5 worst large, mid and small cap performers
Indian indices have gone through a bumpy ride for the last one year and the potholes are only getting deeper. The S&P BSE Sensex hit a 52-week high of 40,312.07 on June 4, 2019 and made 52-week low of 33,291.58 on October 26, 2018.
Looking at the Large cap index, S&P BSE LargeCap has made 52-week high of 4,645.66 on June 4, 2019 and made 52-week low of 3,867.52 on October 26, 2018 with an average return of -11.23 per cent. Out of total 91 companies, 61 companies have posted an average negative return of 24.59 per cent in last one year. Whereas, only 30 companies have posted average positive return of 15.94 per cent in last one year. Following table shows the top five large-cap companies who have posted the highest negative return.
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)
Looking at the Midcap index, S&P BSE MidCap has made 52-week high of 17,017.26 on September 3, 2018 and made 52-week low of 13,335.7 on August 2, 2019 with an average return of -18.21 per cent. Out of total 105 companies, 75 companies have posted an average negative return of 32.38 per cent in last one year. Whereas, only 30 companies have posted average positive return of 17.23 per cent in last one year. Following table shows top five mid-cap companies who has posted highest negative return.
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)
Looking at the small-cap index, S&P BSE SmallCap has made 52-week high of 17,334.16 on September 3, 2018 and made 52-week low of 12,350.56 on August 2, 2019 with an average return of -32.85 per cent. Out of total 852 companies, 734 companies have posted an average negative return of 41.84 per cent in last one year. Whereas, only 118 companies have posted an average positive return of 23 per cent in the last one year. Following table shows the top five small-cap companies who has posted the highest negative return.
