Елестер
Ортанаың сыну көрсеткіші тығыздыққа байланысты төмен қарай өсетін болғандықтан сәуле h биіктіне жеткеннен соң төмен Жердің бетіне қарай майысуы мүмкін. Аталған биіктікте толық ішкі шағылуға ұқсас құбылыс болады(4 сурет). Бұл құбылыс биіктік бойынша ауа тығыздығының аномал үлестірілуіне байланысты болады және атмосферада байқалатын әртүрлі елестердің себебі болады.
![](data:image/png;base64,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)
4 сурет.
Кәдімгіде жоғарғы және төменгі елестер байқалады. Жоғарғы елес пайда болғанда заттың өзінен басқа оның жоғарғы жағында орналасқан кескіні де көрінеді; төменгі елес пайда болғанда заттың кескіні заттан төмен орналасқан болады. Төменгі елестер жылдың уақытында шөл мен далада байқалады. Ол кезде Жердің бетіне жақын орналасқан ауа қабаттының температурасы өте жоғары болады, ал тығыздығы мен сыну көрсеткіші биіктік өскен сайын өседі. Заттың әр нүктесінен адамның көзіне түзу сәулелер түседі, б.а. ауада шағылмаған сәулелер, оларға кәдімгіде заттың тура кескіні сәйкес болады. Бірақ сыну көрсеткішінің үлкен градиенттерінде толық шағылған сәулелер де түсуі мүмкін. Олар айнадағыдай заттың кері кескінің береді (5 сурет). Заттың үстіңгі жағындағы аспанның бөліктерінен келетін сәулелер шағылатын болғандықтан.судың бетіне ұқсас елес пайда болады және онда айнадағыдай аспанның кескіні болады.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAegAAADDCAIAAADGLhUaAAAACXBIWXMAAA7DAAAOxQGRNQ/iAAB4j0lEQVR4nO29dXxVR/c9PH0qFAgWSICiwYoGL8Vdi7t7gQClQYtDoUgpDn2wQIFiRYoUdwlOcZcEl2AhCRBo+/Cud9b37t/pTQgJxG6Y9cf9nHvuuefMGVmzZs+ePR+9evVKGRgYGBg4Dj6K6QQYGBgYGEQMhrgNDAwMHAyGuA0MDAwcDIa4DQwMDBwMhrgNDAwMHAyGuA0MDAwcDIa4Dd6Av/76C58ff/zxy5cvP/nkkxcvXsSLF48/vXr16oMPPsDBP//885///Mf6L56Xy/6nwfMffRRKrfv777/x6e/vnzRpUhzgYl5md1sBEmO9GxL5gYY8/cMPP2TCACYeXyXlEUVwcDA+P/30U74y8wSPtr6mgUG0wRC3wb/w/PlzDw8PHGzduvXp06eg6apVq+JrgQIFsmfPnjVr1jx58uCk0rQFcrxx4waOEydOnChRIqUZU7gMf8fngwcP9u7d6+rqGj9+fHwNCgqqXLlyyOdKB5AkSRKluR7kiONly5YVLFiQj5CLkQAScdeuXdevX680cYPicaW7uzuOnZ2d8UScv379OjgXx/Xq1cPXzz///O2yxdfXF58TJ068d++en58fifvQoUNvdzcDg3eEIe64D1ljRc2LT8pYq5i1Ksfhw4fjc8aMGdCnEMKUrvgX7kN5a9Wt6dKle91zEyZMyM8MGTK8MZF8iouLC+keDA5qRgrxUP5kBRLAlMybN09eDRfjk/paXhZ/R1eEM2+ntSXrMmbMiM9p06bx/rgnHxEybQbRA9QT1IG3HkJFKaTaRN2AzBB3XAOYhWxC48OuXbt27tyJg4cPH966dUtpTQ0lCzJNmTIlvn7yyScQy/ny5SO9QtiCPZUW1MpisgiVQAViM3lHSF+CZ1Ghvw52iZGuSO4gB05OTm+dHnkpSQxvG3baDN4OIimUNoWhZooJDgVBNsQYC59ZsmTp37//o0ePQr0P/sWCww05Norm8sLTAwICOAaNIhjiNjAwMHAwGOKOa4DcCA4Ozp49O43FgwYNateuHQ6SJk3KMzdv3lQWQQpVQqPt+fPn8XXNmjUTJ07kfZydnaFrOnfurLQwD+OhkT4klHGDwfsDGruUnsPAOA8VFYM/GkNwnnWMo8Y5c+bgGo4pQwI1Z926dTho2bLlsmXLcFCuXLloewvCOiUTFTDEHddAS/S1a9f4NaRXRkirtPVM8eLFR40apXRTef78+fHjx0ncOPD19cWQc+vWrQcPHsSZZMmScd5SaZ+TyH0Lw9rvIaAt0GEr7cMDUgZTg7V79uyJMz/88ANNJTR94FdUbKtcELcfLy8vMP64cePwdf/+/enTp4+Rd4lqGOKOa6BCsTrqRYgEZV4FDcPJyalkyZJffPGFsnUA6BJww2zZsimb+ZveHVbrpIHB2yFFihQY4eEgb968hQoVomfRjBkz+CvGjvg8evSo0kIBqiJBggTyX1C20rPHIHrUyfnz5+Nr7ty5KeHjHgxxx02IGImodLX68xF2E/fihU2mDtuEYmDwOlhdL3h8+fLlpUuX4qBYsWLOzs5PnjzBTw8fPsSZkSNHkrgfPHigNE3jJ6hs1lUMBE+fPo2DLl26eHp6Tp06tXHjxrw5a6lYWk6dOpUpUyY6BXES3kFhiNvAwCAGICNCpemVX+kaD3b29vauW7cufyU6duyIz1atWuFz9uzZEBCBgYHFixfH1/Pnz589e1ZpkTF9+vTRo0fT/C2qQqzn1apVe/z4MQ3lDg1D3AYG7yNAbXv27FF6VoNnom7wRMMdWZh++nh0y5YtcQAapb8/rpk0adJPP/2ktC/grl27XF1d79+/TzGO1C5atAgHFy9exOfcuXO5wuDKlSv4CgZv0aKF0hbwypUrf/311zLQJF9nzpyZK8XSpUt3/fp1OupBsNPA8u6I/pW0hrgNDP4P1oX7cX4tO1imbNmyODh58iQ+3d3do+Ip9A8BjQYEBDRp0mT9+vXsHn777bcBAwbgoFevXqBgTi22b9++U6dOSpN4zpw5z507lyBBAlyg9JpVUnCmTJkk/ceOHWMxgeJ5W1yzbt26R48e0YHq6NGj+fPnx0EiDRzs3LkT9yStR+IEePTXFkPcBgb/B7Tk93AnvyiibAJ8CjV66dKldu3anTlzBuwJKa00/9JbycnJiRZnpRfZUo+jIE6fPl2oUKG1a9f+8ssvSjMjrR9CkfHixevfv7/ocbkDznTp0qVmzZr4WqtWLZ5Pnjw5HZ9Sp06Nm/v5+SltP3F2dlavj4cTfjAZ0UnfhrgNDP4f4rzQjmaA0ebPnz9+/PiZM2eWKFFCWTiOtos6deqAxEeOHAnKTpkyZbJkyZSONQaePX/+fJYsWTgZfuXKFa7spUyOHz8+Dnx8fEQ1k7vRGYwbN46+23wWjSHPnj0jWadKlWrfvn0XLlzAcf369d3c3HCAHgWPwx3wLN6HVh30DXSa4lAsjOX1srrYmEoMDAwMDEKHIW4DA4OoAoRqew05Y+eoumbNGqjakydPfv755xC2NGQ7OTmVK1fOxcVl4cKFPINfqZ2piCGQp0yZ0q5dO6pgCGredvTo0YxXQ8mM87xAjCE48+effwYFBSm9nHLz5s1KG1ju3bsHsf/8+fMRI0bgTNOmTZW2/v/www84OHDgQKixiEO+VLTBELeBgUFMApyYL18+KzN6e3vjDJi9SJEi33zzjdKO24GBgcpmxHj8+DGoFnRJ+zgNHdZ7VqpUSen1OF26dFGWtQgJEiRo1aoVLSSTJ0/+9ddfcTBmzJiAgIBPPvnEz89v8eLFOMOJ04IFC3IFMp4eNnFHP2JXagzCj+ifDzEweHdQQVtD5UDYHjlyxNfXd8KECTwJFgaNQh0nSZLkxIkTSrvu0S2EEdVR+bkUXq633h+/8gyu6dOnj9LuenRcqVKlCh509epVHOfJk4eNCLyfI0eO27dvZ82alcnjmkwIfy4I6tq1Ky3gUZw3EUAsSopBhGAo28BxAVLOmTOn0mttnj59CqIEe0JNixzByfjx4/v7+4NeVQQjXOOaHTt2KG0M2bRpk7J5myjtnii7JslORvgEX2fMmFHiwfITFw8ePBgHFSpUyJ49O5fgKz1E4IoeWZbJcUCkR+wJA4a4DQwMogmgwm3btuFgypQpd+7cUdpfkOI6RYoU3bt3p6vJwoULaXFWNjYEiT958iSij/P29satlJbkVq9tPEvpCPWM040HgXnxadcrgKnpVjho0KA5c+agL2E3cO/ePdytQIECDOODXoEMDlqPNu42xB17EYbKENclVCB8yp4vsv9LjEOC+zDxjIvPM6jf3LtShbYJJAe5eDs0JLQrjnzlVjyWvXiUI5iMkEJ6laGwZFsAFbvTHLngPqX379/PmjUr+RfFd/jwYaXjSaHGnjt3LnPmzKlTpx4yZAhOzpw5E1dOnz69cuXKWbJkwZn+/ftzB7uvvvpKaaoNT/QoZDvXW0LXs0sICAjYsmXLl19+ieP06dNTziuL+rYC1MwtlvDr8uXLUWnJ/sHBwUg/rpeFl/v27VPaOZ0Lf6IBhrhjL+yIW+L80V2UBMfol/KXGGTt1xEo1zrLcBJNjoEp7t69q3RcIbwUjjEoVrqF169fHwefffYZ3gVCDG2DZEf64zGH1UpTIQ9ilf3RDnjZI0eOKO2lwKYOyda3b9+YTlf0AayNci9ZsmTdunV/++03nGncuHH27NmVjg4PUZwtWzaU7P79+7lFHHLs/PnzqDMnTpzYunWr0v7XhQsXVnrPUqUrQHiIG9TMZuLm5kahgBqF/wpHs71YI6JYwfgnSlczVDDUSVZaJDVRokSPHj3izV1cXOiiju7HELeBgYGBQehwVOKWmQGOwniSkwxK9/COGyEauvKPP/6A6OAuHj4+PpClSmsNSgOoNnT+6NuhX/CmEBFFihRRWpOm14iRZHMDwD59+nDK/tatWywLSOnq1atj5NusWTN8dXZ2/liDC+HC2Ef4Iw35Sk8DCq6xY8dyoH3s2DGGKKpSpQoGtrly5cqRIwdnn8QcwZEKRRarhNXcaR0oiHOC7LcZdhUKfx1jICcJ5/S+4fTp07NmzTp06FDKlClZcJkzZ+bgI126dI0aNeJlqCTyF9QQaHMPDw8OxWT0SePGqVOnoHkDAwNDNTfJOOz69evUyGhTNGfjoRMnTkTzwXHt2rVZK1634hGVrUGDBjg4ePAg7uPr68s5z6NHjw4fPnzSpEkVKlTA15w5c6INKpsvSvTAkYibhkICGf0/DTRm5Ds5QpqrQ298hTcaN24c6tbx48fxtYmG0vuDcAeDNGnSODk54U05YLTukBuDZtPkyZPj89KlS2RwjHlpDQBTo7E9ffqUm/ay1KzdbThBywnHtj179iS3BgcHDxw4EAfLly9HO8fXOnXqVKxYMX/+/GyctLRYLezKspms3S4qYjrnEucwSFlM7RF6hfcWuXPn/vHHH7k1BzpXZQun9zog/9GJ3r59G8UtDZkVBpStNDXTfBGqlQPlQlP4xo0bWUZgbYmI0r17d3b/qCQ0YanXcDcqD1fPg5F5n1SpUvEOVatWzZ49u6yPZ6/wFrX6rREriDtkrkngczQ5tqVkyZKxWyPQDpcuXYpfoeP2798/fvx4nNy9e3fv3r2V9qi/du0aszXsFhg7wbmO8CC29U8oglDPy1brLI63M0mHVDSQ23T+FRdgpRsSuwelzZQg9J9//pmVp2jRokqbmOlX8ODBA7ZhaLeyZcuig+H+nGnTpg27C5TKyYj+r7tM4iKJIV6mXt+iTkbIJS62gfr6/v37/GoXQhb5AyqXigF53r9/f3TDOCn7tUv8KWXbWFVWSFqBXMJJWsYTJ068fft2peN3A0rbuHFP7skAHS0xRmj4tstYnOEFM2bMKFOmjMQgBGigt6vGYO1oK6NYQdyUzzjYtGkTVzq1b99+1apVSk9esa6zgQnQfzZv3hwn8ccSJUrQux79Xo8ePZQuic8//5z+RijFhQsXYlgUzS9lEFOgjiYzgosxKv/+++85XCN9o0GyD0DDFlMJ6okMqF83W2WHN8orjjnwCHpEFC5cGIlhCt9CnfEV8C+HHlCGBPKHrwMxzi0OuC0ZGnVISYehldLDUDb5kPwIbq1fvz63LhPb1++//05th7+D07muHdfQziZbXNrdCsXE+UmM3qLTDBIexABxh9opsZkVK1YMY22lHTDXrFmjtBSSOOvMOw6yoOBQ9SU0O2+FA3GJ530IdLaGuN8f2O2+xmpDRuan3cU8AHfIr+GkRdlX5XXyauzYscrmSIMDjP3pVgzK2Lt3b4YMGbgasHTp0g0bNkQ9567Ne/bswfW+vr4bNmzA1/Lly3t4eFhvGyETjez2QmOxm5sb3i7aRvQhIeYFpgGZg7EOLWyS7ZTeIq6VDsdKzzyuZed/ZQSjLEWA/2KMxaXqyFiG8x4yZEiHDh2UFv64LUvt5s2bSZMmVba9HUICV3KVEP7l7OyMAuKAvmnTpjTZkYuso4cICW26uuIpdJFESbGeUM6HjVihuKUioh7zzTGk3blzp9J5SkfOKlWqcLAjIXT52tBQKEtuISqTEnbZ59CbyxnEFMIz94gLAgICoNzDuEZsoBBu3KilXr16NL7jv0pvRr548WJGVuJlIBSQTps2bZTNyKAs44DwEzeGpDKcT5s2rdINCje3M/pHJyTxJE28FAfTnLNhhoOXwYlgg379+nHBTo0aNapVq6Zs1okyZcpUr14dNMq7WV0DM2bMmClTpvXr1+MYvSO31MmdOzcp3svLq2fPnmJ0ZWcWMnkkmWANpTsbHIBeWCLoAyAxd+zY8Y7et3hZvOaiRYuWLFmi9LAg/B1qDBB3qK6+dgdSq1BrHz9+zONQPYXRJI4cOSJOzQxlcPfuXbFYIXcKFSoURe9iEHUgb8agYTc8ZmgM+964/ZXY962hjnhAxq+s8cZniSANP184aYTz4mgAug1KZpnFQbGysYORfXx8OOY4depUgQIFLl68COKeM2eO0iFKWBPoNIV8Axej++FWCaA8qR4XLlyAfm/evDmOMWThVPnJkyfJ+Civ1q1b8ynoM/ir/BePkMQo7eVCU8nfNoj30e7du1E9uPsaOoO3Y3DU8CtXruDV1q5dqyJYw2OF4g4bstQijCUeMnfMLenQltCfcwCSOXPmtm3bRneiDd4ZnHqK5RPLMWhzcESQjtW/3TyGDBkyYMAAcPS8efO4M5mrqyu18IwZM+z2KKANBPy7dOlSSHUOprnPjjwFNEpXWoxdSM0yFsdfoKbpscoYgVagQ+VJX19fpb0YQx3BE8mTJ6clHYl8a+JG3/B2+y45AHFbLV8hf+VkNGcyO3bsSFfQQ4cOocBo3WPvauBwQG2G8ho4cOCZM2eU3t67RIkSefPmVbpj5syHstUKiCBaz9DG4tLEXRwAdDF4FqWTJEkSccQMDg7mAXj52bNnkFldunQBpdK5ACfxL5x3d3cnqUGhV6xYEQe0nJQqVQpX7tixg3wtofvoGYybk3BRc+jAN2rUKO6UBrl98+ZNOguOHTuWMWNpsAJWrlxJvyN6v2Ckzrmx9u3b43jatGldu3bF1yJFijx8+BD34TpJ/Mr91fCOEap7YsV6i9GkAxC3gYGBgYEVsYK4xb1JwmvRGVNZ5LbdbqEMuYtr0qZNmzp1amhtpWftxeCI3s9obYcGCjpfvnw0/xFPnjxhxAmMqRkCH1qJBjEumm3btu0PP/xgFHfsARrp4cOHS5cuzZFQggQJaCHBgIkukps2bcJP33//vfq3Mw9E8f79+8XfY/Xq1XTRKVCggLIFmYofP754lbDhu7i4+Pr65smTh2Gkli1bRiO4jM9YnY4dO2ZNpEQvqVy5sp34nTt3Lj6zZcuGqtipUyemkMt2JPyOk5PT119/jQM8NNrqXqwgbokAh9dmUV24cIFNFKMeGpJQGFu2bMEBPerByxgE4fqrV6+iVOxY3iBOAiNT1hMMe+ndJcZNVCH6JJjVjLEKaJjlypXbu3fvkCFDwNqenp50H0Arrlu3rtJtNqShoEePHlu3bsX5FStWcNnwrFmzGPhBrMm///67CD5cSfeP2rVrT5gw4fz5897e3kq768yYMUNpMzT/xWdxgnTbtm2ke3AOOKRkyZIXL16kddsOkydPbteunZ3vEN1gcFCxYsWpU6fiAHeInFwLB2KAuMXORfM0AKVcpUoVpfdylkkGFgnjcuAARcj5cU77BgUFoU9++fIlFPcff/xRqlQpFT43AAOHhkQgEb8ju3khR1xVGIeBYrp37x6U78GDB8GnKVOm5HnSsR2g1Th+mj59Opo/2v7p06fZqP38/HhATz5obfTcEusCP9GnEBQM4gaHgEmUXgBFBz7xMUNtwb+4vpehF3gSfwTX4+k0W4uHIhOGp4Nn7Ny95Veo+LBX8EcFYkZxswxu3LiBnhAjIJQQO0wJTdC7d+/y5csrvfrg4cOHSq+l5jZCK1eu5E0wXgant2zZ0tnZ2egsA4NYCEirpEmTbt68GW3c1dU17IvjxYvHlaU0p4AoCxQowI2GRVzTk3Ljxo2PHz+WiWgccDoxefLkDCfAWcfDhw/LGhmuO23WrBlIA/odx0gVd0LImDEjtHb9+vXxRw7oS5curfRwnwn7R6NChQpcXBISEpXsHbMr/IgB4kZe16tXT+kNnqmbxBlWFjXNnDmTmYsiIXEznoCyrVZavXo1N6dQlvxCl053IhYe7Sdcm2SEmIFB9IPukgzVFDYCAwNBoJS6CRMmHDNmzLfffgsenzx5srK0cWrkUaNG8ebkVmFY6GKSrNVPXOn+g+N1Ly8vEMLQoUOV7hhIJpcuXQJFMIAJo35jfK9smzYAP/7444ABA3bt2sUehft7WMf3fEp0mmpjZsk7tbMsaUVuMtfQbTLASKpUqejM5+bmJuZvzjNweqF69erWG3KOAgVPlt+0aRNymcMxdNqJEiUy/rYGBrEWINAWLVrIqnd8rVGjhqenpwQEFZak1KO9GyRAP+CjR48ysnGDBg2mT58ut82QIcO9e/eUJUTwBzbgmJvjKE0guD/Zn2zD9VAQ7DRbo1Ohqx+nxNu0aRPj02kxs3LS+to4bteuHeea0qRJkzp1aqXjt3Xv3l1ZwgSC3+lUP3r0aPXvVb/4afjw4TiYOHEiQx6PHTsW9QACXOlNjzCqYiHRpP7eqm9ZwUSHHOnM2POJsdiat+9tXhlEG549e7Z79+6tW7fKqhywM6NfQOHRc1/ACknP67Nnz5I3mjdvTirv0aMHRuo0ZCsdOYMaEbTA3eKtf4ei5z0x3E+QIAEjhFh3lcuVKxe9v3v16jVhwgTchKTUqlUr8FLMasFY4VUCEmF/CJVN+qDbvLKssJKJY2al3TiFgh0czeBhTZs2zZIly6RJk5S2umD8VaZMGRy3bdsWZWyd2nqvwMBbAwcOvH37Nmpq48aNlTYa3rhxA4NTRoXHEEc8MmM2tQbvCTDIxmAatQ4tXcLtooHXq1dPwsAKqMFBskeOHAFxM0gRo/0BjOaKqrtgwQKlw0j98ccfSltlrZPYPOZ+rUqrQ2jHUJdkUybi4Nq1a+3btycXNWzYUGbaYgqxgrgNDAwMDMIPQ9wGBgYGDoZYQdxiLcLIhYORbt26eXl5KdskstJBIGkZDxnPBaMqun9euHCBm8LlzJmzc+fOjBt5QIMxTHD+6dOnW7Zsocm7UaNGnIXAlf/88w/nKGJwo/SoBnc+W7p06SsNnuSiFZklDxmp0cAgKkCPjo8++oh7gHGvK1qfXV1d/fz8OBNoB7qXeHt7c+8hro6+ceMGqyu3dQdoO82YMSO5xS4Ouzik5cuXT+mFlFeuXAlZ4a1W7OTJkxcpUoRPX7ly5esMieJXHvH8iBhiBXELZGuSqVOnojCUXmFF0zaKZO/evcpW3lZ6HTZsGGcwkiRJwjll/HfcuHGMvF69evUmTZowo1u1agXu7tSpE03hIPrvvvtOaStb3759ixYtGs6tTxwdnFi3RkwVR0zD1wbRA5nWYj1MlChRjRo1qKj69euH9h4q/dFvGO00c+bM169fx5XWX0uWLInbcjdqfC1btiw9su3AmIIJEyYkcV+8eDGkh19I4Nf8+fOrMHlZNnKJau6OFcQt3vUVKlTgniBr1qzhXiFubm6coACh21E2ZSMUdP/+/ZlNoGO6XoLBFy9eLHtt7Nq1y8fHB8fnzp3DybFjxzKQbsWKFX/++WelFTe6h2LFiqEIp0yZovT8Ax4Ut+Wn3UuZdacG0QkKhebNm9NzLCgoaMiQIWi2Ssfws9vGyA6gi7lz51atWrVOnTrKEmbvk08+wTGIggzbs2fPUGs1/ojPJUuWUNSjpY8aNeqNbNu7d29SkIRUeh3eI8VNkv3tt98YyuDRo0fMmpQpU4JtlQ6xaLc1J8oVw6sHDx4MHz6cK+ZRHiRu1ACcyZMnj9KuJpUqVeIi186dO3fs2LF9+/bcgqhPnz7cYwEDLjx6//79uNumTZtwpkuXLp6entyR2sDAINJB4rbuix0QEMAwqhgu08E3DJQoUSJevHgMQgLapWxnuChotcDAQKVZJVT/MZIM2F9iAqdJk+aN4kxcZhnRLGaFTqwgbuQguzIQKO2wGChxDSR6Tpbl1atXQ24NjnzEcGnWrFkU7M+fP6ev9+nTp7/QUHoXoidPntCLCPodXIwc5zqdFy9e0O8bQyqMle7du4eqQ4dQhicEaHOfPn36nTt3OC7DOEusCnFSiRsYhIrI3aSYjUgi8ykdZZsrJ60hIV8H/EsCmDAaO88zLDsD0kn0Ort2ytiBdjsRv7Eti8qODc7EsYK4lW1wAWLlavht27YlS5ZM6dzk7kF2rM25RHwylCL0stKmam5ZVKtWrdWrV3OCYsGCBcWKFRs5cqTSgdXB5ngWt6+cPHkyN8g4ePAgN7Vr2rQpFLrSq6patWqVIEECrrynQqcA79SpU4MGDZRmcNZjWSVkeNwgDgMiRuKjvntVp98B2k7SpElxnDFjxkuXLt28eVPphYt4Vsidna0gjdoFmWKwIwk+BdIINZ2cdUyUKBFlGf7LEX9UM3Ik7sMXK4hbYgtA8/7www/KFmxE6VfluMYOePNTp075aPTq1at+/fpKL8GiY/zAgQPRadM5H/fBuIl9bM2aNXmS85alS5fm1hWVKlWqXr36tWvXoN/By0qbSry9vZ2cnOjJ7+XlhcIGvyu9eRKnUPAI7vLp6urKuhLjC2EN0Ahj1S6LcQlhM2lEwWJC20yTJg3k886dO1OmTNmsWTOl19G8cSdPgiwBCuaQGsNl7upr/TUkSPqgC24l3LlzZ7vNz2I/YgVxb9q06eTJk0pnpd3QBgchLSRKF0k+DaV73bt37yodaJ+LA4cPH547d24JWOPs7NynTx+lY4PhEShdeg0OGzasRIkSyhatBp3HhQsXGJ0Af0d38vTpU8bnRYeMa1gh/P39aWmpWLEiN9CDMEf9Q6+DO6DClSlThqForRtXG0QPDGtHHSJXl0i7yJ49e7du3aB+bt++Tfe+x48fy9ppO8haR7QsqDGoN6VjQnGWi2uw2XKV9tvjCN4O7IHu37/PIIIZMmSQQXOUIhIfESuI28DAwMAg/IgVxF2qVCk66ChbjxqhVTDouumYiV6aeyBBPk+dOjVLliw4rlatGr5SWS9btszb2zt//vw0yGB8xGU+fCi6/bp169KVe8GCBdDvX331FQOxJ02aNCAggEbzESNGcNoTz+Xc96hRo5o3b54jRw6MufCs/v37Q+MrHUWM0tvAwCBUQIRu374d42Bo3pQpU7L92u01Y3e90pLc09MTQ2fuGYaxr0wycYxOG3fq1KlpQrEzXvv5+fFiNvabN29CoUeuISiqESuI2zq8fbuFi3YFkyBBArCwTAV8+umntJ2BXidPnoyypK0DdM+pSJzBczGw2rNnz4YNG3Bm9uzZhQsXxh9pzgaPYzzF0MAo7MGDBys9gckAhPHixfP391+9ejXuVqFCBVQ+zn48ePBg7ty5p0+fpikteiZA3k+wrNEgZY8VA4cAF39x9QZaFh23Qt2RgNaP48ePK72qDi0Oxzlz5lQWq4v4p9G+miJFilD5RHbD4cVorVa/FIdArCDuKIJsK4wDOvbjc+zYsTVr1uQKePpjKj2jtXv37jp16tSoUYP+iF27doWOLlu2bMOGDZWe/fDx8blw4YLSviUU2u7u7uwPcDE0eNOmTTF0gKIvWrTotGnTcB4nccGvv/5KUxoehz8aZokKsKyTJ09u5+Nl4ECQkMt06bNj0tu3byvtvq20jy8kUfbs2UNGsoQwQgdAkYQmTP+xUNeaQa7xfDKNFy9eOFDU/rhM3ATLJm3atEqvpMJX1An658tqzBs3bqASXLp06dy5c9euXVN6qT3IGp08PfzXrFmDYuZ6y+fPn3PF/M8//0y3cfAFqH/nzp1btmyBEIBsZ5iUq1evDho0CCqAkX+Ta2Bcxq+oW61bt1Z6h1NZi2VI510Q6jy2gaPAWvkZQgdn6Onr4eHB0Bd0IgQ1Wy0b1j/SrZBn0MDDjk7MCoO2j8sciLVV5BJ3jK8mCgNMGD/BpHYDqLx5806ZMmXlypX58+enOgargnYzZcpEku3SpQv+Cz2udDwETlU3adKEzjBff/11+fLlUWMGDBjA8NYMdf3ll192794dN+dGdvv27Vu1apWrq6sstOWWprghRDoGiRALTk5O1AvGHcXgPcezZ88wPh4zZozS6pg2zDdaGvv27duuXTselylTxs4TBo0LzYo3kXjcly9f5roQBwowF5nEzUyJxBtGA2SXz86dO3ft2hVkzVU2DRs29PLyEgXXo0cPkCz19bx587iZQ0BAAN3Aly1bduvWLfBy5cqVK1WqBHXA8O3r169HzUuSJAmnXMDjoPiFCxcyWnyePHnoJL5582b0GY0aNcqZM2cZjQ81HC4zDQwiBRi/okmWKFEClEpuHTx4MI0kb8TUqVPluFevXtzvUOie1hjqcdmpMk2aNA43VovM5DruMJ9bmuEgc+bMnAOh5hWDabVq1e7evcvVPRcuXGAALBcXFy68BH2jEuDi6dOng6YDAwO5E8f9+/ebNm1auHBhhjzEncH4YO0DBw7w74xGi8HguHHj6mpAnqP/W7JkyZ07d7jP/WeffUbDi8yVoxY6lj3OwCAMkJoZHIqtr0qVKtxpLEeOHNxYPQw/Ezvcu3dPzCNonjSKJk+enGfYoqHl+UReCYEVbeFYIwuRSdwO12uFCjI1yJGWHzoM5cuXz9/fn+skS5cu7erqqnQl4Gz4pUuXmjVrlilTJgzozp07B37nmAv62s3N7dSpUxi+Kd3DDxo0qFChQuzqN27cOHfuXBwUKVLE29sb5H769Oldu3aBxNF/9OvXjzeBlqf1JmPGjDSyQ5g70JjOwAA6IwzTH7c8xfi1VatWtIeg0X366af79+/HqDSicnDIkCEdOnSgiwFuS8dcO9A+/vz5c7YjkLuTkxMX2UX01WIKcYFqIxdSUcQgrrRDKIA6obS+ZkSUmTNnMnTDwIEDUeF+/PFHkC+0OZiXoWg9PT0hIsC2tJygJ/jpp5+6d+/OyCe1a9fmfR48eNCiRYtkyZJ169btiy++WL58+dq1a7t06UJd8Ouvv9IlBt2DuLg0atSoY8eOqPGogngE0xw3Ok6DuIdQCVHWQEIXd+rUiZH3qZMKFizIrRLe4lncHZgrqHGHsWPHKlusIaUbNfiazt1oO5RQaLBjxoyJtWIIGRWyaZumbmBgYOBgMMQdYUAdc9qa/Tbw8OHD0qVLQwXfu3dv0qRJX3/9NfQCzs+fP//p06dQ4lyAAz0+e/bsAQMG0Ktk6NCh1Bfo7VesWHHo0KE5c+Zs3rw5d+7cy5Ytq1WrFoeNP//8M7VA4cKF6cTy5MmTu3fvenh43LhxA9dzx7WYyQsDg7cFKz+0ZKZMmejUAdAYfeTIkbfei6pfv35bt26l8Rpale68oriVLWKz0u1XHLodrhEZ4o4AWLQyQy0HKVOmRFV4/Pgx48SuX7+etm8MAxMnTvzdd99xn47UqVNfv359yZIlnOT88ssvO3bsqPTCnIULF/7555/lypWrWrVq2bJlHzx4gArNzdsSJkzYtGlTpZcJ0K0F3QOuR1fRsmVLVE3wOG/o7++fJUuWr776iiNTDgPfbrxpEP2QmXBSmGPxSPiB2qt0QE361G7atAl1GLXUyclp+/bt3PxEvUNAK3QDyEZO7G/bts1u40o8C/pJLA8016DZMhhs7HSvCHUdqSHuSAA3TEIlGDFihPp31F105rNmzWI1CgwMBK2jMtE1NX/+/PQqQb3x8vICC0NTp0+f/ubNm56enr6+vrwM/6Wx+7///S+UCA6KFy8OXZ89e/YXL17MnDkTup47Z0Lp43Fnzpzx8fFZunRp27ZtlY5YG1cpIO4h1CYalwDlwUVnEBlsJmDMRYsWoZJDa/9PQ72bd0eOHDnQGOmLgkfY+X2jxeFB3CcLXQUN4nv37mXY51gVjkKWxYQ6d2WIOxLAnJX8lX6b9QYsTMUN4i5SpMiCBQsYKaV27dp37tzBwYkTJ3r27Am5PXfuXD8/P9QnMO/HH3/MADo1a9ZkLJe7d++yrqM4u3fvfvny5ZIlS4Kyu3btyn0yudnx8uXLs2XLVrdu3dWrV+MkDmjYKVasWJIkSZTF99EgViFObqgE9sGAEvUNA8qKFStmzZqVwZZRUStXrowD1lLUdkZqffcnrl27Fg/icfz48bnSUgDWvnLlCo2QyqbrCxUqFKsom5BGGurCRkPcUQi2Q1SONWvWKL0SjNtjUphDfTCMuNLT7mBtjB/Pnj37yy+/NGnSBAM6BjyB7mbQ4QIFClAXODs74yTK8sKFC6B11EXwOM536NABPUG3bt0gKzJnzjxw4ECcRJ/BkOIQ6fSNHTp0KAakQt+090nNiHvcYRCdoLYQUw9qF4aJbdq0SZgw4fPnz1GTabvr0aMHW4EgsoJ9c3UbgcrMHRCtQMJkp0MecJmFY8EQd/QB9WPUqFHWM2nSpOHBgwcPpk6d+vjx42rVqnXq1On69evHjx+Xzdu4+mDlypWtWrVSuuZBoX///ffu7u5gedyTHD19+nT8BaM/jENB4gxdO3nyZMakx18Yeq1Zs2YtWrRo2rQpKXvr1q3z589fuHAhL8PNZegQhy2tBpEFziuilrKqbN68WelxHu17iRIl4hIYjBqhNr755puo9rqT9ZBKzx7RE5eDV+LAgQMeHh44mDFjxltPgcY4DHHHCkBEQxHz2MfHB3qEZg2lB0pz5sxRert6mkSgsjEAbNiw4eHDh3PkyLF79242hm3btnXt2jVnzpzFixdfvHgxdQRuy3X5+fPn5ww7Gtjt27dRoblK7dtvvwXLb9mypVSpUkq3tP379/Mg7AA9BgaCGzduVKhQQekJGKUZk0M30Df3hwKfvjHkU6SgUKFC1q/sPwQBAQFoIJztR6uJhRaScMIQt4GBgYGDIXYRdyTughwLYSc37IJYynGmTJl27tzJ/aeV9mnlBMvly5chjZVeGwb5/Pvvv3/00UdQ0xiWcu/Ntm3b8mLonQYNGnBd/tixYxkS68yZM02aNFHamDhs2LDGjRszoMrIkSOfPHnSunVrbgoBMBLLrl27UqVK1alTJ0bEpb/U33//7VgbhRhELkJOlD148ODatWuoWnTVmD59urLtCan0jgfLli3DXzj+i4Z2zcBtbGtIg134+3jx4mFMwMHlvn37ihQpEtXpiSLEFuJ+H0blrLWhLmANCYmAg6Efd0rDH7t166b0vPmBAwdA3KiC7dq1w0mu6z137hyax+TJk2/evFlCQ1mMjD4+Po8fP1baQTBjxowYJNJlCoPHatWq0blQ6UhYp0+fVnoHVQwq06VLx2Ts3r175syZ6CTq1KkTaxcHG0Q1UBlYT+rVq8dq0LVr1/v376PK0Y5HH1YGQ1Yx4WDXsGFDehwqbSehzZ1hlpl+dCoDBgxQOnIc1Ek0Jy+yECuIO24LbTtw6wb1ptAiIckR11MpuLu7g0b/+9//7t27d86cOf/88w+aDc6vWrWKPA4uhmrm6h6IdNJ9zZo1uSxoyJAhyPBs2bJxphTdAG4C0u/Zs6fS/lJsdbNmzYK0x/mhQ4cq7U2YK1euQYMGnThxolGjRkqHpUUbZpE5UHQeg4iCzTM4OBilDKb7+eeflWbkPn364OCbb75hQD7WBA7vYtB2jESi7dBdBFpHRq4E95nEOEDpYYHMJDkcYgVxv1d4F1OD7KRXq1YtVD40j5cvX+KTW6nhs2DBghgqonYeOXKEToRQ2XQvWb16NSeOuH8m6jSoXOmV9PPnz3d1dd2yZQu+enl50YOqR48eTk5OSC0F+OjRo/F0tFLwNfueY8eOeXt7cxM49CiMt2UQ98A4qGXKlEFlwCiN+1/nzp0bQkFpWgdL/vnnnwzIF+OWtP3796Nujxw5Uunl73aGndKlS6MaS1hXx11XHCuI+30Q2pEL7rSgbNKG/oIQwmg/OXLkgOJwdnbmIjQo6Nq1ayttcuHah8GDB2fPnh3qm97lly5dAqe7uLjQHRDETV6GDH/06BF+5eB33rx5KKZFixaNHz+ej2utQUM5WJ4m9RYtWqBXULpMzWZsDgrWHLrK4fPKlStly5ZFL3748OG2bdveunVL6WIlR0NAYDQGHo8lnqMMXk/PV9RAztAIkNSzZ89KzezSpUtMpDESECuI2yBSUEhDvtKiDYJ2d3dX2sBCRl6+fDlIGcKZF69cuRJkvXHjRn5Ff0Db9/379yHt0VCzZMmitLlw8eLFc+fOHTBgQKVKlZRu0hg+s+qjnXTt2lXpxsDnTpkyhS0Zf2/YsKHsjmRiz8Y2kKC5vlHZNjTAAcha6bFUkSJFUElQvujdZTePhQsXNmjQQMW+zQfc3NxkcRnGo4zv9uOPP/LXIUOGTJ48mcPECxcuMJIJl0HEOCK0O4ppRXEWlB7W8Bfc4rJChQpHjx7dtm0bVxtDK23evNnT05OVGHqZs5r58+c/duwY+LdAgQJKR8hq06bNvXv3Ro0axf2Uubxz0KBBON6wYQM9W/BfPrdnz54YlirNCI0bNwY7MJgiOgajwWMVaAVmWAWly2vixIlKL91Surxmz56Nwdnt27dfvXqFcRV9k9AZs0Bj2/QGxqBgbc5PQqDYCQXoGAwU6ECFnzg5FEsQoS7QEHechSy4lzM0Xk+dOjV58uSFCxempW/kyJHly5eH6Dh06JCyGD2GDh0KDb5s2TIfHx98/eGHHy5fvuzh4fHdd99xsAydDiHGxUEQ5pRpIHoGNYQqh4pXem1R3759L168CCmk9LrNggULilfZ06dP0ZC4pbcydpXoAucS2am3aNECn6dOneLsdPv27Ul2qCFyPcoIBYcSt86ZxzbKJrirJJ0CuQGh0r0RK9imTZuCgoIYgxD0ffXq1RhN7L8gjmThaQWGuN8jkCvHjRvHJkemhi6uWrUq2jAnlzD+3b17Nw7SpUuHsdvx48fRkpWOYNWrV68cOXIEBASAzZV29IZY41QVugdKb9yHlhkIcEaNgC6Duv/000/p1JgmTZrt27ejV6D8z5w5M4R8mTJleJ/YyQVxDyj6AQMG0PN6+fLlSocwY9QnnKf/KCfuihUrVrt2bW6eZxewKXYCHA0GtHMmefjwoYuLCw7y5s2bJEkSjB6Uxb/LEWGI28DAwMDBYIj7PYJd+FlKYAKSOXXq1Eo7mdDcyQ1enzx5MnXqVKUHy3v37oVa79Chg6enp9KLLJ49ewYJo3RQIS5qgIqBSMdBx44d6S0LKb1nz55z586tX78eX0eMGNGqVat169ZxVAj1PXnyZFzMsPqQ7Tlz5lRap4svcHjGjxgU0yhkjC3KsjDCGuGaB8eOHVu1ahUuGD16NC0GdDq6efPmhQsXlGWDGA68UL4SPM8hxkNPnz4Vuf2RhtL2Og43URtRsXlBokSJYtUbRajqGuI2+D9waNyvXz9u7zB9+vSrV6+iGXD9zoYNGw4cONC2bds0adJwac+2bdvQqmkBB2/2799faSfxqlWrKr3HMSvigwcPQA1gf87dBwUFgfF///138uyQIUPmzZuXIkUKPz8/fJ04cSIjYRUvXrx3795ubm5p06YNj2twcHAwOoMqVao47pKKqAD6Ufa76DtpCWnYsCH63TNnzgwdOhQlqGzh9JDJ7DKXLVvG2Qiyv8OFYbJWAAn+J+uDOKNOm09gYCCXpDkiDHEb/B8oSRJoKC2owdrgcUgzpWMTgq/nz59/6NCh2bNnKy2K+/Tps2/fPqV9DbkOs3Xr1vROgZrjep9OnTrhVqVLl6YVu3HjxqDmkSNHXrx4UekF07hzgQIF6tevr/TegFxMFBAQgBsePnw4S5YsdGOoVKkSNCMlEvoJphYHZBb0OqAkdjnvD6xjEfAvswJfuTfpxo0boZqrVaumdHwbZh3yn1FukGPcuIsd9pQpUzhL6XBMbQfkiYuLC31SlW1zMsiLzz//XGmhsHz5csZ6rVOnDhncEZfhGOI2CB1oAAkTJpw0aRK9vtCewQjgblA5tXPWrFnB7JyXP3r0KMXLwoULueQBFE/HcLQKSHVoc3op4NPf3x/sT2+zfPnygZeLFi1arFgxpb3F165dq7RyBwuXKVMG8pB3xk/gej5uyZIlHAJD/nO7k3LlykHCi0/bewVux4H+ktHBMmXKNGHCBBx899136Ai5MB2Cmv0xShMyHF0g9DUd9sUSInsgOLS56eHDhxjVceK9SJEiHNgx8prSW5fhDHekQm1hrBKORRwLhrgNQgdbLz6tdkDQJQQ4A3mjhcyZM8fLy0vpVTw0bWOUTSbF+WHDhimtnaHKQbVz587F11q1arVs2XLEiBFVqlRR2nLSq1cvjNnptjVmzBjGA8LnrVu3fvjhh9SpU3NJp6+vL0if3uJoeNevX1eawRk4Bf0KWL5bt25oq7gVWJ4yistJcIbKyxGX/4jrJI3UUi5Kb6K0Z88eBg+RsU62bNmQ50qHYpddZkDcLEeUXdKkSTt37jxgwADaoByapkPi2LFjKHFUBqVNJXy7xIkTs4LVrVsXxC0kTo8pOrBGBex6wZBBmTgJ8RbTM45Xjw1iEKxb1GhoDFu2bGGlx9h88ODBSm8Ce+bMGaVjVHHrNZDOl19+iQbDbUe+/vprPz+/nj17ct8/KHGM5cePH0+e9fb2Jt3fu3cPP02cOBFDeDYzEM327dvJ15D8tLz379+fi5ufP38O7sadIdjRQ6D1cvlPgQIFoKcwTCbrOSJxK5sfHvc/QidXv3795s2bKy0Vy5Yty6EMBj102kMe0raLLMUfOQrB8Ih6HLTObsxBs+KNSJEiBeNMKT3lznLPnTs34z3gJ6sXYKR3WtQHymZeR4XEeIiPxhCHsSKUzSyJa5DCx48fc68rKRG7PaNDTWTcLDyDqIO1waMZ0DAyZMgQnnF2dqYo7tu3L6NW5cmTBwwC0c2qfOrUqRMnToCFuTwPhAvdFxgYyKVuIPEcOXLggM7dDx48OHLkCLfKhAAH9VMi4VZsDCAmGtzRYH7//Xfuc9+jR49SpUqxCVHyQIA/evRI6fUX+MTggCFWoD1piC9Xrhwo3sXFRbZjFntx1OWkyDG6HuOlSNCjRo1C/4QcQ2YqbSNKly4dDhYvXqz0AB/dJKccGzZsCDrg0tbJkycnT56cmcMzoHLclvZuvJo1ClhcZW2lawJylcvxIR1YPTp06ECLH7p5CTmLPowig8I8ODhYQgDxYqgHenyjfqL6gYW59OzmzZtXrlxBYbGOoWpxckUWu4moxwG7T6Xz3LqtmtLNh8vced5uXIj/8isHuHaIs+VnED2wozbZIRMimk5XYOqxY8eitWBcj6+pUqWaP38+dDRVBmT1hAkTGA1DaQqjmwrIq1atWmCl/fv3M4ohfjp8+DDpPiAggHUd7bNXr15KUy1kOE5C6Tdu3BhtickAObZs2RLynNwnew9S8jx8+PD+/ftKt2e08KtXr5LfO3fuXLt27cyZM4uZiL2OtCWxXcggVy6wjo7ZDdBWw5uwTeKPuA8aLfu2HTt2gF5x8s6dO0p71KRPnx5pYEgN0DddbvLnz69sezxywrZTp07IPc4Pk/2ZGLyX0r6VyJNQJxup9Xgs+o4vJennm8oLvtKwFrc1FpWQjtyWV4IBeVvmgNVr0y7HSGFkTLwI/RcZepDPsobsx0m+AvkRF/Nu+HudOnVwkhY8PJSxdPArDW6ok6K4wdq8OfpCPJ03YR7yXfB3XsxN6PEr3wJcjANZ7otMplPsZ599lj17dmWLuQ/ZwW0ceJmIcfzEzBGnF/a4Fy5coEsMrifLMzGhlqAhbgMDAwMHgyFug6gC5UnhwoX79u2LQT2XVufKlYvhmykuGjVqNGDAAOhNCmcoXwYjnDt37i+//NKzZ89SpUpRLC9cuBD/5aIh6GJu+gMFzeuLFi1asmRJd3d3Dw8P6GsoL0rpvXv3jh49evXq1QzAQgFVr149yHkcQPVnzJhRaedlehZSFm3atOns2bOLFi2iVxlkGmUjNBTUEJJBOY8xLHQcHo3ztL3gobgDZdfdu3e5+h862tvbW+nRBqMaQWohAbh5+fLllTZVjxkzhjKcWQcBeOLECUYRQEoo3DgrgPH75MmTecNz584VKFCAwQMwnOdUJO5s9a4JdfkSigCPoN4UCcwREq7nOIN/QSI/1sDr4BEyehD1nSJFCuplzlJwXM/4M3wRyEb8BdcnSpQIKpIRcvAvjpmQk/gLnoisE6MBrsH1QUFBeFkMPpT25+MNt2/frnRw+WANphn5Ka6N1Ph8a+QDhTYOjh07xsc1bdqUr+zi4kIfwYIFC7IayB8lJAs1L7c85pI0ZRPgeGtWaVQnGXbQKuLm5oaTeJB14zRkHSshRpx169ZVlqhS/v7+Sg8XaLhr06YNxlI4yTVxoUYNDJ24Ze6C4zKeREKtwyuOnqRmMLaL1eMd6WCZ8WvIyAC4G8Z0+AtGvmwJeC7vgDfk9WjeHJHJLnYCyUd5rsScVLbBHQ+k1tKYZY3CZa3W1v30rCOj2A/rKDI8m8DZzXQzW1jidiN9QCZSJOuYyRzGMuetWSqjSzGkglwuX77MK3GTOXPmoFKyLv73v/9FIwfTMfzmvHnzyOAVK1ZErR03