Quant Small Cap Fund review: Is it a worthy wealth creator?
Quant smallcap returned a whopping 52 per cent in the last one year. However, is it a consistent player? We shall find out in our in-depth review. So, keep reading.
Quant Small Cap Fund seeks to invest in a portfolio of smallcap companies to generate capital appreciation and thereby provide long-term growth opportunities. The fund is made up of 56 stocks which is low when compared to the category average of 67. It is benchmarked against NIFTY Smallcap 250 Total Returns Index (TRI). In this post, we would be dissecting the fund and have a 360-degree view which will help investors make a better investment decision.
How does the fund perform?
In order to understand the fund’s performance, we have compared its three-year rolling returns against its category average and benchmark index. The period of study ranges from January 2012 to March 2022.
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)
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)
The above two graphs give an idea about the performance of Quant Small Cap Fund as against the small cap fund category and NIFTY Smallcap 250 TRI. As can be seen in the first graph (Graph No. 1), Quant Small Cap Fund has consistently underperformed its category as well as its benchmark. However, in recent times it has been performing well when compared with its category and benchmark. It would be quite interesting to see how the fund manager works to sustain such a performance. It is to be remembered that the outperformance of this fund is only during the recent rally. However, need to see how the fund performs when the markets turn bearish.
Let us now look at the performance of the fund against its category and benchmark based on parameters such as median, minimum and maximum returns of three-year rolling returns (Graph No. 2). The results are quite discouraging as the fund failed to score over its category average and benchmark in terms of median and minimum returns and in the case of maximum returns it only outperformed the benchmark but failed to score over its category average. This shows that in the long-term Quant Small Cap Fund is not able to withstand its peers as well as its benchmark.
Note: The data used to calculate the performance of the fund and category is of the regular plan.
How risky is the fund?
To understand the risk undertaken by the fund against its category and benchmark, we have assumed the maximum drawdown as the primary parameter. However, to have a holistic view, we have also compared its standard deviation, downside deviation, Sharpe ratio and Sortino ratio with that of the category average.
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HV1dfX8vZX5JtlDLu6RDyblq8shPVw9eSD6WQJS3z1ikuHuohrUx++9EXvImOnB4mbJIHvgkjiJiY7uVIwOSAP5pM2ccHPToy+MuI8boJFmePKnVZft9wsK44JJzt3oQWS6pZ2gbUwrE+sblzSdAtQf5sedRUXj/X16ZvljNMpYHwrgGX14at/Ur0B6oFwvjowjTiS0k/qTy5x4wKwvkntzzpA4vLMUx5LUtmSaCc/5mXF10eSxjFIGjO+fpVWTjc80mA6bh6sQ1y/IGxXSFxdfGVFPKTtljmpnZiXr4/bckCYLnTs04s73yFfpmFJytMly3zg4pbbJ3F6dcMltb8b1hWUnSAdXxgrNnwSbv3ceL7659EfgH7i4sAvTi9xfS1Pf00bw8CXnhun3X7vYvOIE3esA1+b+0B93XCuoC6E9UqSvO0thhcZO0KIgSbPRbldkH7WhZYlaTEhRBmw//sWk0II0Q/I2BFCDDxJv7IWhb+ct7OYlLEjqga/jru//AshRD8hY0cIMfBUaVQUWUzK2BFVwkeV2rnrKIQQvYKMHSHEwFPVoq9oujJ2RJWgf6W9uyGEEL2OjB0hhBBCCCFEXyJjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9iYwdIYQQQgghRF8iY0cIIYQQQgjRl8jYEUIIIYQQQvQlMnaEEEIIIYQQfYmMHSGEEEIIIURfImNHCCGEEEII0ZfI2BFCCCGEEEL0JTJ2hBBCCCGEEH2JjB0hhBBCCCFEXyJjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9iYwdIYQQQgghRF8iY0cIIYQQQgjRl8jYEUIIIYQQQvQlMnZEzzBz5kx02GD06NEtx4PCyJEjwzr3C/3Shp2sxyD2eyHEYDB58uRwfps+fXrLsRBFqfUlGTvdDgY7Br2VqVOnNnyrJ22R7Zavqskpr7HjlguTZ9nY9CkoWxUUNXZWrFgxpKydXDS75S974W7rRenEOOlEPdB2oOy8BhEuoihZ5iuOnV7SO/sKpJPXC9Ee9npl+yTd6Ya2tG1q42URzMPsGzi2MAznGwv6Pv0hVdCOseOWC3UrG3fOsHn49G/1yvai+OrjhrGCtOLa2LaT2y9EKzXdyNjpZjjIbAdmp+7UhdddpFp8iy93Ai0Lm5cvX4tPb3BLmzjzwAVQVfV1SWqHNOL6DHTSqcnRLX9aG+bB1xZIF25ltrmPquuBcwj8ysxrEGEfhB4J3OyiwQfbpZf0zjGP+tn+JLoTthfbjHChy3mM4Thvu+cunAdtnwfu/Mh8cE1w4fWUYZGWL1xRbD5unj7gD7HjF+dlAj3ZejNPQv27+gX0Y3zWyReW+NrLbWPORxDihhGt1HQjY6dbYYf2XajgBj8MCA5AO/nQnzAMhWHpjsHIOBAONJ5T3It90gCzads04M5BT38SV05AP5TBHrsk6Y3E5UP3OH1YkvJhOnFtkiUfqzfU08bPQx59sD1tPjynID3glodx2Z7Ml5O3FbcN43SQFV8d3b7JMBS379i62zAsZ1pbMj2eU9y+5dMx8dUD8eEGvWbNC9AvS18eBDierI5c3D5gdW6FfYppuu4AbWT9rL+bZly/xX+kY8cSYRpx9UGaCM902O6MZ9NiPVi+uHr5ymbdKYhPEMb6QdLyGUSsTvGfOqSOeM5w1JV77sL02P6E/YB9j3OED/qhH1rs3IT/Nj2eQyyMQ7HlsunZYx9p9QZxedGdOoCw3GkwPHXBcrj6Ba5OqSfkH4evvXx1ddskiz4GmZpuZOx0K0kDg4MVHZsD1oazgwz+diDbgc64EA4aHNvw7oC12Pi88BE3bQjPOYFlLSdgesjHHrtw0Pv0BpLyYboQlpHnLqyPTYswnaQ2Ybo+vTNt1o91guQlyyToqzfAua2frYPbPpykWWemyXxtXJCmgzz42oLlQT6uPt2y8dz2S6ZFv7S2RNo4tmVI61suvnowDcTJmhew+RXVbz/A/hCne/SFuDZ2+w9AOnBjH8J/nEPvPEY8xmXabBeeu2kzLuMTlp9ubntbmAfK6OYPWDemxbQRL0u9bFy4xemN4RHWLUdSPoOIrT/+QwD1hP+A4Vy98dzFtq0L+xD/x6VBfwjLAeju67uAdWGb47/NA36+OQx52GMf7Gdx/SUpL6YNAdQx3JNgH2Y8wDr7ygF3Wz/qg/ry4Wsv5sH6sBw2bTeMaKWmGxk7WTj22ieCtT77s8oF+RB2Xt8A5GBFGHdCAZwIfDBdDHDf4HPjJqUFOFFQmJYvbYYhHNi8cFpsOYFNz5c2YTz8z0KaPqhr+FnsxGcF7kwnrk18+Vh/t+4grR3icNPiOQXnvvL4ymDdGAduAOVDfPwHDEu9ueVP00Ee4tqC+OqCvNyysh+yzQHLmactiU9fvnCE9WC5bL1A1rxAmfotk2Mf+Vqw1i0f7IggLwI9oO7QSxYYHm3AdrC6tP6AYdBP4Mc2BDhmXDcesG5sR/y3oF2tO9K0eVhs/wVuu7t9BcdMK6lecWWz2Pg4tmXEMdxAUj7DyRPHHhv8rFaOTgjyIrZNrJ7Z7mwrtw14boU6BtSzr99T55QkmA4F5WE/Y9lYVrYh07flsbj90qbnpu3CuOw/adi8fGnj3PZVH4xH3QOf/umPY5tmlmuAr718eVDHhGFs2USTmm5k7GShW40dDFYOIBvOnUTciQpi49rB504iblpx2IkTZfelTX/iDuy4cgKbni9tkmXQx+XjS9fq2sL6+iZIphPXJr58rN5ZB5tnXDu4dXEn/zh9WHdfeXxlcN0Yh7pgOjiHu9WNW/40HVjS6sj8mR/LSf3z3BWGR31wznrBneXK25ZuWSFI11dfF9bDFZI1L5BHv52km40d6tAKdMV2sbr06R6CfsI5w8ZFH7TxbBtYN/ZVhrfAHW3ItvWFAfCzZWWavr7hppVUr7iyuWEhqEsWPbhix9lw0A3GDuBYxbl1d9vAPXehnuP6PduI6afB/CAf/vCHW+KyrGxDtjnqYs9dIbYs9tiNhzqlzWVJefnqbP19sN6sWxxMh+OKdQd23MXhay+3jVn3pDCilZpuZOx0K77BQuxAZzg7COkPOAg4MHiOgc64dvDZtO15FjjZIQ9f2ji3admBnVROYNPzpU2S/EBefXBiZHjCydTXPkwnrk18+Vi9u3UHedrB4ssLMA/894XxlcF1sxcN6oHn+B9Xf5Cmgzz42sKm5auLhWWxQuiXpS2ZD9yAzddXX5ekPgWy5gV8+bWr336A+sF/H9AT/AnPoSu2i9Wl9XdhXpS0eNYtqZwcb2xHtr2FY88nthxMg2kyrSz1smVjeOKrC8Xmn5TPIEJdcfyyHdlOdHfbwD13oZ59fQXYOTwrTDOvsYP/PAasG7FlSStXmn9SXr64OLfhLdSx7b9x2LTd+nFOjmsr4Gsvt42Zji2PG0a0UtONjJ1uhh3fDkp2agwq4E4o9IcADj73YoY0fYOGA5QXIYb3XZSQth1cDIt0fWnjHEJs+KRyApueL20L49qy4RhpZdGH9ee5i6t3S1qb+Mpv9e76u/HzwjrjP2Ga+O8rD+tg3XBu6wud0Y1pIzzrQh0CuMON/ShNB3lw9Q1s/Xx1sVA/Pty03baw9cjSt+LKAHz1sGTNC/jya1e//QLqbnUGoB/og7ohDEtd4di2C/s++oMLwsW1sxuP7cTxY/utC8NC4voI+4Hbxm7b236ctV6+sjFdwjSp06x6GHSoW45fwLa07m4buOcuTMP2eQvnEZuvC/zZb/Af52hbNy7blH3ZhgX2mH4QYtNLK5eNz7KBLHkxbfq75bYk+QG3fzMf5OnWgee2vC6+9vK1Mcpu00rrB4NOTTcydrodDhCfuB0dgsHCOIR+9Md/DEBePO2AdQeRvcC6AxvQj8JB6kubYQjLwjj0h9hyApueL20XV284J9bd5mPTpR4gvskJbvDjhOmS1Ca+8sdNXr747cA8XYF7nD7dOG5dqQMI28mW22LTQj6+PF0dZMXXFrZswK0LhBcGG5Zi08rTlgxHN/yPG2suvnpYsuYFytRvP0EdUFx9UahP6sr2AfYb60ZBOkjTdbfzjxvP58c8XFh+nz/7j6+Puena+rppMawVhHfTAEl6y6sHCNIbRKgL9kdgdUt3tw3ccxe2R5xeOZfZfF3cduT85MZlOLaxO5+56bBsxKaXpVyAaVFYz6S8mDb/09+HO19QrL5dPzu/Ml9KWv/2tZevjelGXfvCiCY13cjY6UXYsSFpk4HIDi8ucROf6E/shRDwQskLiRB5cOeQrAu3LPgWQ91KlXoQol3UDwePWnvL2OlVuDDXgC0PGTuDCX+9I/qVTLSL7+5KWQaK+0t5N1OlHoQogoydwaPW3jJ2hCAydgYTLsysyNAR7YJFlNufyljg0wjvlTuOVelBiCLI2Bk8au0tY0cIIYQQQgjRf8jYEUIIIYQQQvQlMnaEEEIIIYQQfYmMHSGEEEIIIURfImNHCCGEEEII0ZfI2BFCCCGEEEL0JTJ2hBBCCCGEEH2JjB0hhBBCCCFEXyJjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9iYwdIYQQQgghRF8iY0cIIYQQQgjRl8jYEUIIIYQQQvQlMnaE6AEWLlwYrF69unEmRHvMnDkzWLFiReNMCCGGB8xFFF3bRNXI2CkJDNapU6eGMn369IZrHQzm0aNHN84GG+gGOsKCCzo76qij0AmDyZMna8KrAb3YiwBl3333DS677LLweNCBjtwF+5QpU4JNNtkkGDlyZHDnnXc2XAcbjDXqCTqBfjDWIJiPNN6CUA/oMxhb0kc8GF/QFedp9C32JfiJ+g9SvJ5RMOagM3e+GmTQX6yOKOhf0KFIhutMkY9aH5OxUwZYjLoDlxdPLFBxPujYSQ4XAXfS0wCuL76sTnwy6AaPO9njAmn1g76lhWs4uUd6wIIeekH/Yh/DImzQseNNC1M/mG+oI4hd0PO6p0VqfYxRLxS6aU6qgx8VqBfORXZOgvugg36CMRcnmKO0VspPrX/J2CkKF1vshBy4uBCw48Jt0MGEj8kMRg4vAtAZ9AO9aaJr/tLMCwAFukN/wvGgL8ZcY4d9B/0IdzBw7N5dHUQwvgiO7WKLc9agg/GEvoI5CWMMOoHAXXcI62B8wcABvKMDXdHA0eKrbhBCJ/hPoBP0K4w7zN2DriOAcQWDxwf0hLl70A1n9BPOQ3GivpSfmt5k7BQFExwmMwsvCnDHRRODfNCBPrjgwoLdngOcDzr85Qv9xV443fNBBhO9nezTzgcVLBy4sMCxNZI5/gYdO64wF0Ff0BV0A3H1NojY8QRd8IcXovHmXwPAjdd9rQHqQAdJPyJAh4N+nePaEXMP9OUK3HV9y09NpzJ2isJfJFwwaHFhgKCTDjqYyOzCwS624nQ4iEBHfFQE/YYXzaovAr1ykcFEby8E7uSPX1Pjfj0cJKAT9CH0JYw96Apu+O8uWMsC4xj9yP6I0c3EjSssOKAf6K9XxkVVYHGK/sI78jhmv4If3AZ9vKG/Qye8ywVB/+EdMfQh9LVBB3phX6KeKNAPdFjW3MG5iNJLQBcYVz5dUF8iH7W+JWOnDOI6IG7JlmXsIC3m4w7euPy7CffXLVteTn5FweSACy8Ex9AZLjpog27XjwvamAsuSFkTNnTCC4AV5tHtjxGgbakTCtsWhmLcRSIP0IFNA8fWAO12HRGMK1dXEIyHMupgxxSObR7Iu9tBW6LPxwG/on0JukA+MKB6FTsPoR62X6EvFb37xfEFPbFPwXBg+r2gO9+8xLsYqBPqUxSkZ9sCwh97ivbTToAyuuW3YueTdkEe6Ee+9NEGvaIn1IH9x4KxUPV4SJsXe5Fa+8vYKYu4CR/uRRcWSAOTvh24djGBSaKMiWK4KGtg2YkUx1ygUqoawO7iuExwEcXkU9YC2+ojTnoVjJOiCy/gTvbuQgb+ZYP+U8bi2oXpWikDpIMxBqBz6AULL+iG47DbF6lVjlti+00vLUxd0N52DkLboi5lzEtIx+qJ8zauedAZ/vcC0AWvxWXN14RjzBXoB//LnJPcOaNskCb1BMH8Wpa+2HcwB0EnFM5JZRidvQ76km1fV6Ar/O8nam0/GMaOnYTcRqR7VSC/ohMRJgNM+LwDwgmOA7esOvAChsGACY8TRyd+EUE+RUAbIw3oGuWlcQjdoQ1Ql6ITXdwkgcmB+VQJ6lY0D+jEvRBAqDvoqQjQEcSCfsuFi+/XqjIpYyxAD1bP1AvcMEagK7eOebFlxDHSpHTirgjyKQJ0Ab3wGH3KgvFA/3ZBfPQZpDUcBoLbD9oBekYamHtsG+O8rAUe+gvKynmafRRSdV8qa7yhjQH1hP7ENkcfKNoO0DWvZxTMSciv6FhOw46VdoGOoRNbVqSJ+RR1Q12K6gj6RppWRxT2raKgvOwzrt6RdxnjLW5cUU9VUsZ4QDmZjquPMtKPa2MrZYy3KuuQl1qd+t/YwYDiwpdiLwBlKB6NGSdlXPRRPveixYsC/pdRB6RP/UBf9hxSNH10fp9+KMijCEjDLrhwwbfn8C/aDlVPEuir1IdPUB/8L4I1YO3FBm5l4PZFtLvVD/pWkYsm4rp6scLxUAT3opt2nhfEZd9EG0AvWNAhXbjjHP23CFWPN5Yb+eAY5beg/KhPERAfeUDQb9w+WxSk5dMNpYzxZvWM/DCv2utRUR2hfEwLYhf07Etoo3bp9HjDYhhlttc7698u6J/UC4VuReckYHXiSlVrADvXwq9oO7DvoN+gvBT2I7R1Edi2FOjdznNltDPSjWtLuMO/CFWPB8wRdn6A2Ha3bd4uKCPSdduZgvxRl3bpRB3yUitD/xs7mGigeE4GnOA4cIsqHp3CNqpP0IGKgEnCN9Ggbkgf9SvaeZAGdAM9WR2hftRbEaw+4qQImIRsGVFuq/c4HeYB6SEPTgoU6I4TR5HFGOL79GKlyCREkIa9gKHMOC4Ddzyx7yBPtAGOiyzkkZ7Vh09s/u2AdrAXArSv1Tv8iiwgbd9kW1jKWBz59OJKUagb9CH+x/wBd6RvL3DtgHTQV5AO0me54Y6+VBSWM0lsu7cD0nDBXMVx4fPPA9LBIhVAV0gPumL/RJsUGQ+dGG+85rCd2dZIl3UqOt6Qpm1LpI380BYYf0XqgHStPnyCvlYE9HfUAWVGWSE4x1wB6FYElDNOz3BHfkVAP0U7o5x2TPN6AB0VHW9Ig3m4And3rs0L0rHt6hOEaZeq16sAfR55cN5wKdoOnahDXmr597+xA6VC6RYoncovqnguFNG46CSucNFUFKTh64C8GBTtPEgDgwCwTjwHOC8CO7zVjZWi6QMOLoA6cBIFaIeiEymNS5TXpuWetwv7JfuMK+hjZeRDoB+kiTzL0D9wx1PaeV7Y39GffDqCe5H0gf11nEK9Y9GBfIrA8YUFBI5RZgvqWDSPTow3zA9MyxX0YTt/tAPSpt6RFsYf6wXBMfTXLp0Yb0g/iaJGmx1P0AXKjPqQXhhvLDfywX+MC9QB52yfIqAN3TTghvKDomOa4xllt7qhsH8VxZ2XkB/7P9K317t2QJpxYxbu8C8Cymj7O9JkO3POKzreaJRRR1bgXnS8VT0eELfK9Sph//fNn8g/zujNQqfqkIda3v1v7KBzQ8EuXLhiABRVPOIjLV8HsZNqETAxxE1EXDQVAZOOTQP1IcgXg7gI0APShN592PzKBuUvMngt0BEvOmhXtm/RSRqgnOiPVf3i4gN5YmIqo48CjAV7IXAnf+QV1weywnR94wF5FR3PSaAf+fLNC+qAtsbcxP9sB/Qt92KRl06ON4wJ5Ecpa6xBF77+jgUHF0k+/6x0YrwVjZ8Grm+oA/oLxgSOoRfUCX5w64XxhrShK16DcI5yI+2i4w3xoRO70EL/YbsjX9SxCEgTeVS5BgBoU+QF3RS95ruwnakjK3CHzoqAPuoaZGgbtAt0h75bxnhBmtQTBfmWpa8qx0Mn1qtV0411qOU7GBsUoHP6BhGt9DIUz4nUBZNf0YVLGsi3aB3QQe2EbNND+cvQETp70sKiSsq84ACkxwUXpIxJGrCcvokZ7VDWQjIO1KUInNCssO+gTnEXiTwgPnSEPuuCMe1eUMsGeRdtb9bB1RUE/aqojkCvj7c0PcOvqJ56fbwBOw+h76PcPMfCougirx/Gm29eYn0wP/kWZ3np9TUAyklj2RW4+9o/D+hHcfM/dId8irYzQFtDF/jv5oU8ilL1eIjr70gX5S/azgBlZ59x54cyxlsn6pCHWp6DYeygc/oGGMAAL3oxqBqUHR0nTuIm2bJAHr2AqxcrmPgwAMuG6Va9KCoLlNOnH0oZF4M4MM66fawBlNGnGwoWl/hfBm5evdKPgC23K2WMN+gibt7uFTo13pCW7TtYVOCa0Av9qVPjDbrgAq8X9GLp1BoA+diFMAR9qax5Oykd1KPoeLeGPgTGlW3rKq9vZQEdxOkBdSnaFmhfqyMYstZAK8PYqboOeanVczCMnSQ4oMumzMZE+Wzn9EkVdbAgj7IpU0cYnK5OXKnC2LGUMUm4lD0p+PTiSpVUMd6SJtZ2QDv69GKl7Ha2IO0q+qrGWzoab+lovGWjF9cAVd8VcSl7vGHhjrZEHXi3CG40eMqoA9JC+hC3X9K9TMoeb7jbDyMQ5YRxyLt5NHjKmFc7raM0avXrf2MHnQTKjpMq7oog3TInT976QwdFuq6w4xYBndPVjZUyJgmXMtPEpIn0ONm5gl8H8b8IyMOnG0qZv/gTlLnMNNFXoCerGytF22Q4xlvZkycvkuwzrqCPoS5FcPVipaq7kBpv6aDMZaap8ZZOP443pFtmmp1YAwzHXRGUHboqC5TRGgYoP/oPBMdF64A5CWlRRxD7iGLZYwOUnSZ0bh/Bg74w9lAX9LOibTIcOkqjVob+N3agVKt0n5St+LInOsAJzQ5kUkbn8enFlbIpO022tZ2gSRltgvhWHz4pc+IGRSceF6SFcuIC7wN+RRiO8VZG/7dgjGGyTnrfpUibsA2SpGhf9YF0y0TjLR22tcZbPP043pBn2WkivSrXAGgD5IF0aIDCjeMb52VTtG1dsGjHYtuCc7hzAV4EjGOkg8U79IT2QJrQFyijHVzKThNlt4+tAfQp2+ZF2mQ4dJRGLf/+N3Y68YuISxUTHToj0qzqpTh2SKsbK/ArmyrSxIDytScmbPvrQjtwMqjyF0gXpFt2mpiMqnpxfTjGWxWTJ8ewe+EE6Ee+BX5WkCZ0hP7i6gfC/lU2Gm/pIF2Nt2Q03tJhfcqk6jUAdGQNKegcOoPguIr5A/Upc7zF6R31QjsXrQP6vTuvcZ7iXNjt4w26wLxg25qwLkXaZDh0lEYt78F4ZwedP65xq1A8JteiE08aqIuvPu2Czo3OWNUvkD460eF9F892gb4x8Vf1C6QP9KMy6+Cj7PQ7Pd6g87L17lK2jqADjCnfIg518V2wi6Lxlo7GWzoab+mg/L22BoAx4Ood53DHOKxiDVDFePPVAUBXRfstDE0s2F2wboJ+oKdeGG9xOgLIq0i/Gg4dpVHLdzCMHTQcJrOqfhEBmERxwSn6K1RWqriIVfkLJIGOMBB8bVE2VVzEmKZvgi6r7dEGEPTLMi9mcZR9EevEeENfxUUY/31tUTaoT9kXHP7K5YI+5P4y1i4ab+lovKWj8ZYO0unlNUDc+EX/KuOuCOn18RbXN1Ef5FVGm/T6eOuEjvJQy3MwjJ1OgMmNv35AOOlV1VHLnug6BfRCHUFfuACVfVEjcZN3twOdUEcQXhiqAnn0Gpw0KbwwVHXxLPti0Ck03tLReEtH4y2dflgDxJUV7VxWe/T6eIMu4vo9+kAZ7d3r460TOspDTYeDaewkNURR8OsaBrOd9NBRMSmV+WtPJ4ydqjok9ICLgF2I8cJQ5i/QnVh8VaUjpMtfd6gjLlYxEZbZf5F2lVQ13pAmdIGLJXUEwXnZv4h1YvGl8ZaOxls6Gm/ZqKovaQ2QjsZbOv003qrSUVZqehtMY6cTkwQ6qZ3sbEctA3TMqi8GKG+VoPx2sqNAb2WAyQDtUCVVTxKogzvZUcq6cFY9Fqoeb5hEkb5PR7golAH6UVUXfoA+VLWhoPGWjsZbOhpv2dAaIB2Nt3T6YbxVraM0arqSsVMmcb/ooCPxV4wyJljkwzqU+cusC8pfNnG/MqMu0BMnvqIgH+oI6Vb1q0IViy9MOuwv1BH6FPqW7WNF82U+0BH+VzXZsR3KBO1p+wsF59AR+1jRfJkP61DWBdilqsWXxls6Gm/paLxlw/YX6khrgFY03tLpt/FWhY7yUNOdjJ2ywMBkh8RARWcsu+OgY9oJggK3KkDaZWPLzcmtbJCuzQeCNqlisqti8YU0WW4cYzJC25cJ0rT6oVTRHlWMN6THMmPSr+JihvFrFy0UjO2yqWrxZcut8eZH4y0djbd0tAbIhsZbOv023qrQUR5q9RpMYweTUtkXTHQcWN0YZFWBDo/OiMUFOw8XGlXkW0XnxOSGepQ9uRG0A/SBfKgjDF4MauiqbKD3sichlBdSxWKRQB/8ZYiCc0jZVDHeoHe0Z9npWjCeuWihjnihLrttkF4VY1jjLR2Nt3Q03tLRGiAbGm/p9Nt4q0JHeajVafCMHTQiFU8payGAdDAZ2QEGKWsSQlromC7srGXi6ggTeVlAH1Y/lDJAWX2/cuEXHQzkMoFOXD2VBdLy6aisSQgTmtvvcQ73MqlyvCFtn46QRxmgv/h+CUT/KisPAH1Y/UDKvNhovKWDtHw60nhrovGWDtLWGiAdpGf1Q9F4a9Iv461KHWWl1u6DY+xAuWhcdHZX0IHKAJ3El35ZF310GuRhJwSfWxEwKcPa99WjDDAp+9KGlIU7WNH2+JWkrAsOJn38QuSrg823XTAB+dKGlJE+gD5wUbbgHO5lUPV4Q3+P66dljWf0F+jDTszQP/pXWcSNh7LmDI23dDTe0tF4ywbKWmX6vuu9z60IVa8BNN7S6YfxVrWO8lDLc3CMHXR0KBnKd8Vn3eYFF2Skj8kUHYi3UNFxykgfsCNiELDsOLbnkCKLDKSFstv0ILjlWQZIH2lBN+z0OIfeygCTBNKzbc2Fkq1Pkfx4+9emRynjgoP00c7QDcqO/oTyljUJAV70kSbKjf/2nNIuVY83pI82gI6YLvVV9kXfjgfUyR0f7f7iyTnD1TkEdSkDjbd0NN7S0XhLR2uAbGi8pdMP461qHeWhVo7BMXbQUTAAqgKTEBrRPUajljVJoA7oPGmCcO2C+NbSLxukT3iM/DDoygC6px6ShO3TDlUPVqSPerjHmKjbnXhcfDrxSbtUPd6QPvu5PUaemGTLALr36cQVtk9eEK/MC7wPlI/wWOOtFY23dDTe0kH67Of2WGuAVjTe0rFjzB730nirWkd5qNVjcIwdWMMYTFUNYi4g8B95oZNgksOvFpz0egGUt8ivQmmgDTh48AsCBgR/AegVoB/oqSowQXByQz64UKIvoX+1O/F0mqrHG/TBcYX2QF+CbpAnddcLlHmB96Hxlo7GWzoab+loDZANjbd0+mG8Va2jPAyUscOOgk6DTmSlrIGNTkhLFulisoOUZYl3ApQfZXZ1BCkDtgOAvqijsn756gToL5iYUQ9XR2VcSDE5oJ9isoC+qCPk2St0YrwhLVwUuMignqo0HsoE7Yt+j7K7OuI8UhSNt3Q03rKBtDTektEaIB2Nt2wgrV4eb53QUVZqehusx9jYWVyBX9mggyLdshsVnR+dB+XmBIo84F4Grm6sVAHqAIG+ygKTAQYUysxFHdzKamem7RMM8LJB26LsuDiUBfSNX9VQZnuRKWsR3OnxxvYtW/9IkxcaXmSwGCijLeyF3hX0sSrQeEtH4y0djbd0tAbIhsZbOr043jqtoyRqeQ6OsVMl6BjohHFS1iBGOugomOgg7DD43+nOkxdMPj7dUDjQygC6wQDmL8EAeVS1gCwTVy+ulAUvBFxIEnvcraCv+HRDKWshjwUE9IF+hP6EtAF0xuNuReMtG65eXCkLjbd0enm8aQ2QDZ9urJSFxls6vTze8lKr52AZO5goOClYKdKw6JjoMElS1kUfZeUvEyy7e1wGGARM00oRMJh8urFSBmhLXAS42KPu7XEZID2fjopc1NC2Pr1YKdJXLUiLC14cE3tclCrGG37JpC7iBHmUAfoLfzm1FwB7XBT0U+Th6ghjsAgab+lovKWj8ZaO1gDZ0HhLp9/GWxU6aoea3gZrg4K4BQCU3y5oNKSBDhInfIa3KCgn02KnAfgVo0gdLEjf1Q+lCIjPX37jpAzQHsiHx0wXk3dZeeC2u6sbSpFBjPJh4Uh9+IQTeFFQVv5ChGOAMcLjolQ13hAX6fp0QylqKBCkxUdDcMy2RRsVaWcL+qpPR8ivCEhD4y0ZlE/jLRmNt3RQNqYRJ1oDaLxlAXH7ZbxVpaN2qOU5OMYOLFgoHkpmp8ExGhaN0i78VQdpY8Jh56kCTqrIh3Xg7dqy8kU98AsMdMNOifOikzU7PdLCYOVEVDZIF3lRN2hflB1uZV1wUAdcNNl/kA/S5qKvXfjLF9JBfy3SL9OAflB22844L1oHUtV44y9fbNeyLo4+UF72G7Yz6oH8y+i/nDuQPvsq8kQbFB3PGm/paLylo/GWjtYA2dB4S6efxltVOmqHWp0Ga4MCiHuMhkajFAENh3TQsFV3VE5sVuBWFkiP8JgLmiIgDegZukG6SA/lruLCgMUddUPBJFfGAAYYtPzlwx4jj6JtjrJzwoHgAlHFYhXlZH+l4LysPlvleIO+7Tio6uIJnSNtqyMI2qMMUA+0tXuMMYF2L4LGWzY03tLReEtHa4BsaLyl0y/jrUod5aVWr8ExdjChcXJDY2IyQqdCY7MRysAdzMin7IbFgEWaKHfZkyn0Ab0AlB15IC/UpSzcwYxJqMzJGmBiQFug/GUv8DBY2WdQbkzYyAP1oO6K4l48IcinzAkPkx3KjbqUfcHpxHhDedE3kTZ1ZPtvWSA9joOy9Y/2xX+ki/JDb+hT1F0ZaLylo/GWjsZbNqB/rQGS0XhLp9fHWyd0lJWa7gZrgwIoHg3ASY8dqOzJAumjMZl+GROpO1BRD0wOmDDKHMTsjMDWAXmVDQaAbYcysLpAu+JCBimzjZEHBi4mBuiL5UddygbltpNdGROd1RGO0Ye4gCyTTo03tAPKz/TLmEitjgAuBKgP/pcJygr9A6TPOpSdD9B4S0fjLR2Nt3RQH3v9RF5FcXXUD2sAjbd0enm8dUpHadTyHCxjxwJlo9OUMbgI0sKF3jYqJo2ig4wdhWXFf6bPPKoCnR/iDo52wcDF5GMnOByXMYAxsJiOO7hwjLyrAO2LfMtKH2WHztGutvzoW0XbAeW0F14cMw9I2RcEUsV4w+LdXgQgOC86kaKM0Dd1jXLbPLhYKhvkh7xQr7LQeEtH4y0bGm/poC5aAySDdDTe0um38VaFjrJSq9fgGjtlgga0iwkMYgzmsi7GSAsTAeEAhjsGLzpuVYO4LFA+O7lBXxhURQcuQTpIk3AAQ28YXMi7qkFcFqiDndx4ASizbZEm+yUvmNANjpEXjrsZTNAoJ+pBPUFnuDCUdTFmegBpIi+OMYw55FlWXlWh8ZaOxls6Gm/Z0BogHY23dDTeqqFWp/43dth4PkEDF70g2wFV5uRmwUTKcmLCYH4E/pAi2MHlCvIqukhCOmUvuCxoB+oEA5UXHg5a+NtffNrBTtSuID9OIO2C8qEdyr4AWFBW6oT1sXnhvAhVjzcuqsu+AFjQDtQJ62PLDX/0p3bhGI4T1K1ovZCOxlsyGm/paLylg7IhHa0BktF4S6cfxlvVOmqHWt79b+yw8yRJkYsmJ7okQcctAjom0kEn5KLClhmdBx2sCLa8PkG+RfClaQWDoAiYFJAOJmUIjjGpEuiwaDtA/7bMPilyocuSftELDnSDtmRetl2hw6LtUPV4y5J+0bGA8QQ9QEf4jzRtuxa98GeZM2zfbQdfmlY03jTesqDxlo7WANnQeEunH8Zb1Tpqh1qeeowNkxwap13QKdhh4qToRAe4oIDgmHAAF7nop4G0kW8ROEHHSdFJCGAQ2/SsTjCwqxxgaAe0S5FfRNAXrU58UvRiwIsmBecE46DoIjuNouMNbWjL75OiFwP0Gzum0a8I2rfoRT8N1BH9tQgab+lovKWj8ZaO1gDZ0HhLZxDGW1EdtUOtnoNp7GBygAAovQrFVzHxoCPy4s464NwO6DKxdcCgKJsqdITJEjph+yIPSNEJIg5bB1ww2T5lUYWOkCbKybT5H+OAeisT9lVQxXiz6ZcF0oOOePGljnAxKnpBjoN5IN+ixo4Ppl8mGm/pIE2Nt2SQnsZbOigr+zzbAedaAzRBmtAJ0+Z/jbcmSA866tR4q1pHaQyssVO1stGJqpg8LZ3oMFVMbpaq0+9EO1Sx4LJUnT6ouh2q7qudGAtVt0Mn+qrGWzoab+lovKXTibHQiXaouq9qvKXTiXauuh06UYckan1Axk4VaKLLRtXpd6Idqp4kdDFIpxNjoep26ERf1XhLR+MtHY23dDoxFjrRDlX3VY23dDrRzlW3QyfqkEStD8jYqQJNdNmoOv1OtEPVk4QuBul0YixU3Q6d6Ksab+lovKWj8ZZOJ8ZCJ9qh6r6q8ZZOJ9q56nboRB2SqPWBwTR20KhVNiyef8Szj1VSdR1A1Z2z6vQ70Q5In8+7VkHV6YOq26HqvtqJsVB1O3Sir2q8paPxlo7GWzqdGAudaIeq+6rGWzqdaOeq26ETdUhiYI0dIYQQQgghRH8zMMYOdpeAdQ9xrUu6FwG7TDAd99cc5FfG7eyq6wCwgxLSwX93948ybgVXnX4n2gG73jAP95eQMm4FV50+qLodqu6rnRgLVbdDJ/qqxls6Gm/paLyl04mx0A9rAI23dPphvHWiDnmotXv/GztoSHcPfLuveBmKt/vfQ9BZOMjQ0EUnuk7UwX4zA4K91tFhCdyKUHX6oOp2wARh00eb2Atb0Umi6vRB1e1QdV/txFjoRDtU3Vc13tLReEtH4y0bWgOko/GWTj+Mt07UIS+1MvS/sQPrHoqHsqFgdH4onx+XKqp4DCSmh3TQUXCOyQ+TXRkTXdV1AEgf5UQ6SBfpw40TBc6LUHX6nWgHfBgOukf6aAuUH3lwokD6RSaJqtMHVbdD1X21E2Oh6nboRF+tup013rJRdTtovKVTdV/txFjohzWAxls6/TDeOlGHvNTy739jhw1q4SDA/6KKR6fApGZBp0H6cIcVXXSiq7oOAGlhYiaYHNBhIZzMi1B1+p1oB8RHOgT1QdrIA3kVnSSqTh9U3Q5V99Wq0wdVt0Mn+irS0nhLpur0QdXtUPV4qDp9UHU7VN1XOzEWOtEOSKvKvlp1O4Oq61B1O1SdPqi6HTpRh7zU8u5/YweNCgW7wPqE8jEIiigeHQWWqws6CwdZ0Ymu6joAdHbcfrTgHO5IH/kUoer0O9EOGMCYDCzIlwMZeRSZJKpOH1TdDlX31U6MharboRN9VeMtHY23dDTe0unEWOiHNYDGWzr9MN46UYe81PIdjA0KMNH4Gg8NDuUXVTzi+9LgrwpFJzpQdR2Qtq+cGASYKJBHEapOH1TdDryo4b8LJ4oik0TV6YNOtEPVfbXq9DvRDlX31U60c9V1qLodOtHOnWiHqsdD1el3oh2q7qtVpw+qboeq+2on2rnqOoCq26Hq9DvRDlXXIS+1PAfD2EGjQjDxoAEgtP7h5v4S0A5IA8L0kS7deVyETtUBeTB9CKBbUapOHyAPCNMvux2QDmD6EJSfbjxul6rTB8iDOqcAuhUF6UCq6qtVpw+YBtOHIE+68bgIyAPC9Nk/4cbjIiAdlJPpQwDdyqATdQBMH1JmO1SdPkAe1DkF0K0oSAcCfTN91gtuPG6XqtMHTIPpQ5An3XhcBOQBYfrsn3DjcRGqTr9T7YA8mD4E0K0oLKNNn21rj4tQdR2QDqSqdqg6fcA0mD4EedKNx+3SiTrkYWCMHViT+HUFFqUVWLe45VYUNB7SctNHnmVZsFXXAR0T1ribPgTWfhmdv8r0QSfaAbeA3fQhqBvyL0rV6XeiHaruq1WnD6puh6r7qsZbNjTe0tF4S6cTY6HX1wBA4y2dfhhvnahDHmp597+xg4aDkqF4NKQVNkZRK5PpuOlz8kPDF6ETdcAOHUgHt3pt+rz1i4miCFWnD6puBz5zivTcPOhehKrTB1W3Q9V9tRNjoRPtUHVf1XhLR+MtHY23bFSdfj+sATTe0umH8daJOuSllmf/Gzv4VQUDIA74ofHbBbfn0DnifjFA2kn5Z6HqOgB0QHRSH3BHJy1C1el3oh0wWOP0jHyRf1wds1B1+qDqdqi6r3ZiLFTdDp3oqxpv6Wi8paPxlo7WANnQeEunH8ZbJ+qQl1q/GAxjB7fs4oAfwrQLJjr8ahAHbtmhcxWh6joATBJxkzXc4V+EqtPvRDsgftItWOSPcrRL1emDqtuh6r7aibFQdTt0oq9qvKWj8ZaOxls6nRgLnWiHqvuqxls6nWjnqtuhE3XIS63d+9/YQaOhg+P2JRRsBW7wS2r4NDCA8GsBOpCbPhoVfkkNn4Wq6wBQflj0bvoQuCdN5lmoOv1OtAPSYjpuHsgX7RA30Wah6vRB1e1QdV/txFhAWlW2Qyf6atXtrPGWjarbQeMtnar7aifGQj+sAZBOle0Mqq6Dxls6nahDXmp5DsYGBVSwT9C4RcHzuL60IRhgZTyfWHUdeIvXlz7ci3bOqtMHVbcDJgBMlr70IRjMRag6fdCJdqi6r1adfifaoeq+qvGWjsZbNjTe0tEaIB2Nt2z0w3irug55qeU7GMYOwCDAc4JoSAos0LLAZIYJz6aPgYWOVRZV1wFlRZlt+qhTGRM1qDp90Il2gM5t+mgTtE1ZVJ1+J9qh6r5adfqg6naouq9qvGVD4y0djbd0OjEWqm6HTvRVjbd0+mG8daIOWRkoY0cIIYQQQggxOMjYEUIIIYQQQvQlMnaEEEIIIYQQfYmMHSGEEEIIIURfImNHCCGEEEII0ZdUauxg94taBpFgJ4Y40sLmSUsIIYQQQgghanZDNcYOjRMaJfiPc7i7pIXNk5YQQgghhBBCgJrNUI2xg48GwSDhvubYWxvnvo8JpYXNk5YQQgghhBBCgJrNUI2xgy8GwyAhMFRwDneXtLB50hJCCCGEEEIIULMZBs/YOe+A3YKf1eJnkTPeuVuw1md/Fmx8ykPhf8j6n58RbNQ4/8B35gfLly/PJYjDtEqTy08NTnv3tmGZT3tHvcxwC8UN2xCEYz3P23fb4LS3HhKK9YvScsTqIE42PjXZP0n2OG92MGfhk5HOcAw3+mfVe7u6zlr2LabMbMmH5eY5y+mWP5LP3xWcs/+2we3rvz7U95U7bBxcueNGwZ3rrh1cueVOwQ7HXRpcvuMWUTuxTc7e5y2t7fPdk4PTDtw+CnPW/rsPyeuwi+cNKQPi37xxPW/IbeutG1y4/X4tYVqkVt61rj0+LPNtG6wdfHWPbetu6Ge3fDDqb6g36nzOP+5eL+c7d43Kd9/rXhPc1qgv+9tF2+0TTN3hncFZ++wSnLP3W0I3O+Ygm3zyx8Hl229dj+f0SzcshLrPKpce8g9h2vjv8x80mfPOdwYPbbhh8NCmmwYzttoq1A3k8gPfGnxv5y2D7+67YzBt/51DtxvfuH4oVn9X7rNDcPPm6wU3brl+cOlBu4du1PG0vXcI5o0aFcwbPbolz3Zl/gc+EKY7973vDY/nHXZYMHuPPYK5BxwQ+bly8xbrBfdsuG5w98brhee3b1Dvk7fX+vWtG60TXP7uXb15WbFp37bVxuF/uPnCUtzyPHTE4ZEfjq0fhTo96ubPB5e/uZ4P3T7w4NnBV/Ztts8tm6w7JJ5EMsjC6/H7vt28JsCN14gDLpob7Hl+/dr9T7XjN35x5pDrCWXE6TOjuK7fmG/Ni9JnHvRDvM2n1K9TzPfwWnkQx4Zz0755vc3CsXz52w4M510c37b+OsEtG74hPMb19Nx9dg42+fT10VrhxxuvE/6H/OR1zev7+f+0R0v5KHbe4Zzx08PHRG6Qqe/YeUi8rOLOeXHlSJPVq1c3VvH5qdkMg2fs0CjIKux0cQKOfeRroQA0io9jr33CG7+QYKF5w9HhQnNImbH4hDBsbSF69t67BOft9E/huQ1vBWm651EaHZRNp9QX5muf7Dc80rATRpWy/zce87pnkprhYHXtyj2v/3uvu5W1fnRszajYZqi7Lz9H3DgUX9hQauV1+9qeXxoVul34ti2Dc9+5dUt4Gy5ODj/0lCFuO5z7kZZ0IJe/cZeWMK6/T7Ly/P/+sSXtNc8/3/CpEzemy6Lb0n9u2rQWfeSVGy48eYjb1fvXDXRX8hBXD1+6ZYgF8/sO934y7Ouc631xIItjHrFG+X3hgdsHXQE0dKx89W2tP4a4UjZV91XQbeMhL9JRNjpVB3tN+POa/xc8//Ka6HyVOX59zFojj6x+5a9hnmnrvSzrwUu2zv7D/B1vaBo1SeIyZ9mjQ8Lgh0zXDTJ78dxGrHr9IFnwpdVpajZDZ97ZoYEyefLk8NySFjZPWlk44L7PB+v+YPKQRT1kn3vOCja966PB6DlnR24HfXthsO9FjwajL1scDoy9Lngk2OjUWcFrrvyvYK0rTwxWvvBqZFgA3wB2O3bWThIH89j3ZydHedt6vOknnwiNOggvzDbMH2fNio4vOKh1EXLwjZ9qOR9x7bhQH8TqADrxAXfoDJOKj6RJDnH+/sQZLfqCMD2e0xja4Zx5kdvWZ8wJNqyVa/epD0dueXWdVnbC9Cnjpy0N4/F80ymzWvx9ado22eHiUdHxD3bcPDpOkwvfXv+1BzJz002iY1tv9j+UYfzcr4b5bn7XP0dh3cVtHL6+Nnncm4PDT9g7Ord93YaLk4f32GOIG+5u7f6te6L+9erKlaH7T1/7d1EYgl/jUC/bF5l/FjA+MOaZLuSG3d7U8K3TqYtyVeRN39cmWeSB19Tb5wfbbzrEL07y4KvHK0uXhunMXL9+ZylNgM/dJxb0++juee0/cMNbmb3tiGDZxIlhOILy+8ICzOU83/2BzwR7Pfi5lutQmjFkZcJn94+Oy6bqvgq6bTzkRTrKRlV5jLtyaXDYpYui9Hk9gDz9h/9tuU5v9kXPExcNsXGBvbZRmAfWRDg//PL6dYj+O32puT7JK3ZMU3b4r6E/Dvrk8Pf/h9fdZY97Pu0NZ+VbO78p/P+1y85pxMp+jeX8fMNm67asHTpNzWaoxtjhjmnuDmrYXIC7q9FYSQprz+P884LOOW3+c97OZPG5WbjwO3f+3OgY+AYwO0behXccyAOLNOb7kXtOb6mHvXvFcuE/3W79tyOj44e+ekZ0DPnBlvXbozPWrd8Kxa+JTKMsfDqybHBK8zYyjBoYMYTuWQSTWlXYfFzDAgLDxl2EW9h+1Pthc86KjgGP8wjuSPA4DuRJsWF5nBTX9ivK9VutF1y13YbROZn1whMt4SBPHHtscNU7RoZ3gFw/V+484O2NlILg9zfeGLpdsPcbI/+lL/8m9Esab2kcueCCIbqgwI+k9dei4JGuZRMmNM7KJ2/5XV0kybS3bhnc9YbXBd/fafPgB1s1DY6frP3a6PiB174mOnYlD756PHvppWE633578+4mHu3gsSvA5+4TMu3XPx3SRwCPr3hr88cJ91dRi32cw44lYH8wsNBt4zs/HB37ZNGhh4YLCtxhRXnpXjZVjwVQdR69nj5QHeLh/H/+rQtbziGLnn2l5dyVbc6cEx3buITnFNZh7JVLIjfA45Nu+VV0nCZ4PJuPaO856Vvh+MUPSHev03zCA364fmKc083KFXsdFD2KTrdrt2v+COpi57U71/ff0TnzPe8O/5/yHx9oxBqqlzg4P59+4LZD1hydpGYzVGPsABgzMEoo7lbS9s5MXFiS5p8Hdk40FN9T8TWA64bFKe+SAC6SNru1/mgPZMGqp1sGMBa8tPiTOsb4+V8JJprFlQt+1dvwjmODjWqCY+TBPFGmR/fdNywrDRQruKjuP+PzLRfXG7ZuLk5pebvyzDe+ER0jbpmkTXJbntb8tcXF9+sK3PYwd3MoaXdnisA82sEaqtQx8B1DYCRArNv8kSNbziE2XhzMNy7vpLg2jFseyhFzzw3DnrT0qiF+xOadJOibYOWUKeH5JybW3xGBXPrU3aGfry9lbRvqgQtNe0cD7s+++kIYLq2/FsHeZa2KvOVnedzHI+/ccqOWcwhBHtPeVv8FEPK5Tx8cHd80svlOiSt58NXjiWOOCdMZ96m9ojRxt5HHEMxfV47ZOxRA94XveU+wZNw47/iCkPXvGPqoMIxtHsO4iB7jdMJZ6IYfCGw44PvBANDNTdcVMG7++eGTC8C6l0mVY4FUnUevpw9UBz+r/vTXaP7f+ZxZoRvPIQ/88g8t5xT+SPnNGc9EboDuxH3UjXX4zM2/bInH41kr/xgd42mi8/beITh7nzc33YxwzOJ48t5HhceYyyaPbV734DdhwdRg3LzzIzfKw6MOCvNmmen+ra+eGh3bNSyw88p/v7k5T1/25k3C+R/r47P/9TOh2xfG7NKIVYv3ow8Ha908IfjAvPMaLk04n4bHZn5+7fWfiNLvNDW7oTpjp1vhS07oDG4ns7hu6BQQgF+ted4i510ZpelK3F0GXDQZH53Yh31cDccXL7s1PN7jgc+E/izr08ZAsYKwPneIjZ/kXiZpL5ptf/bcSG9xuJMQ79ZB4D7xyvqvOlWRVj4fmGj43D/kxCtPCHU7b6edQn+rax7zHFi356+5puUcYsPAKEZfsY8gAuZtH5sBPOa5i+/XYhuHgrTBTve1Pg5510brhu7APp4D+fFGzeeNb9isabDjriO46737heeHfOFdkd8xj1wU+vn6Upa24a/1EC407eN8cL/vd/U+VOTFyDR+ddJJUZ5Vkbf8LA8edTzvoJ3CYxgKt419b+RHIcjjysPeHrnbx67uHP1P0bErefDVY+6IEWE6O3yr+RjovlMPDg0cCNvYsnTChNDIcVk4cWKL0QNsP6E75Mv3fbMlHO7MwtgANpyFbp8bv2s4F9gwPOY5oZv9sconhDpy3cuiyrFAqs6j19MHqoOf2U+9FM3/vAbY83Pv/XX43328jNy3/MUhbhb7Qyx+YGUdLnrw6ZZ4vuM9Tx8XjcsLd98ucofs8LnTIj+cX79p/W7xflNHBQd+7vOR36GXLgrTBO6PNC50X7RkdnRs50KsY/f88oGR3+l7N38wCue8xoZD3zj/2tDt4t02a8RsriMgK//cfMfVLc9Pt6rXA/Pz+2/7QYtfJxlIY8fCBbOvAVw3NizuwOBXa9vYkXzz/JYODME7JHtd+EjsXQb8Qm3TcOHF9rW3jo/CwMjBf/gBW1YeW0FYn/uMXd/ijUOr3Lp1kl3OXxDpLw94ThfP63aCdsrH9mMbcqGL/8Dqmsf2ZWe6QV6a3ZzAKDaMNZBhXOAcC1C62bD2mOcuKK/rzzuKVs57x9bRnSvrfsPeb27EqmP97ONpR3+2adDcvMk6wdXv2SO4fZP6o5Xfm/X94KFt6r8+vfPy8Y2UhpKlbTiGbDkBj+H+zRW3h25VMnvHHaI8YWx1AyyPyyNfH/prouV7//q+FnceL/5i82INgeHE46IwHWtcA/TB8Qumeg3+NGw67CffOKT1ZeHjzhnbEs5iw1nodv1N32g5tz8kcO4ldKfgh5G5u+86xN2F7ig7dCHEIHDNguej+Z/XAHu+1en1x9Tcx8vIs39svhfs4y3nNTc+wg+s5KZFv2+JZ49HnFn/8da943z4J94bhRv/8QOaY7Z2zmPMDSjreW/bKdyF1QfDulx5yD8EVx68Z3jMMPYpHaxjWaYFu+4aHHfQ+6NwLBdk2m2PhW63brB2GO/nL66Orp2QG59tvmbA+BB7vtZ1Hw9urOnI+nWSgTR21qxZE7z88sstsnjSpFCsGxuF57Zxt73n4+H/9W/8RIv7oTPPaEkji0ycO7UlDes3qeaHR9fgfsnyO1rC2bC2rDy2Yq13K09dcok3jpsuBGWhe9XyD1ObE4rPvxsk/NWjJj6/OLFth/acu+OOoW5/e++9ob/th0l9EvLiihUt5xAbBhsX4H2rTa4+PMpzj/tOCP9vcdc/B6uXLAnDzdpiiyFp2zwpiOf6+8oAYX7W7UeTDmtJz/rZx9PG//hzLX5WEG/RxInhMW6L2/SsZOk7KN+ZB4wIfrhF3ZBi+jyG/3EPXzwkXtnC/CDzd9vNG6aTcu/Tj0Tlcf1+t2BBS3nd/nnDKR9vicvjZ26+OTp+/IgjWvxs/HaE6Zzw2OWlp2nnXLrN2Ky++cIpo+t3vO5742ZD4l9+UH3LdQjdMMZxfs/rXxu5Mcxu9zVfEqafG4by5AknhPO26x4XD5t9YC5w/SWSfpRTblkezf+8Bthzyr1Lf9tybtP40HcXBeOvXNTiRtn7wuYPsdb9oZ83jSyc2+OJ/70oXCvg8VU7ZvFEQRjuis+H77TQHW48RnxbVuZnxbdWcMW+rkG3HX/yyahMV3/7hmD0+z8bhTn4281dZm969JmWuJc8Pie4aZN1gvv+/jXho24nL5wWpclwDMtjpLPk16tb/PIK1u7tMvB3dpJgoxBe9Kys+t8/Bpvc+ZFgs7s+Gp7jsY/9cv6SOKJhOFHw6zux7u453fjMf9KjUNdsu0E9zA7NX5EhhOfLjjwyWFYbNMTekmR+neAfzXbO3QYfD2MbbH3Pxxo+yfAO3YZ3HBM+8gKo26wwPOPY8zg3bjBhZcycc6KX/hePGTMkng/E8/nbeBTmY93uP6/+LgGxfh86bVRoeJz1TyOCKU98v+WXfyvAvvAYR1rf8d15Yvo8PrNWlgNnTgndquKaR29oyR8y3Nh3rXwsHT8+nCd8zLz8wpa4PP7r6tVD5hYbrghMx26IUZT7tqtvoDHu4onhjwV204Ff/Ed9l6OrG48+zp049HE4wPCEm8KcPqn+3hBgmLixBXBnl34QzPfAukFc0vyF6EeO+V7rO718h2fd/2q+a4MNkADPIVkZdUnNcPHEwZbT1t0e73f3ed7rDSQMV/PD5iLWjccEGyBMuGpZ4yw/9gkmrj9smfBI3h5HfTs6B3zyafFvX2lxP2H2bdE5BOsJYt3tOXVh/Zh+J5Cxk4BtlLh3dAiMAvt8uPVLg+Gx2w6PsRiDIWXPbVgKyPIoFMW+DA0hKL/7+ARhWHv7s2oO/s7Clsmim7CGDoWPEybhPnoI3HZIg+EZx57jkTLXjWLLGi7e9tgpmF8zjuGHl//deC401Hz+Nh4FYe1jb5Bf3nlzI0Yd6/fJ274YlY+3xK0/BditLONI6zvMy5e+PR95vX9RXxbf26X5+B5luHnHtY1dv7ZoPp+dlad+cntLPZLqlOSXB5tOWWlyTsUjHvbbNnO23jraBv3exo5vML59MA7hTnV8hA0wjO2LPuyPToTnGPe+7/o8sG3rphBCDAL7fa25rTQEj7bjv/1EBdwAzxEnK/jEBOO50H3pc/Ud3/D4Gh6ljbveQMI4jh/ceFwmUfq1/LBplc0XeW78yVuic8uLf/lbi/u46c0ftSA7XPm+aI1q3e050rfnIKx7TcZ+d0l4XiUydhJgo6ARfe/oYPFPA4FhrX9WGN6+TwHhohr/ifWHANzRQd78xc8aLvadipkbbhi68RySBd+FtmqOuGJxNBC6DbcNIFjYp8Gwlrx6ZfhH99uv5XzBW98afQiTblZsWe3iDYI7PG48/PKzzT3HBWPn1V+4pqFGf4uNR0FYGEjWbc2zzzZi1LF+9r01vuzou7tD3HOXtL7DvGzaTM+e7/GVd4duReHdQAjv3No7EXbXs+ECdyjXvu3I4N2nvCMsB+/45eHPTz7ZUo+kOiX55cGmU1aa/FHIfeyEWDfuGOhCf1w/Dp3duq08oZvti3G4/nae9/H4qSdGcZLSFaKf2OQLrd+3oxxw8ePR8XHTfx6GxWchYOjg24FZ+dj1P4/ScaH7pbOeDf/vcMOZ0bXGd72BhHEcP2yewOMyYZq+MrHsZ+58UHDGzgc3YjRhOHD4l+uPK//0tfXPC+CagbQAwzEsj5G2PQfME4J3papExk4CUSPVGpFbj1qxjWbDUrLAO0Z4uRbY+JS4x9ogwJbDxX53hS8/03hJulC6JOVRBbhdy0HQbUT6b7yzw3P8ghOHNWQtefXK8Fxg8fyvq1aF54BuVpg3xPXDL9VuPBt+1OwzhsS12HgUhHX9XOwObNiRcNLDFw7Zft3GhxD33CWp7/Aulf2uiU3Pno/+z31Ct6LYu4H88WLX+5vvaWBBzONOg7xZNgjfn+Idvzz87aWXWuqRVKckv6y4P8SUkSZhWhQ7X1r3OOgPndqd4ix04zuVfBTZhy9+Eu5ujfwulRD9DOd+Vz76/Sej4zPufqoROj+f/XFzYwMX7vB2CB91M/MqhGNxydjm5iYIh0emeQ7BhgQ8LhOm6SsTymENRReGAx86of7+z9Vb1N8zumq7DaInfxiOYXnMNK0f84JgF7wqkbGTQNRIjU6BxrSPqtHffqeGfpAs8I4R/gN34eGmw1/YIQgLmHccaf5ZKCONPHzETEzdhDVOo4HaaA8Ivpfkg4tdLnRJXr3ii+x4Z4L44tPNCt8pg7h+xLoxrCtuHEA3fBSTxwhr/XyGtd2BLQ76u+Hcc5ekvsMxZL9rYtOz58dNan5XIA2MR45JF+RnN4wANLbcHRE7DduWwnbhHb+8PHHUUcETRx8dHifViX5J3xdLg2kwD/SzPD/iJGHTZvokzt1Cf1wzLnuL/6N+dOOOSHwU2YcvfhLubo38LpUQ/Ux0XXaEW05Drpjz20bo/JxZM5SYjgt3eFufH0VvzKl8L9uOYR6v9d3mJyAo+DYPj8uEaWLHVJaNbiivfQTQheG2/sEZ4XURx+fv1rrxFR/xpdhvkTFNnoPoB+OaH75vVCUydhKIGsntFM45Hini8YTbTor8sxAummthsYgmjO9Lh79K092+gxNHmn8WmEbcd4DK5t9+2NxRpZuwxinLZ5/Jhfh+QaWfvUsHiraNb3HHNK3gmX4utF0/Yt1sfSj2w5sWxrHHCG/Pfdgd2OKgvxuO57HGRULfYX1suhRgz5M2QXDhjyE+bH5oB2xgYr/tA+jfaagPCMrPd1F4x68ISXWiHzalaBemEZdHEWzabvpx7hYbxoqFbnxcjo8i+/DFTwJ3exkHgvfihOh3OPe78uMlq6Pju56ofyy6Hb72s9bv6VhaPiD6le9E8yq+CYf/dgzz2LpT8AMQj8vE5oG7ybymX7XZjmGZ7eYOLoyH8nLnuAs/fErkDnns2uaOmJArH6pvdvPjDd4QbP7F2S3prP7fv0TXTOR3/I9+EfpXxUAaO76tp33CRmGHjTu38uyt9Y99QnxpusKwCz/4wWDRhz4Uuu39wImRuy+dgx86LThi9jnhMbYhZd5uOEqWbQnThHn4ylOFfOoHzcfYfP7DJdiqETrA9ry2fLa9vv7kLS1xuH0ttpe17pC0tmtHmKZP7Ps6jx18cLQNMAR9hH62PhQuzrlduY3H/sX4MKq4PW7cdsofPO2gKLzPH0J/NxzPUS4bnpLUd1gfpoFxx2P48xiCr0i78X2CNmacA3/2hRa/FaufackPYs8ZjufXn//ZlvhVCraTpz7cMvrC55WktGxeH5xzvjdMmtg0fP5FxKbtph/nbsWGsWLDzNio9e6i9XMlSxhXFo0fH8zYcoswHsabL4xE0k/Cud+Vpb9pGjvzfrnKGzeLfOdnzTs7Pn/64bsymFP3e/CkcE3gzvk8xo89PKac/476bpAQN/0iYvPA3WRe0w8/9JSwzHbb7ri4eELhntf/fXh8yTd+FLlDfnh8/bMQFF7jL9hl1+BdX38kTOfe19Xf83noyfqnLyDIj/5Joq2nK4INEVqepqNedvDuLc9gW3nmm9+MFg5Ztp9GuK0vPyyKD+wubJAkuDnBokMPbbhUA8uH8sT9ml4mp9y+Ihp03QA/ymnbxJaP7hB+2Z/wsSm7Cxuw71OVCdNMEx/3rVvfYvcN098fbk7w5vsmR/VKike4Icbt678umLVx3bCK+1AmfmlOS5P+bjieo1w++C6V21dx1w3ueKzApmnvkNEdcsd6rwvd0sAWxYyD9G1bo9+47wf59Mnz63fMvwtau6AcEGxO8LVDWj9UWQZJadm8UIZ2sGmUjU3bTZ9u3AHRh41Lce/C2qcCIEn47uJmAe9eIW3cSRWi3+F12RXrh93F2gUfxrRputCPcyvAdWfzaWPCcTh7881DNzvu4+Tat24Vhi0Lm7bdfAXlffN581s+yOpi41Lum/uLlvOv79vcaAfCpzc+8U8Tojs3N29c/67dLfMejMIhP975qQoZOwmwISDv+uL+LecXfPqI8P+sTesfmKP84vjjo06e5QKOMNz9CLJ0woTIPUsajFc1zCdLmcog6bnY4cC2B+tvy2f9sJC22DgWGgZJC6Z2YFtB8MiZPafM2mijRuhW7n5T/X2NadtvGMzZaqvgltH/GJWfcZOwBhwkqW54h+Dsd20TvpwZh00LQnju6pW7nrHMrj93fYNB6qZJ6B7n74PvXEDweMC6t0+KfuxAfu77Qfh1jMfE+lcJ3y2CWB3Z/MsqQ9IC3eaFbyzlAWna+HGPDxbBpg+x4LFQGCprzMYgLm58Nw3wxDHHJPqXAb+nhXexhOh3eF12xfoVAS/S23R4zcH3FcMfqht+dm4F1+47MhyHjx94YHhux32cPPubX4Zhy8KXBwTlxTszs596qaVuFjcO5kDsoGbd8JFRe37rhvUfT9/9/nOid3KuHbFZ6HbG1f8dhdvh3y/w5lkmMnYS+Okb1oka4/ZNW7cgXXhQ/fbcby64IFzQceGKjoxFjtvR40AY++4ChO4Qd+HsYuNUCfOJu0tRNl/56W9iB91wwPaghG6mfOPmnx9u12z9ic8NUKfcMrosmC4Ed1XsOeWRvfZqhG7lJ/s0v/xOwV1MlJ/nadi4SXXjXRafbsjcEa23+AnPscjF883YyQ24ho5NG+9WYWtluN1xcP0HBqTvwrQpacBosL+SwfCxeeO/Tc8V4nMrG2vgUOAGbP5VloEUyc+NyzqUiZtHXtz4vjSeOv30yK/sHz0IXxrG7odC9Du8Lrti/Yqw4NfNR9WAvebA4KEf3QjHOX4Qt+dJUja+PCAoL4w4foCVdbO4cYjrDvnJ2vXH3ChbHzc92m3t8l3eFLoddcaZkf+4oz7gzbNMZOwkcM+OrbfkrPARHW4BjG+I4Hz2ppuGv/jhl1vb0X3QKLK7UkEAB4r7SJSLjVMlzIcbJMDoqRL8ChA36DoNP75lBfjKZ/2xmQMeBbNulqrajukybT7qaAVbX/p46Ij6lpJW3I0N0rBx08DudUcm7MZlf/l+YP03NFxbf9mnftk3X3PrhyI3CLFujIv0XehHSQIGlLvpwy0jNmnJ2+aHj1LasPZjkPa7QlXBclkhtlxVloEUyc/Gu3rnLRqu5WLzgOTFje9Lw24PXfaPHpa4/IXoN3hddsX6FWH57/7SmqY7pzb8eE44BvGqgz1PkrLx5QFBefmdm0lXLwuOumZZeGxx4xDXHfLDzTdoObfpf3Pvt4ZuB/3HRyL/099V3yChSmTsJHDfP749aow4sbh+tqP74GCw3xuB4Nd4+iVtF4qFEuNUDfPBIpNlqxJsDclJY7hhfSk09HzlYxh7bN0sVbUd02Xa/Bq8lV9+xm+sLvq344aEhXx3p43C/1l+fWacMn6pxtfpmd6MXUY2XOvQnfrlXcdvrLgtWOva5uOkwN5FgjCu7+v39KMkgbS46QPqy8cG8Y4O/HDHz+bH9ycoLnHu7YK7jSgDYf2tEFuuMssQxzKzIUbe/Gy8KTPqi4eysXlA8sJ4D2zQvOvnYreHrhLm8fLf/tJwaQ+3PwnRbfC67Ir1K8LzL69pTdOdUxt+PCccgy/ed1/LeZKUzeVvrG8Z7UoWnbhxiOsOuXyHraLj0956SEv6X313/amK0Z88OApzw2brZipDEWTsJDB7wvujxogTi+tnO7oPDgaGn7VJ/VsMD627bvhrMfx82xgTxoNUjc2L5a6S7z0c/6JcJ+HdAvtRWT7C5ysfw9iPiFJcqmo721bAbk9Oefoi/x3Dp85s3lr2SZZfn/OETcN+w+rhQ1q/6kx3n57DtjHnfFeHwri+r9/TjxIHDSiGQ3352CDe0WFe9s4P35+guMS5twP7LgSPefkeYYMAltveeeoEzCtPfo/t3/r+pN22v0xsHjDM8sK4M3ZvLjBc7PbQVcI8fvlK+98Xsf1JiG6F12VXrF8RXv3b/2tN08yloWBznFNvC4+3vPtfwjCAYxBPAYGl48YFj7/nPZG7+8g2pGw2+eSPvQZPFp3cvn7rqxzEulGm7t58h9XV+dQjDg3dTz9guygMw1XJQBo7Wbeefuzfj29pDJ/Y8Nhi1/qhs1t/CrZ7tVu+2rR4/MNdRwRjZ58bxVk4dmwwY+21ww0R6Mawj40aFblVJcwLwt3pfOHKku/Nbb6z4/PvlGC7aNQVWwtju29s+00/X/nYppve+ZHoGNKpbachtq3o9vj73tfi/pvvf78lDmXF15pf8veJL44recJmEaa35KMf9bpbPUPgF7aNOZ9oxpvdSdGmR+FW2klhIL7tRCE8Z36887Ng772D1Uua221CbHo2ruvejrDvurLfA81vgWErdVvXJz/zmVLLkCbMK09+DH/JLpuGc5EvTBnSTtmsMO78MYe1bM8eF87nV5Ywj3uffjQ4YtY5wbg553nDJcl6tzd/8PH5SyTdILwuu2L93Dh5ZeJ/LwrFflZii7v+ORofa513Zfj/0JlnRHHixjndF01s7uj5+Jgx4bbxbtiiwvozH0oWnVy9S/3xMwrdrRsEd3K+sF/zkWxX5185ul5P94kmGIgMEyfaeroifnPhhS2NAVl0WHObaIjFfRkcnd3Fbl4AwUdFbVo2vsW6Ix/r1gls/hBf3crkjmXNPfGHE7aTD1/5GN4V3g0i9p2TsrHtZLHuf3r00YZrK7+/6aaWcK5kIU/YLDC9p844o+FSh+5Y8NIAh4Cwbcw5v2B9xNxzg3O/0LyoJJEWBu/TIV83HM/53h7PeaeL5xCXOPe88K7T2rdNjPRAATzGx3GZ56JRo6J3D8soQxaYV578GH7jOz9cycYEBFvE5i2bhXHjHhklRfLICvM4b/kNLf0gK/auTt64QnSC0ZctDvb72qPRdZlyxBWLg2Ovrd/9pVtZ2A2bxsw5JxofO32/fhd9yhPfb4SMH+d0xyPVuIO87MgjGz7lw/ozT8hlb3xrJp1MO3xCFOfC7fdruDbLT0Fak9/TfEQN5+uc/FAjdBB87d//vSV8FK5mIFaJjJ0EVl133ZAGAe65xRpDHAQWDgaKXWwAHvMci2I+tjHjNfVt/fBeAB/vwa3PTsAyUbC9bpXc/4s/RANzOGE7+fCVz7YthLu0Wayhg+Oyse1kse5/Xb264dqKfeQNZVvw1tZfc7KQJ2wWmN5vr7ii4VKH7hTqHIRtY8/NMTc9wEYiSTDdOOy3emw70g2CPHlMrL9LnHte+NjehxZ8Jao7BfAYj4C5eeJi285jW+1g39vJCsO7c2vZYGfNvGWzMG7cI6OkSB5ZYR6HzD6jpR9khYs6K1UamkLkhddjyIgz5wYTr1oWjJ/W+pgy/cuCYwHAsOE5DZ8bn50T+tlrvgvdfY9Ulw3rzzwheLQti05uPuncKI4Nf8bOBwd3rLtui98xo81352rnYy5f3AgdBJd80f+o/ObnnNoIUQ0ydhL4wwMPDGkQ4J670A+dnS+zxz0z7y423EHBY4i9c8QXt327SVUB833yX/81/I/tdaskab/3TuD7iKiLr3xuG7ssHT8+0mVVhirTh1jwjLDP3fKXX/6yJYx7dzMLecJmgem9cNddDZc6dKdYneNWOtxw5wVYP+gdfmkXF6aLfsBv5liQHsNY7MYhF7+nua084bl1I3HuecFdJ5QPRg/6JD4auuldHw13jwPYKXDcvPqL5mXl2S558+9UebFFbJG8GBd3S5MokkdWmMcm5vHarNinEdydKYXoFng9hhzzPf97fLjDw7s8RbHXegDDhuccZyv/3Lm7+Vmgfmx5cJ5FJ7OuvbUlDsHxeW9tfWzt8HHNuRPnU+5Y2QgdBNd+vbnpkJV9Th7fCFENMnYS+POTT0YNgZ2WuE1skpUO6GcHAo9doQGDuzWE8d0Xy60ff5327SZVBcsmTgwX6iwTviuCbZVpxJXNY8/8KRwkdlB1AtbHbScfceVjHN+uRWw/tmEV2Dxc4tzJ/73cfAYXuHc3s5AnbBaY3iuLm78OAbpToHMYN3Z8QoBtR+ueBMPZuBa4xaVFdyvE50bi3PPCx/aSNjghZeXZLsz/z//3vw2XZDpVXmwRWyQvxo17ZJSgv0Kq5MHXvy4sy9o/+kBLf84yfzM847jnQnQDvB5DLp1V3wSgSjgGOH5g2NixASGcCyAuce5VQP3Y8uA8C8/+4n+iONY4QvwT9hnbkt4/Hnlay