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5WOCKVvwluWpbu1TuHFSE1JzbPCBIfseXtzdYxfEQwex3k9yTAn6mO6Fl5XYkiQjH/EPPhKULPngtPIYJvnX9+iNBri6iUJfixdvYAqJv5J6QDXbv2MUHuR2lv+6W485cFl7711F0udWvSR6xZ9BA+mBiqdg5K9dhf1Do6G/VE9YDSbum6c7YUHpcJ+LH90NHBePYg+2LeR+S6U72eVh8X7QmMl4/wS85kue7Kt9larv9NQw8q0q7XHPaUXbKlTVe34hr5s3WmHvhq0kp27XTduBXzOwmQAAlcEYHxEu+xr8dvPQv5JHZdmD8VFIIMKJhzLZ+d8lrKNiTVO4cd4cYGWTWn9VRxkkBFTWqyiFPSQzbT2OLGG8NPAkzEdNfmFRH6bOj4heVftcO5HE1pqLPptHsT0ze9Ivg3wzqLcaunv0diyjGPEDUJPeB8XTi4S5wzLT4J+njXXUKZXiLQyniM3/cekpc36ZBv316QePcwe60gpoUn1rKE0RwRrAeQUkXNX8bLd7WrH/YT6K6yu3S16u/si211f/N1Y6nNQxIgARI4FQGx3C1/PZ/9Gjn9kC9nH8Ws1KNYMKSnfkXwDSH+9okaGsNa5I1/3Zpc1qcKXt2W5pqL5HrnEGpN2sGvO9mu8CdI4PvCQ/6zgxOlbiTSQZxH7Y5lYYsIweTeeM0sqp2z89isfRxNAtxaUUZVUOinp23jWwSTJgdRhW07K2vLYK8baMtn0oTTInUuppVFhMn9614L6Zbg95xAD8ZyR7iMBm7x9pI463fFMoWifczgYEd787q6DvSu/iLb7rLbdS0ko7MvdtXd97qx6uQhCZAACVwwAfkQb/yFTM+01NizkRs97uQ+C3ksAmTmNTeTAIkJKvR0bmx5tWN3x/LBBucQmD2oKJz7XkPpBQvlZndyCtleyybXFXoh1AxosVZuvS6vP6xw0Te46Kn+RdE7OZZyraNYkrXn6z1EpFK8BqdHY0o75A2zYpE+MYZw2A9a21eJZIo1j21rDl1dNniuRA7VWkg3J7/vS6CG8XiJRz/By/Nz+VVGsq/3X/7gapRffyZBLu/QU9b7ym7S1dRhPmvki+UgcqyqSTPFaj9br5vaEjxJAiRAAtdJYLPAPCqWj4nlOiZoID/Fe5/l3ocMmYwiiDXeNZsJDR1HHmrGZ7HZJfEf1V4KU87+FBvG3S3MxSbyNAs99eoPkwel95+oV6LkadYrW6qvoim/qqaowxxV6zJVKVnNr++ovvpDy9L6lNNVmpEta7e3fGdZpuor253nl3kb0owp1mf3q2y69cnklnNTp5/F8nvxmp+yfa7+XhaGvvNaIr7Kxmqi/NDlqBLqWZX7SB3jLMtMX8k7j6mq2tft1zbV62HKCrGmL4hP97pok11vi5TcoGtVFyUjv+ZLtrXUbeTrVwmJ8qWihXk8IoGLIWCug4tRmIqeCQFnHK2M446azmtnskyPtbnP1Ueekycvq+py+/JInBbz4eJP+Ym26/jzjkVkpvIaHfEKjjmsHdQ7cJFTkGKnq72hYYfyx8h6jjodw84amezrNVB4igRIYC8CHE/2wsZCZ0jA7cuN08pnqPv3qeTdwH6LT/028J7qyHBusYO7Z6mjZpMbJHy1tuGoFVE4CZAACZAACZDAxRFg5LDSZPp9baUNvvZ7FysFuk+IyOPTDdLG9yF2ixguh3gRsgyDtr5zcrj6zkuS+3R0XtpRGxIggUsiwPHkklqLurYRcPsyncM2Wky7OgLuBXB1BtIgEiCBbyPA8eTbULOiIxNw+zKnlY8MnOJJgARIgARIgARI4JII/Pfv379cX/s4P8kDErhCAuzrV9ioNIkETkSA48mJwLPawQmYvsxp5cHRUuA5E3BD5+esK3UjARI4bwIcT867fahdfwJuX+a0cn92zEkCJEACJEACJEACV0+AzuHVNzENJAESIAESIAESIIH+BOgc9mfFnCRAAiRAAiRAAiRw9QToHF59E9NAEiABEiABEiABEuhP4KjO4WYxwmixybVxv+cJ13YgXno9WqCw/NoMpD0nISB+9nA0glg4LP9Z19ZJ9Lm0SnldXlqLUV8SIIETEWh0DsVvDOc3oR92M7o8J1b8qkvZET9Rf7rIamV7mz4uP6dYbc/NlA0WkwAIU/kb6Fkawovm6OMfXoJ9l6DjufUI6kMCJHDJBMSvlVkP+9MVSredPYMBaiytBqeqY+wI05YbXaNzKJF7IdIsUzejLIYfzVuFXXIznavuskH7eADnasCl6OXHup9nSEMgmJyZg7j9wgc83P8eK6LyN7uBj6/ScNJM+9ztE5pfgo6aMK/L5q7GFBIggS4C6mdsP8zDfpYiRIBJfq8XwYBPPBr/SwcD2pw5QDmb86ilbmuMzbIM70t9P6kp0u4clgrMcOcDyWdaOssv50BgjOV7hmw9OwdlLl6H8fIRPhKcVVcf/8ItEry8KWdwu/qDIPHx2HJxNzXEWdrnKHsJOjoq8ysJkAAJ9COweUUEe/weY/noA9GrXo42wzpbI7+jj5cQyW3+12YxRyQCerHfT4eOXP2dw+0KTxHg3+XqAtDTmXlotBrKbK+/rbzwgqdYbcw6KxHJEfnFpx2OtSM8Sl7ufIvKS+uM6mS2a2hsXGya6hQYjI4iRDzF6suW2aWT0dENL6ty8ikgmltrzOptqEYyVPliaYDTNpKLW6etN48LAm0sRVpbnxRS2srXt2dRtzma4SH0kAQT2RcmwS1ie/Aw2fb6bNPvu+xrU7yJUZveA1yXbrvJgUXVWb0um67jNruYRgIkQAKawOQGHj7QdzLI5TZbZ8jel2iOBbolOr5nIrYIyH/i2PyloZefN+nwwiw1GbI0Cz1kfpyfyGIfGawT7d+7yseZL/Xys6IKVQbwslArovQ0eaoys9jPAJNeJ7PQ3xyV9a7WKdNzFjo9t9uto0OnNMw8yx6jg/ks6yLOuvJVznI+V6csk5yMzh11mrqv8dP0Zdu2MrtM9eO8z1Tbr5xfs7basK5P2tdFqS0a2tPWzxzLehuuibz7mczWZ1nf87SvXce6Pl/t44qPudbddFdGtV3LY4VbXnEznF19sx98TVld7ccd1o0nPw4CDd6dgBwvkHnGkRESpK9S+DYloTq/GX9Kae6Xks9TJKrxUfl6st8af0Bncftye+SwtOYwQ3wbYJLvwlVTmfZM5uTGE4ugyosqG53TfuX92Aqtall+/A4zm6amnyK87rA1uE5mo5o1dc7U/DrkBPv2DS+Jh/DBRFRnWO8S1nWmC7v0MOmtNlR0AiSn5AVyVnLPOk3dV/lporOjEeaRb0Xl+vbThj7Z1RYaZmt7yqDUCPMPsQY4RehFmOeLl1N8Jj1a5MztkxY06qjsKzHaPMtp9dgagGbrGD70WFDhvuN1WSkPiCdzq7oydF5TZR78RgIk0ExgvMR77OczQXKG70msKq/722L1J0Dix83jT10x55yMLJo1jGaNY34fcTIDaHcOnfyzhxCeGXxFWmk6dYRJ0OcuZQk9tLwl6mSH6ScS3OLX3rFcsbYgxq2eLpTT0j33GLTbnCCYWNPGozmifB3dseps1+isU0sLdZ0HkoP7aVtb9KBilnQ8iikD4azG8JMAE3Fh67UrpdUedSLP2T6jb5uOJk/fz0Ovy53L85rq2zTMRwI/iYD75pd82dtsnW+CFBO42aNYVV71JTaLCQKESBufTPehqdc4moBRjYidnMNSeXHDnAS4jc1uZrHLs97vLZUzXw4tn8tRuzhvJubEN38euE5AaStuLJpjfDvQTlkPYVq0jex8mR35OEad38z+O6rbp5/qncVFn+xqi10NUY6IdBDnEbzwoVi4vKuos7RvVyNq8h96Xe5VntdUTUvwFAn8aALj5XvJCWzy8TavclNHaSwXewnkTNaQawlLrVF1Rk3yTs7h5jlA4oXIZ1CNFPm5wfOukcM9y0fzYhPK9u3F8rbH+HUrNvyYOeYNFq37uksK7PfFnU4SN9tSnTvqJG9Kjiq9p+p1OfmakwTBs+HgyHO/1tXp5uF3TaC+nzf2yV3boo6zfm1N9OS8B0vnTYI/A76X8QT21dncdW52J6eQ5/ljuNh7pnbryfHp0Ouypt3EQG1V176EhtdUVwsynQRIwBDYLDCP7OVpYjxzlziZzOJTb8ZrmRa2c8uNuaXBS/tG/l3JGbXLtDuHYuoq34ms1zwZD3a8xN/QQzQ3U5dPuAl32EJ9QHk/fsSnnjJV7wUupgHluqN87dIr7sT7gWyLBz+eYa1ejKd2FIt3Ezl1turk7hqW0dhi/ZqcyjftUGrcNkPE1GOK8EPvcs7bUO9Y7qizTfKPS+vZT5v7ZEdb9AKqZYj3YOVtOQd01P6g9zKehX29IDiZdPQ0v9ad8QkHXpdm+t6Wj2LNT+W65DXltA+/kgAJNBOw334ywmj+gTAt7vtiyZ54OwwQYZ6P+cLXKgJjrmz5xhKRV71KQZfT+WcPjj8wh3zHYlMYE8BIbFQRiyHFn9q47FZ5Tt+FtzzB56M9PXpO+lGXcycwfF+/9j557fade4+lfudMYPjx5JytpW7XTMDty+2Rw2smQdtIgARIgARIgARIgAQqBOgcVpDwBAmQAAmQAAmQAAn8XAIXNq38cxuKlg9DwA2dDyOVUkiABH4iAY4nP7HVr9Nmty8zcnid7UyrSIAESIAESIAESGAvAv/9+/cvL2gf5yd5QAJXSIB9/QoblSaRwIkIcDw5EXhWOzgB05c5rTw4Wgo8ZwJu6PycdaVuJEAC502A48l5tw+160/A7cucVu7PjjlJgARIgARIgARI4OoJ0Dm8+iamgSRAAiRAAiRAAiTQnwCdw/6smJMESIAESIAESIAErp4AncOrb2IaSAIkQAIkQAIkQAL9CXybcyh/96/3bwP3NyDPKX/bVP92cH7yMg7I5jLaaRAtj9BP89/UtH53s+7cIPpTCAmQAAmQwNUTaHQO85tLg0O3XU0hdreMpitsLwBTrq/1I9bT1SVoDgzrPIrfyh1h1NCuF9CUA6qoWVh9QvZp8/0IfXvzGgH+HWaWFfm1ZurdpW3kD7R7CNMMWaZ/uL3unFUfD0mABEiABE5NYIOFGfPFp3u/2a4wtdN73hfU/aQmUObKc+tzcDQ6h3m+6BWb/Is52OA5SOB5njlxGZ9eiDQTN9EMWRoCwQSX4iBeBuBL03KM5bvuD1mG2Afgx6p/iD7yvsR4UJM2eI08hA/GNVSDwxxWnUIPzPv3y/QTCW7xy1a07tygdlAYCZAACZDA/gTE2D/HR5jq+02KEAEmuQO4wWLyiUfLX/GirvuCvp9EdVptsfrzgnsZRBD3vBh+EuBPS4Cs3Tn0Q4RehCdXwOYVkRfi8b5OiQs5N17i0QeSz/RCFB5KTe0QrY2DMpRcyukisF09IfLu8Vs7cpvFXF5HqdMWs3WG96Xt7XVI9m4wcbPUnXPz8DsJkAAJkMD3ExA+FHw85uP8GEvhkOTBuBnW2bqYYerhr+T3ExnlcE0S9309sySTZrjr8H/anUP8wu97D8nLW2nqWEyNefe/qzckONN0uRfsKiq+O3lHbhi0I70UIp1i9VVXxy7nVH0lld31YfL7SE2nu2HgtrROW/fR0w5JT1Hy3zvYVKepO1jvot5V5u3i05UuoGzx9pLI60a5fSKKCPiPXdHJZtmyHecRkASYiP642KglCM451STNcvqlX2XD0igSIAESOA8Ckxt4+MDXnqvdRFCh92yXXHokVjg1B4k6nENg/PseXvKCN6OwXs90b8IfOVZx85kguC2myMT0WMnZasmbhh+Y53PgNbL8CPPcgRQh0gBJPgX4iM+gNpaa11g56AGnVEY4XPMPvbZLT0Waace2NOkYlrmUbS3V0vtLNH/CjQ4Rx36C4I9Z+7krG8X689GeXo