Maths-
General
Easy
Question
The length and breadth of a rectangular ground are 46 m and 38 m respectively. Find the cost of levelling the ground at Rs. 18 per square metre.
The correct answer is: Cost of levelling the given rectangular ground at Rs. 18 per sq mt is Rs. 31,464
Hint:-
Levelling a ground refers to the process of making the surface horizontal or flat.
Area of a rectangle = length * breadth
Step-by-step solution:-
From the given information-
length = 46m & breadth = 38m
Since leveling would be done on the entire surface of the ground, we need to find the area of the given rectangular ground.
∴ Area of the given ground = length * breadth
∴ Area of the given ground = 46 * 38
∴ Area of the given ground = 1,748 m2 .................................................................................. (Equation i)
∴ cost of levelling the whole ground (@ Rs. 18 per sq mt) = 1,748 m2 * Rs. 18/ sq mt .............. (From Equation i)
∴ cost of levelling the whole ground (@ Rs. 18 per sq mt) = Rs. 31,464
Final Answer:-
∴ Cost of levelling the given rectangular ground at Rs. 18 per sq mt is Rs. 31,464
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)
Find the area of a rectangular plot, one side of which measures 70 m and the diagonal is 74 m.
![](data:image/png;base64,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)
Maths-General
Maths-
If the length of the rectangular sheet is 25 cm and its area is 500 cm2, find the breadth and hence find its perimeter.
If the length of the rectangular sheet is 25 cm and its area is 500 cm2, find the breadth and hence find its perimeter.
Maths-General
Maths-
The length of a rectangular field is twice its breadth. If the perimeter of the field is 180 m. Find its area. Also find the cost of fencing it at Rs.12 per metre.
The length of a rectangular field is twice its breadth. If the perimeter of the field is 180 m. Find its area. Also find the cost of fencing it at Rs.12 per metre.
Maths-General
Maths-
What is the amount of air that can be held by a spherical ball of diameter 14 inches?
What is the amount of air that can be held by a spherical ball of diameter 14 inches?
Maths-General
Maths-
A wire when bent in the form of a equilateral triangle encloses an area of 36 √3 sq.cm.Find the area enclosed by the same wire when bent to form a square and a rectangle whose length is 2 cm more than its width.
A wire when bent in the form of a equilateral triangle encloses an area of 36 √3 sq.cm.Find the area enclosed by the same wire when bent to form a square and a rectangle whose length is 2 cm more than its width.
Maths-General
Maths-
Volume of one big sphere is equal to the volume of 8 small spheres. Calculate the ratio of volume of big sphere to volume of small sphere.
Volume of one big sphere is equal to the volume of 8 small spheres. Calculate the ratio of volume of big sphere to volume of small sphere.
Maths-General
Maths-
In the figure, ABCD is a rectangle and PQRS is a square. Find the area of the shaded portion.
![](data:image/png;base64,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)
In the figure, ABCD is a rectangle and PQRS is a square. Find the area of the shaded portion.
![](data:image/png;base64,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)
Maths-General
Maths-
A room is 10 m long and 6 m wide. How many tiles of size 20 cm by 10 cm are required to cover its floor?
A room is 10 m long and 6 m wide. How many tiles of size 20 cm by 10 cm are required to cover its floor?
Maths-General
Maths-
