMiZuu23Ed/i1MAJZJKji0ieKMXv5iZ+56T21FGt3BJA1oAhZA4pw3qNF6PbiIeTvi3zmy7VVsdei6vNa5DND3jniCWCJDlAZz4H2H6JOcj96lKBnz8hThM2ahTF/vrO9cX5YPoH2l54XgEU7o9vZafZiGe3R0puLpSeRhwqtzNURRX6YixXNl+lhhlfezMGHyyuhqirW7gjgxXnl6Pt6KVRVRYCo+OPokjhYCoZUfL66Cg9NK02Co8MVIdw09hBWbKn2DLCkOJ/kzoq8ujnTBizaxxc9oxfZvcyXCrAygVb0r+10gEWIuJDlxyfO9HKJmlGbL7GHKSpCCH76eQMGHwehyV8exaY9BHdNPoyKShXrdwbw3EflSYD15doqfLW+Kg6MqgIq7vzXYXy08gSsScDyRnGApV3BXU+0zcZMM/gF6sXNmfYXDk0A8bKXkPZ5djs7zXxmerPGjx9vGLISt/MMWX5cN0kvk4j5zOStrq7GjWNKoKoq7pp8GMGQimmLK/Dd5mpMX1KB3E3VcUOEWQOK0HhgEf6TUxEHRk+8ewSTvzwa+7cELO8UB1jaFdz1RNtszDSjX56iAxZND36Y6+alH1YgK9377AIWa3V0oza8ZjSaR7R86TLrZX1qVhlWbq3G0HcjQJS3O4ApC4+i7+ulKK8MxcFSSFWxbT/BxYOKUXYsBFVV8e9FRzHsvTKENKAkAcs7pf2x54oKglmzQujSJYzatc392LOrphkFLELcf9qNdj5aPrwGLFbOtVvZaWU083Th+PHjMw4VphsmZK2ObtSb14xmsouUz2wdv1xbhd5TS/HFmqrYZPeBbx5B/zdKdWFp54Eg2j99ACSoYsGayGcDJB6UJGB5J13Ays8PYvhwFeecE/nuevppFXv20DcbM804YLm5ZhPtfG5nZCU7SzcuN9sTyxPfjQAWIZl7sVipo1v15jGj2eyi5DObvfhIEFkDilB8JBg35Pf20mMxWNI+RXjd8yX4bnM1VFXFXyceTprbdd3zJUnDilkDirBtf+YlIWifHx4VB1j/+18IXbuGkZ0NPPqoiq+/DqZdGZ2aaYYBixB3b4i0s9HyInqvGS0ftDIagazoMg1merG0oBWdh8VKHd2sCW8ZreQQJWO6fIkZzfYyuSna54dHxQGWogC3365ix45g3DbaJpNMMw5YhIg3b4a2Hz/M/aLlgRXISnxduw7WXGVu3BIOiUo3VMjbfCyrXnnKaDWDCBkzZRM5o98UB1jr1gUxZIiKrCzgj38MY8qUkAQsi3Kj2561C8/LoQnRl4igfXya87FSva4FLCeWbaBdRy9qwUtGO/55z2gkl6gZ/SbdOVjHjhF8/HEIt96qokYN4IYbwpg3z5nf73PENAeARYhYj9fT9iQBy/1j0JyPpfd64krumQCLEDHmY9n1yENGu955zmg0k4gZ/aa0TxESQrB3L8HLL4fQujW/K7nTlJMXCasXnKg9LKwcX6Q1wMxOctf+204vFiH8QJYTgMV6RrvZec1nJpOIGf2mjIDFongCLEKcu1BYvuBEnSfEggeel6iwupo7IclDhISY68VKN1TIQntys96sZ3QiO4/5zOYRLaPfJAHLAzn1Zcfyxeb2Fzor2f3wNKPd49mBKq20TxFqt9uZi8XDfCw//EHmlGceM5rNIlJGv0kClkcSHbDc9sdKdho9AyxDXSaYMgNUiYqug2UWsAgx9juFrLQpN+vNakYn/fKW0UoOUTL6TRKwPJQfJq/KNcD4P170mKmO6yZURaUHVlpZnfCeCFgstSu36s1iRqe98pTRagYRMvpNErA8lh8ewXbDJ2vZvZ4XRSuj3rGdhqlERcEqcZK7Vk4AVrqMNOWH68cNn7xkFNW/VLIkYHksP3yB+OUG4ZclKhKP70aPlVZGAIsQa3OxEgErVUaa8kMvsFseecgooncpfUnAoiA/dIP7YZjDqxsz7exGhwqdPGamIUJCrM/FSgVZNM+xF15YA0k3svOQ0eu6S9GTBCxK8sNkTj9M1vXiC52F7Ok8uN2TlU5ODRWycp7d9sFKRjf9sZ5RNN9SqRUHWIFAgLohQ6YFACxC/PFIsh8eOZdLVLgDWdGnCNO9x8leLFbOtR+A3W1vLGcUybNUesUBVqdOnXD//fdj1qxZKCrK/NcjNdMSsLiRX74w/QJYRiDLqeOlWgcrUU73YtE+334YdvbCF6sZRfErlVlJQ4SbNm3CpEmTcPPNN+P666/Hc889h5UrVzLVuyUKYBHij5WL/dDt7+aNmaXsXj5V6AZg8TBU6IeHJ7zyxGJGEbxKGVPaOVhlZWX4/PPP8dhjj6FTp07UzcZMCwRYhBi/sHi+AP3wdJBbkMVa9nRPFTp5HKOARYi9oULWIMsPS4B46Ye1jLz7lDIuOcmdARm9MfN8AdqFD16yuwFZLGYvKChwfbkGpwGLED7mY3kNWCy1L7cAi6WMLNRdyhtJwGJEogOWXf88ZRcdsNwGq6jMABYh5iFLu40lyPL6mCwBiFyigr4PKeckAYshZbrARLgA/bIGmMiTdd36eZxEGXmKUCsJWHwd02sfrGTk1Z+UeUnAYkiZbswiXIBW4YO37E5CFovZ3f4tQkLie7Cc7MUyM0xI4/z7YWiSlgcWMvLoTcqaJGAxpnQ3ZlEuQCvwwWN2pyCL5exeAFZUbkx2ZxGy/DLBntbxaWfkzZeUdUnAYlCiA5aVLLxm9ytgOQFZVgCLEHeGCr2sA+16+wHwaJ9jXjxJ2VMcYM2aNcuQqJsWHLAI0b/YRLsA/bIGGMtLVCxZsgSKomD27Nlx25s0aYJHH30UixYtwm233ZZxP8rfFSiXKFBOUaCcrkD5PwXKK8dhK+G1UaNGIRAIZNy3HmDReqLQqVrSrrfR44s+TMnipHfW/EjZVxxgKYqC3r17pxULcMOCB7el9wUg2gVo5kuO5+wsL1GxZMkStGrVCj169Iht+/7779G6dWvDgHXgwAGcd955ePnll1FaWhpZwuEiBcpfFSj/VKDUV6DcpUB5UYHyjHLitQEKlNapr+VEwIoqClrpYMvNXiw/zBOiBSByiQr6PqScUxxgtW/fPuMHjLzHddM+ACxCki84ES9APwCWXf9uA1bPnj1x5ZVXorS0FIQQDBo0CC+88IJhwHr77bfRs2fPOK979+7F9u3b416LDR8+p0D5h3XAUhSFmrxoi6y0ddEBi6VzzZoXKWekOwerqqoKixYtwgcffIBZs2Zh5syZGDlyJHWzMdM+ASxC4i86US9AP6wBZieDF4D13HPPYfbs2aiurkb37t0xa9Ysw4A1ZswYPPvss7p+x4wZExku1JmjZXaIUE9O9mKxMh+LpbbuB+Bh5Xyz4kPKOekC1p133onOnTujRo0a+Mtf/oL69evjySefpG42ZtpngBW98ES9AI101YuQncUlKqKAtWXLFvTo0QOLFy/GhAkTMgLWbbfdFuvVee+999CrV684v1u2bMF7770H5V4FSvv4ie/R1+wClhO/URiVHmARQgeyWGvrfniCkoVzzoIHJ+TV/TmxZ5lF6QLWqaeeigMHDuCqq67CypUrsXDhQkMTXUUrICsSHbCMZBMlO6uARQjBH/7wB/Tu3Ru//fabqR6skpISZGdnY+bMmThy5Ah+/fVXdOzYERMnToQyRoFST4l7rUuXLpg4caLrgEWI+71YbtSGtbbu5VwlPzzByOrxnZIELI1HvY3nnXceioqK8MADD+Ctt95CWVkZTj/9dOpmvS4gS2JtQqZbGa28xptYWqJCC1jjx4/HddddB0JIHGAlzkNauXJl0n5+/PFHdO7cGaeeeiqysrIwatQobN++PdJzNUSBcqECpeaJJwyjTxGm27fdIUJCrPViGX2qMFobp+vDYlv3wxOUtL9jWay7Vbl1j043N5JF6QLWsGHD0KlTJ8yePRuXXXYZHnroIbRp04a6WbeLx7JoX/xe5jSznVf5YYmKqHerq74bBax0TxTOVebaHir0GrJYrbcfnqD0wxIVXsjJezQPIJXSu97GQCCAL774AoREnhB64oknsGnTJupm3SgeT/IDZKXKKFpuPy1RkbjNKGQZASyt0kGW0X1YmYvldI1YrrfogEXTAwvZnZLdezTPUBWXQ/uPPXv2oHfv3mjXrh0eeOAB7Nq1i7pBN4rHq/wAWNGcRrbxLj8AVib/6UDLKcAixN25WE7XifV6++EJSj8/zeiUzN6nRYGquEzaf3Tr1g0PPvggFi5ciPvvvx833XQTdYNmCidaA9XL51fIEjWzU0tU7Nu3DwMHDkRFRQXuvvtu1K1bF02aNMG8efN039+6devYl1mrVq1ACEF1dTUefPBB1KlTB+3bt8fWrVuTPjdnzhwMHTrUdM6ff/4ZDzzwgO5ryqjjc7NGJfdsGfG0b98+tGjRAm3atEHDvpHXN27ciJtuugl16tRBw4YNcadyJwKBALZu3Yphw4al9WqnF8uJdsp6W3fzO4il7H5YosJNGQElEaEqLp/2H7Vq1UJZWRkIISgqKsJpp51G3aDZwonWSPWy+RGyRM7rxBOUDz74IDZu3Ig33ngDffr0QWlpKZYtW4aGDRsmvbeyshKXXXZZ0vb//e9/uOWWW7B//37MmDEjbnX3qKwC1ttvv42pU6cmbS8rK8PNN9+Miy++WBewlD4KlJZKWk8ffvgh3njjDbzyyiv44osvcG7fX3Fy3UZ48803YyvLt1Jaob/SH4QQDBw4EKtXr07pNR1geQFZPLR1Pz1BKeKxvFCq+7ToUBWXNd0JYfUE+B2wRM/pt7x2Aau4uBhXX3110vaSkhK0aNEiafv69evRrFkzZGdn4/zzz8dnn30W93ppaSlefvllPPHEE0mfjQLWnj170KlTJ3z55ZeYNWsWHn74YVx44YVo3LgxFi9ejEsvvRQNGjTA/PnzQQjBPffcgw0bNiRl6d27N3Jzc9G5c2fs3Lkz7rU40HpRSelp7969aNGiBdq2bYuDBw/GVo/XDhnu3bsXrymvgRCC3NxcPJCiN42Q1MOEhBgfKrTTXnlp6356glKk43ip6L3aT1AVl1/vZKT6NyvK5EvEhqqXS9ScehlFz2pniYrPP/8c999/f9y2gwcP4sYbb8ScOXOS3j979mx06dIFBw4cwNKlS9GwYUNUVFTEXu/SpQtOO+00fPrpp0mfnTNnDu644w5cfvnl+O6770BIZEmHyy67DLt378akSZPQvHlz7Nq1KwY6x44dw1/+8pekLC+++CKmTZsGQoguYEXnYCkTjv9+YU1F11OitCvLJ87LmqvMxaFDh3DhhRem3YcdwLLbXnlq634ALK98sZrdjvwIVXH5E09Go0aNYkr8N22zWp+Z3iNiY9UDLBFz6uX2S04z26OaOXNm3LyiDRs2oH379vjkk08MHbddu3bYsWNH3LadO3ciOzsbR44cids+Z84cnHvuuWjbti1yc3NBSASwor/0sGjRItx3333XUv6PAAAgAElEQVQghGD16tW47bbbkJOTgwkTJiTlueCCC5LWsyksLIy9TzvJXZlwfI5WPQXKuPTLOySuLJ81oCi2enx0srve0KlWdnuxjNTN6c+x1m5p74vVjLxll7KuOMDKy8tLK9pmY6YlYAmd0y/1dKrGX3zxBR588MHYe9u3b4/NmzenfP+kSZNw++23Y//+/Vi0aBEuuugiVFdXY9KkSejbty+KioqwfPlynHvuuXE9W4ScGCJcv349LrnkEhw6dAizZs3C3//+dxASAazevXuDkBOANXjw4CQ/iZlS9WBpPSmDFCh1FSjj0y/vkLiy/Dn3/IRTsq/BxIkTMVeZiw+UD9CsWbOMtUj3RKGbkMVjW/fDE5R+WKJCylnproNVUVGBzz77DG+//TbeeuutmGibjZn2oJueRVnt4RBBfsiYKmem7CUlJWjfvj0IIXjkkUeSeoXKy8uxe/fuWK9NeXk5evbsibp166JNmzZYsWIFCCE4evQoevbsiTp16qBZs2ax+VNaaSe5jxs3Dg888EBGwPrzn/+sm0mbSwtYUa/jx49P6SnTGlp6K8tnDdgPQgieV57HQw89ZKgeqXqxCHFvPhaPbd1PT1DyuG8pOtIFrO7du6NNmzbo378/Hn744Zhom42ZNjGmK1KjTQdYIuX0a8ZUdTaSu1+/flizZg11707WNNM6WP/f3tmHR1Hde3yfe+tj5U1ikLABAlpJoYBU5CUiFy7oA6IPL9Z3C+Wd4oMgGkylQq2ilIqU5tYqoHKvghKpFCVesAFaK14oKMESBSKEsLwmECW8JjnJ5nv/SHfdl5ndmdmZOefM+f3xeTSzuzO/75wzsx/OnJk18jT4WNpNq8DkyZOx2LfY0PvtulRopu/K2s9VuoNSpvUS/NAUrGbNmuHUqVPci9MtmgTL0zkT5fN6Tq32NJL56NGjmDx5Mve6U8kZi5EHjRr92Z0QpaWlaN7z5yn/RmEIJy4VytzHVRAsp+qUJTthHE3BGjFiBDZt2sS9ON2iTd6V4JWOa8fzkmRFlUc2aGX2el69fEaf5G52JKvdtApTv1GYTLDslizZ25vuoBRjfQR/ogRr5MiRGDlyZPg27WHDhoWXjRw5knux4aItCJYXOq8RwfJCzmTZvZxTqz1VyRq7zMxP5Vi5XOj2KJZeTivvER26g9L72YnkRAlWYWFhQngXGy7awnM1vPBFZfTkLHtOI9m9mFGl9jTSxmZ/i9BJwWLMPcnySnvTHZTez04kJkqwsrKykn7AyHscL9rig8tk78CqXGIwmsmLOVVpT72ckVmtCpYbkqX1ml2T3r3U3nQHpbezE4mJe9DosGHDEiLCU1lTqUHmTqzKRFkzebyWUy+jCjljs5oVLMb4XipkzB7J8lpbq3DeUuUOSsIcUYK1efNmQ3AvOkXBkrUjmz1RyZrTTHav5UyU0es5Y9vaimAxJv+lQq+1s5m+K3P2VI9RmbMT2mjeRSg6qY6iydqRVRhut5LF6/IReTehl3PGZk5VsIxK1lrf2rjfLEyGk5LlxTY22ndlz57KMSp7diIeJQWLMTk7syqTRq3k8ErOZNm8nDMWq4LFmLVRLDOSZdelQq029WobqyBYqWTwQnYiGmUFizH5OrTKB64qJ2cjubyaM5ZFixZZzmpWsBiz91IhY9Yly8vtq8o/lFT+xzDxHZqCVVdXh5UrV2LixIlgjCE/Px81NTXciw0XTYLl6ZypZPBCViOZvJgzltAIlpWsbtxRyJh9lwojc3q9bekOSu9nJ5rQFKzc3FyMGTMmLDJ33HGHtL9FmAyZOrXKEyjNCJbsWY1k92LOWCIFy2zW2J/QMSJbVuZiMWa/ZHm9XUM5zSyXFRXuoCT00RSsNm3aoLKyMiwygUAArVq14l5suGibHxUhS8dW+TZguoPS+zljiZyDleqlQrOSxXM+lpfbNFlOL2ZXefRddTQFy+/3IxAIhEWmuLgYmZmZ3IsNF+2AYMnQue2oUYacdtQta06zWbyUM5bYSe6pZjUqWKH/F2XSu1fROu96NbvKc0hVRlOwFi9ejKFDh8Ln82H+/PnIzMzEwoULuRcbLtqBh53K0LlJsNTIajaHV3LGonUXYSpZzYxiMWZOsBhz5yGkXiM2q5dzq3ocq4zuXYSbN2/G3LlzkZeXh40bN3IvNKpoh54mL3oHt6s+0XPaWbOMWa1k8ELOWPQe02CHZCV6z1rfWkuSFSlYevOxjEiWKpPdI/OqklnV0WhV0