0wr2+43vpdT8ZqXyy3X09+2ze8JNaT4vYLH/BwUwn52eSqdcfWdSAHA/GUaJZLrGeoO6cexNr6YLWeso22TjwmARIgARI4iFZIqzQAABatSURBVIB0BJ1ZWbkcqEHqrv5KnRg7aDQJcBtncCatSqU6nUOMf+PeS/CivcPt2wsS/xF5NNSIkzc/ez0V5I2qtvKavOPlI3zjhG6eESQ+YqvwbB3DR4RXsQCyUn6GdW0o1SinP02ERURZ9Hy+VYWT2fk6/oVbFBxKqW1pFV2Bkq0lQf2/+HERIp6p+DDkBHmlvi42aprZ5jC58YCPr1K0uL9mV5azwtNtv378Ns/iYaa8EaWTVNd10ClAZ+iyoSu9bz3MRwIkQAIk0E1gvMR77CMJJsVM5JMIF9T9FQEf+z5dl7P1nKjTrGHMYmDevjG12zmEmgtPgmds9NRYbShy50XwCYKJNUU7miNCgl5LAHeuSyMzEZYslWspi0hlK1KdKNYAxLjNG9Oeym1LE8UPsLWPanaefdjYTxSjESZBYkvkcVf7dfLTU8h2CF8/UPTq74O0QFcf7EofRAkKIQESIIEfRcB9U0o+KTdbF5sfhdP2KMJPzuZCiLeVTBAghLs2/TCIOmiUr3GsSuvhHAKY3amo3UJF9Ox7XC5y5/ly8/qNYjpT7CLu5RnvXFeupT4YY/k3hJcEeK5uxXYzW9+FE6j1jW8RTFwHsSntAFut2nsd7spGODY6xCx3cWcZ0rD++aVX/VeZqaX9+vDTi4/L141aEBzJUPh3QGuxQVbflf4dOrIOEiABErguAuPle8kJbPJxml5zNo98xGYJ2zei6eccQt/Iouo72nJd9fRzYHlbYsF87iXnGSEWMsqpajuvnWycUXvdm9mJI98C4k7jihu0WIS/y5/e/VPcnMf4dSs2CxlvcYNFm0zphDVUaKd12dogYu/TB7NRrynau/5rK7hz+1X5yQ1c4UOx80wzmj2EEK8ncN85KZ80xYWjH8oar4O+rLts6ErvWw/zkQAJkAAJ7E5gs8C89Joz9X5j6Rjau5ZzyWKdeM27EfN050D4SPmeDpG2xeqpxZ8TWTIRLgLkP3Fs/mIfGfzYfM2y2M8ALwvT4lQaehm8MCtOxZmvZUmZVvmKvCzNQk/Va+oH/Kyo0ZFVqifLsjTMvLwuP4vld7t8oac4quqa1dhk1+nIlPaX9c3Na0uTarTbWmVT1r2crmTldYussn7L9g42ZXmaTc7Sy8LQd9q1rM8lfzN9rc4Gl0uRp739ZN9q4ifbonzdFHLFUY3scuOWryn3OhBt3+dcXT2l661Gj1J6WWt+IwESqL93kgsJdBOwfQ3hVzj3iNI93PY7TD49Xltjv7x/5fchU8bkF26COac/S/eZal8eCSPEr0JoR1F+8j8SuFYC393XRRRw8nKP9ATTAtfahrSLBM6FwHePJ+diN/W4PgJuX/7v+kykRSRwLgTUuw39x/eBf2nlXOyjHiRAAiRAAtdIgJHDa2xV2tRIwH06aszIBBIgARLoIMDxpAMQky+GgNuXe25IuRj7qCgJkAAJkAAJkAAJkMABBOgcHgCPRUmABEiABEiABEjg2gj89+/fv9wm+zg/yQMSuEIC7OtX2Kg0iQRORIDjyYnAs9rBCZi+zDWHg6OlwHMm4K6rOGddqRsJkMB5E+B4ct7tQ+36E3D7MqeV+7NjThIgARIgARIgARK4egJ0Dq++iWkgCZAACZAACZAACfQnQOewPyvmJAESIAESIAESIIGrJ0Dn8OqbmAaSAAmQAAmQAAmQQH8CF+kcbhYjjBab/lbuknOzwGi0wJGk76IJ85IACZAACZAACZDAtxNodA6lAzYaQexgUf+mWG2H00/Kn67QJFL8Ju2oJX04TSjppxOQfS3v56a/D/WAsMVqesSHmV6Ndw46FIpWxpZjPegVVZ7w6LzYnxAEqyYBEigR2GBh33ca/B01Xnbfjyrj6miEaclpc+rrCII1OofSBj9GlmXyXxoCwWRYB7HEiV9I4JQEvBCp7uuqz68xO6U+V1m3GpzmKMYVwTrG3BnEjmO8HDyP7Ih+Rx3HoUOpJEAC30dAjIVzfISp9rFShAgwKY1PeryMdtDK8tnE2Pq+HOvC4iF1jshKj/0I8waHVBRqdw4tncbLR/hI8JlaJw84nK0zZO9LGNUPEMWiJHDGBMZYvmfI1qd0Nc9BB2CzmCMSTrjDQowFxSB2xk25l2rnwX4v1VmIBEjgOAQ2r4jg4zF33sZYPvpA9JovacvHy9gfQIcUnwng3xX3odmdDySfaHLpejuHZe3UVEnZybXX6pl0O4xZjjoOO22sp27yEG0RgpVP8o53XKp7u8I0LzfF6qtsKb/9dALdfRmlPmSmpYv+Xo4m9ZCH5v6sWqMtXVxzU6w2pl8rPXbWocOm3XvFBq8R4D92PRC22daDnVwzbNpgpJemqHJz8QQezdUyGTl41bEydVgWVtYhOzpKWU11CKfYXVbglC9N75j6m8dOSzMekgAJXAuByQ08fOBLr7UbNoA2wY0HRE9mKd8WqycxIN81zpD1dg6lFwsfluPZ2STR/Ak3qZqWjv0EwR+jWGfRHTKIwXSC4LaYqpLhUj3gKu/4BW/54sYt3l4SePe/MRY34T8BkjzU+ojPYJcY7g5qMut5E0gCTPKHhBFKDz7Sp2jqyxssJgFgpgfSEB48hOk78ofCGsubr41qf07DDyv835UuKksQzD/xKKfJm/Vo1mE/m2rMLE5tv/ABDzeT4lT1qGqbfS2b/I16C4d2/oFQjzlyeYCcnVDRO/kAbq71PHrZj5WpG9Jxd8YbzLHYtNVRlK4tL6Z3Sg6i8GGb+psti8ckQAIXSUA6ghGe7DWB6SeSQ40xD7/iXlYKionxSU9dy/vcBC/3aeuMVrtzaFU0j3zE2W7rsPy4uDF1hTD3ZrJ5RpD4iPPBHpitY/iI8Cq2HM8eEHoJXox3uH3DS+Lh/vcY0Mfhgwm1zrAeJIS7tzUseCoCzppDqztJjRr7snZ6ZH8SOce/ce91L79olqf6Z9EnAbmkI9EPOJU+66Rrfn7cfa0266AcuV1tOrjpuq7l3LaGcWX8C7ewrvWeCvVhlYuq4S+e8N3+kud3Dw610ZXH7yRAApdHYLzEe+wjCSbFpt8n8fi8/5+MNObr5rUjaDuIcuwC4IcIPci63SCIXXu7c2iesmWF3TcbW/D5HI/x+95D8vImd0Zv316QePcQviGkp36LX1z4eD7NdWmauA6Jdh7aI2RdRiYIJtbU6GiOqLTetyu9S35H+o42ubu9awccLXOoNcv1FsywzmLc5gNuMbVfn3+Psxwz9oDGIiTwcwk0jo+zdb7hV85yPIpH26H8Eb2GMQ8qrDCdBLiNxfr3pVoHH/uI5s1jZLtzeCXtqSIvAZ43ako5X/fkzPFfibk04wQE8idAeQEWka39VBHT0mo5hhw09NNgEZ3qSt+vVrdUX5vGy/fSIFfoaUucQax/jmQ43z4/9LFwEDW7+Hb4NyxwzBi6wSiPBK6aQL/xEdjIRdnNawD3g6SdTflQ6ywLnN21bjLe0zkc49etPdBvsJCrvfdT/6BS0sAIcytcYXb55LPF0Dem+UROQefrJisRErFmiWsOD2qPn1ZY7DrrmJLeCYmelg6eG17D3pW+U2UNmYe2SVczewjhiaUq1rUqkuSTtTjX61pu0LnutHTknISPr8Z3q6qcHWNbDX+x4aRkUlsdQ9vomMevJEACF0hgs8A88mAvJ2q3QqzPttYVik1zpUFI+2Rmw4le42g/m29XT4ha1oHv6RzqdX35msRX3MmF+O3m7JzqbBIoG2+kqakkP9dlhPlHiNR5TY5c8yiKGFiy+Axr9QJHNe8/+cTjMewwqvLzfAm4fc3ZINCo+GyN9P6ltJlFvDS+dJ02Fq5L0AuHP/Su2nyTjNmB