A Solid is in the form of a right circular cone mounted on a hemisphere. The radius of hemisphere is 3.5 cm and height of the cone is 4 cm . The solid is placed in a cylindrical vessel , full of water , in such a way that the whole solid is submerged in water. If the radius of cylindrical vessel is 5 cm and its height is 10.5 cm . Find the volume of water left in the cylindrical vessel
A Solid is in the form of a right circular cone mounted on a hemisphere. The radius of hemisphere is 3.5 cm and height of the cone is 4 cm . The solid is placed in a cylindrical vessel , full of water , in such a way that the whole solid is submerged in water. If the radius of cylindrical vessel is 5 cm and its height is 10.5 cm . Find the volume of water left in the cylindrical vessel
Maths-General
Maths-
A path of uniform width 4m runs around the outside a rectangular field 24m by 18 m.Find the area of the path ?
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)
A path of uniform width 4m runs around the outside a rectangular field 24m by 18 m.Find the area of the path ?
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HCErwiL62CVdbU+Sq/WUwULU/8wNNap/2wFIRX7Aw8t1PZ9U5UADrDiTH7iC7aQw89BAB4/vnnQ21zsVgM9913HzZs2IBLL70U8+bNw2uvvYbVq1ejrq4u9Bhnz57FmjVrcM8996ClpQUHDx7Eww8/jBkzZqCmpgaJRAI//vGP8fvf/x4tLS1FfDUC0G7JTWu/AOU0ndnwvnPirnhNY0MMS9EIt88BGsKNO13EDCaioEwdEQ899BCUUnj00Ucxbdo0LFy4EI8++uiA4wzDwKhRo3DzzTfjsccew/nz5zFlyhRcf/31WL9+PUzTxNVXX42dO3f6AVsSGoAQbtw56eLFnB93Rei78NvwhBDuDzbYsBg8PwHlZq9CWnUXg96NiIpg165d+MMf/oDnnnsOjzzyCPbt24ff/va3A6q0SimMHTsWt9xyCwBg7NixaGpqwpIlS1BTUwMpJcaNG4fPPvusDK/CSxPva0cxC1JpJbzBnkr4/3np6xypARGq7xJRkbW1tWHt2rX40pe+hMcffxwAUFNTgyeffBK33HILpkyZEjpeKYVEIgEAsG0bWmv/e8Bpzip1z65XPhKBkpLw641eZ0XhBygP8SqD5UnvIoHQKQWKdQXoQSGi4bW1teHMmTNYuXIlpJSQUuK2225Db29vhffSpijhtNwpv7FMQEJkCKTCVh39x3eKwpmmfnjXCLcq66Vw8Fj3MmDQHuu5RBfLNE1IKVFTUwPA6ZGtr6/H9u3b/WO2bdsGKSUaGxvLdZpZS+8ZcLi5ooPj7gqfH36V1jAM1NTUuL21KvVEXmes+40TdYHb/YOckwa88BQQbgBW7uhvosr13e9+F7/73e/Q19eHZDKJqVOnYuHChdi8eTN+8Ytf4Bvf+AY2bNgAAJg+fTq2bt2KSy65pMxn7dBa+9XnAfzhdV7pzumbDVY4lVKAsCH97ChMz63pPXhtbS0aGhpg2wpKpYdZqnFRw+tEDt4+OCklDOOiz5Mocp577jk8++yzAOCPsZNSQgiB66+/Hh988IG/XLyUEvF4fMBjXHHFFTh48KBfOozFYjh8+DBisZh/zLvvvgujwB/SVMEp7XqkuikABMJOBMpYqftqoQc2nwHId/rqgHF4BS+NsVZLlBcvpAaTKeDSCSEGHJf+/XDPkw8nRgZmiRMHyh3alppTq5WG0AqQEkK4AY9UOPrTG7SG0hpSaGjljOfLJayLvmuZk9aanRlEkSJhGGaoAKXdKalCp6qyqXkV2pnDIAChBaSUsIV22vQEoHWq50Brr6tDhwpT2WweVJLAU8qGIVivJYoKp5QWvi60xIj25nFpKK1gq3CJTQPotzSgNaQQkFK4pT4BSGfWvhBOtdYLOtM0h62hFj3wBAAhOV6FKOq8Lk/thRtSw9u0cqcyaMC2FSAAqd0Snnu7N/EBCPcjeG2bTU1Nw44nLP5G3O4MDvbUEkVXahCbCLXr+5VQkTZVVbsjfgOdtMHZXZkqr16HzlCKPrzaKXpimIX1iGikcwerlXUWfqWuFEg0YlXuAp2FMVgpS6L8gVP8Kq2PVVoiADh58iR6e3vLfRpF09HRMSDUUxNTMWDaQimVoJfWW0yKKNq8lUuUUkO0NanU9M3ABKZw65Vwh3bAL0c4K8sFQ2aoAbCDdyLq0GR+jwwekHrc0Fg7dxccYWDKlKno7u7OMEzEXV+zjANzSxB4zlKibMKjqNNao7a2FtOmTSv3qWQp9+lchmGgr68Pn3xyqDindJHcwCvesBHtj4wuysMTVRWtNSzLKvdpFI1SqqJfnwQyDxIsGA3AtoEsRkETERWTBJBhP4vCEQKQ7sRnpVTRnoeIqkF5P//FH4cnBISU5X6dRFRWOu1SHm6VVmQ1SjkfwuunZSMeEWlV1uYtv5e2v78fiUQCo0aNcifpeqsZDBJUoTU/deCq1L2clVKcw7ylqDnFjCiK3NWMRQUMSxFCIJFIoKurC6PHjAYkAnuUuSfrDRsMlEoVnDY5aThLvwTXL5UQ0Mp2Jwkz5Iiizln+SbqlofKEnl/CEyI1x01CBsps3hJ8Ck4SuqEnnSVevBEt0j9CuDdraCGgWZUlogoRGnis4W2z7Y3atqFC47e9+ikALSBkeEMf7zgv8pxVUor+GoioCii/oat8Bp9pod0SGlJ70QKp0w0v4ZyeauySJaKU1PJQMjR9rZCy6R8IB56/hrL7jXbG0DkPo0KTfuWgM2R14IHyKd6Fd0AjopHCW8PdGaomQh91FYrA0IbcWerp6fE3NRpMOPCctZf9r/0JzAJwWueU0/PqHeq16w14UfkK71NJRCNDqi6ooaV0looK7tAjtNMJ6l4hISC0Eb5zUCAdhRSwLAufffbZsIGXYeCx21EhdLAe6wSgdk+0zIv4EVF1cfJJwWvJA5D9osBZHJbtcLe0wBu+hCXcXSRTCrW6FfdzJBqp/AkI/vpJwe3GAK8YJUNFqcLnQVqnhQhcBn/SzLtNZr6FiAjwRm94bf/e2F74seGNEAneo9Ay9NJKBPtUhi52Buu8RESD83Yoc4LPGHISV7GazIZYAHS4KmawJHixJ+cNcOasjMqW6q7i74lypwPluoHvIScF0jLA/9ZdLVmnve9yfBsOEXilfEMXMjxpWO52n350BXrn08ddpoYOZFrpgr8rysVQn3OB1I5m7r+habfekJaLO4MslnjPNKi4GG90Bl5JaHdNVudLGF5nvBt6zm3O207q4G8jWApPzakhyk5gPn56zdGfxCAgYQy8LTTJ4eIME3iZnqSYb3J+gPJlGAYOHDiAzs7OEbsNoLcnxJw5c4Ydb0WVKENTiBjsG5Hh9otXwm0ah1PeZWOqnVIKtm3jxhtvxKhRo8p9OkVh2zb27NkDy7JgGAZXz646w7X9Fr/AMzKLAjQiCXerAAYd5YuBR0SRwcAjoshg4BFRZDDwiCgyGHhEFBkMPCKKDAYeEUUGA4+IIoOBF0GWZWHdunWYO3cubrjhBnz/+9/PeNxf//pXLFq0CC+++GKJz5CoOCpoahmVyptvvomPPvoIGzduRHt7O1auXInx48dj7dq1/jFtbW3YtGkT/va3v+Haa68t49kSFQ4DL4IWL16MBQsWoKmpCQBwxx13YPv27XjiiSdgms5b4o033oBt21i6dCmnctGIwSptBDU0NPhhBwCNjY1QSvnB1tHRgU2bNuE73/kOxo4dC9u2Mz7OU089hWeeeQb33XcfmpqaMH/+fLS3t+OJJ55AU1MTZs6ciffee68kr4koGwy8iNNaY/fu3bjiiisQi8UAAC+++CKmTZuGefPmoa+vb8j7r1u3Dvfccw+OHj2KGTNmoKWlBclkEocPH8add96Jp59+Gj09PaV4KUTDYuBF3FtvvYWOjg6sWbMGAHDy5Em88sorWLt2LYQQ/iWTnp4e3H///Vi1ahXq6+tx44034oYbbsATTzyBxsZGLFu2DEeOHMHp06dL+ZKIBsXAi7DTp0/jJz/5CVavXo358+cDAJ599llce+21GD16NI4ePYru7m50dnbixIkTGRfdTA/DoQKycHTahSg77LSoGpk+2PkHy+eff47Vq1dj8uTJeOqpp/zre3t78e9//xu33norAKC9vR2GYeDEiRP485//jNGjR+f9nIWkQxsKcfMnyg4Dr6oUJvSSySSeeeYZfPrpp3jnnXdgGKl9BH71q1+Fjv3617+OSZMm4ec//3nOz1NcGhoKAhKsqFC2GHhVo3BVt23btmH9+vX43ve+h7fffhtKKcTjcdx0002YOHFi6Niuri6MGTMm4+MkEolQp0Z/fz96e3v93l7bttHT01Ok/Se0X8oTLOFRlhh4VSv/D3hXVxcefPBBnDp1Cr/5zW8AOENTWlpaBgTekiVL0NjYmPFx5s+fj46ODr/N7uqrr8a9996LeDwOAJgyZQpWrVo16P3zxZY7yhcDrypd3EbYDzzwAB544IGsjn388ccHve1rX/ta6PtFixZh0aJF/vdXXnkl1q9fn99JDktAQ7JcRzlh4FWlaH/MBQQkJADl/iSi/fOg7DHwqgYb5n1unZZhR7nip4iIIoOBR0SRwcAjoshg4BFRZDDwRpjiz2MtH/+1Ce1ciHLEXtoRRAiBf/7zn5ByZP4d01qjpqbGn1tBFaYKfikMvBFk0qRJaGhoGKKUpwP/CvcrAQVAel/5c/Ld24VEcGKYc1zwsYK3CgCGf6v3LCJwjRNW3vk5XwntPVfwM6Pd50s9ttZALB4DDEBp5d42cku0VSG4fkMVqKjA8+ZgjuRqWbForXHJJZegubl5iKMUUgElAQjYbuAZUJDQgHJSR0NDSA1bSHjRYgBpcWUDofKWAWgJCOca250LIQPPrSFhQ7r30U6AKudctARsAAIq8DwCAgLQAhoaNhRsZTnXUeWokl8HA28EGX6SvoIXKQAALWC7X1rurAWpvTKVhrIVIJQbPU5JT7h/0TVS0emU4gIlRKH9qf0KAlq7RQCh4N1TuccrBUBLaClhu7lpuEHqPa/3hBoatgAMPzBHZtWdiqfsgRdcVddre2LgFUtwKSUBCKfU5mSYW2byf/bCvc2LM/eewr+3X8oKtaiJ1C1+xVmk7hF4CACGewISwV+5DJ5j8AndxxV+qZKBV3ZpH9XSLACbv7IGnmVZ6OnpQU9PDyzL8kt4WmtIKblbVgEJIaCUDnzvZpMWcApg3iY+InQMvNIZUs00QqTCUSsFnXYfv6SOcNOO92FwSqJuzLrXaa0B7/ct4F6H8HtACGghIPzXocP3p5IJ1saCn1fDMJBMJpFMJGD19xdpabD8lSXwvDf92bNn8eGHHyKRSMA0zVDgVfpfimoUfPMFf75a64yBMViQBO+b/oYeKny8Enym8wiew2CPHzzfTOdCpeP9XrzfXbCmZts2Pv74Y5w/f56BB6Q+YP/973/R3d09oGfR+wFSYaUHxWC3BY8Z7PrB7jdU4A0WWOmPNdjjD3d/Kp30Ep73e/AKM52ffYbjx4+jv78/dHy5lTzwlFL+PqdtbW1oa2sr9SkQUQl9/vnnSCaT5T4NAGUIvLq6OrS0tEAI4e9yXynpT0SFEWySaG5uRjwer4iaW8kCT2sN27bR2tqKb37zm+js7AxtHkNEI49SCqNHj8aMGTMqonOppCU8pRQmTZqEpUuX+tVaIhrZpJSor693vvG7+stzLiWv0sbjcUyYMKHUT0tFlN+eYdxpLCqG6kkvdTW3LL20I3VyeySEBtZpd8aESG2nk3a7Mz9CBoYJp8+yZehFSuDXrZSCUgqGYZQs9Jg8dJGcDbEVNAY2z2j/iPDWitxoMeqUUmXpxGDg0UXQ/iWr4aV+xrklO83SXSRk+NvmdV5IKUd+lZZGllCOhd7czhXeXNvUMlEMuyhLH6hcSgw8ukipxaIGtselFhcQqX0VU2HHzIuGClpggFVayp2zamfalc4KeNndmag8WMKj3ISCTgRXrAO0dhcFdf+Oav9/UG4rnwz+jc2i36LcI/NpZGHgUR60/49w19VTWkFZXtdF+rLvqTXzLCjk0kNrGAaHMVHB8J1E+VMqlX2DThnyxuKlr6qXnXJPRaKRhYFH+dFu34N0R9lV1rJnRBkx8ChHqR5WIdzhJSrXchtReTDwKEepXXy01tDKhtCAZOcCVQEGHuVI+LuReb2wAoAUfCtR5eO7lHKmIaDc2WHCEICsop2YKdIYeJQ/CThjUxh2VB0YeJSnwNJO2oZWDD2qfAw8yll4S223LU9wXApVPs60oJwFp5NpN+fYSUvVgCU8yos3dxZwx+Mx8KgKMPAoT9qd9sWko+rBwKOceVtuAoDSGorzXalKMPAoZ07JTrsNd+6SAFzBmKoAOy0oZ0IAQjh7EYSXbmJJjyobA49y5vTIhvckyGYHqnx2qeICoFRIDDzKQ2AqmdtxIYSAaWYKJ2dFFaUVtFapXao0OJaFSo6BRxdF+0NTvKptcJNtb5BehsUFmHVUBqHAK/UekVTN3PeJTN9uL/ivTLsuvY+M773TL7MAAADuSURBVDW6eN4uaNlkVyjwlFL+juBcWptyw/cLlYeUMpRdQzGFENBao6OjA4cOHcL58+cZdkRUNYQQUErhxIkTOHfu3JD55Qfe3r170dfXh9raWgYeEVWd7u5uHDx4EIBT6suUY6ZSTsPyoUOHcOTIEXgBSERUTbTW8PLMtm1YljUgy8yGhgaMGTMGsVjMvxMRUTUJdljYto1x48ahtrZ2wHHmihUrcO7cOZgmR6gQUXXy2vEAp/N13LhxuPzyy2EYRvg4zSIdEUUEFw8goshg4BFRZDDwiCgyGHhEFBkMPCKKDAYeEUUGA4+IIuP/AaaSWd7a1iNSAAAAAElFTkSuQmCC)