RSsSZMm4fTp09yL0y3aQcESuZPbWZvIOe2sV/Q2tSu7F3LGkkiwnH58g9VLhYylPpKlyoiOVpt6PW+ijF7KLsJP6omApmBlZWWhtLSUe3E8Gk/kTm63YImc1c7sMuVMpX7Zc8aS6EGjdkx6T/S+VASLsdTuLFRlXpJWbhWyqjDBnwTrX/tBa+Hw4cPRunVrDBkyBCNHjgzDu1i3Gk/Ujm53XaLmdKJWmbKmUrvMOWNJ9iR3K1nNPB8r8jKhE6NYeqKlJVheale721RGvD7BnwTrX/tBa2FhYaEmvIt1q/FEPaE5UZOIOZ2qU5asqdYta85YjPxUTiqSlex9To5iMaY/kqU3uuGVdk3Wnirk1GpnL+UmwfrXftBaWFBQoAnvYt1sPBE7u1M1iZjViRplPXmregel0d8iNJvV7A9BM2ZNsBhjCQWLMW3JUmGOTqK2lPU4tZrXi+1LgvWv/aC18KGHHgozZswYpKWlYfz48dyLdbvxROvwTgqWaFmdyi56TrtqljFnLCIJFmOpj2IZnY+l8p1mkXcTej2rVmbetdgFCda/9oORN33yyScYMGAA92KtNt7FiwwPPBBEixZAp06N+POfGwx9TrSD3MlaRMrpdH2iZ7WrXtlyxmJUsMxmNfs7hXaNYhm9VKjy85JiR3S8nDU2t9eykmQZFKzDhw+jRYsW3Iu12nCvvtqAn/0siLNnGbZtq0dGBgx/VqRO73QtImV1sjbZTmaq3kFpRrDMZLUqWIy5I1lGBEvmdjXThl7NaSS77DgtWD6fLwzvrLo1ai28++67w4wePRqZmZkYO3Ys92JjGy5m9D1Mos9WVTFkZzea2p4oHd+NOkTJ6nRdMn1JqXoHpVnBMprVzG8Thkh1FIsx449uMJJBpv6bavt5MacKbWqn+ETKlBa8s+rWrbVw/fr1Yd5//318+umnqKur415sqg135gzDbbc1oqDA2CXCEKJ0fBIs8dcpYnZR+q9ZrAqWWckyst5UHtkQwuiT3o22laztmiyTmeVewmtzsRJ9TycTJiMCJa1gxXLhwgXuhRptOD3++c969O7diHXrzMlVCBFOZm5tn3dON2sSMasTNcqQMxYrgmUmK49RLMYS31loRrBkbVerebyWNVE+L2SVccTJ9n2gtfAf//gHhg4diuPHj+P6669Hy5YtsWbNGu7FRjacmfeXlTXJ1b599Sltl3end3P7vLO6VY8I4uxWdtFzxmJVsMxkNXO50I65WIzZ96PQsrar1SwyHKt2ZfdyTpXQFKybb74Zy5cvx7PPPovbb78dX375Ja6//nruxYaLNnkC+vnPg3HztM6ft7Ztnh3f7W2LdJA7fQelSFmdzC5yzlhSESwzWc0IlhuSVVZWpqxk0QR/77WpymgKVvPmzXHhwgXceuuteOmll3Du3Dk0a9aMe7HhojkOMfI8wEmw5F2/KLXJ9AVlh2CZlaxk74sULMbskSy99jYjWTK1a7IcdrxHRlSe4O9VNAVr6NChmDhxIlq0aIGysjJMnz4dI0aM4F5suGjO13BVESyeWd2uQ+QvKFXvoExVsIxkTeWOQsbsG8WKFC0rgiVTuybLYOf7ZELlCf5eRVOwKisr8bvf/Q6ffvopGGOYP38+zpw5w73YcNECTJJTSXZEOMDduoNShKxuZBcxZyx2CFayrGblijH7BIsx7UuFkfUm+lFoWdvVrvplz2omj9eyqoIydxE6gUqX7Hgf4G7eQck7q1vZRcsZi12ClSirWbkKYdcdhYzFS1ZsrSrNxzJbu8xZvZyFaEKJuwidggTLm9vnndXNekTLGomdgqWX1colQsbsFSzGoiVLq05VJMtK3bJm9WoO4juUuIvQSVT64ldF8EQbxVL1DkonBCuZZBldV+Qdhak8fDSEEcFSYdK71ZplzOrFDEQ0dBehDbh5+UqVrLy3K9IXlKoT/O0WrERZrVwqtHMuFmPOPB9LxHZNVrObnxMJL2QgoqG7CG3ArROZCAcgr5M2r22Kss+9sA2zOCFYell5T3YPofpDSFOpV7asXqufiIfuIrQJlb4EVREsUfa5SiOkkTglWFpZrQgWY86OYiX6vUKZ29XJWmXK6qXaCW00Bauurg4rV67ExIkTwRhDfn4+ampquBcbLlpAwWJMrYdh0gR/b26fd9ZInBQsraypChZj9khWWVlZwlEsxrw7kmVHnbJk9UrdhD6agpWbm4sxY8aEReaOO+7A1KlTuRcbLlpgwVLlji+3L5/xFize21clayRuCFZkVlFGsSIFS7X5WHbVKENWL9RMJEZTsNq0aYPKysqwyAQCAbRq1Yp7seGiBRUsxtS6pV4VweK9fVUn+DstWFpZrQqWnY9tiBUslSTLzvpEzyp7vURyNAXL7/cjEAiERaa4uBiZmZnciw0XLbBgMabWgyFVmh+k0jwwEfa3G4IVm1WEUazIepy4VChC2xrJLuL6ZMpO8EdTsBYvXoyhQ4fC5/Nh/vz5yMzMxMKFC7kXGy5aAsFy4mAR8QBU6Q5KXnWoJHaRuCVYsVl5z8XSEixV7ix0QrBEzitLuxDW0P2pnM2bN2Pu3LnIy8vDxo0buRcaVbTggsWYMweLqAegGycxkbLTBH93cFOwIrPyHsWK3edGBMsrkqXSeVPWOgnjaArWpEmTcPr0ae7F6RYtgWAxptZwNwmWd7YXu21e2+chWGVlZbYIFmPWJUtrf6tyqVCl6RUy1kiYQ1OwsrKyUFpayr043aIlEixVJm2qdAel2/Xwzs7ry9htwQpltfoD0IzZM4qVSLDsukzIs13NZpdh3SrUR5hHU7CGDx+O1q1bY8iQIRg5cmQY3sWGi5ZEsBhT664YJ0/YImanCf7OwkOwGLM2ByuEU4LFmHOXCkXoX8myy7J+kWoTOasqaApWYWGhJryLDRctkWAxptazXVSa4O9WXaJkd7sOGQWLsdQlK9F+NvKkdyvbU6mPiZLVjbpEzaoKUYJ17NgxjBs3Dr169cL48eMRCAS4F6hZtISCZUdHl+VgUelEQRP8nYO3YFnN6qRgMebtkSyVRoXdqknErKoQJVjDhw/HpEmTsHHjRowdOxbDhg3jXqBm0ZIJFmP2dHJZDhQnTtYiZ1dNsNyqh7dgpbLvU3nwqJFtenVOlkpzG92sh0dWGb+nbd8HkX9ceeWVOHfuHBhjqKioQLNmzbgX6KWGS7WTi3ZCSFaravPPZFy3CG2rhyiCZSWr04LFmHOSxWOf89g+76xu1+N2Xlm/p23dB4l2iKg7SNS6jJBKJxfthGCkXtXmn8m0XtFrEkGwrGZN5edz7BQs2SRLpUeg8KjFzbwyf0/btg8S7RBRd5CodRlBJcGys2YZstMEf3sRRbCsZnVasBhzZhTLjbYVabuiHF9em38m8/e0bfsgdodkZmaGif2bd7FeaTirHVyUE4HZmlWbfybDOkVqWz14CFaih4y6JVlmt+Ol+VgqiR2vGkiw3CNKsEpKShLCu1gvNZyVTi7CScBqVtXmn4m8PtHaVg/RBMtKW7ghWIx5R7JUujzJc/tubMsL39Mp7wPeBajacCoJlh21y5ZdtQn+TtTotmAZ/YkcK5LltGAx5g3J4t3XVRI8p7fnhe/plPcB7wJkarhgMGgrFy9edPT9opFK/WY+y7t/MkYT/O3ATcEy+/uDZvK6JViMyS9ZIvR1lS5TOrlNEiwHBWvRokW49tprcc0112D+/Pnh5SNGjIDP5wvz3nvvgTGG5cuXIyMjA+np6Vi+fLmQDcdbOmQXrFQyyCZYjNH8s1ThIVhOZY39IWgn96PdPwztRNvy3k6yGrwmOzy2S4LlkGAdOHAAfr8fpaWlOHz4MDp16oQdO3aAMQa/348TJ07Evb9du