35VeJ3PHc4PbpOsX62yyFKFj2+TzUS+M7nctN1rj7lR2orjSOTXt3NJAcs1yPp64Y5vgH6M03iDO1xx213GgjY3GM4EESOByCNhvIxhhJDfSlWec5FsOxPivXrOAubwXNEwDi70VpXFVv0PRTOPoNY7RvFiupPZRluu0+Y2yLMvEzUz8iSms7/oT0YLJy33FiTta/WIn4+QF9x27SI9WPwWfBYGh+7rsx8FtebOWcFLmKJ87C+v7KXGNNvWznLlIYDcCQ48nu9XO3CQwHAG3L+8dOTxUpVS8kfH217e9BLu0EeVQ5VmeBGwC3g3sN7Rsvz7s1Ms8vkabLrMlqDUJkAAJfDuB748cyghegKTHu+CGo6Henybe63O9v8QwHK1rluQ+HR1uq343X+kFVbu/9ulwPYaUcI02DcmHskhAERh+PCFZEjgNAbcvf79zeBq7WSsJSALuBUAsJEACJLAvAY4n+5JjuXMj4Pblk00rnxsY6kMCJEACJEACJEACJAD89+/fv5yDfZyf5AEJXCEB9vUrbFSaRAInIsDx5ETgWe3gBExf5rTy4Ggp8JwJuKHzc9aVupEACZw3AY4n590+1K4/Abcvc1q5PzvmJAESIAESIAESIIGrJ0Dn8OqbmAaSAAmQAAmQAAmQQH8CdA77s2JOEiABEiABEiABErh6AnQOr76JaSAJkAAJkAAJkAAJ9CdwVOdQ/jZgy2+Y9leTOUngfAmwn59v21CzCyYgfyvb/Kb4BdtB1UngAgk0Oofi91XF7hX733S1PcBE8asLI4zO3FnMf+za2H7m+vZvkGPzP7b8/pb2z6l1Nm3tfk5XOKTH99fjWnIeuw8cW37PdhC/8mT1leMNEd9rb2XsG01x0JDfivN7bWtVhYkkcBICGyyscWTUcL9R12WfhyR9TeUy3TJd6WUIjc6hzOaFSLMMmfiXhkAwwWEOYrny8/qmGmqOWNmr7Y4xv2Kb92+B64iWjbF81/07yxD7AHyr/d+X3/bb3/u3xPWWPM8+tsFiEgBhqseJFDdP7iB8wW1i9X815B/TQbxgTlSdBA4iIPyNOT6scSREgEnpSVP7JFG/ijaLCQIUPlvsR5hbDmdXeqWWTHh+gPwnjs1fGnoZvDBLzYksy2IfGfzYOtN+uGv+dmnHTZW6OvYet8bLln5JbWuTruvrJn1fm/YtZ+rlZz2Bs+SahpkHLwvtgbFe/Ys7W+UdZz6Q7TDkD2tz7GeAn/W/4wxbfR9pbeNJn/LM80MJ1PVt55y8HoVP4pyvJVY3Ltnn7GMjwDnn9uX2yGHFlXRP7BamrEYC2sqrtMXGDr26T7FO+ZLX7aSN2p7uN3iNAP+xK1LUJlPpWdZX1GmXsfXfNb+SUzKxtCbHpDfz6uRfEm7rLZYXGH7q/Fw8zURztexAl+uUn8sQ/ahbX0j7rKUN1lOQ2xOP+72JRVOtXfmd9F7cRV279pld85s2sey69j5mmdrrcPwLt0gQPG8asjttW+rzoj2mWG3MtPQUU7HUxu3XFvPOa6p332lQt/fpqu5qyrnZXqn7LraVpuunWH25yjXXpa6NMtvjTYm7evE7CQxAYHIDDx/40muZZusMWd/Zq/QTCW7xa2zpoceqzxRAV7pVLD8UTqTrMYpzlcih9DLtp8g0C71yJNEt4z6Jlr+r8vZTaV06rKf03JOWnm+1fpGu5FXTXN2M86xE9YkGVGVKffInW/WUXTzpmu9GJx15zaOTJt08GZvvTfmrvLLSE4XWr5GXG/mtt8fm19w2rixFs7b9LCFlXh36Ok81pfY64EtdXzfiyvqbs1VObl8ql+vKX00X5W3udnS+zMz0kb59Ztf8SjeryURDW9Ebrfu19DHTxLt+SiZqtsUrhRCrbVvuK257yOmYzB7jskzJMHK7+lZb3ynX3W1kuS59jTeOb0Je1d5Sf5Wc7CjrLra5rKp1le1z83fbO0SOtvFkCPmUcaUEtD9lrnNpZeV60baXxuB6HvJayK9Vk6e43rrSRQm3L4t1M5WT4pwSpgZAVcjckHTFtTdvcYEWg0HtYFO682hZuUh7KlsZVspuQ6qtPxdUM/VT1q1Uc5ssk9Gu25zL1ICkdLSPVQbX/vKNdtf8HTz0QN3Iy10W0Mfm3M7qw0LFNld+J68uexSf0sVj6bPvoXsB2HLqbMpqOQndGvp5V/7adK1FJ7Nd+8yu+bvapCvdeWhos9UGr4/LN3tHVo7IeiDt5NWtb40avU8VY6QeG2vttftKtT2Mg5X3c0dGqU86aSVFa9Psuku5a7/IuvQSo+qYX6N7T/5722bL77SvRr9aK4c92TaeDFsTpV0dAdm/LR/L82r8FvMA6fhfDowu568rXYhz+3L7tHK+ISVF6JUXN6rQY4JgYk37jeaIkECGMfPYZMtBaRphhEmQtGR2kurCpKUsO+hmh19LMq74Sxe/Q9pmEGwzrLMYt8FE75i3p+QHqWAHITv0JSm1JX8X9x20OvusXbaevI+VCbpvaCjN2Jazym/j5bvcqOchwlM+h9nS9jUygDF+33tIXt7kzvjt2wsS7x6/7ekhU66Lp5juPmQ8FvVYG1KybI2ZqXuvzyFtEwoMYN9edrAQCexPoHFcma1Lm1+zR7FgxZka7lnt+NdtTc4Unwlw+2uMrvSawmh3DvMSYyz/hvCSAOWlNh7CtNjtKZxP8W/dZ0QRN4ZJgNu4KJ+GXl5j54EzP1/Nv4tuM9z5QPTatI6oKv3iz7TxO7RtBoMjHETdP+JbBJNTOYi79CVhfEv+Nu6DcTsTQW22nk0fK1hJZ8/0t77j2Pg37kvDVkvbF1WVjsa/7+ElL3jbbvH2kjSvfW7jKSXuXndJkSN8Gc42odz52XcEZBR5ZQT6jisbufHhbr8HsrqxYfuFD3i4mQDoSq9h3tM5BDBe4tF2oOSg2LYwu6a21lMbPO8SOaypXyyAlk/7NWmtVQOYPYTwxAYLJ1wgvX5xbnYHHxHmVvpmMUfkhXjo4wx3KdCZPoZ4OCgc2A0WcldIZ8H6DDWMcn6VEg1t8/HV/B7AoXnJzl1R7Pgnaji1VtqVvyY95z40s1ZF6xJ/eB+rQ+Kcy8cDc37zjCDxcC9CfTVta7K1fsqxNcHL8zNeEh93TeNJjfy879SktdY5RGKf/trbNrXR5+VNr8YXDw/2+HYK+4ZgRBkk0IfAZoF55CHs7UzozVlmw1fN9bF5DpD4j1iKWYiu9Bod/6s513hqJsJr8yesHmZYjsU74lJgKqb97CI+4j7TEeMl/oYvmMxHUK/x8RCGPvBiy2o7FvXH+BzNMTLvARJTInJg3UO38RLv2W+sXHuETB0KFdOcsOsT0+59dxO1mdIzbbaO4ef1+4jTEB+Tz56l3Wxt/LrbRjrTkwCTUaCmoirhYjUtvDcvsWPTvjnIGa9MdXTXlKN+37UvdeVv434gswE4/Kg+tgcvEQWIF2IpjSksolnvul92tb0pU/0UY+tc9Hc/bokctPWd/euuatP3TL/+2s+2GdZpiOlkAjGkAGp8e8rHt1PY15cD85HArgTE7n+xDM/82eOIOice/Oxb4Fw6OtV8KnfN2CD9E/Ok2ZVu9Cg+R2IhovgVFPGn1iQWiTwigWsjwL5+bS1Ke0jgdAQ4npyOPWseloDbl/tPKw+rB6WRAAmQAAmQAAmQAAmcIQE6h2fYKFSJBEiABEiABEiABE5FgM7hqcizXhIgARIgARIgARI4QwJ0Ds+wUagSCZAACZAACZAACZyKQGm3slmQeCplWC8JfBcB9vXvIs16SOD6CXA8uf42/mkW/vfv37+fZjPtJQESIAESIAESIAEScAgYn1C+ykakiRP/+9//nGz8SgLXR4B9/fralBaRwKkIcDw5FXnWOzQBuy9zzeHQdCmPBEiABEiABEiABC6YwP8DE9ck04lXwf4AAAAASUVORK5CYII=)