bhyuZ5ucPXs2DmhIATdxchLUxpnSI0eOYOQ7ffp0PCVDhgy3bt3iVB6IfteuXWBkPo7tCiRLL3IQNBKmdE+QLVs2tDcaJapXr45hb758+eiJCDrgU8RtnO8iFQavnDlzZhzQJMqoL+gVwDtKz1DRfwNncufOrbQvDVKFNNNABGbHmZw5c5YrV05pgzs4Bd1Vjx49lO6xaNGm916NGjXAZYyljisnTZqUJk0apYlbBtp8OzwUhMVQjujeOK8LpkN6kDC8grC/0uN0GmqlKKWsaabA3UCUOGBWICet1UCsCswfPEVKnxxCz3FwtDCjTEJILZKTeBbuj1vxidaqy+6BBO3s7MxiRcFxLho6ANkoPCC2FNyKJn4UN/5FP5wbN27QhYmuU1bzkR1QDZAepIpNg/ufIW2cmGnQoIEkkulBV0pbivUmSAPXpvFThWZmZH1DXcLbpU2blvUHtwovcePNaYJUNjs9zU8sFbpb4TXYuzJwPsgXnbNoE3xylYSVCpkvVgbnBdIAUB6cdMKVwhfS4FkVrFt/AXnz5v3yyy9ZKuhdWa5oPygeMUgBrPRoz3gvSDPeCv0t+8AkGixvqUN2nVaoGRXjCKmnIppU9ogSPwgURpnJqoz7U9TgGnSuly5dwgXMvdOnT+OYdQClT3dAPJ0TOEmTJqXFFkWJaoMiYFKhoKF9oET4Kx6BX0VsojH07t1b6VqHMxQpFLDt27eXYyhcPm78+PHkI7AJbgXdVKFChTJlyiAZ5FD8C1IOpCYrv5WWXeA7HKDasKmgtiRPnnzfvn30if7999/xaFRy1lhWZh5IzVSax3meWpK5hF9Zh6UsZKoTnyRHUUW8jNbVExrKFk8Vt+I9Zd02CwIdGCOXKi0/0SlaV3gri1Jhy+UxRSLTgPeirOH17FSQAywgdAZQoDho2bKl0m2KpYO/MLu+//57pddnSQtVeqjErpeO9riMv+Jf6B3R0bIi4VeWF3pcmqFRc8C2VapUwYPKli3LmW38F/mPx0mUcIkGjCEUPnE9voJ5+XRkOLd54ktJeVmlBmcvkA/IFirlw4cPc3EZXxBvhHoCORyyjaBFoO6h1rG24CmoXajDMm3IvJ01axaUsnrNNkBIDKOz2TmNCJA2zgOJ6GGE5FDXB4VO3KheLEXkCN+cs/+yHgmJkM7T19dX6R6YSzZIrMzQTzT4q4RYhJogXaJjwQ05mcsc2bZtG98ZXMxn4SVZm8mk/y/dehZe6RmGU6dOyV5EMmKShWQsRZmuRSIXL14ss/nShYpCF+dWqBXUJAYVQ62SJ6LZU16hmDnCgn7kyACviWxhPASllRTyDbeiXy0SiZLAIJHeAvgX1xbjV5AdelfcEHTJ/h+Pk/W4LGnUG0oq3AHHyBB8ohmg+lI04VfkJHiKL0ICRQIYzRWDdJ7n3fDurBYcZkp2cWtBZesS8HfRONzlHa/GqRiusTxw4ACOMeQvWrQo84SPw9uxYuC2Xbp0wbvTvQE1CpmGwuWKPjpLUYspLYLYByOR5CO8DlUwWqxUAEo8HjOdrGDnz5+HJKc+FfCGUuJKz0nSnU7WnuDvog/knqIirVFn0eylqgiQVKZHdCghrEEOxSOYmWRk8WHAeVSJ/Pnzs10sWbIEf8Q9mXIII7rGM0OQJIwY2C3lypUra9asTDk0Na9HWbC24zyqIk1JI0aM4NJWyMMhQ4bgxVGLrD4MqC28Ej0r/S6kq0PicT3eGgodbM7ylflAzi4OHz787NmzSrduZdnBoFKlShi+IMGgFCQMbYemD3Q54ncBNbB06VJStgB/x2gM3TCZFEml9mLd27NnD1U5L0au0jKGasY8ZyJRk7nxnrixc+BIo9OAAQOY4ahg+BdkOJ5iLVncjRa5/v37g2SE3Pr06TNlyhSkh6vGkIHsrvCaJG6xWOAOq1ev5qshe0UH8Clovx06dMAoU9wEST5IJB4ElucahVB9N0Mnbrwknfnnzp3L8RRyH40Kz+DdkdeoTByuUvuAc5F37O6UbdoXnRJrKpox3o2xEdq2bcvmgVxjm5TMElsV1ZbSHThqp9LttmHDhkq3ZKX5GrUfBIrEoCLSlfWrr76STUJxzJQjqai+okHYWhhPBw2YRiUOBlHn0H5IgmycoB5O5eNl0clDquMYbZ7bOdasWZNkh0q5e/duJLh27drs0sgI+BVkCpJiD49czazBbgZExtfHZTiJGgkGRzvESbYTpgSES/sA8pYr4jAqxH/x+kgbRuUlSpSQsBLIfHQAjKHKDPzzzz/57ig+2kBx8x07djRr1oyVEkNpFASySEwczEPeUwbgeGUQLnsv8g6UF3QTR4vgGjuzEiolnSKQOdx/RIgASUJ1Ygwj0SZ2C2TwdDwOabYSRKtWrRj+G2eQfqWXyPMp0FPI3rVr1+IaSDzkCRtqz549Ka4ZUInljjclFaKz4UqNXr16IbdRPdjFIjH4Co5jeipXrkw/DbAbMgQdHr3XZdCAV6NZGb/Kog9kCIetYB/yLP5IzcUY6MOGDeMe5EgqSAF1mESABoVCwb+40wUrLQ54MVIISU7XwHbt2kn0KNQ6Oif06NGDXT54DZnPV0BGgQdx4OnpSbmAdHbv3l3Z9r2TgOxsbspm+0aCPTw8UGMvX76MxnLx4kW+3W+//UZvljFjxsTTWLFihbL0ebwMvQ4eBAFEhw2IXJqV8VBhMYoGpN/qsNi5c+euXbuKiQDly13k2ZQYHwo1Ga1b6QW0XN5F4MXZdpAMO7lKrUP2R8rt9r5hJyRfkR5mDhLJasb0oEahSssgUtn6CXQ//CrVGKMK1EBmVEihjZbVokWLkGYQ3BY/MTz66xA6ceMFoHmV3veELROlDgZhoF6cRKNCSbB7YQwKkWas4igGdK3QU+IzhEpMeyKaDfkOmYtj5D5IFi1f2ZSy0hzEt8UIiPUVdZrhh4i+ffuiCGnAAYOwt0CtomXzyJEjW7ZsYc1AwvB0dq1FihRhdH8WA8bdHHmhRaE+oXKIbybIEQeoZ2zJpA/qJvT2zFPQKMsVjRZPTJcuHadxcLEwLD1qeRnoEtoTKeTrowLRZxk9AbJX3J6QJ8hh1Nrx48ezrrRp00bpDo+FgjPoDEA6qED0byPnoqlAvWJwQNJnD4c6zWRDGrMng17AZSg7xsvmJ0AeR52mduYYAimXEsFXyB8IKw6WkZNgNDYkicqPHoUEAWKi2UH8vWRkjTxBiTNjhbipBwcPHszUIhuvXLmCi1GdOB+F5EETMcQgSp/rbtBUOPtUv379OnXqoALgj7lz5xYpjYJAmSKH+VLscXPmzMkJPbwLlzsjGagSeDT366L7M/7IeVEQFrsZfEKQQo7QyQxjQTDawYMHUXOYS7gbug1yE3Kb8hNpZqNAx0+3YigpNCUUK8kOectGwTxEieCl0KzEakeCIHPhVygYljsuAL+zpSAlzDoBnosOib0+qijrAzobvBqEAuMZyMW4FenMbu4KGYsOjMZMFBlNUkobatk9yNQICYixxtAzMVok5xjxX74F6J4tlHPUfDT/iPSsXLly1qxZSi/ERcXj+Jg1BK2Y3ZhEF0GS0C2xKVm9DFH6IA26kIKFuJ4LZ9iR1KtX7+jRo1ROyrbvj/AvMpAZyx4X+cNN6zmXKzOlTACeTjdwVC15F7kVkoRa8c0336CqyK8sIPSvXIyGnoOzlFIEbBTohCDnIcusxig7vHZykmmCCuBYQ2nq5OwnJCFqD55h7UOYYqFIvBjkObJP7G4oAFYdeQ0KBLw/ipavhDGarKegFMJQi3eePn06WwsNiH/88QcXLKCK4OVZ59asWcMxi3UhKQuej5ZsFWHObbpQHVHG9IQlcYMX8AjrZAUykUNINFEOR/AITvuioaLLRf2jKRAFzGkl6Mrff/8dJ9nkcIehQ4diPMXV3sgo8jvqihimcQ3TgEcz5UizLEGUGTYuOCQZKdsk+MKFCzt27AhNgczH32mQkV+hzjj3BcFFu1bIQle6/bM2c65m3Lhx9Hxwd3fHGVCYDFFJbTL5w0o2ceJEdg9QhdYteMA1tN9B8+LFad8kkF1gE4bUgB4U1iAXgL8orpEJeC+aX8CnJEpaG/lcNDMUB1KIDgPpYdvD9SBW1BwmjzmJukRbOQqOagCkj46KLhBKNzC0f8hetgK8CJ+L5gTJIr7JKAJO3taoUYPyAlmENJP9kVFiRWTeiqJEZUOfjf+isPgWtATSmoS7ofKjR5QpUNqROJMpYpYJw1tzSaRMyYg5GOM/4QXmJysJ1LfdtDNLUMZtrHg0x4uHNSQOyBoMwCxCMtjn0ZYixE1TshX4l68G7oPeV6xPKgQgPykjcCWIm2MX+hHRVKs0mSptSkXll0GemPXxR1RgsrbSHS2VOAblvBh6ToyuYhgRgYwD1gfeAX0w+kU+vWXLlqtWrbLOz+G9aM6ljcgO6LNREBC7VkFNlmvatCltIHbAK3B0C10CvpIOO1SETtzII2bQsWPHKJNxUyhEu+VkkllKD52QVlAViR5jSdAEent6RKHnHz58OLWYsCEyDiMO9GkSLRdNjnmKCs0iRE6xZUL4o6tUNnWJT65ytlq+0L9ZzXO8FXTuTz/9xCVzIhYgpZUe+bJJ4G54NDoSCc2Ba9AsQSic2J05cyakFmeNUDVlPp1yRtnIkR4aeB32nJAkeAT6VcpJdA+4Hu9FKsSV7N5pqEEnDA2LjMIroGuU1brKVsvBdxyLgRdQAyjWgF9++YU+BugkaLolTdC1AHlOtsLjOEYW7yIKZ2QO/o7CEonEcRVSiwSganJExRk2KDXcREyouIDqEu2Zryyjog9su7w3adJk0aJF6OpYTzj4AO1yfIY7QBygfrMNoOLSnoabo8/GTfB2JG7obnplKb35Du+GfoVjNU5noRBxGUgZ96FYRrW5rkELAN0JBLg/c4wGh+PHj9OiOnr0aGQm8o1NGr+iLcllyCIOpEBGeHEkibWLQMI4LMBl7F1oSbA+F4WLiiFz8qhjKHrQFgOr4rZib+T1aFzKtscYih6ZQ1mDaoy/cNmqVBioexYZsgJ5K42fjRcVDKxBR4OQvkBKWwWpqHhGvLkKFSoEufrKFq1bDPQYxKDowaQ8zzaOTKAZECNRduQSQ1WcxFhVUGSsh0pbNamE8CvEDXodcByFtmQgcx6sInuSKS3mWEAo3/Pnz8t7QWsyozDuZNFbGRPp5zQP7slRnZhKmGbULrHniHlKAOYhAWIIzr2EwOBcSEz1Jp2ZGCGZ5qlTp1r93OzsM8w9dvYyn6xCIHTixo0oRVEF2YwxrMPom++Dt2UK2IHw7ngMmAVnOPxH48HbZsuWjQoa3aOE4hSgW0Mug7ilx0NGczACdhPypQcV+n8IJfkvugHUMDROtGEZSkAqMgugv1DqvBVOQoeiHSrtRga6B