3b44osvUFJSgg4dOuDAgQPCNRxv6fCKYFnJIaNgMUYPmE0FkQXLbLvwECwZ7ywUpa/T/LPUIcFySLAOHz6M9u3b4+DBgwgEAvjBD36A4uJiHD9+HNdee23c+/Pz8zFt2rTw33PmzMHChQuFazgSLHfzekGwGFNr/pmdX0yiC5aZtol8LpYb7S2rZInU12n+WWpEXqmKhXfbuoVjlwhnz54d3pmTJk0CY00/Iu33+9GzZ09cffXVmDhxIi5evIinnnoKCxYsCH926dKlmDFjRsKGW7t2rescP37cFEVFRfD5fLjhhhvw4Ycf4sEHH4x7z2effRbV8b7//e/j7rvvxr59+3TXO2DAAPh8PhQUFJiu6a677tLs8AsXLnR0XVOmTMGf/vQn3f1z+PBhDBkyBH6/H3/5y19w/PhxlJWVIS8vD1lZWWjZsiXuuOMObN++Pek+4NE3CLkJCZaj2/G5mylSsrReX87pPEoQieTLqJDJIGyOCNb777+PXr164dChQygvL0f//v2xevXqqPcEAgEMGTIEv/nNb5CXl4fnn38+SrBmzpyZULB47Cyzoy67d+/G/fffj2AwiO3bt2PChAlx7zly5Aiuv/768ChNTU0N8vLy8PjjjyccxXn88cfx0UcfWR5FOnbsWHi7qWJkXTNnzsSWLVuilm3fvj28f3bt2oU//OEPOHjwIPLy8hAMBnHPPfdg5syZqKiowLfffot3330XHTp0CO8HvX3A+6DSIpV/DfP+ly2vmmUYwTKT180RrBCyjWSJ2Ndp/hl/rAiYCDgiWE8//TSeeeaZ8N8vv/wypkyZEve+ZcuWYdy4ccjPz8cjjzwSXp6bmyv8JcLt27dj0qRJGD58OFq1aoW5c+eivr4+oWCNGjUKDz/8MFq2bImJEyeirq4uTrCCwSB27tyJgQMHIhgMYtGiRejSpQtatGiBKVOmhLchg2A9++yzaN26NYYNG4YHH3wwoWBdunQJw4cPR/v27fH555+jpKQEnTp1Cu/30L5Zv349KisrpRMsxtR6wKwddcskWEbytptWYUiy3BYskSRL1L5O88/EQ1nBWrduHbp27YqvvvoKgUAAt956K1555RUsW7YMgwYNQllZGcrLy3HLLbdgxYoV2L9/P/x+P4qLi1FSUoL27dtj9+7dCXcsj50VKwctW7bEnj17UFVVhaFDh+KDDz5IKFgtW7bErl27UF1djZycHGzbti1KsILBICoqKjB79mzk5uZi+/btGD58OM6dO4fz589j+PDh2LVrlxSCtWXLFgwcOBBnzpzBgQMHcM0118QJ1u7du3HvvfdqrvPdd9/F2LFjw39rzcGSTbAYo+efmUE2wTKS123BYixasrREy6pgOVGryH2d5p8RZnFsDtb8+fPRtm1bpKenY+bMmaitrUVNTQ2mT5+OtLQ0tGvXDr/85S9RW1sLxhhWrFgBv9+P9PR0LFmyJHHRggjW1KlTw39/8MEHcZf1YgUr9P/BYBBPPfUUNmzYgCNHjkSZeMuWLXHvvfeiqqoKwWAQRUVFyM3NxW233YYrrrgCf/nLX6QQrF/96ldYtWpV+O9Zs2ZpCtb999+vKU9r166N2r9eESzGzJ9IZT7RpXKi9qJgGRnFcqK9ZblUKHpfd7I+0bKTZKUOPWjUBLGCNWPGjPDf69evx5w5cxIKVuQcrLlz5+KDDz6IG8GKFIoNGzbglltuwQcffID9+/dj/PjxYaEQXbCeeeYZvPXWW+G/c3NzdQVLS6D279+PG264IXxJNPT6008/jR07dkgvWGZOXLKf5FQSLCN5eQgWY3JIlgx9XbX5ZyLWJQskWCaIFaw2bdqgtLQUVVVVGDx4cHh0yS7BeuGFFzB37lzU1NRg586daNOmDQoLC6UQrI8//hh9+/ZFRUUFDh06hIyMDFOCFQwGMXr0aMyePRuVlZWoqqrCqlWr0LFjR1RXV0stWIyZO5l64QRnJYOsgpUsb7JRLCfbW3TJkqWvqzb/TNTaRIcEywSxgjVixAiMGDEC11xzDV588cW4L/pUBCsYDOLrr79GTk4O0tLSMGHCBCxYsAC/+93vpBCsYDCIl156CWlpacjJycHEiRMTCpaWZJ0/fx6PP/44/H4/WrZsiTFjxuDQoUPh12UWLMaMn1C9cnIzm0Pkn8pJJa/ogsVTsmTp605Ih8jZRa5NZEiwTBArWFqPXUgkEFaIlA47H9MgAlr7R++Bol6agxWJkROXl05uZrLILliJ8iaSLKfb26lRLDtql6mv2y1ZomcXvT4RIcEygRXB8vl86Nq1q62CNXjwYPh8Pk8IVuz+0fspndhlifYB7/5pBiMnaa+d2IzmkfkSYbK8PAWLscSSlcooVqr1y9bX7ZQsGbLLUKNIkGCZgJeIhOTCKz+VYzRvsmV68O6fZlFRsIxk8sIIll7edtMqwJj2hHe32lvEkSwZ+7pdkiVLdlnqFAESLBPwlg5VBEtLqLwsWIwlPml58YSmkmDp5dUbxeIhWHaPZKkkWHbVLVN2mWrlCQmWCUSTDq+jN//Mi4LFmP5Jy6sns2S53BQsxpy9TKiXV0uy3G7vRKNYjLl7Z6HMfV2l+Wcy1ssDEiwTiCQcKhA5aqeKYGmdtLx8IkuUzUsjWHp5RRIsES4Vyt7XVZp/JmvNbiK9YLnZwCIJhyqoJFh6/dnLJ7FE81e8KliReUOCFSlZPNpblEnvXujrKl0epWdkJUZ6wQo1shvblVE2vIBZseTdP1Mltj97/QSmd5L22iVCvbyxo1i82luEkSyv9HWVLo+SZOlDgmUCM1LQv3//8O8L9uvXL7z8ueeeQ+vWrXHrrbeivLw86XKrglVcXBz1Y8nBYBDLli1Dhw4dkJ2djd27d2t+zkgdVrFak96+9KpgxfZpFU5eWidprwpWbN7YUSyRBctpyfJSX1fp8ihJljaeEKxQAzu9XaMiUV9fj1tuuSVu+Y4dOzBs2DCcO3cORUVFuPvuuxMu1xOsZJL1yiuvoG/fvlEP8dy9ezd+9rOfobq6GiUlJabqswOrNYX2pZlRLN790w4iT1iqnLhEESw3JYux+Ec28GxvI3cW2tnGZl+XDZUuj5JkxeMZwQo1sJPbNSoThw8fRq9evXDdddchOzsb27ZtQzAYxO9//3sUFBSE39etWzcwxnSXJxKsRJK1ZcsWlJWVRcnM4sWLMW/ePHTp0gXZ2dnYuXNn3OeM1mEFqzWF9mXnzp3RpUsXbN26VQnBCvVn1U5akVndFizG3B3FiswbOYrFu715Xirknd2p9rX7vaLihQx24inBcrqBjcpEUVERRo0ahfPnz2PPnj3o2LEj6urq8Nxzz2Hz5s3h9/Xr1w/nz5/XXZ5MsBJJ1pEjR6JkJi8vD2PGjEF1dTX27NmD7OzsuM8YrcMqVmoK7cvTp09jz5496NChA+rq6pQQrFB/VumkFZlXFcEqKyuLGsUSob2dEqxQZiuvyQrNP1MXEiwTWBWLgQMHorKyEr///e+xdu3a8PLrr78e9fX1usuNCtaECRPCc5RCn4uVmRdffBFvvvlm+O8+ffqguro6al1G6zCCXTXFZh84cCACgYAyguV0nxaRkHSoIFiReUOjWCK0N69LhSJkd6qN7XiPLHgpSyp4TrCcbFyjcrFq1SpMnjwZ1dXV2LVrF3r06IGGhgbs2LEDw4cPx9mzZ7Fx40bceeedCAaDusuNjlZpLY+VmW3btuE//uM/cPr0aRQXF6N79+5xnzFah1Ws1BTalxUVFeF9eeHChYTzsXj3T7tRbRQrlFkVwQrlTfTzOTxw8lJhKLORZV6BLo+qhycFy6nGNSoStbW1mD59Olq3bo2cnBx89dVX4deee+45XHPNNejTpw++/vrrpMuNCJbWa7EyEwwGsWjRImRkZKBr16747LPPEAwGUVVVhY4dO5qqwy7BMlJTaF9effXVUfsy0aR33v3TblSci8UY30uEPCRLNMFizH3J8nofp8ujakGCZQI7ZcMKZgTLa5iZf8a7f9qNancThli0aJHrmXkKFmNNklVWViaMZDn96AbG1HwkidHlvM+7dpxXVWhTPTwrWE40LO8OnkyivCxZZi6P8u6fdqPaF1CIkGDxkiwemUUTLMac+63CEPRIEv1lvM+7qZ5XQ9/VqrRrXH7eBaTSaEaws2F5d3AjAuVVyTIzese7f9qNapdRQoQuEbotWSIIlkiS5bRghdo48r9eR0XB4vUbwjxRQrDsOmiNdsQXX3wxfAddiKqqKgSD9jzJPRUZMfqk9srKSnTs2BGVlZWOHbB1dXWYMWMGWrdujW7duuHvf/+77nt37NgR9xT4yLyRmXn3T7vREiwVvogi52DxECxe87BEFSyn5mFFtrEK/Toyb6K/GWN4+eWX0b17d1xzzTUYNWoUSktLEQwGsWvXrvB3y/e+9z306dMHX375Zdy5cdeuXZgwYYLmebO8vBz3338/WrVqhY4dOyI/Pz/hZ6xkjPyuJsGSBLMN5bZgRVJQUIDnnnsuLAl2PcndimAZ3U5NTQ0efvhh9OzZ01HBeu+99/DEE0/g8uXLKCkpiZpsH8krr7yCm2++OW6CvF5m3v3TblS72ypE7CR3lSSLMRb3I9A8cUOw3G5jEUh0+X/nzp3o27cvTp06hbq6Ovz1r3/FwIED4ySovr4eBQUFuOeeewwL1vnz59GlSxe8//77uHz5MioqKjBq1Ci88847jgqWau2rjGDZ0bBmBeLkyZPIyclBbW0tgkH7n+RuVrKMbufxxx/HF198gREjRjgqWLH13nTTTZqvbdmyBfv27UsoWJGZefdPu1HtmUEhtARLhZUs7jQAACAASURBVEuFIcFiTJw7Ct24TMijjXkTe6UjBGMMgUAAN910E3bu3Imamhpdcaqvr8e6deuwYcMGw4K1YcMGTJ8+PWrZt99+i1OnTjk+gqVU+/IuINVGM4odB65ZaZgzZw42btwY/tuJJ7mbkSwj23nttdewbt06BINB1wTrwoULuOeee7Blyxbd95SWliYVrFBm3v3TblS7tTuE1mMa3PwC5jWKFflMLMbEkCy3LxN6uV8nyh27/MCBA5g7dy4GDhyIO++8M/xzYpGXCH0+H/793/8dv/3tbw0L1vLly/Ff//VfmudQukRoH8oIFmOpfxmZlZsuXbpEPQndiSe5mxEsI9vp2rVr3L+mzp49a5tMxT7hvby8HIMHD8bHH3+c8HMkWPqvefXLSO85WG5l5i1Yol0qdEOyIie7e7VfJ8seSeS57cSJE+jYsSMuXrwYJUENDQ04cOAAWrRogbNnz0adY/VkaePGjZg5c2bUsmPHjmHjxo22CVbs9zQJliSkIlipHLRmROLjjz/Go48+GrXMqSe5G5Uss09qd3oEq6KiAoMHD8axY8eSvteoYAWDQc+dmFV7AnSIRA8adXsUi0d7R45iiTLp3c0Hj3q1XyfKHpk5Pz8fEyZMwMmTJ1FXV4cjR46gW7ducYIVDAZx6NAhdOjQAYxFf0/pydLFixdx3XXXobCwEDU1NThx4gRGjRqFt956yxHBUlGuGFNMsBhLTbLMyMOrr76K1157LW65U09yNypZWtuJfZq7W4I1b968uNGy2tpazXrMCFaonXn3U7tQ7XfMQiR7krubo1g82jtSsBgTYyTL6QePqvpIklDWyLyXLl3CggUL0KlTJ1xxxRW4+eabw3dax95F2KNHj6jpH5GCFXuO3b9/P4LBIA4cOIARI0agRYsW6NSpU9RdhFqfMZuHBEtBwWLM+kHrlGhYESU3PysCZupPtZ1Fw2gOr+QNYUSwnM4skmAx5v35WKo+kiQye2Re3uddrfOqUUiwFBYsKwct7w5OgmXuROCVE7MZwfJKZsaM/Rah05l5ChZj6kmW3iNJvNSvjWT3Ql69uyNVQinB2rKlHnfd1QjGrHVgmSTDa5JlRbCstrNomMnghbwhjP7YsxuC5aZoxeaJlSwvz8dS9ZEkWhm9lDn0na33WAqvCpgygvXrXzegW7dGDBvWGF5mtgObEYJnn30WaWlp6NevHw4ePBhe3r9//3Bn6tevX3i5nU9yD1FcXBz19POGhgbk5uaiVatWGDx4ME6ePKn5OaNPe7eTZE+O79evn+Z+SyZYVtpZNMzWL3veEEYFy+nMogkWY96dj6XKI0lOnDiB6dOnh//esmULhg4dmjDzli1bcNddd4X/vnjxIh544IHwHKo///nPcZ8vKCjA448/brq+kydPYvz48VHLamtrMXnyZLRs2RI9evTAzp07dT8fW2ts9uzsbPTo0QNnzpwBYwx79+7FsGHDTAmYDGImtWBFHN9RaH2moKABe/bURwkWY+YOWqOyUFJSgqFDh+LcuXPYtGkT7rvvPgSDTQ+Eu+WWW+Leb/eT3IPBpqef9+3bN2pi+NatW/Hwww+joqIC69evx9SpUy3XYifJnhxfX1+PnJwcw+uLbTfZLzFYqV3mvCHMCJbTmUUTrND7ZJAsO9vQC/2aMYZJkyZh7969YIzh17/+Nbp164ZBgwbpZg69Z9iwYeHlr776Kn72s5/h7Nmz2LZtGzIyMuI+a1Ww3njjDaxZsyZq2f/8z/9g6NChOHXqFNavX4/u3btrflar1kjWrFmDV199FS+++CIKCwtx+vRpdOjQAa+99hrOnj2LsrIyDBo0CPn5+WCMYfr06fjss8/AWOIHs4qI1IJllpISdwTr4MGDuO2223D+/Hls3bo1PIp0+PBh9OrVC9dddx2ys7Oxbds2BIPGn7BuRrC2bNmCsrIyzTvvvvnmG/z3f/83XnjhhbjXjNZiJ8meHH/48GHceOONcfvNqGCZbWfRsFq7zJkZMy9YTmbmKViM6UsW75Esu0exVLhjtrKyEv369Qv/XVBQgD179ugKFmNNv0m4Z88eXWmpqqpCdnZ23PKQYB07dgw5OTn43//9X6xevRpTp05F586d0b59exQVFaFr165IT0/Hhg0bwBjDgw8+iKqqqqh15ebm4s033wz/7ff7cfr0ac1tJqr1+PHjyM7Oxo033ogzZ87gjTfewH333Rf3nkOHDoExhr/97W8YHzOaxhiNYDlXtI2CxZjxA9aoMNTX1+Phhx+Gz+fDlVdeiV27diEYDKKoqAijRo3C+fPnsWfPHnTs2BF1dXWOPcn9yJEjmoI1atQotGjRAp988knca0ZrsQsjT44vKirCXXfdFbffzAiWmXYWjVQES9bMjFkXLCcyu3mZ0IxgMcZ/0rudo1gq3DH7wQcfYOzYsVHLSkpKEgpWWVkZioqKNKXlzJkzuO2221BQUBD3Wug3Cn/84x/j73//OxhjWL16NXr27ImjR49iyZIl6NKlCwKBQFh0Ll26hNGjR8eta8WKFRg1ahTOnDmDDz/8EP/2b/+GQCCgWW9JSYmuYMWyYMECzJ8/X/f1b775Bp07d+beblYgwfoXRg5Yo9KwcuVKzJs3D5cvX8bBgwfxox/9KO63pILBIAYOHIjKykrHnuSuJ1jBYNOcp06dOsXVZbQWuzD65PjI7KH9ZlawjLazaKRSs4x5Q1gRLCcz8xQsxtS4VKjCHbMrV65Ebm5u1LJkgsUYQ1FRUdx7/vnPf6J3795Yt26d5mcKCgrQtm1b3Hjjjfjb3/4GxpoE64knngBjDJs2bcJPf/pTMMbw2WefYeTIkfjoo4+wePHiuHVdunQJDzzwAJo3b46RI0eie/fuOHfunOZ2zQjWW2+9hYceeihq2f79+/HWW2+F/9a6/CkDJFj/wsgBa1QaXn75ZeTl5eHixYs4fPgwOnXqhMuXL2PVqlWYPHkyqqursWvXLvTo0QMNDQ2OPck9VrBWrVqFOXPm4Ny5c/jyyy/Rvn17VFdXR33G7NPe7URvBGvVqlWYMGFC3H6zKliynZhTrVe2vCGsCpZTmd0axTIrWKHPeEGyzN4xK2PfLiwsxKRJk6KWGRGs0Hsin5fVu3dv7Nu3T/czoUuEX3zxBX74wx/im2++werVq/Hkk0+CsSbBGjduHBj7TrBmzZqluc61a9figQcewJkzZ1BUVITbb789Ya1GBauqqgp+vx8rV65EdXU1SktLMWjQILz00ktgjOH8+fO44YYbuLebFZQSrGTYJVgXLlzAhAkT0KpVK2RnZ4d/8Lm2thbTp09H69atkZOTg6+++ir8GSee5B4rWHV1dZg+fTpatWqFXr164f/+7/9w8eLFuCenG6nFacGKrKm2thZTp07V3G9mBctIO4uGHfXKlpmx1ATLqcw8BYsxsSXLjvlYKtwxW1VVhd69e0ctixWso0ePxo3ahKQllPnnP/953Oj/+fPnoz4TOcl94cKFGD9+fFLBuvPOOzXrrqmpwX333YdmzZqhb9++YQlLVKvRffKPf/wDAwYMwFVXXYV27dph3rx5qKurA2NNdyROmTKFe7tZgQQrhkQHrFuioYdTz7GS4flYVp+DZaWdRcOuWmXKzFjqguVEZjdGsawKVuizIkiW3ut2C5YTbewGEydOxO7duy3nkDGzVSZPnhy3r2SBBCuGRMPOMkmGSOsWUbBCbc27L7tdpyyZGbNHsOzO7MaDR5MJVjLJ4nlnIQ/BsruN3eDo0aOYPHlyShlky2yF0tJSPPbYY9zrsAoJlgZ6kiWTZFhZt8iS5ZRgyXCSIsESL7OTkpWs3mSCxRi/OwtTnYel6g0dVuuXPbPXIcHSQTXBcmP9ogmWXjuLht01ypCZMfsEy6nMTkmWkVpFvlSYyiiWqjd0pFK7zJm9DgmWDiKObrhRj2iZ3ahL1MxO1id6ZsbsFSynMosqWKH18JAsnoLlVDu7gcqjd16FBCsBokmWW7WIlNmtmkTM7HRtImdmzH7BciIzL8FiTFzJSnaZkDF9yVL1hg47apYxs9dxTLCefvpptGnTBn6/H3/4wx/AWNOPRc6aNQvp6elIS0vDjBkzUFtbC8YYRowYEXW76XvvvadftIuPxhdJstwULFEyu5VdxMxOZxc5M2POCZZTk97dbm8jghVan2iS5YZgidy3ncguY2av44hgrVu3DtnZ2di3bx/Ky8vDj+lfs2YNBg8ejOPHjyMQCODmm28O/7aR3+/HiRMnjBXt8m8PidJp3axDlMxu1iNaZjfqEjUzY84IViizXbl5ChZjxiWLx52FVkax7L6hQ+T+7UR22TJ7HUcEa968eVG/LfTss88iLy8v7n2/+MUvsHDhQhw/fhzXXnut8aI5CJYIndbtGkTI7HYtImV2qyYRMzPmnGDZmVkWwWLM/TsLrVwqVPWGDjtrFeX7inBIsNasWYMf//jHKCsrC49UjY/5NewTJ06gc+fO2Lt3LwoLC+H3+9GzZ09cffXVmDhxIi5evKhftM+HtWvXEgRBcCckWDy23W5ahbnP+NytLyRYeq+Hnu7Ouw0JvvAWIakEq66uDo8++iiuvvpqdOnSBbNmzcLUqVPDrwcCAdx0003hy4ORBAIBDBkyBL/5zW8SChaPncX7XwU8ts87M486RPsXoFuXR0XKzJizI1h2ZuY5gsWYuVEst+djmR3FUvWGDidqlCGz13HlLsInnngCzz//PBhj2Lt3L7p3744NGzbovn/ZsmXh30fSLJqjYPHstLy2LcKBSpdHvbMdozgtWKHMqeaWSbBC63dLsiIFy8hvFKo639Cp+kTP7HUcEawtW7agf//+CAQC+OSTT9C2bVt8+eWXOH78OLKzs1FcXBz1/mXLloV/Jby8vBy33HILVqxYoV80J8FijG+H5SlYvA9UGr3z3raS4YZg2ZFZNsEKbYPHSJbe624Jlkj9O9V2571eIjmOjWDNnj0bLVu2RFZWFt5++20wxvDYY4/F/fr3k08+iZqaGkyfPh1paWlo164dfvnLX4Yf36BZNEfBYkzNkSTeJycV9zmvGkTIzJh7gpVqZrsnurshWIy5e2ehEcFa7vPR41gkXDehDz1o1AK8DlLeB4mqgqXafhchM2PuClaq+5mnYDGWmmS5sW+NXipUdb6h1XYXaf1EPCRYFlFVsFQcSRJhv6uwzVjcFiyruXmPYDFmXbAY4yNZeu9J9mPQdrazCH081XYXcRvEd5BgpYCKl25o9E6dbfPe57wEy2xu2QWLx6R3vdfdEiyr+1n2ekQUSy9DgpUCbndWUQ4MFQWLZw0qyh1jfATLambegsVY6qNYbkiW0blYbrWzCOeVVNtd9txehgQrRVQVLBq9UyM7z5MxL8Gyss9lF6zQdp2WrGSCVVZW5voolgjnllTaXdTcIn1P84IEywZUfE4Rjd55e5sibJ+nYJnNbedlQl6CxZjzI1miCVZom7yPsVTaXdTtifY9zQMSLJtQcYKimycmkbJ77UQoag28BctMbq8IFmPOTHo3chdhKLvbghXaLu/jzGv/eBPxe9ptSLBsQkXBcrMmkbLT6J07iCBYRnPzvkRol1yFsFuyjN5ByEOuIvc778vxXtquiN/TbkOCZSMqPsfErZOSaNlVHL1z+wuIBMs47aZV2CpZds/HEuk5WHbve9q2NqJ+T7sJCZbNOHmQ8D75JKpLVbn00nZEq0UUwTKSm7dgMWb/KJYTk95FekyD3ftf1u06tf3I72mRv7OdhATLZpyUDd4HIM/aRM2u6uidG9sRSbCS5faiYDFm/6R3Mz/8LGpbe2mbTtZAgkWC5QgqCpbT9YmanUbvnEM0wUqU26uCFarHLcniNcndznaQZXt6NdhVBwkWCZZjOHGwiHAA8qpR5OxOS5ao2Z2uS0TB0sstgmAx5pxkOTWSpZddxZEsUY5zu85nJFgkWI7hxJeuKAeg27llyK6iYDldm6iCpZVbhMc0MOacYDFm752FeqNYkdlFEKxU20PE7RitJdV6SLBIsBzFbtkQ6QB0u04Zsqs6eufUumUVrFQlS1TBYsweyUp0R6FoI1h2tIlI2zBbTyo1+Xw+01hdP+99pVsj7wKsNhzvGoyiomA5UasM2Wn0zl5EFiy93HZIlsiCZcd8LFnmYMXWRXMtnceKlInsAyRYDmPngSniAehGbpmyqyhYTtUoumBp5RZBsNwYxUpFsowIloqSJepxLmpdJFgO7ljeNZjBrgNT1I7udG7Zsqs4eudEnTIIllZunoLFmPOjWIzZJ1l62UUUrFB9NBWAMAoJlkvYcWDK2MlVlksR1yVDW4eQSbAic6sgWIw1SZbVWmUVLK32tnO9vLPJXJ+IkGC5iIqCZVfdMmZXdfTOrnplEazY3KleJpRFsBizNpKV7BJh6P9VkywZjnMZahQJEiwXSfWglLVzqzx6J9J6ZMstk2DF5k7lrkI79p/bkpXo9di7Bo0IlqjzsGJrVXWkmncNskCC5TKpHJQyd2yV5VKEdciYWzbBiswdK1hmREumEaxQvXqSZVSsQkIlg1hF5lZVsGSplTckWBxQUbBSrV/m7KqO3qVat6yCleqdhbIJVqjmWMlK9ruDISKFSra+rvKNPDLVywsSLA5Y7Zyyd2gavbP+ed4ZeOSWUbD0cpsZyZJRsEJ1r/WtTTpaFUnsaJWMfV3lG3lkq9ltSLA4YaVzeqEzqyyXPD7LGxUFSy+3UcmSVbAY+27SezLB0rsUKGtfp3mmhBYkWBwxe1B