/mNi37fCB0Ed33/lsgPMmvkjuH/CR/bJ1j1cvvv5KQhYyeBv730UtQgLnHugH7nvnPrsMO7zztDeJHhVrV8DwfQjTsj4Uv2NLSYdtZfp6uAZbD1KZsnV/05HCRZB2JZ2DpReHfOJa58jOeDuoNUZajaPFzi3C1PHH10KMDe3bQGeRJZ8sgD0/vbi/WPkhG6U6Bz1w0CbJtY9yQYzm1PPJaIXXa2vrz+yOrsLbds+DRhXCuE5z59umHbxS2zxV1cl5VnuzD/p//if7TSpVPlxRaxRfJi3LhHRjvJA1tsGpZl06vGRH0D15+kfsIvwzMM726mxRNiOOD1GLL0uVcaruXDtZtvDLx31mmRO/3cd7ld4tyrYNyVS4PDLl0U3Lpu/VMSEN8aJo7/3m908N/vGNM4q4P4k97dfA8H57see3HL+coXXm2EDoJ5982P/CD8UenE0TuE71xVhYydFJ446qho4WdJ+jXONiQ6/E73Nb/5YQcBYDiLOzhwN4VYd8hwwLx99SmL/3nx1XCQ5BmIReFL3a7EvRsQVz5Ohj5s21VlqNJYhrjEucdh725agzyJvHmkEZce3SloK9cNYi9ANl4aDGfj2h8u3n1K/XsBi8e0Tv6Aca0Qnvv06YZtF5YR7xDi8UWCOcvmYR+rHC6Y/6KXnmq4xDP/nfuFYbG1d9UU3awB145lNekGZryl/uvpdt8eFfUNK77tu62h485n9sVsIboBXo/d93TKhmOC4uL62euxby6Jc6+Si0f8Q5Rv0TXWUdc8ERw89kst6W39semx6T+xeEXkN+09u0c/Kl2822aFy5LEQBo7WbeeblfYkBDb8a24YW186+76WXfXr1PCvH31KUtWPPdi2PEhPv8qhFsJu+ILC2mnfNQdthL3+ZchT11ySZSP65e0Ba5P/vDMM7FpxUne8GkSV+YZzr7/2DTDnlNsW/5uwYLQbfY22wxJzxU3Ptzsds6fmFh/H+fnJ58cG5eysGZwuH42fBa/PILy4cOmTI/64znz4DG2xbbxOyksw52/nh+eY8v9D845f0g4CMN+6r8O8/qXLYs+9KFKtoDttMzcZ69Qb7tNfXdw9ru2Cc76pxFRP4ac8NjlQ+LQb8XqZ4b42S13XT+JZDikU+sFjgtKkj/mXc5ZFDd83PWtSjlxz9bHznxh8sjYz36vJb1N//Mn0fnB33q0JewvVzZ/RML5C8uXh8e3brB2YlnwuZajF3y1sYrPj+7sVIB9Edx2fCuE4Vzo7vpZd9evUzBvX33K4qVX/y+avDoFX+qm7POzk2Lv0AC8BH/D+luEv55ngXfssj4OVgT3F/0ixN3djKNTfXP+zs2X/yHXjlg//L9g111b3G2b5tnYw43/7KsvtKSFOzrwx4dCXRgXMm+nnRqudejuI8kvDygf7n4wPaZpz7EVtj0eLu5f++/DMty04sGWu6t4J9CF5cUjViI7jx1W/5DfmM+YF4kbeobgEwgu9IsjzV+ITtKp9QL7PcT3iLvduZBjDXfUl4wdGyybMKERaniZ8N4TmvNACTr72CVzWtLb/ux54S5tp+8yqhGiCT7KCnfrl6Us1Gm7FDZ2pk6dikSC0Y13SizTp08P/SgIG0da2DxpdQNR4zUayBXCcC50d/2su+vXKZi3rz5l8df/+/86NnkRvtRNue93Cxs+fmw7ZHnEi7ezsz4O1qskPeJZJgvN16et4LFP7sYGYXue84/bhB/mhVuW96Xc+OgPPIYRjHd14P/qyuZOM4RxIb866aSGa50k/TBOUfjhVNYXgjx5DHl4993D/9h8ZTi5e/O6UTZt/vRoy2yKfbzqmd+07hQosoPH6aC3/xg7MtKh1TPEJc6d0B8GqhDDTSfWC+77177HOG2Ybp2v9hl/UVS2CVcta7i2z+l3PRWcufNBoYGDzQv2vaj5vSMf2C3P7pjHsqw17T8bLkOhTtulZje0b+yMHDkyMj5cY4fGCY0SGkVwd0kLmyetboGNhx25sO0rFkdsLNtgDOdCd9cPvxLH+XUK5o064cN+qE+RZ7epG/cuCgbDsTFbSFaBbR8IfslPwrZDlrs1DCvKgTsSugIwyfKc7WnDZHlfyo1/rLnzZ/190A9i37lLIynNPIz7VP2xpaUf+lCUJmXe9tu3nA/nXR1wx8htwnJcfOc3htxdxXfIyLW7bBWGw3+Rj+WNbbSn7v3GqN2tniEuce5k+3s/GfrDQBViuKna2MHd5HVvnxSNi6SxgU1ssPbjWOs2Nv/EjaWW7ZoFz7fo//DLF+dqD5YlTqcwoNJ0nkbNZmjP2Jk5c2ZocPC/a+zgHO4rVqwIz+PCgbSwedLqFnwdybeo94UDdHf98Csx3YfrF1lbLv6KgVu3q2qTwX4x3yRJgp24SEcuA1uOLGWhHihpdzMYTpTDr048sUX/Vr+YZHmOtuTOaTZMGjY+ZNO7Wr9RkpTW0gkTgjnbbBMsyfkoYVKaWThywQXBPg+eFJx+4LZhOriD5d7R4aN8lOHm9r3rH6798ve+GN5dxR24GzZbJzjvHVu3PF7F8uIOj8jHilNOCXV37Tb1Rz0h7MsUXJd4bbKPE8bBu3AwUIUYbvIsrtvBbtiRNjYIx1q3AT2d9Zb3hndjysD9LuK/XPdkrvawc5LLDjecmUvncdRshmKPscUZHrzrQ2Co4BzuLmlh86TVLWTp5HYR4kJ3189+e2e4fpF182cnTPsIpws+cLhR485QnnhVgMdlkD8WV1nLQj1YSTJ4GEaUg/vBU6tfTLI8n1gzAE6d+s9DwqRhw+P7PewXXBDmSSsrNk3fjyNpsIw3bFb/ojXvYDFdutnz4ebOUe8My3HmN46PHr+jYNMJQjeRn19/+cuh7u55/WsjPfLXZ/YZCrCPE8ZBgwgGajcw7r+XBptOmRWMvqz1e1wEvw5n+Xii6E3yLK7zgrs6HA9v+em/p44NgMebu3XOoq7K0teqP/21Jb2Tb62t0XOkTz3hcy0v/uVvDddWQwfXYH4kvB1qNsPgGTurV68Oli9fXqmw8Xx+FIaZ/4EPxPrNfOMbh/jNGzUqmHfYYUPcOyWz99wzLNvsPfYIz9kZrbhxfNJuvCrkuIfqC0v+z1IW2348hvjCPjmn+QKfz1+SXxZ+9asterf6xSRrzx/51KeGhEkTGx5i+8XcAw6I3N14RcSmyfyy9EUKw7tl4znd3PPhlFveV3/36sRTxkaP31Gu2XaD4AMPnh2Go5sbX5Iuj591VoteIejDmMs3ufrwIX3t/Q+cFR7v+ZMThqRlhXFG3T8lGH3/6d4wnZCHFzd/SYb4wiT5SXpbzr91Ydi2O58zy+tfVPa4p74L5561/yfPuSLq976wlEXf+lY01nz+wykcC2WOh8O/PT94X01wfPIPmu/suOF8Yuel2+cui9yp57+78ejIv11qNkM2YwfGBcUaGbqz4ydLwySFoV9VX9kvwppVq1rKzg5pJQvtxqsC3tHBHR77OEccS444okUHPOa5Cx45hN9wvwzeT9gPnloBmGTtOXdOs25p2PAQ9I+t7zkueOTtb29xLxOm+ae/vdrWuGB4t2w8pxuP3Z3ihoMH/+3DYVlO+c9Do8fvrLD+PBf5WTW9+d0LVy57yyZRv4HgS/DcrCVt8wEbDzJcLP7tK9HiCuK7u0M/flgRd3m2PWtueCx6mz2mPhy27bT5zzVcyoX9G4/q2w0Iklg5ZUo4vrARTLexyRdmReOhCtAOedK389FVi5Y3XJt6/8bcX0T+7VKzGaq5s4NzuMMwATRQJk+eHJ5b0sLmSatb4EYCvpeT8ahT0iNsgH5VfWW/KLbs7JBWsuCLB8nz2E5ZMO8s2EcJqQN7nrQ713C/DN5P2A+eWgGYZO05d07DdtxJjxpaGJ+C/nHB989occuaVlaYLhac7JNZ+6V91ILpEM43LC/93Z3ihoN5p/5nWJbjj90zevzOyoVv3zIMx3ORnxfuvrtFp67YvnbJyvojbFve/S+N2PHYeJDh4q4nXogWV3GLLNffSlWLZNEZ2I5VYfv37c/XDKsM/T3p0wTDzX5fS94trSi3L1udK307F33qwTsbrnW9Y/6fvdlmkX+71GyGaowd7pjm7qCG8NxdjcZKUlh7HuffjXAjAd9igo2W1Hj0q+or+0Xh4nFxrd3Petc20eDPMgkQhh0//ystcSGdZIfGrkJZ82Xb4nsu7uIR4k5uMHDoJ8rjby+91KJ3CL9Yj0mWbsAeZ4VxKBt8/4jg7uObO8BVAdM+7Ynrc48HvjO3yZ0fSS0j/fPsFFcVSy88LyzLCe9v3WnSynGPNR8JEfl5ae7cFn26Yvsa3qXE/zFzzmnEjsfGgwwXV8z5bTjmR5w517vIev7lNZG7T3BnQPQubMcqsJswgXkv/iJTf0/6NMFwg51uq9TZvP9pfuQ1C3YuOuD2bzdcg/ARW+sHaZeazdCesUMjxxV7twXH1s/dSjpLWJLm323w13/3MRH+wkqJe4xk2cSJwdLx4xtn3Yf7WBAHPyXto3/7z/h8GI4TiBu/k+TN13fXzuoCt68teoStOvDB04XvfW+ke4JJ1rq5/llgHMpO3zw4mLFu885DFTDt7e/9t3Civ/zNG0d3NpLALmzswxh7aWXEbnF5d4qril9fdWVY1invfVNUblfWue3I6FjkJ+4uKOWfvjo6eNuDnwv7Dx/pnfLE9xuxm6DP2A8jss9Rhosz7n4qHPP87y6y7Hc/4kT0LlW2IT8Sys9r2LvuSXBsdSP4Lk6VOlu5+tVc6du5aNubTgndxn9/QXj9C91f85rIv11qdkOxOzsiHts4/KI93Sjd8BhJO/B5VAoH/1Z3/2v4H78yJ8HwnEB4TsGvi53C5psF1tlidQFD0EJ3PcJWDWuefTbSMcEkSze7+1geGIdiP8hY9uNrhOmjL0YTfU3ScPtw1njdwOrbbgvL+uV969/RoczbYYfoGPXiscjPmueei/TnE1yHuIj7u1s+FP6/8dk5jdj1u9ML3lrfIhxC+KMVpSh41waP2Kx6eU3DJRvHTf95OOZ5h8custLu6lDywnd/gHZ6G17abcMsuH3bvk+ZhDtWugn3uzhl86f//b9c6VNXkC2vqv+Ysta19W+DQZ7+xjei43aRsVMhbBx8MZ/HrnTDYyTtgEe1bD04+G9/fkHqRGDfLSA8t5J2d6gMuOU0JQusswWG7OMHHhi64/a1xRdelMuyI48Mlk2a1DirX/x+sGF98Wy/K5MHxqHcuOk60XFVMH30RR5DJqQY/24fZrxe4I8zZ4Zl/faumw4pNz7Wi/OPfni38P/cESMaPiIP/+/VVyPd+oRPGNh+BOOH8O40xYItrG3fy7LBiw8YC1wgweDJA4wOxLPv7gCkie2omSb9Dq2F3/qMOaHBYsPngfH2MXeN8hppohyo/yqwfZsc/fBXa5L8fSnfWOkW3O/iVMHR1zwRHJ3xo/B2btnjK+8O3aBzq0PeMGiXgTR21qxZE7z88suVCxvqoTe8ITqmLMTi+IgjvPF6QVYvWdJSH04I8LPHk+ZODcXG3fCOY0L/ve//XOQ2dva5wRGzzgn///2t44f4VyUnPHZ5mNd293wiOGL2Od4wrrDOWf2SwkuqEUzi4w7+XKj3Ods2d/jyhY0TxvGJL3wZwvTRJ21+HE8+WfDck6E/5MwDRgQP7713GGf+brt5w3eb/G7+/LC8/ODlrM02i/yeuuSS0O2mhqG5aOLElriS7AL9UdA37DkEYdiP3P7mC2tli7v+OYyzZNUKb/w4WfHci8GGp8wMXnfijGjxRfGF98nYKxYGr/1cPf68X64Kdjy7/t7Ojx5+uiU95DWuFvaIyx5vib/b+fND/0tmPNXiniY2bcreFy7whpVUK9S/z6+o5OnPVuLGSjcIxkKVOssrdm4Z/Z/7hG7QuatDrN3bRXd2KsQ2oCv9gK0PPv6Hzgk4ObjHwG7bGHfnxnfnpwrw6+P6dxwd5oM7PFlJakOfX1J4UQ2YxHf46NWR7ttpAzcupapH2MCDr187zGOdH7Z+uylpLNgPQNo4uKPcC/AxxPv+vv5cNu6QWmydunV3yl6AOpy9+ebepw0A+5Htb9iExg2LOz1wJ9jMAHH+Y1H9xyMbPw48srbe52dGiy4I7sRs/L3TgrUuPzV4+4WPNEImY+Pjg4Qn3fKr8Hjtkx9q8YuD2+Tm3aTApm1FdBZ+0BLbKVdB1v7swrHSrUy6ellw1DXLGmfDC66pvIt/3KRdgo0bH5svU4cydirk0f32ixrLlX4AHRQ7kqE+k8e9OZoQ7ORgjwFf9sOz3km48crGGlR580lqQ+sXvgQ+dmxieFENXHhQ9+20gRuXUiUPbrVFmMebv35QS55JffSYRy4K/d/+YP1OFqVX+H9/+UtLuX9x/PENnzrWr1t3pywbvGeCl+rd78XAGNjhnHlh3457RwRxNv7C7OB1J80INvvi7IZrU480Jt33SDGf4wvl6EuYpz/+nZnB5W/cJfL3CcFmBoi3xd3/Ev6H8H1MC8oMcd+jwUKVdWV8uL/ja4+Gj5olwTQ++N/1cLNW1ub2hpuVJLKEQTnw6Bv1btPe/ux6m6SlIcqHj2TlffQxC/bH2by4Y0Qk8/w114T6wrfWoO/DT6g/oVCWDmXsVIh9MdqVfoG7zt02YrPoOW07OdhjThzcgS0JG88Fz4iPm39+46w9uE1vUj5xJLWh9eMxJG7XPVENXHjYNoDkwY0Lcd/HKpsZu+0c5nP1mzZoyTepj9oPQNo4vYQt9zPf/GbDtY71GwTi7njEvWjPd1IgG5uPBVL4DRnqMMmYhKAvfWP5T4YYOrO22ip4bP/9W9wINjPgXMrHlDnP03BzywVBPa1B1/Ij1BdvisIl4Qvztgsfidx9/i55wkDwbo49X/pc86OmorPwZXtsp1w2/HEWkgTucuJbMHYHXXeMiGRemj071Ndlb65/5Piq7TYsVYcydioGnX/udtuFv5qx4cpqvG7BrZOdHOwxJw7fL34ujAejZPScsxuuxX5psTCNvGnxkRs8CuKDurA7SUF6dde9XoULD24aAcm79bdtP4q7UCybuQf+ozdf9FHf1+zxA4PtwzZOL/HQBk3j7sX77mu41unVOiWBBT4MABgCBAYN+22a8O5OnLzWeQdm1CWLIh0mGZOQrW/8rzCOdTvtrYeEd4lQRutODryilk+jH/KRNgjractC8e261vIj1AUXR2GTXvxnGBduWhDnb8kTBrLjl1r1b/1FZ+E2yvhfNlFfrEkSvjHhnotk/rpqVaivO9Z7Xahv6q8sHcrY6SBlN1634NbJTg5xx2kwrBsn6y8taTAN15hKAwsx1NV9r4BQF6706q57vQoXHvigG9sg79bfjMdniSHuQrFsFn5w6Pb0EPRVvJvjwn4MATZOL7HwPe+Jyo0fFCwzNt6oJ+uUBPsnZO2Th76cj7s1vOPhGkHWQLJGE443OnVWeFcD54i31elzonjUYZIxCXHDj5/W3LEMAsOHfoDvvLAf7v6jbzT7pYmHux/uo3m4Q4879cB9tHidm/852PDU+h0u9xEl1A0CmL4P+sX5kzxhfGL9RWfhBzJxh6ds2BeTdhd033/jO512jIhsUGfQOY+pz6LI2OkgbLx++7gk67WmZpnjPSV8BBGd1W7rDOwxQCeG4BYwdGIXowzrxrFuRR5lc9PNCha7qGvcL/zUBWXJEUeEIjqLXXjgA712W+qssA3txcxdKJbN8o9/PMrLCvoq3s2x2Ls6EIwfG6eXeOKYY2LLbd997FbsN1cADRQuyrkwhxGC92nYP11hOB82nTzQGKEO/+3i1nzoTmFZeA4Qnu7WD+8FcSe0qC+ed2XzuBHeV25r3OCOPe/q7HF/8wet255eHKUBo4vQzT12oV+cP0kLM/bKJS1pUWyb4L0juOGFedE5uKU43t0pG/bDJOyPYRS+wqCt8vNB/UHnPC6LgTR2OrX1tCuPjRoVLNh77+DFFSu8/r0q7JSoG4/RWbmtM2TF6meiYzceBfHpx7BuHNfd3dY6qzC+z88n4Vbh73tfsPS448Ky/uqCC7zh3Dr5wkiqFy5GfH5ZZWHNSH3s4IPDY7bnC8uXDwlXpjz52c+29B/KWf80Itjm7o9F4dDv7Ti4ctQ/BDM3rn+EdOYmmwSLxo9vSbfb5YlPfzqqq+uH7abj/LpBJk1rLsixfbHd1jVJsE3xqG8/Ft7FwfbJvrTLkvU+/1Bw5s4HBVN3OzjKH+WEH3VL2fwTN4b+PGcaKCvKjLLSj2mFwv546m3RMeP6BJ8WYLiN7jg2OrbXClxDkCfzQBm2O6t5t+qQ7zwW/t/ii7O8eTAcxOdPSQrzm1V/aElnmzOaxqoNx3Let