42Sr6VPo5Gxffv2uIwERNmCN2IW41mouOzzUbckpihNbGg8OEZrR6pAgqgr1FYoMPwF7C97TkPvILVsgSxCFgwS2bhxYySbQ1HKHDqBDhw4kPodDZJ5gtSClEeMGIHuhIYU2lKUrsHQ/nSAZWeG5mFnPgYfQUv27NmTTI1mzx35PrCFz2Zfi+v7a1jrDTdrZwvEMRote0qwsxg3pb9h9UBfhdyWoPV0BEaOUZqBUpEYMKaEUaaHNf4C0YCfOC3MaiaqsEiRIuQy8Cw9usC/+AsuQL+C+9M0ofQYGeyJZkl3MZYLtAXJDjfhzSFwIDvy5ctHCwxKDZmA+sZ3gWqjOQIDebw+uhwGZuFsMMd2tAtlyZIFI1za35TFhCXama0JKeRMF7MIXfucOXPQPzGL+Gntttu2batsPE6PaRYKvXJlvMUeDllNB/A8efLgVlJYHC7jj2g1Mj7GJ6sZeJb1BE3A6pGNi9GWoX6Uli9WPUGULFkSbRPVhnTPX9HBc/YInMgZe6gZ9tZChRyGWmeScY2snES9BdtKpcUd6PXYtWtXZduBXvIEt+J4Dt2GdR4P9RMyWenuIVT6Yz1BYkTNsKlSRiC1LEH8xB7FChq4lA6IxtEtypRZijdFQ5ZJSCYSdYZpgHbhSAv/QlNFz8SxFHiVaUATRpZiQMNeUIbOVpgFOAYGBgYOhtcSN2ecZWYT0ubChQvsVKUnoYxl2ASMSaGhMLigWYD2O/QwdAXBAcQ1d06BbKHrN0eUBHsqT09Pceth/48/cu6evaKydekQenS9UP/eyJxnqOJ5Jfp8jOOYSIgLCAGr4xFnq9Bdf/PNNzM0+C+omGHDhmXMmJFea3RE5V/ESxQShgMxCEN0ldSnSk+80NROpbl06VIJac070J6LZFMAspstVarUlStXoNfwaPwFQ0Va80P6ZXOeBLkHvc/hCIH+H8od8vzkyZNWT1I7XyI8F1IRCkLyTRY+KK0iOahE8UHGUtMpm08bTUlDhw7FmW7duuGNOBqQy6zrm1he9evXx4AAbyQxK6BHMGKlIuOiBrruEFTiN2/eRCWhb5IsplA2RzpIWhqplZ4FUVo6YcRNn4dNmzZhTMOFJ3gc3gjjXIoX1kZIJI7GZM0FEoPcO3PmDIfMVj9RpQ1xlHu8Hm9NbWvNeY73McS0bqpCLYxy3L9/v9K2dRp2eB7ZQhsLxpeUw2wFdEZGW6MRGVLaWsNZWyjqmTzKxoMHDzJVuICKW2kXFBl8WCUnJ5Otf1f/bkfK5iuJX60B2WXcLDYTiFmZQlS2YRaKT7z96E2IrxTy4i5M0zC+opkw+i4+JQ0ofZY1CwL35+4H9DGX6krDLJohzY/gKFQM3lBpUuJlaMicxEZR4ldarkFHLAhkBSrArVu3MFDggJvjJxQ6DcWMg4a00W6DQQYuw4M4DXD79m3OXSPNYjTHuLZGjRqcLiKDYUhHWti5cyebLat3y5YtJWQK/44BKGhQJkJDRejELTsHyraEqI64kYy28Ay8f9OmTSUTuaSqU6dOLJ4tW7Ygp/ATTdUgGuh/OmOBSVl4eD0Q9MCBA4cPH86kg3AxHFN60CGTVByy4UAmLpRlK3sGrhRjophNcMy5Y8780P0LY1IkUlzfMJZktDnUBqmOYihEo0Jnw6IF+4hfmlAJipOrCVihOduD68+dO8dE8ilc76Bs00c+Pj6sFkihjDrRtvEWGKBlzZoVlZ79gdUQprQTDnOA9lzUlVd6PaoYfDDqfP78OXsR9EM0mHp4eFh97JSOr4/sAtFIk0BqZX0TvtJLHYlE+0d9tYbdYar4Xj/++CNqAn8VJ3GUILteWauGd1y2bBlegd5mx44dw1ugnbDE8RQ8EYNBySJaIVG5UeWeafDOKCxZSI28Ij/iK43mKFOULFovshdMzSk4pW2syFX66ihtQ1OaXDj7tGDBAroNcD5All9xW0LkJLMCj2Z3gnxjzWSLRceJZyVLlgxp4Hw1GiRX2SnbPLPSDMgCRd9sLQv8xWrFYr+o9CQk3hrlS6sj3eeV9uxUtgVlXEBApqPvytixY7mqmx0zXwpX0taP/GEbgWzCu9y4cQM1nNWJNRzNk+SLZPOAfRWylGuOkDmurq7S1pCrpMITJ05YdwujtpM1QRj+0zqEjMVJWdRetWpVrv4Hq9BpD/kmUZbwL9Qi9ILo0WmLQyaw66VjVZcuXbg8gitokBhaq4sVK4YigNykYyVUF1UIHs09E1D5O2koLU1YJzds2IAD2qCsK4FRCpzEQvNEIeImnPHGxci95cuX8zWR7XxrFCjlAsoLImzSpEm4oFChQqxsXbt2DSnCcCWKleZ+melBdeK6UL4U94Syw2uJmzu9Qjxy4qtIkSLoN8Q/CS8wb948ejXIpAQegAfLshfWIU4t4iuqkaxx4HtyQYqwntKTQmwSpUuXZgMWr1gxu6Mp8oYgdCogq12VswTgXGtQBRQJlRQO2P+LjY8tE32JzPjLCgJcA2nJTWx5K1mQKtEg2eTQNlC0+PTy8kKOyRx33759oYtRBWXNywc6eiSf9VJD2VZO8xH4Fc0G6gldpqgYpla8jtjCuUh1z549nD9Q2mkUAoHzTkgqq4t13oOPQ6NFW3qlYxLwAlyPp7OW4EDsp0yzLIFjz0QDOl9fXAjEpQHNg3Z/6efwRzY5Fg0aG1PLJsodSTBQ45oA3ITGSrqRIaM4F6d0v4UzVvcbqXvK5juE3MN51HgoDAoIVi1ZVM3LIP9ZcGi6I0eOVFquoqS48EHZZlBlNgnJIPuAUkFkSBL9c1ANqFfYlSrNYjhJRlM2Fntli/eAxNBeibfADWWJTb9+/TC4AanRI4uLtvAUDg1RxHw66z/FMhMGBYdSY3lhTEk9KNWVUUN5jHxm1uHdkUieZCawg0cOsKlKJpOV0DQgCcGGaPK4m5Q4KpjMfkFpSgOkWpIMR4kgM0ELaNp8KLmPs2VSTyj/UefZsliX0Kmjy5TVp4sWLZKazEkglCbbNaiARYaGj6dMmDCBfgQyEOTAS2kjAca7MsigUla2FbwfWKJ6KN2p8L3oUiwDUxIgKo+wvDjkSJ/NoSeuxH9loVBIoAhYo5QlggJ9fsSGHgHiRpGzq+FiJ2WZsyZQfuBW6xJ2JBE1WHxRmRTkLN/NOv2FmiGhYZButByIBZ6R2LUrVqyglca6VpPrnQSQzxC8mzdvxjVspXgEr8EB9IJ4H8oEOp5ILpD2j+GMvDIDI7AtcWxhB9ZUXMaI9WjG7GZAhXhrPz8/cChdymRIQakiwopmFo4hxPdZxms4gAiCWOBMmoB5iPGNzGtzhxec55WcywYnMjgMqzUvRoawc8InRzPJNUItdyuYY7ghlz6DPpBCPBR5zr6Ng0e+C3KPnIi8ZfeGbGRZiDFHWguD2EAKKK0icVuUNWunxLjA093d3Xfs2BHOfbhxE6hpMCD+jnJnB8mEccku2Y01FkTDfMPjQFhK0xaurFKlCldSQOWVLVu2cuXKnNqCVuDfUdmQD7iSL0UfG7rAsiagXFD0dOrAZXxlXMZckg4AdyNb8e3wLxQNzrD3Qk7iSiSSxgo8lON3+vXTT5RMAS6T4AEYUzIIBvoGegH+E1rwDaT/jZnJ+sYmSQ7i47jCkO4iqKjCVmQZtlxhTN7K2utb9abVfCe2NXpDSgI+/HeMXDu5yqyjhrBehvxHqdEoAfrq0KGD0hqZqYWqQGGxxaHCvLItiLV6FsojwHJywRszzQpRS+H5owRICPn3CLsDIlvZDkeMGMFRJOqQtRKgcaL8mPusi8hHNNT27dszQ1HVQGfo26k+kDicp9zgqgpJdNasWTGs4JhFJtYl5snrwjyh8aN10YImC6BFMaGt0pijLJ2H0oobX8X/Rqb18VC6owLiPa1C5PsrW1xd1s5WrVqxEoPIoCDQdNH/o+VLTCJ6SuFfFKF4LnpBvLtdOCd29ZIkegRbwTwR+mBxcHE80yzBaNiK/tFgj4smxPZw/Phx+rS+isimgqA/TkggzSgsX19fSDyujaYfvUS64LJSkAhnzGvXrs3uxC73+KZIFd3+Dh8+jFdGVWFhiesO2dCOtUNtDyxcdN49evRo3bo113bSBUXZFobImIw5X6ZMGZqP8VASGdc0t2jRgrsRos+gVziXa4EHJZy03F/ZDPqcfZFIe5I2a8yy18EaQeV114v5zkqCkg92kdGUhQcjSjcCvgsVjF1twTFtr6/+HYxMBgHiSCMDZXrdcGAd9gYO8l5ypazGeB2kIOQMFBuqOqqf0i2CVgGuz1TaJYwLu5TmkAhFkXtdw7HSq7z1G4s+jPvIrFIYJfjafGR+VdAI54NpObKDjDUktpYYMbhajItNrNVdhfnm4tuIkuDCS/lJDA6ETBNJdQnpTmtdEUsnLWtoHutDxbYrMTM5dOWvX375JT4l0o31uXYsI5XSroG9sW+HOA21ioT9r3cE8ofLgtm7MB/svFCVbdsRZZngkp/Yi4i6lAP2K5xTCidCfU0+hebaUB2nCGt1kmqA4iaDoyhRrCh6meF4pZf20DNS2Qw7CxcuhCqnuVZOqhD1KuQTw5Mq66SutSZ/YIlzKWfCvsMbE0BDmdXv0Fqs1qe8rmrZsbl8lf6Seg6lbNcc7NrXf3TcLrt7Sn5afZxDTUnId4R2FH9l5KSs4Le6xlMcMESPClPK2L2mtQHSiqAs7p7UUsoymP7AtgGFXVJf2eJJICVWypJ1oW+k/ih3B5QZMKu1WuZe6RcszV5ZqpG4QIqOkOlKpZWgRNWIXLDm+fv7c9qTShANVUpX8pRNXen2D2X9jy2EkMzMUC9I1eSiRNSqUJMdHvINeU3UUTbxjy22LSoZ3g5FJgGVlGU2T5quBNaQWWXUZvG/VuGjs+gHJ4plvI9uABLeumUJ3wU6Dj30F198QTfwCI1dwg/2kRKvCtke6Zkm4x5lCf8pKycktuq73F8UFQZhqPZcsCNmQ7QFkiayWkIsRQoweMKdGb9h0KBBLKm2bduy29i6dWuqVKlEbURIccseQ4QMf9GXnz9/XllCWaG8wAl4CmgBlzGHMRKlIQ4/cV4BP2GsiQZFFykMMUkd3377rXV9bKiIJj/u/+hoZ//3SJsJWNnmHjmLoiymMdm2BxewAuEvsjZXWTZGCtWv/l3AlKCqITFIA2sVl0uIXxrLG42ZlQ9cTN8MnDl69GjBggU5RbN7925GQ+UEvcS/pTyMas6NFKBy0+KBF8FbXLp0SaIacWm+mOlFfciKO454aI+SilinTp0ZM2aE1Hcxgn79+tF7imlG5ySLtri/MM0+yjbn5unpydgXYqrmJDAIgoWr/h22/u2wdu3aoKAgmXVEhpcqVepdbhgSnCenL53Mx/Jl8VDWT3mjtwCFjtI2aNxZxv7/2CKUfaCjbyrdYVDJva5zimg9OXbsWOHCheltMmDAAC4v+sDmpYqc3LZtG30KT506RRuj0EjYz8KvzCIXFxf+he8o0UZBAqwndD0S9cn5D9mnGL9KKD2amGToY+c3HAbMAhwDAwMDB0M0mUqUJcJOqLAbl4W8ONSBW1SYSsS+FobBlMBgkP4VyhLsnPFACA6IHBrcUyqmUxFV4GKx1yHU2UI6PnK5DbSSv7//b7/9Nm/ePK4hgk7PnDmzBN94u/opnk5RBw4ZxYJPMGRmpEBaq3UKirA6fQsicfhVt25dPz8/unvjtu3atVMWAx1Ebp48eRiqSMb3nGx7YxowxJT2blXosueMes1sB708w4Pwm6eM4jYwCB2vmw1Dg2eYly1btjAuPAiafqs3b95MmjQph8bo+O2ixBhEA7iYi0sHlG11t4eHBztREOupU6dorrG6BTscTJUyMAgdM2fOZJAGK2jCpiM8KABiDV9xwAi9P/30EzRmoUKFlDbvUmqVLl2asavSp09vdR0Jp4u6QYRAozbXzS5ZsoQ+9YGBgZysglLGqIhLuC9fvvzKts2TWKVjMukRgSFuA4NQAEaWmIthgJNL7u7uEs8WdMwpL8g6xuPGwdq1a5VeiUMlmCNHjqiw8hko7byh9LozpS0PDB7JKVBe4OTkxA6VulvZ4mfETn+n18FhiNtuGZjVmV+OrUsVHKjzjCgwxONWqsriQE28su0Aq2xuXla/IjrMiDlP/EA43W/nfxkhT6nIgkTctjpfik+CrCz/0LIveBSlJJx3pmr+wBbGnZDAJtR9U6dO5UudPHmSC/mCgoLKly8/evRo8VOiz2hIh9/w4HUGGbqvWTdfjwpwrZy45wskki3SwJViXCnNy964GOetgV7zypUr9OMaMmSIhFeSvY0gyUncH9r2feaS5rdW3OK0jn6Cuc0AtvSIQ5VmKaPB2q28exeOciTiJu/Q4YZOZigPZ2dn5IvsvvrKtuFveNatORxkdSVDaHEvDyl++sXTuUr6OUb84AWsQDjDQEjSmMXDT9laWjS/l7K1c4nyQ39BVnGrj5REdInNdgbxv6Yp/NatWxJSgzs4r169unXr1v379+eaNUaVixBxSHQLia/EcORKVxIWPRepvYs7dniAUQXK4vLly1xizdX5EmcjefLkYFK8V+rUqRmvX7aniSJwBTljEpw/f57RuGRpDCFx0ELdFSyi2Ldv3y+//KI07dChG6/JFeMYip05c4aOj2h09KwtV66c3bTwW8BhiFtEDcUL411QLaL3plMHT/L6MJb5Oy4YCJeB6OhGHaTBLipZsmTgBQwV0W5RRViDUV1YbyRC3t27d+nwz3A0yENGmGH24l98SnjimUQimNpGjRrRRsmJo9u3b6MBMP3cgmfLli3Kst4SkorqKVYNsEQxsPVyfswKrtmbN28eNxNgudSqVYtRZ5s2bfrGWU3+9FSD/cSff/7JrEM/TSrnXtWR/nZ2YF2CwmVILLY7JIBdC14EXQsS9vDhQxcXFxZilKYHFX7y5Mlc1bx169YFCxYoHeCMxhPUE1zAjMKBNRDCW1chiRSNl2UjQr1FG2R4KQ8PD9k9gzY05Ni7V1eHIW67oStXfNAyJT2nVWLHqpYcWWBwWgYhoMXDakGi0ObaCrvNrUMClUzW6ZLTP7CFYYsR8yvnjjZu3MiWz8UILGW2K/pskQ7QJHi9rDZ2FJOxrHU+deoUOJcbp61btw5yBDKcA3zwDmSsl5cX+6eQHnXKZvUCR2fKlIn3rFq1KktQIh5HTxPgQAElRVc5tkGJRYHEYEz8SodWZsCvqE5P586dIU24ZAn6l0xq3a4XfM388ff358Z77w4+Rda4Yggli92RA+w+8ROzKFLKxWGI2w52S+9CapM4Sdwh1YrdJhIfaYTnVtYr/2PbhjgGYReIQ/ZKFvDdrZ+Eo1A2YfX8hSxlzGQ074sXL27bto3R4bnMT/gaXRSDmll3bwhpAAm5nUj0INT8t5NZMlyOBiucu7s7o+QrHXeXPZwElUWPkjFjRobf2bx5M3t9DH06dOjwLqt5Q+5VEurXSJyScVTiNjAwMHhvYYjbwCDGIMa9HBrWn549e8Zfb968Wb9+faVDJikdULto0aLc12bBggVubm4Riv4c55EpU6b9+/dzqyPZaEn2xmPAegaRPn36NCXwyZMn7TZOi/0wxG1gEBshJJImTRou0ZYZy549e3p6eiq9L1WJEiU4w5k6dWpD3EpPCLu7u3N6dsyYMXZGDAYZZsh7iXxZrly5GDcVRhSGuA0MYiNEjIc84I6LOBg8ePCuXbs4Effw4UNu6zN58mTGOHzjLgRxEmDqP//8k6btBg0acDs3a/hvXMB9Ga9fv758+XKlHe05pokQos4VPTwwxB0HgRaL8TVH08qMoOMKhLjBF9zk7JtvvgH7cPuORYsW0fXNz8/Pw8ND6SnQ27dvT58+Xf17X8S4t77BCllcg89t27YxkLpsfsJ3p/feli1b6E994cKFoRoRelDMhqAxxB3XQBdJYW2DOIyXL1+ioGfNmoVjEDR9JFKlSkVnFTCLm5sbXQy//vrrvn37Ku24FupelHEGz549u3XrlrAqd0kU4ibovv348WMGETx9+vTx48cdK3qMIe64hndfTStwrLA77yGsRMMtZpTW1BhvKb1ic+nSpfv27cPxtGnTvLy8cACqyp07d//+/WUFtmz2HUWJDAoKsuPNqADHEy80uPgFX5s3b2638Skhyz64I+WSJUvWrl174MCBUqVKOUqFN8Rt8Fo4SiU2CBWurq49e/akUeXp06e0Enz66ac+Pj4FChQAwTGUSpcuXXhB2BHz3w7BwcGvu62stIoU+S96Be8l22b5+voybozE0SbkiadOnVK2oCVRHRsgcmGI28DAwMDBYIjbwCCugeKahhTaQJImTUqF+/fff6dPn97Pz+/ly5f0KezVqxc+hw0bxjC2jK8SWQgj9AI1MsOiRdZEH5doSmiE7du306uES1IFzJ+UKVNmy5ZN2TbD9Pf3d6AhpiFuA4P3AmSljzXu378PriRlcz19//796VZRvHhxrvRhHNSogzXe7LvPpnC+EffctGmT7Nfs6urK3YhCRUBAQL169ZTeMxp/l93MHQKGuA0M3jtACEOTjhs3Tulde3hSIutevnxZ6f168JkuXboKFSpAmydLlgwXSNTfdxen1unQd78bRTT4+o8//qhbty4XK2EMgeOQF5PlcQ3TwBcPDg6O6ljQfBB6iHefrTXEbWDwPgJS1xpEkBHKlCY1+pIy9um+fftOnjw5bNiwzJkzDx48uGbNmtEQKvYtIDHQvb298+bNy5N4qdmzZ+OAru4hwRiT0QZmdaT42BjiNjB4TxGq56hE8jtw4ICy2aDPnj1bpEiRX3/9FXqWm0KsWLGiTJkyyrKPUiQmDFq4WLFie/fuDb+ToijlL7/8MlGiRHfv3lU64vbBgwdDXkzlmzt3bvqcMC50NGz5FIly3hC3gYFBKKCZWII0bd68OXv27MmSJbt27RrOlChRgk7QCxcuBNGD9WTXwHd/NLT/mjVruDGT3Q1pGVevdzxfv3790KFDmewnT57s2bMn5DVMatasWWlRefnyJYYRdrsAxnIY4jYwMHgzIIGVFqf0xFiwYMH333+vtKoFh2bMmBGSXOnY1uqd6Rsq3sXFJVT/btpzAgMD7YibIhp/BAs/fvz4u+++w1eMCSDbQ96EM6I3b97kNk+4Jyg+c+bM75LmaIYhbgMDgzfDbhOPSpUqcXswLy+v8+fPT58+/erVq8q2NU+3bt1I9DKZGSG/EXELCQnarB89etSzZ0/rNTxGYhImTFirVq1Ro0Yp7RgTqqMhnQXTpElz+/ZtZbPz+Pj4FCxYMJwptIPYi6Jt7yFD3AYGBhEGGIpLDcHRYOeJEydat6g/dOgQf8VPDRo0aNOmjbu7O2c73xrsEri7DR7Xvn17in3rNRkyZKhSpQrUOjcL/vbbbxmrhPZ6AY34zZs3Z2BupakWd47ZgH8RgmOk0sDAwMBAYIjbwMDBEBuCf1kTEHLv9qJFi965c0fpqcIhQ4asWLHir7/+Spw4cfny5ceOHatsTuLE1atXXV1dEyZMKHFLwni7QoUKKe1zjSeKI7ay7TIBiR0YGDh69Ojz588rLcC5B4UdODmZLVu2H3/8Uel5TqTtxIkTb6e4hw0bNnjw4JDZEqUwxG1g4Eh4+fIldwOI6YSEBTCjs7Oz0hscN2rUaObMmatXr963b1/hwoWLFy+O825ubr/++qvS3FqvXj0QHzjdyckpDOLjTyToBAkSHD16lDtIyBPxee3atRQpUnTo0KFx48ZKM7Ls62YFT+JXRuvGPdFtJEmS5Ny5c7LJWfhBn8JoRqwufgMDAzvYadvYCelXwLbgx44dO3p4eND83apVK3xWqVKFXhy8ANwNLn78+DEpFZ1TvHjx7OYnSc1nzpxR2ilw//79JUuWFKLnrwcPHqxRo8aECROYS1mzZj158mTI5DEleBb/RV/1K1euoHcJm7hpZ0fauLaeK+a5v2U0wxC3gYFB1OIDDe73yCnKw4cP+/j44GDo0KErVqxQetFjzpw5P/vsMxzv2LHjdV4ln3/+OT4zZszo6elplefsKiDb06ZNW6hQoQsXLijNyHQgeR24xnLv3r2BgYGg7DdugiNL5JHCWbNmcRFpp06dwpsRkQdD3AYGBlELWcsjdAxFTApesmQJePCPP/5o1KiRr68vNz4GKXt5edWpU2fgwIEZMmRQtthYOLh3757Sm421b99+5syZEkSbd27WrFn27Nn79evHGIfBwcH07xbg6/Llyxs0aKC04qYwx1+qV6+Or+7u7vT7ZgzxkN7ovBuehQe5urrSSBIj8w2GuA0MDGIANFNwohUauV69ehDdN27cwMkWLVrMmTNn8eLFq1at4j4P/fv3v3//vtJLb5SeV4SyDrn1QceOHbt37y7dQ7x48WgTF0CA41YkboDmmmfPnu3evTtp0qQQ3ThWrw8nwjSjCwGDFy5c+OzZsyqGdg02xG1gYBADsBpDHjx4ABENBgerKh1v5MmTJyBHaF5GlwVN83pq4aCgIMZrlW10qIX37Nkze/bsQYMG7dixQ+kQtVzJ+fz587lz5yrN1NeuXaOpOkuWLH5+fkr3Ci1btoSWP3r0KCmbBB3SXJMpUyZ84jL0HyNHjoTkD/WyaIAhbgMDg5jEX3/95evrC90KBuQeY8HBwcq2TMbb21tp5qXNpHLlyvicP3/+tGnTkiRJQqKvXr06d7hv3br12LFj169fD/mMr87OzgkSJMBB06ZN161bp/QydzyCVhc8jnrc39//4cOHW7ZsOXHiBDsGepsgATSDvNJInjw59TjOo0cJCAigRT5GYIjbwMDAwMFgiNvAwMDAwWCI28DAICbx0UcfffHFF3nz5hUvjv/973/iqkErdvz48WmXOHr0KD5z5cp15syZ0aNHcxOfv/76iybsMWPG/K1Ru3ZtfK1YsWJQUBAO7t+/z78/fPiwX79+jA2LTz4FN+/du3f27NnXrVvHnxo2bMiEcS704MGDjGHL6/39/ZGqVKlS0dISI4uhDHEbGBjEJMCGadKkmT9/vtIcqvRekR9++OGdO3dSpkwpbP7gwQOljdT4fPz4cf/+/adNm0bvwPTp09M/BOzcvHnziRMncvc18HXatGn5L17ZuXNnkDIjVbm4uNAd0MnJCWcGDRoUHBz822+/KVv4QFAzGXzWrFl41osXL2h2B1+D5fGvUJdlRg8McRsYGMQuZMyYUWlnj59//pkOgtmyZaNrNpcpQhcvXbp0ypQpXFjv4+PDdT1+fn5du3b96aef6I6dKFEiUvPFixe5J06hQoU+/fRTsryXlxfDuoLfccMuXbp4e3tTRHNv+GfPnnEHYYwAEidOjL6ETI1+5dixY7iSPB4jMMRtYBDdcKDwoTECECWyKF26dI8ePZII11ztwkDb06dPf6ZBhS7eHcuXLz98+DCkMddAJkiQgEvkceDv76900CtcvGrVKqVXPIJ/cTB+/Pht27ahk4DQpu8KCV3pDkNpY0jChAmFptEZYBwQg6ytDHEbGEQ/QASxIcJfrMWdO3eQRdWrVw8KCho5cqTSC+LPnTunbD6CYNju3btDBdPhet68eQwbcvr06S+++MLX15d0f/DgwUqVKuEgderUdOieMWNGnTp1uBvyuHHjcD0OBg8e3KpVK3QV0Ne5cuVS2hSjtFciPb6B48ePyzpMyHOkJ9pz5V8wxG0QVWCjUnrpMBdTKN0YQi54ew9hWDsM/Pnnn6gwQ4YMyZkzZ4ECBZQO+8f6w8lD8CloHdfw1ytXrlSsWFHpXIUkP3DgAKMD7t+/n6YPVEVulYkburu779u3T+lwsjhW2km8XLlyUNyomWRq/gvKmsFMcLB161Yx10TDtsJvhCFug6iCNdSDrC4zrP2+AVTIuKnh302YerZJkyZubm50C2nTpg39SfLly4fPgIAAMDV08a1bt/B1586dpFR/f//79+9/9dVXnF3csWMHV/Q8evRo2bJlyhbuilaX5s2bN23aFAdz584Fd0PjI51MJLdhwxleCbUB5Q7tf+LECWs6qevxGYnbt4cThrgNDAyiEKDFbt26FSxYMFOmTHQdCSdatmyptPVDaW+QwoULKx0QSmki5gbw3MEAN+cIplmzZjly5IAq5xSCr68v93PAV3YAzs7OOIa+VnoK9NKlS0pvh5ZD4/Lly+wJIPmVZmROY0Jif/PNN9wOTYC+IQZD7BriNjAwMHAwGOI2MDCIKkAXt2/fPn78+CdOnDhy5MjIkSMHDhwYoTtcvHhRaQsbNyFjCOwaNWpAbvPmSjtc003w5s2badKkefLkCY3UK1asoBX7888/p9EjXrx4uAYpUTrCCZ0IEydOfOPGjfPnzydIkCBZsmTKZquB4uZc5T///IOfcD0t7BDgL168uHr1KoV5vXr1ot/DxBC3gYFBVAH0CrJr1qxZ8+bNL1269N133/G8LGZ5I4oUKaK0bZque4zinTx58jp16uDmWbJkUTom1MGDB3EAIu7Xr1/t2rU9PT2V3qWBVOvi4sIzIHoQN8OxZsiQgfstBAQEHDhwAFwfFBTEORgSN/iamyRIJHHeDVi1atX8+fO5vU6TJk0iKbciAEPcBgYxOcsU5yE+GODcihUrUgvbOWaEYS+GgsZnHQ2lF8Uo7S8INQ3qHDBggNIETRHt7+8PjgYv0+Fv/Pjxo0eP5n24AGfq1Kn58uWjc/eePXu2bNmidO+SI0cOyHbcll4ltIz36dOnatWqONiwYQMO1q1bt2TJEqWN4+iH0JdQsMcIDHEbGPz/gi44ODjGnXPjPLgrgtKKmzYQfEJTlylTxtvbm54hrwMnEsn7yZIlg/jFce/evZVW5bt27cIB+LdcuXIlS5ZkPG4PDw9q5P/973/dunXDAST/hAkT2D2XKFGCktnV1RUSPkGCBEgAZzX5r59//nn9+vX8+8aNG0H9jCL7448/gv3RK8TgKipD3BEDRk8xEjfdIKphWDs6ES9ePNAfDnLnzp05c2Yo3KdPn9auXfuXX35R2pANrgQt4vPhw4c4s3LlSlokyJWgaVwji5h69ep1/PhxpfuD0qVL49dEiRLhK3W30ksrz58/j4OyZcui/VarVk1pu8qiRYuU7gyKFi06c+bMb7/9dvfu3ThDW0pgYOAPP/ygtBVb6ZAmXAGPPh7Xo3tgL2K2LnMAGNY2MIgU/Prrr0pHFwEhfvLJJxs2bDh8+DCoEyf/+OMP0CjYNkuWLIwt1aBBA4aX4h40hw4d+vrrr1++fAmJja/58+fnivZnz55duXIFrE26T506NS3peAo9EdEx9OjRY9OmTUpbSLjfAkT6vXv3Jk2aBKLnOh0GS8GtuJieC3NwK27j0LZt2xiMC0gY4jYwMIgBcF4BsheciIHso0ePnJ2daX1OmDAhqLlw4cLg5fTp0ytttYCUVjZTCXg8RYoU0OOMAghiJYfmzZsX7M/Irvg6efJkrsSBuues47Rp0/bv388E4IzEJEFiatWqtWTJEi7A4b/QnQQEBPChpHiyP77G+MJXQ9wGBrEacTUilcwD4+0OHjwIddywYUMSbs6cOadOnQqJDQXNhTN9+/blxdTdAwcOxPnVq1e7urryPLsBT0/PrVu3QlZztc7ixYvJ+1DZvPOoUaMYk0RpXxTScatWrZo0aZI4ceK9e/d+8cUXSoftVpq+cTeli+D+/fteXl70PsyePbuvr2905VPoiIMVwsAgLiHOO7pAbkNZg6OzZcsm7j1fffXVhx9+mCZNGmpbrpNU2hEQn0WLFm3Xrl28ePFoSAH104b5+eefBwcHQzifOnVK6a0m6ZcNimf0kkuXLsm+7/gLBfXHH3+Mp+TJk+fEiROc1aSbIIQ/18SPHDnys88+A4+3bt0aXxnaO2ZhiNvAwMDAwWCI28AgViPOK256cHM7dgGDhAgkE6iXu3TpAunN4KtK74TAgyxZskCMu7m50Xi9YMECrtBp0qQJo5rkzJnz119/5RMht7mb+5EjR9KlS5c/f37od05m0g4O/U6Tt4uLC4YF8TWYVBkBMEnU+zgZbc4LhrgNDAwcBnPmzFE6/hTIFyRL9mzRogUZMzg4+K+//sqdOzfdQgYNGsT+YOnSpeTiXbt2SbRh3MHJyUnpmLHc5bJevXr01Ob6oPHjx3NfBXQSvr6+z58/5/KcjRs34kDiXAYGBiZOnFgZ4jYwMDCwAz09Zs6cic+OHTuCkcHRXEhZpUoV8nLSpEk//fRTECtX0Jw4cWLhwoU4qFSpEjhd6fgkyibbb9y4wVlfkLW/v/+tW7c2bdrEy8qUKYPPbt26cVIUEv7SpUu9e/cmWUObg6BB09xXIVOmTD4+PkrvlBb2K0ioE/7xXVjeELeBgYEDgFqbntRBQUHQvLJ1GXh8yJAhOGB4KdHCuXLlIjniegaJXbx4sUxOQmizM9i2bdvmzZvHjRuHnyZMmIAz3LKyYMGCXCg/cODAU6dO4ScupMTFWbJkmTt3LsX79evXaXt5o/MPL4iURXyGuA0MDGIXSIigUQlgApqePHkyDurXr6/00krQJQgaTK30OkzZX+mDDz4IDAzkJsLQtqTmV69e0QUQUnr79u20bHh7e4OalV5OmS1bNmj2fv368Ym4g9K2bC7IvHnzJlgeP9HFBccvNBihO2HChOGch+DfI8WcYojbwMAgdsHHx6dcuXK3b9/etGkTbSA5cuRo164dDnr27MlrQMrt27dnlFdoWE4qXrx4sWbNmgsWLKCtI1WqVFz6OG3aNO6AkzVr1tWrV8+ePRvHW7ZsYawS0HThwoU3bNiA+9C/kMB9hg0bpvS6fPzFw8ODwafmzZt35cqV5MmT00QeI4gAcaOHYcfCGVXArP82MDCICuTLl2/OnDlFihQpX778667ZuHFjgwYNlI4zQ/8QoGTJkt9//z3oG8fr1q1jRJTRo0dzlhJ0X716dS6sZ0QUpYOQ4AD/cnV15RlK4ypVqjCYSYYMGUDTYDxxX4lxGMVtYGBg4GCIAHFL4HOrD6OBgYFB5CJLlixLly4Ne0fHv//+G4xEd71nz56JG/g///xz8eJFrng8c+YM/bihoElZuCfoiwaQXbt2ic0A0v7ChQtubm709+CmDe7u7itXrlR65eSMGTOi7HXfBm+juJkFElPRwMDAIHLxxii7YKGHDx8WKlTI7mIweLFixSpUqIDjunXr8iRX0ittKsmUKRNZng4qROnSpf38/OhMAjBiiQBXBgcHx+DWwCHxlqYS9EtGdBsYGMQUwMUpUqQoVaqU+vfiUpwHNYvPHyESM0mSJOvXr+dXIWJo8CpVqkycOPF1YhTdQ8GCBaN/Y8kw8JbEbaYlDQwMYhCgoJcvX1JKWzdCA/PWqFHjdQS1du3a1KlT2/0K3i9evPiaNWtevHgRqtKPVVqbMJOTBgYGjgcM+sGz3Ge9aNGiVtGN49ctTcyfPz9/sgNEd5kyZcSiEvthiNvAwMDxAP7NmjWrm5tbyJ8gusMwCYT6E3nfgSbtDHEbGBg4HkCy3t7elM8ORLiRBUPcBgYGjgfatd/byTZD3AYGBgYOBkPcBgYGBg4GQ9wGBgYGDgZD3AYGBgYOBkPcBgYGBg4GQ9wGBgYGDgZD3AYGBgYOhv8PJ2zvuhgV4skAAAAASUVORK5CYII=)
5 сурет. Төменгі еллестің пайда болуы (сәулелер жолы).
Сол сияқты жоғарғы елестіде түсіндіруге болады (6 сурет). Егер салқын ауаның жоғарғы жағында жылы және сиретілген ауа қабаты болса, онда жарық сәулелері доға сызып жарық көзінен оншақты километрден ары төмен түседі. Мысалы Франциядағы Лазурный берег деп аталатын жерден 200 километрден астам жерде орналасқан Корсиканы көруге болады. 1815 ж. Белгияда Вервье қаласының тұрғындары аспаннан әскерді көрген. Осы қаладан жүз километр жерде сол күннің таңында Ватерлоо шайқасы болған.
6 сурет .Жоғарғы елестің пайда болуы (сәулелер жолы).
Достарыңызбен бөлісу: |