Maths-General
Maths-
The perimeter of a rectangle is 28 cm and its length is 8 cm. Find its:
(i) breadth (ii) area
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)
The perimeter of a rectangle is 28 cm and its length is 8 cm. Find its:
(i) breadth (ii) area
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)
Maths-General
Maths-
How many square tiles of the side 20 cm will be needed to pave a footpath which is 2 m wide and surrounds a rectangular plot 40 m long and 22 m wide.
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)
How many square tiles of the side 20 cm will be needed to pave a footpath which is 2 m wide and surrounds a rectangular plot 40 m long and 22 m wide.
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USMQZi5xok3eOUhMb+3X333Z/ACf/z0y43YBjAMCsaCxY7tdlOQUZey4GZ2IY3D2MwRBo8rAXMlKcxOxhTxoeZ1P1CMkV0OwCkYTND4T6BPrrzjUJqamOZ+zkHh0FeLz03be2TLGI8g04H8VAU6HSAhPpvZkDogMDgubRqvc/EUUY6Uv2NLAEWGIAMLg4wGmhl81iemm99F+6cUE9xnmu5pw63W3FzwsWT/JQ5gAiEOyzUZwDRcyRPLgwzvQ/jRAlY0QfgszJSfdYhN64/AvCKm8uEKayG7IVx1VyOgQyhWZn0UlYREKtI5Frw1pKe6RIWXGQh8Cgyn8+lBRFy9nB9GDtHPhjqM5WuQlNq/cyQFhL4iXSHJy2EEsfuOgQuhAstJIAK9kitcNa7kusDW+egxpAKL+G8URAfTXUTyh2ZGDbgafB9Yu5yvcmiiXOi8fZtlx4WvScYLpFGbsuCG18HwEeKVyB3BNBbWfFPZCCoCS0CozyotoRIm5ZZpheIOpLOCnrhAhPgxgYPTgaF5IkQUWQSsUhDR6Gi4o8UNkH3PWAzycv5Mot8ADMSGDwgNCkCGAMZMpvVj3puTpog06LnwIIo0eV8oYkmZOllflLQl6mFwgdmFJ4RDE0AYDY5Dwp8dZMQQdBxkfRJuAPmJaz4DHOXqa/5zUTMxEhgWmJYNoLkuRRZ7kJ7gii1FglbSOWgSGBGIRD0vjvjNIDJ2DY6c0m225AiMMcwrLkBlUqZfTs5Ec2zzEMLCq+gSqTio0PGRtJx5qUMtTfMiaSAFXg9BuenzHEbUnjaS2V6AuRtHdoDGrMElpWiQs3hUgZE6USPCCpSl2Uj+retjyzhpvfPJGCYNhGWiJOBsZ1IcUwMme93QrtUQWeQ19QpzMgVOSBkkgkeGJlyOpIYcHnYaC6MkClWWh+2eJ/gRi5+Z2lLbtSZMkEbRRXKTArdFMdTPJk7op6jjVrvFnNdvUeY07SWk8SEAhxlmhHtDIWLlHCuQ1B9p9OThjg6LIHfixSvV6ajBPkE++yFJuvwlVkFIEb1DUUgIfSeyDKFjcLUKgwGcjhY93nGiuWzCOSgREyZgUiS567vRUiQyps7wM8GDO52bi6y+lwQ1V0Cnt+B0PMGkwNECjPIv3mEOCoKYHJa3B9ppsPMd8BlRWgu5H8UCZb9d4fBQ8IehcIpRvP4vGOfheSbBywOrrjB0nomfhEJF+pEbVFDk2wUjtGxpIKtABjriQQ2ajCG/uRS1ulWI5OVMciBT8WhQmet+nwHtMtFdEYTM4OxPz6K9oaChLm5KiaM/Eg26Wvu5IckJI+dTR1WADLr+pUtEDMpROMC9Hd59+pntXlpFSRG940mVx2o+tlMmbcZi29JUwya6dn0TnqWT7XMocBW6U0SHB3OJsKJJpH4LJT3sT6wUFULAavgUAroMqtG1HegQ54y1UnaR1LwaUHklEkeCEOjZNcY27wK+UylONKKH0oF/3qj5jKMXPOeU0goS62hOdBC7ZX8UeZmFr2QXNdo067ogGDITqHqw14I7Q+isQrezRYCWXtRHNlC25pDLM60Yuji0OdyVmGQX4QoEZRy0Jga8da4S+lpjVJOjJDjzSUYG0mrx4ZCry7BFmtP1FIGaRQ6tCCzmr8bbqh/kq64Ml0/4ZZJDcMFGMgpaC9GOA1IJ4+QSWRhtGtFxErr6FDVkjBEo0bAMA6gtKKJrLU2X0vT01oJhWqQmwo/bMoyF0oDg6CEQszUr4MnT9wRH55LaMnszJlN6qWQI+dl8T1T8XxRJH+U+Qc+d9D8Mx2SSKCSFAwANJ5+LiDTkCEpFMJojW9DQn8Y4OW1XuuFoJa3CKG7ekYJo8SuuajxER3SRE83habwgeUPT9JqMms1FyW0wJ/PrL5TINHpm8tZ6kk6tp7baL341jzf51he8Gn0DOek8i2+EEbnRnq2oPXDGk0hKivuUbxXix4hbJMJSG5WSF1zkDL9a2FrHxuM5nzNC2iet6dfe7KEUvbYIAEmxR5B5TI5XtP6c44A2OCedUPYLuQoD/pa/tu6XTpHR+GRCrGQCevZC1HwvwJPZyj4dQAVOwUv7kMLmYEp1Ic55enL3hiFihoxlJlkaAKam4voBWbcjAB/F7k0dtLEdVlirgBPmgsygxXWYO40lRWKkkbCmxy0L67FnejGgWF0ndZG5+HmLjbQWSu6stFiWVsB8ASUkDSTGz0peL3Q1iHdLMp7msC0doq0M8fk+RYCLKFUDpoEUQH9BPIapjiupJk8dJI7VAMmBYJGQa4+V45spoSYi3dDCf1yMwAbuyNTvnJgJQCcwqz2VNMREbAh3sqt086srAaZpSWo4L5M2lI4YeToSmm5