+y5FndJtbJx4+4f+3NZst8DJ4V9cLf7Pu31p3AszNqivrkMZOXXvx7+11b5+YT6g955bP219bQYVtgpraCzbnPPcdFFyz6LTXzxCMO6cVx365eHvHFZvlm1hST+x/3C38/vZvUSXIyURafa8zdf+UpL/7Fi+yv7Lx+vsOHyPq7XDfzmwguj8rs8dfrpsX7DDe7UsK9lFdwNwV0A+zha1USPmhnZbEp90U7dUvYZf1GLuw9suAK/d/3zpWFdDvr2wqhP4pf2t953Qnic9H4mw1txN7nZ6b5PZdLxmMtbd60jNkwSSWEW/7a5+QCEj0254at8nErE42uLMmAfTHvHmONk8Zgx0THvVGur/HxQf5e/uf7DHaQsZOyIwrBTWuFE4RPii0fcOOPnfyWYuOCC6Nz9ande8sTFJhNuOd33CiwMU+Rrv6IYZV8A2aZV89srrojycsX2V7f/2nC9yKrrrostP7ck7ba62Ue73JfwcQ4DgO/T2MedhouDvrMw2PDUWcHuUx8O9jK7lVG3lAnvPSE48fTvR+c+sOEK/OzGK7ZPciOZpJ03Gd4KsY9oYt7Hez7uDnWbNow1yJQ7VjZitmLDJ4F3nRBm9StDH0G764kXQj9s0IDHFS+d9aw3zSpflBfx+NqiDNw+GQfHycopU6JjPL6G/4OyVX5ZUH9WykLGjiiMr4NyovAJ8cUjvnhWbJh2yBM3qZw+soQR1VL2BZDvl1XN72+8saWfWbH91fZfd4v7XuQPDzwQW35uSTrcdYPRYhfYFGvQYJe04TZqsoDy0iCjbil4H5HGDMQHPzlgt9R351T33GLf1xm/YGqw6V0fHbJRDP2ZhnuHB/D4xkW/D89d3PBx7HVB3fh7z7cWNlyaXDHnt6HfcdN/Hp7HbTPNLZDRB0Tn8LVFUbDzJfodtvVPg+PEN3eLfLj6K1OHMnZEYXwd1F6orOBxNuKLRybULoDj5p3vTYO/FvI8L1l+dSS8qD/0+td7y+kjSxhRLVVcADuBXfS7gj579MNfDcPZvo9HJWy4XuTPTz4ZW35uSTpcdbN3cFzpBcMmDRjxc7beOnj8Xe8KdYxvSfExtSSdu/62TwJ7DkNmv9rcv6pm5AA+1gy3OBifaQBsUmB3qmM7rHzh1fDcxbZVEnYDAnyU1HLG3fU7NvhPUI4jr2r9+jw/bpmWlyiXKnSOnS/R79xNYVzsRgR25093bIhsuPorU4cydkRhfB3UXqgo691+VPiLHqAR4YrL5nd9dEg6fIaW53nJ870f+7hGUjktnboLIOLp1UXHK4ua30NxZevLD4v6u+37diczSC/yt5deSiw/dtNbdtRRjbPOwr4EwZ0duytYP8FviFHwA0/SPMZwWOQBPHrGd26AnWfZX2nc8JzGjw+GgcQx6eplwUTH6LBs/sXmnbgkPnPzL6Nwu355QYsRizs6cMcdniSwCxvTsNtri2qhzssERg76nW+7fwt/aMIcDBa+973RuICIfFjdla1DGTuiML4O+vF7zw4nC1z88KsefsmjoQMW7LprGG7+LruEWwMznntxPXDmlJaL3u73N+/G0C0veeLxF05rnGGbbNHdVHEB7AT/+/TTUT+DYJE/Z6utwuN3n/KOqN+yD2O8PPSGN4T+iw47rK0ttruFJ2rGzBNHH9046w7sXZ1+uIuThu17cd8SIwyHx3fwXiPmcYu9g87+CgH2OA43TjscePHjmeaCix58OgrnhufHSfHuThq++KJaqtA3Hl9Dv/N9yNni24gA6wOODZEP6s1KWQyksTNcW0/3q9iOOWe77cL/dhtpK9h2225R/dt77w3deQ6xW3Mf9/DF0QXv4IdOi9whdLduWSRPPJYJx/26dXg/Ci+APr9ulj+ab+XM32230O3nJ58cnn9i4s5Rv8X/0969bRQWYtORFBe7pTSOfWH6TWx/wjb7vjCU+Y0frJZ+7GNRHDcM51or1t0Nb+WDc84PNrjjmDDcJcvv8IZJk+Oua34Q1edP+f6830Th3PBvPW9eeD7vl6ta4vgEW2O78SXVShX6ztI/IbO32Sbs979bsCByw/ogbjxIkoV6s2L9tfW0GFbw6zI75h9mzIiO6Wfv1thfPRgGWDd75+SbK26PJh6XOHcf9hGLpHhued1yit6AF8BehH0OHzMFfPH1gr3fGPZb3Cnd5OrDo3CUfoEvz1f1KBDv1mx9xpzwxXTuTMbjN54+O3wvhH1oEO7oENuf8AHlJNgvH9599yiOC+daK3ZzgjTyvF/p45sznonaMYlHn/5TFM4Nv2HjOy4v/uVvDZdk3PiiWqrQd9b+Gdfv3XWEyAb1aaUsZOyIUrAdM+7YfU/HZ1RQyH2/a36/wSXrhARs2KR4bv7uuegNennBgS3L8Uga4YuvP97o9VHf5XcIHtlrr/DHgcWjRzdC9y72kbGk9kM4CI0ihh11yaJGCD++9NNkkAwdwPkOEvctMcJ++dA660RxXNhfrWTZnMDCeO1w3/LmB16TwJbTtt1tePc8jbzhRTGq0HfWPhfX70V7UJ+UuSNGNHyKI2NHlAI7Z9Jx0kv+1t36PfvqC7ETT9YJCTBs2q+Kbv7uuegN+m3BwX7IvsvzXvyAaBxsMyswZlbVjBqQxVjBxzN9uNsWY3tg/McdHOSB7YTxn1tLwx1xBg32q7BvJXxLjNjwEBf2V58kbU5gYfh2ePaPzXZP46hrlgVbnTEnWPukGWF49AmQNT6JC+9u4CDKIW/7ZCFrn4vr96I97FwC4cYPZSBjR5QCO2fSMV/2X3TooUNu8TIcxfrHTTx5dlVjGuvdfnT4326BTexuRFhE6kXD3qWKC+Bwwn7Iftxv/ZJf+N9j6sPheda7MPhaP4whxt/4C83Hz3yC8CIe9qtZG23UcEmG4Sku7K+Qje48tuU8K3nDuxx59bJw17asHPO9et/Dx0MB+05W4sKzHu73hHoFGGoo/6jZZzRcuoO87ZOFrH0urt+L9rBzCcRu/FAUGTuiFNg5sx678BlXhrHh4iaePM9zMw2IuzMcwWMbzDvu3SLRG1RxARxO2A/Zh/utX8LIQXvZOzPuY2qQpMfKbDifIK1BvFuTB/Yrvi+WBsNTXOy8+9kl/91ynpW84YsCIwf9BUYPYP9xcb8dRHzh7RMKkFkv9NbjkTR0KLjmbnbXR8MPwg43ce3TLrauacT1e9Eedi6B4DtGZSFjR5QCjRXAjpp0HAfDQHjBTbr9n3VSYriN7/yw19ABeCHX5m9F9BZlXwCHG/ZD9uN+6pfuXR0fMHLS3p/h3aC0cCIe932xNNgPbX+01wL213Hzzw9ufHZOdA6Jw8YHaeHLBo+voR+NOHNuMOGqZbFzCcvlvnvkM9z57ulrbvlQ+P+kpVc1fHoD1tUnR8w9Nxg77/xGyM4T1z4WXPPxI2eWu2qsV9yag6CP2n4vikN9Yht7bGdfJgNp7Gjr6WqFHXb1kiXRsXV3w1vB9s5ztt8+DMetd5OEE5PPj/LuGV/IFA5brbKMVh49+GBveEn3Ci+APr9eFPZF9mOe+8L2ktjtnS+Z8ZQ3jKR7hf2Q4m67a+fdJatWROd084mND0kLX4WwT1oZEsbUZezsc8P/k+ZODfsxwu92/vwo7AXLbgz9j5j9pfD/jj/5ZEta3S6sZ5Lc+/Qj3rhVyvJnXwh1vdmUWV5/yt73fy4q5zMvJm8hznA+Pyvsp4snTfL6S/KLO/Zd0dbToqtgh+XWpBDrnoWsYTkxxWG/3p0UDuAjeswXMv8tbwmWjBvX8BW9BBco/QL7JPsxz3sB3nFJkrSd1ER3wn6Id3zw/4U77mjpm+5d+SxzMeNzg4TN7/poGB6PgnUKXx91sXWxEvo5cY5feGno9/bpV0bhuuERsCzwGoqnItCWLL8rw3G3irvt4eOxSdhyPvmnZxquQ1n55+fDMFve/S8Nl6HwzqPt56IcqtRpIWNn6tSpSCCS6dOnN3zq4Nz6I3wcaWHzpCWGF3bYlVOmRMdz3/Sm6DgLWcNyAgPuhRVwE4Md7v1k6i3s2ZtvHuULwVbZojeJW6D0KuyTO933qbA/87ybyWLkQPTYWe/Cfsgvyc/bccfEvsn5Ou49Szy6zPjc+vrAmVPCOHgUrFP4+qn7jg7r4grY6Uv13f5mrayHfeeDjacLzv5etPU2w3Y77kZALPuIez4eHUMwN3Uafkfp+B/9ouHix5bzgd/Hf7+Lj1qOmXNOw2Uo7J8UUR5V6rRmN7Rn7EyePDkyOFasWBEZITgGNE4YBv9x7hpEIC1snrTE8MMOu3jMmOiYghf/s8DwaXACc4+Jzy0OW84seYvuhQuUfoF9Er+eoj93ex91t3qWQdOf8Ffup04/PeqTFN8mB5yP43bQfHiPPaL4+IYU4F0RfGC6U9i+Cwnf3WmUHQaPvduBH9JwvP4d9Z0+sfnASbf8KoyH/2DD2z9Sj3/KHbk+qtoNuGXl+TGPXBQdUzoNjBzoGUZPEraM1z09o+HaBO+UHTbnrGDKE98Pw+B/HLaPQ0R5VKnTms1QzmNsI0eODA2QmTNnhuejR48Oz2n8wB3ncHdJC5snLTH8zB0xIuywszfdNOq8lKzfBWH4NDiBucfE5xaHLWeWvEX3wkVKv8A+OeND7wv7czf2Ud/uaTgX/c/z11wT9UkKDBcXLirJsgkTgiVjxzbOhs7B2I0JRg76PIyeTmH7MCR0a1xLIBveUd9G2xpt/CECcujPpobxcIcH0N1Nqxdwy8rzS5+6O5iwYGowbt75Q8J0Cjy+Bp3icbYkWD7Ihb/8ccO1Cf1gvOI/7vDEYfunr4+L9uGPJ1VQsxnKMXZgfFiDhMYPgTvO4e6SFjZPWmL44SMNrmS9qwMYJw1OUu4x8bnFYcuaJW/RvdhFSj9g+yX683D3UfuIGj7AyWMr2up5cHhp9uyoT9rHgZPAD18Mh0eGH9t///B43g47RO74zgZ3MsPjbJ3C7cuhW+NaYsWCOzot/r64tfNw98HGOeBOYQfNOj087zZsWQHPl778m4bL0DCdYvMv1j8CjI/HWtzd11g+yIlLpqU+koh3d3zYxywhWbdoF8NPzWYobuzwsTI82kbyGChpYfOklYXVq1cHy5cvl1Qkj591VsuEMPeAA4LZe+wRPDlnjje8T2zceaNGecNAODm5xz7/JFl4/vlhfrN23jnK2xdO0hvChYbPrxeFfRJyxANnDnsfpX5d2eO82cGchU9640j6V56cOzfqk3PMN8p8YSm4JjDcAvMD2WOnnhodz3//+4OZyx4O5/BNbj/Wm04V4vbr0K1xLbHixht1f/39olA+f9fQuLXznc+ZFbzpruPC8+sf/0mwxz2fjvzPn3/dkDSHU1AelGvnuz8VuY154PTgsPtPawnH8lu3TohtHytWp2G4xjHkkFrZebxnLdycZY+2+EPc9Cgz3vCGqG9CfGEk1QnW7u1SsxmyGTswLijWyOD7NO4jZXkMlLSwedISww8ePbATQjvY+ElpcHJyj0GeZ6P5rDh+qanyVqroDLwI9gt2LOBbKDzuNO6mA6MvW6w7OCKEffIXxx+fqX8yDOSh178+/I9d3cCi2noidF933fCbG1nn8bKwfRwSujXKwBf248oTbUBw7fFD4jI9PvJmH32DxG3cMFy4mxPEwfJ3Gts+FpaHZbLnG9xxTMv52x6sb0u93u1HRW4+3Ls6ENE71GyG9u/s0NDxGR3uezY0UOzdH5IWNk9aojsoOiHY+ElpcHeqS566e8hExYsO/idhH5sQ/UHcRbBXsWOBMnP99Ru+ncE1dLTpgLCwX+LjzPbHozgY3sqaVasavq3+7txeNbaf82O3LAM3J4grj/2RDfGBPYfwkTdev6x0E1nLNFxlpz5dWB6WyZ5TaORQ8FieffTNxW6eQRG9Q81maM/YSdskgI+2uTuoIR6NJBorSWHteZy/6D44GeR5T8diJxRIHPxlbNPGtxggfN6W57j4JJElH9FbxF0EexXbRynzd9654Vs91tCRkSN8sF9iy2j+Cp70AjfDW7FYd87lReCnCdxNEnyMOHNu1N/xjg2wZUB8pBNHdPfnK98JF8+My3SXPvdK5OZKN5G1TMNVdraRhd/KsWWy5xB8u6nFKK1JGuyLD++5Z3QseoeazdCescO7La7Yuy04tn7cKto1dkBcWJLmL7qLxbX+AUMn6+5rLpxM0iaVIS+F1oQ7qfA8jSz5iN7CdxHsZWwfpSx8z3savtWhuzkiK+yX/Bgoz33gMWH6Lx0/Ppi16abhNcNCf0jWuTwJpkFJejTrmO81+z2wH9PMQnT357rWb9Ew3UtnPdvijpfledwtHLnggsxlGo6yY1MC6BKbFFj4rRxbJnsO4WYXPM/yjSD2xWcuvjg6Fr1DzW4ovkGBEGXDycSdVGA8wYiyF0Y7iUF2vf/TwcSME3UZ7xeJ7sMuVPoB20cp2PWwSmToiDywXxJ7Hv74td9+0WNq9MMjxHEwDCTLXJ4G06Dg7ou7KxcJjREzhzCO+9HqJGxeoUz7zyhdGD3Ie6M7jg0fp0L+DNct2LKnMRxlx3bT0CW2n7bwWzm2TPYcwm3MeY4nRJKwOweuuv766Fj0DjJ2RFfCycSdVGDouG52EvNJHPh1ERdgpOX7ZVH0Lnah0g+wz1v51YknNnzLxf1ejowckQX2SzJvp53Cc2wrTT/Mt8AN6wMbE8xcb70w3J5fPjBxLs+Ce12wAoPHEj5mZuYQhsuDTT+UWlpM9zWf+1kwftrSRsg6DJf2iF2nsGVPI2u4MsGHRKFLfFjUMmbOOS1lt3flKPxALc/xhEgSXHeg/774k59k6r+iuxhIY2fNmjXByy+/LOliWThuXPD4EUdEk8rCD34wWPShD0XnoVvNH2HtJOYTN22KTWvl17/uDSPpTeFCxefXi2L7KuWX557rDVtEJk1bHOkOgnNfOInEFfZLnj95wgnhOf9bf3ucJIw7edybE+dyyBGzzgnGzTnP6zdp7tSWa8Kmd36k5Rzixhl7xcLgg99dFB7HhUkSm3Yojflo7wsXROOLYZHPBjd+Mgp7yfI7Ir8yZMXqZ4K97/9cMOqh073+riC8LbsvDOYGzg8MBz274aqS465bGurwgnt/1eK+xV3/3FJ2n9z6P3PDsGNnnxv2GxvfJ+yvL65YETz/0EOZ+6+kXMHavV10Z0d0NZxU4gRwAou2/HQkDpsOHmcT/QMXE/3CE0cfHTxx1FEtfXbVddc1fLPDuzZbnzEn0pFPtJ20yAv7JeEdHd7hodhHgtJgGtdvtV7iXG7f3bQ7anFTAvpR8NiY655EljAuNu1QauMKYFxxnJHw/CvficK2swX1pIcvDI56+KuNs1bstTEL7rXUxa1DUtiqwONryB+Ps1lsWeLk2VdfaITOhu2vr/7P/2Tuv6J7kLEjuhpOKnGCR9FwYcPk7O6uQvFhL7gQ0V/YC3E/Ybc//cMDDzRck3HfvUkTPbYm2sH3fTI7x1LsI0FZYDw7l9OIIe73aiCuMQMDwreLWtq3ZPg+zSZ3frjhkg2bdyi1sUU41gB2e+P5rnd+IQqfh7R3fuiXNV2GPWLuueFGBS72MVcQ7T6XMf0ywMYEyB8bFVhYjiTJC/sg+L9XXmk5F72BjB3R1czefPNoYqHM3HDDYM7WW0fnlqwTm333B8eiv7AX4n7Cftjuz08+2XBtJc242XRKfZEgo0ZUDfuqT+w3dZJgeMzlNEjs3O67c+OTOGOGO6fF3U2Z/cKTob/7Xk8a6938ry35Y8yRnb40LzyftfKP4Xd8ODbD3doa4fPAMsbFox9k63s+1nANYjdoSEoLsLyQVS+vae4+VxPeVasa5u/CciRJHuwdShLeaT+m2g1iRLnI2BFdzeMHHhhd7Cj8UB3PLfyGAic1++ufhXEf2WuvtrfHFt1L3IWwH2Df/dtLLzVc6rgbC1iRYSOGA/ZVn2SF4TGf0yCxi1YeHzH3S+G5/eaalSSSwlzzmwdDv2Mevqjhko333dG6KxjGITnpll+F5/xPCb/D0wifB5YxLh79KDBOrJFoDbk04w/YMu/3tUfrbo20IJ2A+bvYclhBHXmch1+ddFLY//Bf9C4ydkRX84vjj48udhD7kTq6+Uib1JLiit4n7kLYD/D9HYt7N0fGjegGOM/6JCsMP+Ke+jdr8KV7O7+7cz0eZ97rwc+F2zrTz/r7SApz+pPXh374n4fz5zwepRuKmY9wRwfn6/zXQy3jNpRG+DywjBD3DhbfZ8K3ZPaf8fkonCsk6bG+cVcuDQ67dNGQMgPc0XHTqgrqD3fIXFgG945fu9t7210FRe8iY0d0Nc9885vRxQ7CuzqAbj7SJrWkuKL3sRfhfscaOtpYQHQTnGchszfdtOU8Kwx/zCMXhXP6yeb9HJA019Mvzp8khcEdHfjh7kkeZj/1UrDWDxt3mS4/dch8xDELwd2R6DyhLHGwjBB7R8Yu+PktmVGzz4jcrMBITNvIwJbZysSrltX9E+KWib0z5uKWwZ67flnI219FdzKQxo62nu4defbWW6PJ5rGDD27xo7t1o2ALzKRtMJPiSnpfeBH2+fWT2K2itU20pNuE8yzkyU9/uuXcF94nDP/1J28JF6o73/vv0aL13qcfiY59cekX509JCrP3A58L/e57+lGvf5yseK7+0UvKqG8/1uJP9+3PntMaNkN5XWEZ3bjWDbqiu92Kmv57/rS5yUDctTMqo0eW/Hp1FN8Xt0zZ8ey5YZ73Lv3tED+3DPY8bV3gk7z9VVKdaOtp0besefbZaLJxiXPPQpG4ovvhBbiX4Ts4dpto3MVxH1mjuxDdBufZpePGBc9fc010nmfujdJoPL7297dOiBawdhc2H3z0Lc6f2HDue57YhQ3u7kv8WdiusSiHuPCRMMJwr/1hfWODtA9dWlhGCqC+1r19UjBuXusOdBZ3m+mkerKMPrlx0e+jNKqGefpwy4D2dNs0D3n7q+hOZOyIridusikyCRWJK7qfpItht5G0sUAWkaEjuhU7z740e3Z0nmfuteG5kKXgPRQe++Cjb3H+xIZzw2aJnwTHaRrRmP7WOWF+u97/6YZPOiyjLeulT90dHqNuSbifbEgiKqNHptyxMlMaZcA8fZRdhrz9VXQnMnZE1xM32bQ7CeX5qJ3oTZIuht3A6MsWB3td8Eiw14WPRGX1id0m2r2jI0S3Y+fZv65aFZ3bjWbSmLXJJmEcxOdC1ic+uOCP8yc2nBs2S/wkso7XaGyf2dxsICsMT8HdGRpwqFsajJe0vfbqV/7aLKNHxly+OEqnapinj7LLYPuw6F1k7IiuJ26ymTtiROj+ytKlDZdsRB+10/d1+paki2HV8E7NQd9emPmOTdaNBZg2jCUhuh33Q6Ocy+1GM2ng46OIgztDXMj6xIe7c1scNhzEPvaUJX4SHONp2PmAeWZ9dI7h+UgajBa7e10acd/bsTz69J9ay+jIlqc126dqmKePssvAPit6Gxk7ouvxfZkb4KNemISevfTShks8Ng1OXvq+Tv+SdDGsAt97NGmy6ZRZmY0cIfqBdhaOnOfxzg8Xsj6JY/z8rwRHLrigcRYPwvnSS0s/Dd6VTaNlfrj2+DDPpDstxH5Xzn0kDVIWN+GdHFNGfBMIu7CNn7a06V5ynnEwPx9lloEfFM3bZ0X3IWNH9CwwcjAJZfmSsZ2wNHn1P0kXw7JIMnD4+JmMGSGaxP1wlcRTp58eztf4z4WsK7iLUQZ2q2binlcFjaJwDvn8XZny5QdAbVh7TreioFx7f7X1kdtjvtc04CL3EvOM49k/rony81FmGfhBUa0Xep+BNHa09XR/yO8WLAgnodnbbOP1pzx+xBHRhIVzeyzpT+HF0OdXhrjbykK09bNEUr78z+WXh/P1ookTo4WsKxNzbiecJDv+5JNhmtiqGdsUMw9fWMqLK1YEC/beO3hs1Civfx6J5pQM+e5236ejcAxrz/Nusxwndp6jfP3+lUP9TTmqklsffzbMa4svzhrit98DJ4X5Qy+uXzsyd8cdtV7oItHW02Jg4USUBMNA8Ktiljiit+HFtyzi7uLgzo0Qojq4ixve3eFi2pUsL+FnhdtZ222t07Yu5nugZVxXOLdkeeeG5aMAvH+z2V0fDcYvmBqeFwV3pu2cR1n63CuNEM0y23JUxTdnPBPmdfyPftFwacL8ccerDNimee9Giu5Dxo7oadIuMPaZWyt5dgMSvQcvvu2Q9HiaFT2iJkT1cBc37MrGxawrWV7Czwq+b4M007a15g9n9gc0SBwIl2XRzPkly25qLF9SOYuCec7Oe4dcsih8T8cS+VdYDgIjB3nB6HEpO/+0NhW9g4wd0dOkTUZ85vahtdeOwkLy7AYkeg9efLPCXc6ii7ZHYAQJIToP520uZiHj5p8fvPHufw03Figbmw/Eh72eWIkjzZ/s9KV54Xxz8sM/DvPe4d5PhpsQoL6WKjcjsLjzILagdon8G+Vo5wOsWTnw4sfDvO5b/mLDpY7vfauiZG0z0f3I2BE9jZ2MfL+czdtpp9B/9e23h48azNlyy2DRYYc1fEW/wotvGnFGjgwbIboHzvP2a/9VwjwgezzwmYZrKyyTK75PIcCN/mk/tJ10y6/COWinrzU3KaCg/lvf87FwYW+3mcZ52qN27eLOjT7oZ8tUFZt/sb75CzYqsFBHZeqBbSZ6Hxk7oqexk5FvYvK5if7Hd2HGoxfY7pl+ruixNCG6E87juJuBBTXeS6kSLpwhfP9j8ejR4XtDa1atCs9ZJsq87bcP//s+hcCdQyFpj1DPWvnH5rxkyhEnVd5FAXaOhPign73bVBVx5Sg7XxilWdpL9AYydkRPwwuIe0x8bqL/4QWRd2iS3sORkSNEd9PpeRx3c9zFM8sAg8ees1zWoHGfMOC3gmZtvHH4P+1D2NH81ChDklQNy4I5NO6ON8OExxWWy87jLmXnCyMHbaVH3vuDgTR2tPV0/wgvLu4xBNuBum6SwRBsA82LopVNvzAr3DbaF0cikXSndHoev2T5HdHimW4sA+ThmsGD/zM32ihYPGlS6M9PIVAYD4LPI8Dt8dGjw/8rv/71Fn9XojmrUYYk8cUvSxb86ndhObY5Y7bXn8LyhscVlcud013/svP1taNkeEVbT4uBhROSewy4HSj+i8HDvZsT96ukEKK7cef2TuBuCsAyWHF/9bd+Frpl/RB2NG9N/5doER+6N463uKvVvSounVX/po39gKgPljc8rqhckU5MXoQfV417v6odfO0oepdCxs7kyZORQCQzZ85s+NSZPn16i//UqfH7vqeFzZOWGBw4IdkXQAnP+Yy1EEKI3sOd24cDlsGKCx5fo5+97tCN16m5I0Y0fPyMvqxxF+Nb57QYDzzGttRj550fTCjpWzpxwMhBOWD0sG7uI3rAGiC2vGXCPPb72qOhfix87LCs7+vwkxXY4Ej0BzW7oT1jB8YGDY4VK1ZERgihccIw+I9zuLukhc2TlhgseBGxz0svO/LIYOn48dG5EEKI3qXMuXzpuHFt7cjJMnCHz7jy4J0e+PHdHmDDZ30XJFzcn3l9i/HA4zI/oprEiDPnhuWYO35SVAeIu1kDDZHw2JS3LA67dFFLHi5l58lPVuC/6A9qNkM5j7HB+IDA8AGja4PBnuOuD87h7pIWNk9aYrDg5MsXQH0ihBCidyljLscdCXvnBcaGu2hPgvG4EIb4QFquQWPDww3Habt8cXFv7+BwUV/mR1STYBlYfldo0DFceFyy4TFt/nNR+szDJS3PNc8/Hz7OjvbOAg1a3OER/UHNZihu7PDOizU+Ro4cGboR3v2Bu0ta2DxpicGCky4eC+CxK0IIIXqXMuZye02AzDAfmrZ3YXxgkcywfMQJEoc1aHAnyQ2fFh/4FvcTF1xQyUdU40D+hx96SlRenyz5wAeCc9787jBs+J5kycbOHlMfjnTh6oOk5cn3dyFZyBNW9AY1m6F9Y4dGiM/wyGOgpIXNk5YYLPgLWpIIIYToXbLM5csmTgyWTZrUOBuKvSb4JAk33JKxY4NlEyaEx3HYODYucM99rH/KzHBx/9Krf2u4FAPfGZt41bLGWTaQ/1Wb7RiW9bH99w8WHXpoVHZXdvjo1XWDpGRjh0YOxQV3uZDfiHs+3nAZii1nFvKEFb1BzWbIZuzAuKAkGSx8jyaPgZIWNk9aWVi9enWwfPlySR/IwvPPb5nIfOKLJ5FIJJLekLS5/In7708M8+ScOZE/ZMYGG7ScQ3zxKAwz94ADvP4+sWlTXD8b3pUdzqp/APnu+cu8/nnkzrnLImPB5x8nCB9XdlfGHfy5eh4NY8emU0RYborrf9a8a8L83v/AWUP8KLacTz78sDeMFYb1+UmGT7B2b5eazVDOOzvcNICbCLjv2dBAwQ5uLmlh86QlBg87kbni2zlGCCFE78D5PI7f33hjFGbWppsOeTfDPsYEwWNm4Xsc+9U3E4AkkSWMC+NQ8Dgb4WPX/Lgo7hLhbpHlPd9aGC7uH/jFHxouyRx1zbKa+LeI5hbSkHFXLgneePqccFezVQkfU550dd1AYvkJz105fZdR9Twaxk5ZsNxbnzGnVvahH2PFznTIL2nTBlvOVxa37uQG3E0rGFb0DzWboT1jBwaI3Wqad1/o5ho/PIc/3/GhsZIU1p7H+YvBhhMTXirkpKXJSggh+gN3PudmA2TllClRGDcsoNvj7353sGjUqIZrHfrFbVLw19WrQ/9ZG23UcMkG06VYuKEOdhEFDGNfiOe2z9c9kr55wupX/hoZBT62P2de5G/ltSfOCN524SNeo4dh3PLz3H1P9o5N3liPU5Gx4wPfQlrn9klhfkmbNthyvnDXXQ3XJvTzbSgh+oOazVDOOzs+48P9Dg8fcXONHRAXlqT5i8GFE5PdJlKTlRBC9Aecz/Fejj0HuIsDQwTnj7ztbS1++OHrkbe/PTyP2/2Md33iNin406OP1tPea6+GSzZYDorFflwU78IwjL2GnXjLr8JF/oUPpO+89ujTf0o0CugXJ5t9cXYjZBO47znpW2G57PdmWFaUfSnuSJkNGML0OmTs8EOivvy46x4NYpYP8tsrroj1Rx+xm1GI/qFmN5TzGJsQwwUnJvurGCYxTmRCCCF6F87xkFdXroyOk/we3n33Fj/+au+Cx9kYxsfvb7op9HMfM0uDafrSth8XtWGsUQEjB4t8GD1p3LTo97FGAaCflTf818xgkymzo3MLt3uevPdRYbl8PyTyrhSgW5hWh4wdfkjUlx/LA3HPnzrjjJZzGj4+Ef2DjB3R84TPO5vnoYUQQvQPdgFq38+xfnzngueuJJEU5umLLgr9fvmZzzRcsjFn662jdH1pWz8rBI+vYZGPx9nSuOjBp2ONgnd87dHQfacvzQsmTFsavrNj8cXjds/Xb7RNWCb7QyLLyfeNAN3CtCo2do595GuhMJ/N7vpoML7xHSLC8kDc89mbbx7+f2iddVrcXcn6TR7RGwyksbNmzZrg5ZdflkgkEolE0uXy2KhRweyttgoXoT8/+eRoQQo/ewxZPKn1a/+uv0+SwjzxqU+Ffr86/3yvf5zYcvrStn4L9t57SLg7FtU3Fdjii7Na4vnkUz+ov98DWfLr1ZH7JTOeitxPuOHJljgU+q947sUhbm6ZIAs/+MFg4dixLW4MF8ZrGCHWv4iwLDge9dDpUfqQ3e779JDwEJaHZbfnlCUf/ajXHTJ7m22GpCkZfsHavV10Z0cIIYQQXQ3v6Dz2zndGi1Jgjy12oxqfvyUpDB5fgx8eZ8uDvQPlS5vuD627brg5ghvuyVV/jhb6aYy9ckkU9sZFv2+4tn6Qc9bKPzZcW8GubPDHf8I4bpniYLgwXsMQKQuWJTw2hg4E7+248BFBW3Z7DuFmEzzH44PWH+8jif5Cxo4QQgghuhq+j/PQG94QLUqBPXahX5w/SQqDjQngh40K8mDfH/KlTfe4HcDwMVG70E9irwseicJOuWNlw7VpKLiPrlmwExvDHXtt/ZE5nrtlioPhwngNQ+RPf3u14VsMliU8NoYOxAc3f6D43smhMcNzvJNkDR77PpLoD2TsCCGEEKLr4WKUAkOBxz5s2CTsRgHuxjbc6Q1bUOdl7nbbedMEcd92sW52oR8HDJTXnTQjCjvm8uZ3ZLLEBwwH2f8bj4X/v77nqKhMaTBcmEbDEFn55+cbvu3DjRI2vPbUYOKCC1oMHYgPbuudJE+dfnoYlud4JwkGD8/t+0iiP5CxI4QQQoiuh4tRCrYK5rEPa8Qk4S6QLVnil4GtC+/20ACJ43lzV4ay5WnNbaTploaNT2FZstSd4cK4NxwdGiLzXvxFw7d9wsfwvnjTECOHmxT4cHe488nz11wThuXW2QAGD/1F/yFjRwghhBBdj12wuuLDGjFJuI8+WbLELwN7l4rfBILhAgPikEsXBROuWha6Wfa9qP6+jStg5QuvhsfW+Ilj9GWLw3d2xk9bGqXBsmSpO8OFcad9NjRIbn/+4YZv+4TpXXDxEGMnCVvuOHlptl8neD8Lu7uK/kPGjhBCCCG6Ht/CleLDGjFJ+F5qJ1nil4XdVAHgkTQaHxAX62cF7+FgowIc28fasoDH4iAsR5a6M1yY/2VTQoPEt3lAHlb96a/19K44pcXQ2e9nJzdC+LHljpO/rlrVCC0GhYE0drT1tEQikUgkvSW+hSvFF/53CxYk+lvBdsoMi+2r6Z41flli8zv55p9HBgzEDWv9IHtfuCD6z7j478ZLkxdXrIjKkaXuDLfb+fODtb71pdAoOWfJdG/YrHLwt+vvDr3mRx9pMXZWrH7GG55iy23Ft723pLdEW08LIYQQoq+xi1crs7fcshFiKEvHjw+WHXlk4ywZmyZxz6vG5se7MxQX6wex7/DwrpDdijorj+67b1iGWZtskkl3LHO4ocDXvhoaJScvvarh2x6shzV0IGmwLK74tvcWg4OMHSGEEEJ0PXbxamXxmDGNEMWwaQLsmGbPO4HNj+/dUPCODt6vAUufe6XFDwJ4zPd9kEZeWAYYCFlgeOw6t9ZXvhMaJf/y6Dcbvu3BetDIGTvv/GDCgqkN33hYlsWjRweP7rdfdG79xOAhY0cIIYQQXQ8Xq66snDKlEaIYWCDPWHvtMM2k93iqxM0vWvQbAZfOejY83vasueH/0956SN3YMOEgYM3zz4d3a1A/Cw0C16jJW2f7jZq1vnRVaJwcPvechm97RHVoGDtZcctuz10/MTjI2BFCCCFE18PFqiu/v/HGRojicAe3pB3aqsTNzxouFHDM954Ij2n0MJ4NBwF8LA2Cu1WEbjB4LHTPiv1GzVpn/CA0TvZN2UggjagOBY0dGID8zpHrJwYHGTtCCCGE6HrsY0m4K8HjV1eubIQoDo0cu221NRCqhndJ8N0XgJ3RrPECgduIM+t3dPA4279d7Dd2EA7QjwJgALhugFtgc/vrLNhv1Fy449tD42T7e/+t4dseUT0KGjsWa/iIwULGjhBCCCG6HjxuZR/HWjZpUrBs4sTwuCz4+NrcjB8kLRveJVmw664NF//dHQp48b77orLymznYfprQj/LY/vsPcSP8uCk/bJoVmxaMkzfcflTDpz3WmvafwVpXnlSqsSMGl4E0drT1tEQikUgkEp/Yhfv83XbzhqlKfnvvvVHedBt7xcLgiMse9xo78P/VBRcMiWOFfvNrBhSPXUG4R9/73pbzPPLYqFFRXBoovnBZ5JLld0RpQHb8ySe94XzSbvkl3S/aeloIIYQQogS4YIbkvcNRBszb3TjAZ+yAXxx/fBTHh/VbZIwSPNLFOznzR45scW8HxqeR0i57PPCZFmPnpIzbWPOOVZ5H8MRgIGNHCCGEEKIBF+2Q4YAbCrgbB1gjZ+sz5gTjrlwauj9+4IFReV3jjO/T4F0gH3xHJy5+HphGUWPHGjqQWS/U3z1Ko4w6iP5Exo4QQgghRAPe7YAMB9gq2pe/NXYsszffPApv72rYTQjwLlAcDAMpAtOgkdIu1tDJmo6tqxAuMnaEEEIIIRrYux3DhS9/n7FjF/luHOvG3d18MIx7JykvTCePkeLDGjpZ02He7T6CJ/obGTtCCCGEEIZFhx3W0S2nXWZvuWW4eLfbatPQ2fK02eG5vQNkhfB8SUo94j4umhfml8dI8cH4+FbP6DlnN1yTYd5C+JCxI4QQQgjRRSweMyZcvNsPptLYGXP54vDcfizUCrBbaHcK5l/E2MH7Oe3Et3UXwmUgjR1tPS2RSCQSiaRb5ecnnxwu3vGfbjR2Tr755+E5F/iuvLhiRbDy618PjxdNnBjFr1qYP40VX5g02eUHF9bjX3+c1z9OmLfPT9Ifoq2nhRBCCCH6BNzRweJ9ztZbN1yad3ZuXPT78JwLfIrdxe2JY44Jj5+99NIwbCdgOdq5M0PWmv4vYdxDr7+74ZIO37HSltMijsLGzooVK5BIKCNHjmy41pk+fXrkB5k6dWrDZyhpYfOkJYQQQgjRq+BdHRoPhMbOyhdeDc/pT7Hv8ODxNfzH42ydgnkXMnbaiMvd87TltIijZjcUM3YmT54cjB49OjRArLFD44RGCf7jHO4uaWHzpCWEEEII0evQeMAdG2wicOH2+wXnjjwg9PNtTgB8bp2CeXba2BmOuoreomYztG/szJw5MzI68N8aOzSAcOcHMCzcXdLC5klLCCGEEKLX4SLeFWAfWbPuPLZunYJ5ytgR3UbNZmjf2IGxAeGjbNbYwTHciC8MSQubJy0hhBBCiF6Hi3hX5r7pTdExtovGt2X4fRkbrtPfnGG+WQyWN91weiguMnZEFdRshvaMHd7NwV0WGTtCCCGEEOXB926SxAXfBsKmBsPxcU2W6bR3bxtrsBw256xgzOzzIqNm1f/+seFTR8aOqIKazZDN2IFxQYGRAeFjZL1m7KxevTpYvny5RCKRSCQSSVfK/Pe/P1rIz95zz+jYii/ecMn8D3wgKhcMFtf//PnXRcYM5QcL720JQ3frliRP3H9/mN9Dm23m9Zf0j2Dt3i41myH/nR0aG3EC3PdsGAcbGrikhc2TlhBCCCFEr4Nto2k8AB5b6TZYLhgsLns88JnImKGc9uidDd8gOPba/B8U5Rbd+AirEHHUbIb239khND7snRbumObuoIbH3vgIHI2VpLD2PM5fCCGEEKKfwLbR1qjhMR5vWzJ2bLBswoTQvZtgGX0GCw0ZK/vf8p2Gb80fW2s33LOycsqUMD/8FyKOms1QjbEDYMzAncKtol1jB8SFJWn+QgghhBD9xNLx44NlRx4ZHtOQwAdDu5W8xs76VzeNlHaMHdzRQX64wyNEHDW7obixI4QQQgghqoOGBB5v61byGjtrXXt86Pf8y2tyGTv4zlC4/fZrXhPmh4+wChGHjB0hhBBCiC6HhgQeb+tWchs7Nx4V+u170aPBWl/5TuiGd3vS4HeGKEIkMZDGzpo1a4KXX35ZIpFIJBKJpCeEC3ufX7cIywijxfVrMXKMrH/d5+p3da77eHh+yfI7hsR1hflAHt5vP28YSX8J1u7tojs7QgghhBBdjv14aLdijZ2JCy5ouNaJDJzvnlyT/2qeQxp3dSBJoP7MY+aGGwaLDjus4SNEPDJ2hBBCCCFEYayx4xoudAvv4pj3c0Jp3NWBxGENHchz06Y1fIRIRsaOEEIIIYQoTJyxs92Np0duNHb2/dnJTTcjcVhDByJEVmTsCCGEEEKIwtAQsYbLs6++0DRmcAenYew8/79/bLobicMaOhAhsiJjRwghhBBCFIaGiDVc7vvdwuh8/x9cG2x9xpxg3JX1HeWOfeRrkR/EtxPbknHjwg+oMu1eeHdJdBcydoQQQgghRGF8xs75T94aHr/mRx8Nz10YFjLt1z9tuNb546xZUZoUIfIykMaOtp6WSCQSiUQiKVdokNB4gdu4n9Xv3mx9+XeGhIcwLMNbefKEE1oMnQX77DMkjGQwRFtPCyGEEEKIYcU1dsBu99S3mf7Ha24Jz10YluEt83baqcXYWbNqVcNHiOzI2BFCCCGEEIXxGTvr3frh8PjjNz8anrvwvR38d7GGDkSIdpCxI4QQQgghCkOjxBo7PL7owafD8zxYQwciRDvI2BFCCCGEEIWhUbLe9UcMMXZuWvT78DwPTE87sIkiyNgRQgghhBCFmbnBBqFxst13Dhli7Dz69J/C8zzQ2BGiCDJ2hBBCCCFEYRa+5z2hcfL2Lx0QGjgfmv+VurFzwzHB6lf+2giVHRk7ogwG0tjR1tMSiUQikUgk5cqiiRND4+SQE/eN7uiEcs1/eMOnCY0dn59ksERbTwshhBBCiGHlVyeeGBonR/3rHi3GztqXn9kIkQ8aO0IUQcaOEEIIIYQozG8uvDA0Tv593JtbjJ0RV1zSCJGNOVtvHczaZJMwrYf32KPhKkR7yNgRQgghhBCFWXXddaGBcvqB27YYO3EfFPXx3LRp0R0dCM6FKIKMHSGEEEIIUZg/PPBAaKB8Y4/NW4yduA+K+sCdHGvsCFEUGTtCCCGEEKIwf37yydBAuXab9ZvGzg8/kuuDotbQeXS//RquQrSPjB0hhBBCCFGYv730Umik3L3u3zeNnc/+LNcHRa2hs2bVqoarEO0zkMaOtp6WSCQSiUQiKV9orFhj56GfP+8N6xPG9/lJBle09bQQQgghhBh2WoydH34kNHbyfFCU8YUoi7aNnZkzZyLyELFMnz69xW/q1KkNn6Gkhc2TlhBCCCGE6Dwtxs4Vp4TGTh5k7IiyqdkN7Rk7ND7w3wf9aZTgf1z4tLB50hJCCCGEEMNDi7FzwcW5jB1uO61v64gyqdkM1Rg7o0ePDv1XrFgRnvNOENxd0sLmSUsIIYQQQgwPLcbOF2/KZexw22l9W0eUSc1mqMbYGTlyZOhPYKjgHO4uaWHzpCWEEEIIIYaHyNj57smhoZPH2GFcIcqkZjMUM3asTJ48ueErY0cIIYQQYtCIjJ2GoSNjRww3NZshm7ED44KSZLDwTk8eAyUtbJ60srB69epg+fLlEolEIpFIJJISxTV2DrhorjecTxjX5ycZbMHavV1qNkN7d3ZcuGkANxFw37OhgWLv/pC0sHnSEkIIIYQQw4Nr7OSBcYUok5rN0J6xA0ODxgfg3RdsHgBc44fn8OcjcDRWksLa8zh/IYQQQggx/FhjZ8vTZjdcg2DN888Hj+67b7A4YXMpGTuiCmo2Q/t3dmjgUFzjA8aM9ecjbq6xA+LCkjR/IYQQQggxvFhjZ8zlixuuQWjo0G/ZpEnBsokTGz5N6C9EmdTshnIeYxNCCCGEEIMNDRYYO1PuWNlwbbpbeXVl0x/QXYgykbEjhBBCCCFKgQYLjJ0bF/2+4eo3dn5/440N3zp0F6JMZOwIIYQQQohSoMECY2flC682XP3GzsopUxq+deguRJkMpLGzZs2a4OWXX5ZIJBKJRCKRlCg0WD743YVedyuPHXpo5P/UJZeEbvN3260lnkQCwdq9XXRnRwghhBBClAINGRe6W5nx+tcHiw47LPR/eI89Qrfnpk0Lz4UoCxk7QgghhBCiFGjIuNB97rbbBssmTIjOITBweCxE2cjYEUIIIYQQpRBntLjuPIfwro71F6IsZOwIIYQQQohSiDNaXPfZm20WuVkRomxk7AghhBBCiFKg0YJH1Qg/KIo7OGTNqlVRWMqj++3X8BWiPAbS2NFubBKJRCKRSCTlizVecL56yZLoHDuu2bCLJ01qCf/iihUt/hIJRbuxCSGEEEKIYccaLwAfDsXx7M03D89d3PBClI2MHSGEEEIIUQqu8YIPh+LY/YAoccMLUTYydoQQQgghRCksNdtKg8VjxoTHuMPj44ljjw398V+IKpCxI4QQQgghSsMaO7O33DI8fnXlyvBciE4jY0cIIYQQQpSGNXbssRDDgYwdIYQQQghRGjJ2RDcxkMaOtp6WSCQSiUQiqUZo4LjHEkm7oq2nhRBCCCFEV0ADB+/p4D/e2xFiuJCxI4QQQgghSoPGzuMHHhj+x45sQgwXMnaEEEIIIURp0NihxH1jR4hOIGNHCCGEEEKUhmvsxH1jR4hOIGNHCCGEEEKUhmvs6Bs7YjiRsSOEEEIIIUrDNXaEGE4G0tjR1tMSiUQikUgk1Yg1dBaOG+cNI5HkEW09LYQQQgghugJr7Agx3MjYEUIIIYQQpSFjR3QThY2dkSNHIpFIZs6c2fAJgunTp7f4TZ06teEzlLSwedISQgghhBDDAw2duSNGNFyEGD5qdkP7xg6MDhg7Pmic0CjBf5zD3SUtbJ60hBBCCCHE8EFj54ljjmm4CDF81GyG9owdGiD2To5l9OjRof+KFSvCc4TDOdxd0sLmSUsIIYQQQgwfNHaevfTShosQw0fNZmjP2Jk8eXJocNjH2OxdHroTGCpuGJIWNk9aQgghhBBi+KCx88rSpQ0XIYaPms3QnrHDuy3uo2YwgkAeAyUtbJ60srB69epg+fLlEolEIpFIJJKSZd6YMcG8ww7z+kkk7QjW7u1SsxmyGTswLigwMmjs8DE2GiB8tCyPgZIWNk9aQgghhBBCCAFqNkOxx9jijB0aQ3AH9OedH0ta2DxpCSGEEEIIIQSo2QzFNiigweHukMZzdwc1GEdxcX1h7XmcvxBCCCGEEEK41GyG9owdQKODQkOHwJjx+bvGDogLS9L8hRBCCCGEEMJSsxvaN3aEEEIIIYQQoluRsSOEEEIIIYToSwbS2FmzZk3w8ssvSyQSiUQikUgkki4XrN3bRXd2hBBCCCGEEH2JjB0hhBBCCCFEXyJjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9yUAaO9qNTSKRSCQSiUQi6Q3RbmxCCCGEEEII4SBjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9iYwdIYQQQgghRF8iY0cIIYQQQgjRlwyksaOtpyUSiUQikUgkkt4QbT0thBBCCCGEEA4ydoQQQgghhBB9iYwdIYQQQgghRF8iY0cIIYQQQgjRl8jYEUIIIYQQQvQlMnaEEEIIIYQQfclAGjvaeloikUgkEolEIukN0dbTQgghhBBCCOEgY0cIIYQQQgjRl7Rt7IwePRqRh8jkyZMbIYJg+vTpLX5Tp05t+AwlLWyetIQQQgghhBCiZjeUc2cHRg6MEBglgMYJjRL8t/6WtLB50hJCCCGEEEIIULMZyjF2YHxACO/8rFixIjyfOXNmeA53l7SwedISQgghhBBCCFCzGYobO7zTwjsvYOTIkaEbgaGCc7i7pIXNk5YQQgghhBBCgJrNUNzYgeEB4Z0XkMdASQubJ60srF69Oli+fLlEIpFIJBKJRCLpcsHavV1qNkM2YwfGBcUaGXyfxm5MAPIYKGlh86QlhBBCCCGEEKBmMxS7s0NDBO/RWNz3bGiguEYRSAubJy0hhBBCCCGEADWboX1jhxsF+O6wuO/x8Bxx3LtBSWHteZy/EEIIIYQQQrjUbIb2jR3ecYnbAhrGDPwpDOd79C0uLEnzF0IIIYQQQghLzW4ovkGBEEIIIYQQQnQbMnaEEEIIIYQQfYmMHSGEEEIIIURfImNHCCGEEEII0ZfI2BFCCCGEEEL0JTJ2hBBCCCGEEH2JjB0hhBBCCCFEXyJjRwghhBBCCNGXyNgRQgghhBBC9CUydoQQQgghhBB9iYwdIYQQQgghRF8SGjuNPxKJRCKRSCQSiUTSR7LW//f/A+aug3EsQLOEAAAAAElFTkSuQmCC)
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)
As we can see the above two graphs show the risk metrics of the fund alongside its category and benchmark index. In terms of maximum drawdown, although Quant Small Cap Fund has one of the highest maximum drawdowns in the category, its drawdown is less compared with its benchmark index. Having said that, in last 10 years, Quant Small Cap Fund depicted drawdowns 79 per cent of the time, whereas the small cap fund category and Nifty Smallcap 250 TRI on an average showed drawdowns 97 per cent and 90 per cent of the time, respectively.
However, when we studied the number of times drawdowns were below 10 per cent, then in case of Quant Small Cap Fund it was 51 per cent, while in case of category and benchmark index it was 36 per cent and 47 per cent, respectively. This shows that, even though the fund falls comparatively less, when it does it falls more than the category and benchmark index.
Moreover, its standard deviation and downside deviation is also more than its category as well as its benchmark index suggesting that the Quant Small Cap Fund doesn’t do well at containing the downside risk. Even in terms of risk-adjusted returns as measured by Sharpe and Sortino ratios, the fund underperforms its category and its benchmark.
What is the investment strategy of the fund?
The investment strategy is based on the quantitative approach of Quant Mutual Fund’s proprietary VLRT (Valuation Analytics, Liquidity Analytics, Risk Appetite Analytics, and Timing) framework, wherein they incorporate the full spectrum of data along deeper aspects related to the three-axis of Valuation, Liquidity, and Risk appetite and view it in a dynamic setting – Time, thus, forming the multi-dimensional VLRT framework. The formulation of this macro narrative guides its micro-level stock selection.
According to the Scheme Information Document (SID) of Quant Small Cap Fund, Quant Mutual Fund’s predictive analytics toolbox formulates a multidimensional research perspective on various asset classes. All investment decisions are based on quant money managers’ investment framework – VLRT
How does this fund fair on the concentration front?
As of March 2022, the fund comprises 56 stocks with higher weightage to ITC, IRB Infrastructure Developers, Linde India, TV 18 Broadcast, etc.
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)
If we look at the fund on the concentration front, then it seems to be diversified and is free from any concentration risk. The top 10 holdings form only 38.8 per cent of the overall portfolio, with six per cent being the highest weightage given to an individual stock. On the sectoral front, around 38 per cent of the assets are dedicated to the top three sectors (Construction, Services and Consumer Staples).
How is the fund manager?
Presently the fund is being collectively managed by Ankit Pande, Vasav Sahgal and Sanjeev Sharma having industry experience of 9 years, 5 years and 13 years, respectively. If we look at the pattern of change in fund managers, then since 2002 around 9 fund managers changed with only ex-fund managers Lalit Khanna and Jagvir Singh Fauzdar managing this fund for 14 years and 8 years, respectively. The current fund managers are managing this fund for not more than 5 years.