6pTOrLJdufk4UrNYvs2Alyp1MsmQTrNgRq5BgJfqM3jwrmfu6yiPVvGsQFRIsjpBgmfsM77rtyu7GZ0TDSgbZBUsvd7IJ8DIIVqI7A0OSFfn+2EnsXhSsUP0q/kNK5tqdhASLM2YOSC91YpJLc5/hXTeP3F4RLCMjWancdRiJk3Jl5nELjDVdLjR7V6BX+rqbnxMF2et3AhIsATD65eO1DqyyXDr5flFRUbCM5rZbspwQLbOPXLDyEFJV+7pXsruZIbIb8s6tWyPvAqztWG8JFmPGOqYXDkCrmbyWXcXRO7NZvCJYVts71Z/ccUu09N4XKVpO7CfRoX9IOQsJlmM71puClaxjeuUANJvby9ntfJ8sGM3jJcGi9rb/vaJD0yCc20bsQCrvzLp18i7A2s71nmAxlrxjeuUANJvb69nteI9sGMnkNcGi9rbvfbJA0yDsR2ShiquVdwHWdrA3BYuxxB3TSweg2WyUnX+dbuf2omBRe6f+HtlQdZTe7jyij1Zp1sy7AGs72ruCxZh+x/TaAWgmn5ez0xeuNiRY3kPV7KqO0tuVSTaxCtfNuwBrO9v7gqXVMb14ABrJrUp2K6/JTqJsXhUsldtb5ewqTwGx+lkZR62i6uddgLWd7m3BYky7U3r1AIzNqHJ2M8u9gl4+LwuWyu2tcnZV/xFpJZvMYhXOwLsAS0UrIFiMxXdKLx+AyXJSdv61uZ3b64KlenurnN3Mcq9gNJ/so1ZRWXgXYKloRQSLsehO6fUDUC83ZVcje2xOFQSL2jv5Mi+icvZEeEWswnl4F2CtEUiwVICyq5c9MqsqgkXtrf+3l1E5eyxeGrWKymX3CquqqtCtWzccPXo0vGz58uXIyMhAeno6li9fbnn5d42hjmAx9t2Bp+IBqGp2+sIlwVIFyu7d7EakyYtiFc5m58q2b9+OHj164IorrggL1oEDB9CuXTt88cUXKCkpQYcOHXDgwAHTy6MbRC3BYsydp+OKiKqCpXL2UF6VBEvl9qbs3s6uJ1BeHbWKymjnyiZPnoytW7ciKysrLFj5+fmYNm1a+D1z5szBwoULTS+PbhgSLJWg7OplLysrU06wVG5vyu7d7FoS5XWxCud0YqWRgvXUU09hwYIF4deWLl2KGTNmmF4e3Tg+rF27liAIgiAIwfH5EP5v6P8j4S1C0gpWXl4enn/++ShhmjlzpunlsYLFe8fxwMv/yqHslD2WRYsWKZlb1fam7N7OrsqoVVRmJ1Yae4nwkUceCb+Wm5sbvhRoZnl0Q5FgqQZlVy976BKhatm9PieHslN2VXBcsPbv3w+/34/i4mKUlJSgffv22L17t+nlUUUrLFiR/1UJyq5edtUFi7JTdkJuHBcsxhhWrFgBv9+P9PR0LFmyxPLycNGKC1bs/6sAZVcve+Qkd5Vyq9reWnlVyq9ydq9CDxqVCJUPQMquXvbYuwhVya1qe1N2dbN7FRIsiVD5AKTs6mXXekyDCtlV/hkVyq5mdq9CgiURKh+AlF297CRYlJ2yq5Hdq5BgSYTKByBlVy+73oNGvZ47UT7Kzr9Gyk4YhQRLIlQ+ACm7etkTPcndy7mTZaPs/Ouk7IQRSLAkQtUvWsquZvZkP5Xj1ewqf9EayebV/Cpn9yokWBJBJ17KrlJ2I79F6MXsKn/RGs3lxfwqZ/cqJFgSQSdeyq5SdhIsyq5SfpWzexUSLIlQ9YuWsquZ3YhgeTG7yl+0ZvN4Kb/K2b0KCZZE0L9sKbtK2Y0Klteyq/xFS9nVzO5VSLAkgv5lS9lVym5GsLyU3UoOys6/dspOxEKCJREq/wuHsquXnQSLsquUX+XsXoUESyJU/aKl7GpmNytYXsmu8hdtKhlkz69ydq9CgiUR9C9byq5SdiuC5YXsKn/Rplq/zPlVzu5VSLAIgiAIgiBshgRLcObPn4+0tDS0bdsWL774Ynj58uXLkZGRgfT0dCxfvpx7nXZTW1uLWbNmIT09HWlpaZgxYwZqa2uVyB6iqqoK3bp1w9GjR5Vpd1Uyqt7Oqh/fqp7XVYMES2A++ugj9OnTB2VlZSgtLUVGRgb27duHAwcOoF27dvjiiy9QUlKCDh064MCBA9zrtZM1a9Zg8ODBOH78OAKBAG6++Wa8+eabSmRnjGH79u3o0aMHrrjiivAXrwrZVchI7az28a3yeV01SLAkoLa2Fjt27EBWVhaOHTuG/Px8TJs2Lfz6nDlzsHDhQu51OskvfvELLFy4UJnskydPxtatW5GVlRX+4lUhuwoZqZ3jUe34ZozO6ypAgiUBs2fPxpVXXomf/vSnqKmpwVNPPYUFCxaEX1+6dClmzJjBvU6nOHHiBDp37oy9e/cqlz3yi1eF7CpkpHaORtXjW/XzugqQYElCdXU1hgwZgqVLlyIvLw/PP/98+LWlS5di5syZ3Gt0gkAggJtuuglvvvkmGGNKZWcs+otXhewqZKR2/g7Vj29Vz+uqQIIlEPfddx98Ph98Ph/ee++9uNcXLVqERx55BPn5+XjkkUfCy3Nzc6UfStbKvnfvXnTv3h0bNmwIv0+V7CFiLx15LXssKmTUQrV2Zkyd4zsZXj6vqw4JlsC88cYbuP3221FeXo6vv/4a3bt3x5o1a7B//374/X4UFxejpKQE7du3x+7du7nXayfHjx9HdnY2iouLo5arkD2SyC9eFbKrkJHaWe3jW+XzumqQYAlMbW0tZs6cibS0NGRkZOCZZ54Jv7ZixQr4/X6kp6djyZIl3Gu1m8ceeyw8qhPiySefVCJ7JJFfvKpkVyGj6u2s8vGt8nldNUiwCIIgCIIgbIYEiyAIgiAIwmZIsAiCIAiCIGyGBIsgCIIgCMJmpBQsgiAIgiAIkSHBIgiCIAiCsBkSLIIgCIIgCJshwSIIgiAIgrAZEiyCIAiCIAibIcEiCAUZOnRo3JO0fT4f5s+fz702LaqrqzFu3Djb17t582b4fD5kZWXh7NmzyMnJwbXXXouioiIwxvDtt9/i0Ucfhd/vR/PmzTF48GB8/vnnYIyhd+/e8Pl8WL16Nff9QxCEeJBgEYTC7N+/H5mZmdzrSMbRo0dx/fXX277ezZs3Y9iwYWCMYdOmTZg/fz4+//xzTJo0CYwx3HbbbXjooYdQVlaG6upqvPzyy2jbti2qqqrAGMO4ceNIsAiC0IQEiyAURk+wFi9eDL/fjzZt2iA3Nxd1dXUoLCzE/fffj4EDB6JZs2Z46aWX8Otf/xrNmzdHnz59UFFRgcLCQowePRo5OTlo3rw5pkyZgpqamoTrHD58OLKysjBp0iTU1dUhNzcXHTp0wFVXXYV7770XNTU1uPHGG+Hz+ZCdnY3169fj7rvvDtf60EMPoaCgIG5detuMzBkpWN9++23UCNa2bdvQrl07XLp0KeozK1aswOHDh8EYCRZBEPqQYBGEwmgJ1ubNmzF06FAEAgFUVlZizJgxWLlyJQoLC9G8eXN8/PHH2L9/P6666io888wzqKqqwh133IHly5ejsLAQzZo1w9atW3H06FH06dMHr7/+esJ1tm7dGqWlpTh9+jQKCwuRk5ODiooKnD59GgMGDMCmTZuiRrASCVbkuvS2GZs1JFixvPzyy7jrrrsS7j8SLEJ2fvWrBlx3XSNatQIGDWrErl31YIxhz556+HyI4r77gmCMYe/eegwb1ojmzYGMDGDevCDq6vS3UVvLMGlSEM2bA717N+Lrr+vDr82cGUSLFsCNNzbin/+sj/pceXk9MjKA8vJ6W7K+8EID0tOB8+eN7YNNm+oxcmTQ8vZIsAhCYbQEa+7cuXFzsyZOnIjCwkLcfvvt4ff5/X4cOXIEjDHMmzcPixYtQmFhIX7yk5+E3/P6669j3LhxCdc5ZMiQqO2/8847GD9+PPr27Yvvfe97ePvttw0LVuS69LYZua1EgvXHP/4xKosWJFiEzOzcWY9u3Rpx6FA9Ll5k+NOfGtCrVyMYaxKsAQMa4z5z+jRDhw6NeO21Bpw9y1BWVo9BgxqRn9+gu513323AXXc14tQphhUrGvCTnzRJy4cf1qN//0ZUVDC8804Dhgz5bnvnzjGMGNGIH/yg0TbB6tWrET//eRCvv/5drYn2AQkWQRCW0RKsvLw8zcnuhYWFGDlyZPjvzMxMnDx5EowxzJ8/PyxYDzzwQPg9K1aswIQJEwyv84033kDPz4zXwwAABEtJREFUnj3x+uuvY8eOHRg9ejRWr14dJVjvv/8+Ro8eHf7MmDFjwoIVuS69bUaSSLB27NiB9u3b4/Lly1HLp02bhg8//BCMkWARchMIMGRnN2LjxnqcOxf9mp5gvfFGQ3gkK8Tx4wyHDtXj6FGGjAzobu/sWYbf/rYBs2c3ff7pp4P4wx++k51OnRpx6VLT/48bF8Tf/tZUg5ZgrV7dgKlTg+jcuRHt2zeiqKgeXb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Popis zobrazovaných grafůEmagram 100 hPa, Emagram 500 hPa, Skew-T 100 hPa
křivky:
tlustá červená - změřená teplota
tenká hnědá - virtuální teplota
tlustá zelená - teplota rosného bodu
tenká modrá - izobarická vlhká teplota
tlustá/tenká fialová - virtuální teplota adiabatického výstupu (nejprve nenasycený, nad kondenzační
hladinou nasycený), tlustě se vykresluje jen při nenulové hodnotě MU CAPE (viz popisky vypsaných veličin).
Světle červeně stínovaná plocha představuje energii MU CAPE (pokud je nenulová).
Vertikální souřadnice všech 3 grafů je stejná, tj. tlak vzduchu v logaritmické škále. U Skew-T, který je modifikací emagramu, jsou izotermy skloněny pod úhlem 45° a graf tak umožňuje efektivnější využití plochy a výrazně lepší zhodnocení velikosti a tvaru ploch energie, než obyčejný emagram. Na pravém okraji grafů je pomocí větrných háčků zobrazen profil větru.
Vypsané údaje u grafů do 100 hPa:
t-conv - konvektivní teplota pro průměrný směšovací poměr ve spodních 50 hPa
t-mxcf - odhad denního maxima teploty na základě teplotního zvrstvení
Údaje u grafů do 100 hPa, které se vypisují jen v případě nenulové CAPE (dostupná konvektivní potenciální energie):
mu_cape (Most Unstable CAPE) - CAPE pro vzduch vystupující z hladiny s největší ekvivalenmtní potenciální teplotou ve spodních 300 hPa. Dobře použitelné i pro noční bouřky.
mu_cinh - hodnota CIN (energie nutná k překonání zádržné vrstvy) pro stejný výstup jako u MU CAPE
bwd_06 - velikost vektorového rozdílu větru při zemi a v 6 km nad zemí, hovorově nazývaná střih větru (skutečný střih je tato hodnota vydělená vertikální mocností vrstvy tj. 6000 m).
bwd_01 - totéž ale pro vrstvu 0 - 1 km
srh_03 - helicita ve spodních 3 km
Hladiny označené u pravého okraje grafů:
MXWS - hladina maxilmální rychlosti větru
MU_EQL - hladina nulového vztlaku
FZLV - hladina nulové izotermy
WBZL - hladina nulové izotermy vlhké teploty
MU_LFC - hladina volné konvekce počítaná pro stejný výstup jako MU CAPE
Hladiny označené jen u Emagramu do 500hPa:
ML-CCL - konvektivní kondenzační hladina
SB-LFC - hladina volné konvekce počítaná pro vzestup od povrchu
SB_LCL - výstupná kondenzační hladina
Graf rychlosti a směru větru
Pro profil směru a rychlosti větru je použita stejná verikální osa jako v případě předchozích grafů, tedy tlak v logaritmické škále. Na křivce rychlosti větru je označena hladina maximální rychlosti větru.
Hodograf
Vykreslená čára představuje spojnici (obalovou křivku) konců vektorů větru (směr KAM fouká!) od povrchu do výšky 12 km nad zemí. Barvou je pak naznačena výška zobrazeného úseku (viz. popisky v grafu) a celé kilometry označeny křížkem a číslem výšky v km.
Značky odhadu pohybu různě organizovaných bouřkových systémů:
černé N - průměrný vítr ve spodních 6 km vážený hustotou vzduchu, pohyb obyčejných konvektivních buněk
červené R - pohyb pravostáčivých (cyklonálně rotujících) supercelárních bouří
fialové L - pohyb pravostáčivých (cyklonálně rotujících) supercelárních bouří
zelené U - (upwind) Corfidiho vektor tahu z týlu se obnovujících systémů (backbuilding storms)
modré D - (downwind) Corfidiho vektor pro pohyb dopředně propagujících systémů s húlavou
Veličiny bwd_01 až bwd_08 a srh_01 resp. srh_03 mají obdobný význam jako u Emagramů a Skew-T diagramu.