t+BvusAAGwqOrjlFAfHD3jz83qDc7VSoiy1B1jGltcZlOitdrgR1AqgA6zG8YxFN8Z/swI7MwJYJzEGvtcDApQuAT5F26eNMM8Z5BVCBuGbklrKSpLXJeShSZu0Qh8DN6mYwcT0rrMHE6ZSgQB/8o7naqT/JxXcJp4TM46ijpM1jFfpQBziFTqThzXrvlbCZxXjJzMgkPxlCCHF4PiKWUM3EyKPXDSSLaZl17FU2ctBGblMSLeT7PUI6I6o/OlyWCt8hX5bqXztywD4zT3whNTv0lcJXQlPP6RCXJu5XOEel3znWHDJfWQjIrM0vOlTFQVp5kCu3gai6BEynCLJzrdQK9bS3VRZEmfKkRSpcWHtjDAoGLFPaHfDgrJr61yaoLTN2+CotVrTBcZ1x8PqGrAXX+odsTQMFfO1YOt8U7lNzD+l+E8dr1T95qHVuAks4pvYhs2kSsaWMBOtA7zL3b/d2+QJdCMFOHLCdqVuVBTHJQ4W5gj9pupr4Fy/+Qxp8lhmc9EZOmWQGtLcqK+hUph5kfggvAVa8DBjcisTwZeaUuUWHoYSWEEwFJ0fU4cs2czyDB1UZDUxDNAWY6qDVeGpq0pAYHeqxeBx64DCElnwsvqu0eQt9OiLqULcnM4EdiZACYb7okNdOZpENOl8k5CKy6YKAyhO1QBEyTAYYQ+ENbfqSpqJnMVUSylZQdEBrVrxRoSKtm4HmZEoYW9R8gH2Wye3uyyklhUXnFLgxCpmW6ae5SGNcYCm9wAHJpsJiINQ5NBdKVaOcWIHJVs4IrWfduWAAZpnMB850FLI8KidbjgirPS1luSnezQtNy+SdUkoDAIZht+A+mFTIGWg+lUtEjzgRqyOnt5feXQ6bA3VxO7fLN107yBHIHLDJ3FZyDqwE4geioLUssLS0FeLSYR+1IcqVb0so1gFqswmHJHq+u0NZPAvkNYLjJtywJzfNrpzMsijNKrPQzvEtcB3iBMrftcwYnqlZwrLMQAP5rLTepJBpH5JQDDmI9lTCip/hKRlCDhWmUbyXD5nWDZ4ScGp+FBLIWApBZh2EDhzLJO55keevDmab085UuQx5Yo0H3aR0+BGGdRh0EI99ht7JuCByYOXBlOCMKXsgNBfaIK7SVIXqCkFWn0OmawLKZ11b/oj4HQxbQSa2VI2JMhPbzMVClJnIOTv+rxRlJeYXv1eKNg/olvpQWRKqPZcwTCHwKRlcU9DCSIojMpmyWIJSH6zUMNSfWXGZXLRtZ+iO62BVDvad0D4ppusyLxLhiTGIDNpMrfgtLAGXWnAAil9zePLQ5Jx9uKY7HLMDNxniIefCAZH0cvohpi94UGLyrRWSgJzYJBQqHKHCOzgSkOdxCU11mhVL6NWq2FZuetU9Cwk5lWnyzF6ADoMQonKbzXGlO+JYuDHVL5Tp6D3mFD9Z5naaNzoyZIdJlJDi0DV2CD1pjBU2A80txKeVOV59qecZtRn7PEYjzVoDFnCgQ6WeU5RD8256d4/B6Bns86hDnQAgZM2KHkS/aStUJa14uqOnU84NKc8aX6NaCbmtJKn2TpSlIQVW5mH3uYScFFnFS57zANfPbIVHNaJ1Iz95WKNQh2rf+UEodSWegfam5yhMqH1qi7JIC5xujioNVXnfgsK3fbv0OLo2bWzCR8DSuqxObSQpeFUTUXiJ4r8MUOUOookQ8olIWJI/YRCpLSRoxsR0cSqLI+OLIhcxTQRSvJtME/U/QOdkuLxhkczWqFJS+rcc/CgFGc4wmWizmUn0FNYrELRi/NIk1Cnte/YSaMcFdUXKrDzyMDg37mO6Gup3MvcgE85RoK48dFQkFFKFOLU2B5MewLkqussZko2wql/sZ+u4ns9SfJGHMgNCKSU4yrRr807vpxKy6orMTj0X4sBCaPAwL6GOhec5L3TF7FGGV44yWsGE0qwqe6PpihJo2i+BhdBKmJXXtPZFxcO1QwLL4xkoy6eEOPfg1MbKSsWr4OQDnUAahZkeGYqnzMQwJ8a1CtdxUSeqyGIp++gK0X3CrRcZBtg17HNDezWRmEqjosVUFSW43mFJh4GbEtrlMpfJi/o/T1b/pAXbGM3BlAnZMteBofi2iFDOatAEnrODZhFCTGlMPxosJ+W5gmzTF1dUcWiFLE3cDtOn6C2uEJMyy0soDOhgFlENNKdTaMP7/4eUqTK7O5gafQjq8xW/xYeUiQvA6MnuUJCK3SrT0K25tO6zr9LmfhhLea37fVgxhF7jPDyjPYaNaLQVM8lpAavuoJwlqVQAs+w+lzlfzy5nSu0DPYj7LLzT/WCFGsuOSAV/C/WBFU9SoSthByR4pB+ynGfZoUy17yrnuNO4+nOQpz2bOqBgZ99H0QdSxpZSRgcvcwnM8kkzgyOb65615u15DfgeGGNbKB3kf++EdummazgromFOBidaHYziU5bXLVCclpOHd+ZYhsxeA8NKYKbNIP5N8Ls2VJjxfVXdU5uyDlz0QvMYZpmSTvOi8hFdkJKmgYv0UdBpCzGKrPIep7RsCoECgOpidBR6Ca827WCKd1qo0rPQhA57BGIwZjCRqrwCWK4MkXpuoYujI6HRUgRwIM8pIAEoNtCP3wPOI2KzrlzSBk8hrX0nmrAVmiHcq58todBI+yDsGq2g4uNyrUMw57YR0TKU6SCQYKWCkEOhEE22LxuRE5uKHHBd+F9ThoKR5OLzS0HKbLY0ZJWnKwGmuS3zewOaTzatWdaaACvbxh3Bykqt+CrUpT5v2nczi56oKiWK6dP36mwkJCBzxd2hdnmqbqGnxq7xAchCeLd5u1zTVbM9I5FZS9kyQvyL/u4uMpXhABOGyjN0VCwYsJG04uIDfXAzszdWm1lzwhSFDxAJVrUUWoEJH8u86mqs9XmrfEmaoqnDWYGYZSSmBC1lngQLbJneOWm+JprMHgfBOGxZh40y9Z4yXztejxJHJk1p+/MIsc3ZI2rqA0AloBUSb6gJ0AE4bopj9YxKNO/g3BJggExjCTEJE5r4aCRz7nYsLKRZlmgJ5OP+yfbCS0iiKhTKoVTcole2BScjq7TLQXiOsby1LLzaNjDnXbmn9a4aG5CAFbes/lZANdACe2rvdHC1r5msdaxgaMPijUtpHN9ZwpeoW2uwSItFEbgcLZbS96W+C+YGgDOGKg1ZVwpdqAICd0K79DsjLAK2bcDGFDCuhUvX8/BsQhPFTVSl2EodK01t5khxO41UQKHhJyeLPwIUzqFcUSEYui0Wn9JVOtpZoNI8+j6UNeFjY89k5vLQgmQuyiFROZ6OzB25bQo3id6URw6tovdHJHIjYT6SkfJVNQSo9LYEnDd7MZQ+WjDaiSFmYPOxku71/Aq1KU6w0NrRmwpsbdpUhkGFupgRfVQdNAPgJyeYEbqXgV5DoJRFAtvG4NxxAjfmoW6Z5eglmjRDxmTYDCSEDgKuMFtG4GSjuXYixFuxlg7DVCknBtDu2MYGM3Kffo0Psm3rLAyYYzPtMyvTFLIydKOXK45PArGKwFrJB5Pl4FXnkM/YdIlO1Rmsv5eyL16zBGDGBHN40cKGiFCKQ6XE6LDTmMukFYZLKPAaxWebquCsenZ0ivE5M4YUbjKrxWtQt3+79DrKpAjIFUSokn2s4EibgWmjaA3w+ojAZoYdAfhoMuMNtP4AACAASURBVN50WBgVT+1/enaK+z7yEcx5ILexFs+MHjNyJxWyz+dQqHojnoUsRMyXWdQbk7vQ3GBMvkTLwwR8c8SuqiNjAJNlyRm6IqE6adbmGPDJceygGeRtLtGcN3PG8CW9aqgilhAMdTSPxTpo2Y6ahIJZM5andBgvrnEqDMYGQqapwkuyzGq9N4oiqMlNpLM4aSgZ3oe1WZYy02YmNnPsyXCTCMCGAsaDz1gCNzswXCCGiM1VKFSmXL0f6i/3BM27oXUtzDMyED4A8YRmDpuhoqA0JVjX0+AW/PvwNl0LjRYPFgZlJUCebQMQiN63K20rfVCQS9DFnFrv4B4J8XmluM1aECITNhzXr1/H9WvXG9Gl+SpqkAmJQ1SJMh4xhiltRsqoP2a6SjSJO0lZSADfGU7Xyy+lbgXSA2BkIxSICWp2FQAreF4erAp7MBWu7KwEyCQw/vnue/8A//ynfxrvfOc7UYTvQnxAMUXlfVwFH1veyQu5zBxu7oFIhZBksU36tb6VEggQn5JWSHQVE1CWtkzfAeTsTARFZCl4M1ubm4RinjEGjHdMKDXI1Q9GS+udDuat2gq2VU97Tkoai+OpsPvURJicfq0AKCmBmAcTruatpQS5MCtujxkvExSy5y6rBmh620ComPkSegArJk+h0bVvyoHTaFSd4X6oatHQeIhwiu+kV3kHfAPmRIyq3FJmPhVF2Aaz2dWrI60LvZZZWhlVXYI9RUMUv1Ckv/KE9QausYQ4kexyVnWF69p37nAbeOxjHo2v/Rtfi+c+//lATAXUh8rAZxcuLQ0bCGSIAkGuYGhREVElumBw29rBkiq6eie0S78cJ60WRQeh7ymqUBHv0Atk6Wk0+dpudIBVMwz8fADj5ATvetd78M9+6v/AW9/2NjzhiZ+Bu+66rk0/RXjZ2mjD1wEPktAYCdsNMYQaQigl0R5WljcHhQ0MmcEyQlYhCIDHpFGRjtgSPqcOmHifCQp1VY9oIiwpoJgDjKKDAOhPcwk6zqhKj1GwbhJy8wxwZj2EG7AD24lh7lMQGVTzewCbw3Z9N/v0qnDg8R2iDVQdOmtBHbBJE2rIJM1hREmWsD0RmwpI1nfsMFbUEgTST1j2SQIpxmD4jid8h8qQAzEMNgW0SxUk2nlVjw8L+O7IIQEK8nbpWuNNZp+DczISKjFdoEjrLJg7RaUYx5wDsB3Ijc/D4F5AGNfHyuQ3+BnfxwKktmJtDpRLesIn+2MTmPtNvOe978NjHv0YPP8LPg/P/8LPxzzz83xtUAmEMR60UPnQFZxDQjGGLCFLYBLdeUyhdQBnsaT9HdAu3XRl/bLRQY2wAfCemjZHBgx7JJPFa+J1CQEhPS9lqVJDEEeBCEwEPnzfR/BZn/UUfN1//jI8+clPwj6JDCISvikg2LEOLJbmK7O6eOsMwK+Z8hbBA+EJTJMDQohr09/3lLxIma4FOsibFdcTrhQxAyKk/QOMLYyxiHGdgxyJnAbfQK1dzogEhVUEy2frPtO6p9CcAgKSszlpalN7g9zMCZ9Vphuht+bBJaxOBuxU9egOcM6MSwjjPRjTDLYz5muMRayjnD7HvQB0ifQu0pkrrjDDhNZ0Q5cnPZ3aKB5r/Qqh1G4Q0SbOlVQEqyMDpuIQ4YPjP0jf4mIbFSZ4BWLbIz0czjVjbmF9sdJkLOWJUwhWLrKlkKPMygv9LIHXlM21DR/44/fgn/74T+He37sX+1mc81IPd14XacAerB2ItjakePSG0HlLsPpyCe50I6dZzhZdLHQntMu/11UeSORAYiCwM+2rUYvuzjR507LCF+wQk3Xw7skUow+BqtjM8KQnPxl/469/DZ7z7M/hPQ0RvKPCZm/g1qQlTtvEYV9XipY+V2afeK+TVNCozLoEUSZPrO6kSG32IfPUyglwNPk4OxaJuQlKqGBnWUBBa5RBriFlkFP3bmBlBBhwzGCACPUZ2QHRFR9ilrBJOzXPrY08pag4xbp4CPL+Rc9XQPydmW7tIIoZSbPKfawQnPVqjknkfhuzyZu1HKsIaHGjplFWsCsr1vCAV+4p948plYnjqSg48lU7eU45fjyJHmtfFaI5CqHiw9pGTigoXavmhulE0hkTJivBMhoJlyBbu7ZPw7l/lxoIACd33YV3vOte/Oobfg3//l330qy1FZqz13hlnlPI8ba5CrQv+qWmA1L0ns5ad06nDZ0xtHKO2Ra3c7tkRLfQQo4JM/JTsfOwW1Uw0YH22tSATsfyzFYMRaUSNVLIBIK8SQCYmyF2mlMpLii8NjE65iyHPFNCSkzh0UatzVI8mmiWhMr1yHFgkUgR7MqaJ8JxiJNjF6O4O2M8XqJSlIropkkJCVI6JcjrQaYWA1Qq1GJZHQkikC6BNMRtCV2Rm6OZlDDgBEC6zB+hgaxrhlh+20ETaDcKzTKhV6iJfgZ5Bp1CjzmdNJfKNcRbwGZ7w1E3cKXKsGteWFw0VxmtXGM39QtyrhQFZVXeqbZCUQxQOI2KvTGbIJHGAgpUShQOE/Iuyxk1YCwBlksImVG5pNC/ab1Zty87Z7SwlcFXzoHR6MwUv2fLHKaCUDxb0oxFnBJZo/TzEt5lpfTW18+szlrtb/HRUHiULhGA7QnDxvcXGXqHtEvm6Hi3AAl1IxcThpWvqE1tqZIzqhsmUrji0zrtxbgpqzhlCT8fZyxDzuhKeSYVK9e3evFwchOjD4jpouW6S7S4KQCIiv2TgJ3iQ8rMrItYZGR3GEJf0NIODkORKby0Bp2YHkIC0E1bJQx4L2zFzUHJ2hSSKTRHDR6LmwMklHCuf4B1RWOCWBL5dXzreskqPZ9gTjIRJc0+JrxHm1v1eYTmBVWTD+LcaP5FFk+4FFZIgZXnsjGOaApzXizkWCEVMOsS8bTaqhRUKT+FXCjXNcES7izKwPEFaG7LNuiIAFMUgHQm3yGTvspitcg5pHbBxGxIUdKdAgDrM641r9CoWp7qBWvDJW8lU4yopXWfNPk0VbPiS9GorZ5Hw6LyiK1zaWeWl95oZWgdRSey+MMd0C43YBgQD5AwZ8mYRHQYRYUQWxCtlCcyk5do0vEAuut1zjqvUiRfRmLOjdclboEK+eAFO2UoeJvRFUjpYqBTsEihrBRxSWMKJtRZJqxIZSbvlwFsfT9Emcamy0+ig3tlTiXEVS5PdAd2hswpoacuhS5TzdokMlgyvKTqkzFEgvOT8izXqJs/VOVmy4rDI3IpPBRJns2h8JEaU3Ku6BVWFoW8yhVr56l5FQeYFb8lFO1SIKzswnllF6nkRgGLMqMkbVIIiA/WXMs8ZD8AxOFuiSxlQ+Q7lT+a8hDXXRFRay3FW5VGDoYDMIOWgYSOLPS+l5f9czmSONIZa21N69tXKgYXUvedYwcVf+qux5T3HrFB4lcoPYX00Re6m8Jw8tCXUYrmcP4StnjtmfQ8R0gbaf7L7LjN26UKOmqbKY3jmLm1yeRIJSCDiwHWTivOjTwTTQnXLeyVlceLalImJFOD4AGbg1vMDAZXQC91J7MZeHDDBhFSoGO3Cjl16lVmow8iQm+TMQ3YVKGiKtlaTJk0NbHWIRBJCQMgdV3jcu2Xg6OE7iYlENrE5F9cZplOtH6eASE7FwKCMhbAvhdqjUJSIOZIYPMN10/uwrVrd8nxYhgDuHbXddx1coJrd92F4eVxVUjOVPCpsUoLANVxU4J/OTcaPYocjyDrpznoNCRAOwSNzNrcU926oF1HIV4UQ5mjw7S2ZepTWEShM32k6huyom4h4lUlBJnYuuiBg8U/re+zyYpJQ90gDDSecoYTlSFJbjM6FrFjBTMxK4vBXV1nMDsFq6yLMZGRiKFcZQnI7kD3h2PYZHLX/6uqcvOSkUgLTsQ24MbYrrJaj/URb+d26V7X4omqaisPRCLSseeEK82rHQW1AMWD2arqG+XBjWjszktkpKWAw6KvODVKKF5wMw0YPuXNI8KgCaE+SrB1sHCZe1jvq/51qR05IxhgkjpgBt6k7mV9ANAdnAj4cJmWCeSgIwPSwrZQolkcqhorWNSmTHHxgMF8XhnUzdN0vJ4VipXy2Qbe+9734Cd/4ifwBV/whfirf/XLkAaMMfAD/9v/ivf9yZ/g0Y/6dHz9y74en3b3dV4ZKNMoAWW5ydGiFLyYs811KgOZX65gW/F6K4B88UkpZO4qvVWm+7Jp27fDNS2fTsg5AqBjduo7TscLdwHJd5p3fs68h8y8EtwulFn3bQCQ0+VgrvfvDBZUuhO8WrMokyqND/eej3OZKVrnPRMDHF8xHLmhLz9i2hjHMXKhscxEjkHU6mhQUPeVSJ2qcCfo5ItowVa/G3apWOdTpl2+6SrT0HKH+RkMyevvXJUbcKyOYeUARN0hMJMR9yygOOBVWUMmggMYY5eZxrj4lQ0pUwYlIBQHF6vyxvHynDLNEtEmYXl4KYwLfilPUmghxJ9s5qpCy/4XXwJnUOehLgkRlhAZwM3emYyZvVnVs1bo9BjSa11m5/DRBw+SnWyaV95Kjbr3E5H44R/+Ybzila/ET/zUT8Lcce3kGl7xilfiX73ul/Gkv/BE/OIv/Dz+x297FT584wZj9EoAuzG8xYDhGzCYmra5YxtjkeGAKvpCfcqWQWVCAtBlz0RvCKLWVaBSikN7iBcoQfLDUGnFjbBk4jsMI5azRxJSqJ45slHTo2ICaQQ9JczWLV+M+YOQexUkiOL9lFpgVa7rIMDn4c5UL6QL/r72FzJ0q1diBmVgmfyZ1iiYgcorrtRsmfGV/pUohSgHmZXk5H6dJ+LkJKzrqso7oV16wHBrHzvBnBt87LyoGXQMpARRLTqJVIf5VEhEec24UchToLYCnQQxeBhOeJgpYJzudacWnzLdNtDsYpCyzMOqkiHkZ2nnUCLNQFsHwMmf9a31dZZiCUwgu/4XPYnL4KmsXuZOOhwLtSWY+lQ12rZOBEdnhpgEbpUOOkNis7XZC610gIMTXVomtpMT/NIv/RL+n1/5FfwXL3sZzAxjDPzyL/8y/sWrX43Xv/71eNzjH48XvfhFeOnXvhS/9Vtvwpe+8Etxut+Em+PGjZvInDg72/HBD30Qj/r0R+EJ9zwO//7df4jTGzfw2HvuwSPufqRI+2UaNgc1xZc5BbvNKQ850WFVAK7Yv0J3Vfh0Ng1Bt8xmZR4bTpL03swJ2NDdCIXrSR8YVqmmPNSbq0yBul7weOdDlYKH0NcO1TBE1SLMjq8rsREwlujXXo1QaS3loE6UANONZOD+2tIRZ9lC3hRvRCcY4+BC1XaAhOulhqMzyeWgSpxoXMOMwdGRiwsG2uF3u7dLN13Lq+MWMA/eQlSWZ+g/XuWkyxMK8iTWtYM74b49prIlTWkzsAmbQ2S0EFOFhKgisUPFLtt8sa4fxo0PEM+Bn9FGZ+ULbnyrChbqaN1mNZVPa/KyDTNeclKX60DpWUmerr5HQegdODsAxNQEOTmw0roUkot1JDEtSiABkmjGisyuS100Fw6HmePGjRv43u/9Xrzila/EL/z8z+N973sfzAxveP0b8IxnPgOf9uhPx76f4QmPezzuuedxeMv/9ya88IVfCjNg2wZ+5l/8NH7oh34IT33a0/A7v/M72MbAN3zjN+Kf/tiP4f3vfS+e8pSn4Af/8T/GY++5B5FK61IVZ3OZtGbKikmg54dzXoiW4Y8Gt8F1k6AiX5fw4fTOskoDhskjCTmatI9mJMYgJ+vpunjGpIxCgoT7i3NbUjDBCOH1viqSMErBAlglmyiQ+jIgOUDgjpzkQOMwRktTsQQ66iKZ7WN+BmxCtG6i+CQwHao2I1up9i2snWY2Rpewp8Auc3cTZaBc16zb3RbqvJ3bpRvoOZnyNWMgc6NJZpB3CoxLi9mewfYcmfUhtyKaUQd6cXEIIGIyArzKD6V4mUP+YZk+livAoLxZta9Z5QFdiqkrlZixblfKXV+8nQReptKhgPXOA79EB0kquBZNFs/kAWJwL5Pc9xTSUH/krSHSqX7BKNhBZ9peQctwhukMIrjVBRL+28mGH/3RH8HjHvc4vOTFL8bNmzebNvjjD3wA168/oiMU3Qd8OD70px/mlMq5gOH4d29/O77+7349Xve61+FpT30qvv3bvx3/83d/N/7Vv/7XeMe99+K1//LnWriYPJOqgdA8o/kyZadIDhSNYNaeekNij0TVbnMYOcFIoIobFNcnIVXViWeaCjJwPlligfVgag/W5T3adOLDFi+b4smqPHtVcWnkWSEuJYSbm9OYYvG8tWfEkKn6S8r0ZAGHyA0+BwxDvGXimOZWW6gY6EQ5c7RyczI1sZGvMcTKREqrYoxpcHeGmPtkCDqIYbCA501OrlmngNEHZEzvSSj2SodcIQW8cdyAqQBf0QzN7Qgl5An/nuhQPeU8CuHJxDhWKaIJzVOYWO72vkWqBFKKMzKmEXU5dzi66nHV/Idi/pIHdgptFI/kfqh0kYoJy4ANopyK5q9iAmkBw4oHVMwIEsAYptvXdcilHBiewM+aG062Df/ubW/Da17zWnzjN32TPoNWII7EvtOHWnT13PejvAYycHbzDJ/7vM/FC774BQCAJzzpiXjJV3wFnvOsZ+H69eu457GPxXv+8A9pEnuFNhpO6MzsGEcZsACyQyMqhKKKcLqEIwCFIVL5FZLpWBCVzyIZnxQuSXFVpDwgnkxOlCq5zrhZ7jX37KotbS8WCq950t2tOCi8mNbIsIuH1u43hUiVM6LigKCNGFJcQAvq8GAYgDjiroGXRGArjKR4abTCLV6usjkMFfxM9N9AIeus3Bmi7pJTwKhBgEmrw69hzlP+MpcQGe66UUkCSYtWyK6Ka06zvlZwZiJOdEtXAtsEPEcf3uJUaku4SvCszabgYUtYGA1BJ3IzmRxrHOj6cBSc1JjDudE6limt08jyMEYDVmVfIdSq7lGxUUSUCk+IgFmVgqcEKOdE5U+WoA3nOxgdUciOHyQqNSAmfDvB+9/7Prz1LW/Bt3zLt8DNcO+99yLmxH99/Tqe+cxn4uzslEhOqMTMcM9j79EkSME4sJ+d4ezmKXD33cgZ2M/OcLrvuK4CqD44/zOcsZNzAtuGzJ2liVyxdeKrQgUXSm5VEjug+QxSAInEVpyWBOdQVgwRUs2Nq8oHGLAutFYn35HYFdNG+qACj4sjRVcTPmZqZO1FKSLa44OmrNawAF3lNlRQdAXoJtgfBmCrNHrE4fs7gKQyBeQtXvxtVeEJZHOaZZVQcaYcs/TOco9YQ5py3mRyDWblYt7m7ZI5OuYXmp8Qus0do0r6WqIuXqH3SjdDFGdjTWVzM4qId1sFAAzMushhmCO0eOJOEh3KwNAAKMaMMWkMcuVmA+QgKH4PWGaI+lL5qjsYBsF+8V3lJatiOOyyY1ooxYec2ZyTAg7KufRyFpCza0+g2TI1bHlx0w0e6xLqFe5x1NQ0m7ycMjL5bp6e4otf8AL89m//NgLAtZMTvPzlr8CffuiD+P7v/3684fVvwHd/7/fi99/xDjz9L/0l/Ppv/Abe/7734wu+8IsQKTRZSaVFB2DpkuOdFAbO19B8sBJyELUPU2kkw/H+iTZbsSx/09gqn9Os8mn5qcpIAICRyzHU5Y8krEIWQ2mKCdaggyiR4/0XqUwec3l7D6X4q18JwGbVk9PFR1BQeWOtcnYJ2wmNsT6eSX8ZPCfnx003wW3wqRQ9lFnL71OC+vLMKpqm8q8rEJ/ZFSRF3QHkWE4N0MyuG+zGzE8CU/9n3y6/TFMCyD6ZhxgmoaZIbQqq6ByKLpcWm0C79Q3yPJaQ4yorAr14FIdhFwISySySPwGU95acF713A4boOmRlGpfAEr9iRAQjrY27yKHbweahLh0P57RQ9sBBEJa6LwoH9ftYZmYJ19DVjuLzGBojEyzpcVVWGU11kcvVh6nCnWElwMHioUKzAHB2dor7bt7EPnd83vOfj7/7spfhb/2n/wle+MIvw+v+zb/Bq171Kjz3Oc/CfrajgnHnvuPmfTc6De7s7BQ377vZHMh9N27g9OyMHJlyackrZgezIim8674EAMuz3vsml8KLZIZNMnd58XHCTbW9UkKu+DNT0LBkdAWlU/EtHo5ZFCy1bq7IvEJfCn9Jd/Jfh39n1t6q2oR1nWOZyKUc5BRIdIHRrjZdnHFEZ2dUoYcVd8g91xkvKmlGnSiLRHuZgcKBumfCMuE4RcWGRhbK1OE8WC63c7t8WV45koMCLcVxZSy+rdIJa7Myv5HBlFVq2t0Rcy4tWpA9gWE7Qy6MwcN1+MOitX8hAhaGlLacNG8YGyVfXSXjHzdBKstAuUqeuqMCoq2NMU6m74UQWu0noj20OcbB5iGn2hTiwKNXuaAwLDMM6EOzcjspRIF1o3shyyawe1NzngsF7aen+OZv/mbs+2Rxg23DP/gf/gH+8l/+Epztp3jpS1+KF73oRTg7PW1kEXPiK7/yK/H8538ert91HWdnZ/gv//7fx5kEwNm+43/5R/8Ij3rMPdjPdgkYoroKCamwiITB9b0qqhAgAq4rBBvZDUPMXWMq5Kg4slTNQGmPzgLR+rn2QR3u2ht5EKohzzXNU0UJoIK+TaXrJOwUtF4Iv/ZJcbuB2jZEkdLDVMAxW9nW+lIXKmXMy3IJMj7FF0rYHe8QVgYrHRZWJcegRVY9wBnIbQNDiYv2W+FKAVxVL3lYmqHqWCJ3B3ANiR0Oh5tjj705h1RgMCH9Cm7tS15UqltbAmkSlCOxK/czwUtk9qSAYNYEYK5YrDYvIGI3RXALdWWspP+KaBeycF81vlbsEYVoKmSBJlEBVr5/CBEq8abTso7XHlZMXzkaRiamj66JR0KeRlN2egka7dAUGeSjEAr/sybR+34KN5WtS1gAz3zWs4iGbp5iYsI3w1/7a1+Dett9p6cy/ek13TPwxCc+EU/6zCdj7meYM/GMZz0LiMCMQMyJz/+iL0LGxH62zDlfgL5NvxYcWRya+DfNec0HES29T8dMihJyFPYlLFKOj+XQ6M+2MoEQ+bpjdZjCPIBOwi+nyBBKK4rFx2hutRB5383RO4J9q/jMyqpgtoiKOTgUZFw+XjBUiHAcocramhr0XRG1byRYM0uh6Z4R1W70Kd4ziBozjXGfmlszw8hE3TJ3u7fLFXQy9cwADMh7uCPBaHBufqPQgSvGTfo+S/Njeb3ygIJCvw3TlYcApPV4uEnwDuMiT9V1W8JT+jHrXlOyKaPqytmhjBMAZGIvwWVAJg9BBTyXti0TJpKVMqrvUZDShMMyYVX+XKWFO/yiHBQm01nxfOWpa2Mj6UWuzBEXOvBKXrdl1qbIbAfaG3x2treZM5DIAG7evI/jsarbVviLx3ifO7DvisBPzLOzLi4Ks0aAJeCrZPqRqBe5oBAPrHdxCSmyonJT2UpI2vqP/peaVplwKYQOINyI2uVdSC/F5L0PrGgR8WQZy4JoZAh5TrGevThJOrKmnEYADhfTLM9sYu29aXV/RZVSBzpbAht55OSanOl8ABXDCVIlysKxOenwO4RNmcZDhTwQzrsVR+4MQEfCqkT7FaL7xFsh+07aD93I1ZWCF6cAlRivm5yyAjCBTt9apwWtBTMBzyluasUs6RaUEpU0aegGWAnPyHW/Qco8k8mZ2kwGtOdvdGI/Das4V3ZneZBnTF11Z4ipFDZEX1kYVkUt635URcvPYDydcks5vjXmuqkmlRxeJFTMg4NEJjXKlCnND2sOc/VaBQ3aXK94RQVSFzwBYSU9zilOS+R3Za+guDVbITugZ3OawnOUMWKEtE2Qu54Lb2yzzFczem0ru8S1TuJqM9He0PJA15R1wLfJsLMy3+MQUKvg4VT+VYoTPqC0VnpjMDrAHBOGzRJ7BnYpF9G7OCc6zBD7vsJSzMSxSgkUwo8g55eBcRKd4VOWQFoFWdNy4P7R+IIVYIoeqRoAvCbU+6zFhkM4ip/bH7d7+yTcGaEDEsFQgxyqUdl3jPOT2iV1NeGxPdhd4uRYeAhWHJyBcXuM46IpR53MqibEKIzlW5rXDdizcII2oCpldECm4uOKKOalwarOq/e7CJA88Lyt2Zs3yuZ3Ipz3YbhOojkyp4I7c30/KsCYl0WPkHPG0HdTGNB3T5Q3kBPF8J1GX7n6Ba1TYnJsEFrOgaqA5yjA4m3ipZlylskLjnTyjDUHdogrdPWhuFXV31to07oySibkqe3Z01rrfg15n2v9XQimcmLdDfPgFS2w5QHOcQUzy7RzrQGS2SyjkJ6EUEqBHRUtECuXuQV2YDor2+wVyiTlzpp6VXQ1sUE50hLAPAnaVzd17aU+Myw7ba1aSHkQzereDTPkGAp74W5nJoiiCfdCqfp31yu8/dsnweVSC3mCiI18VpmnkOlndeXfx/F4l0YHhHAA3idKETGkZWnHVaWS5vUXqdwmLc3aVVVFJoPMNxNPsjyeC2FWLkI9rw5dpvJec+VpVtAsSxqVY4PmnyH6/lbNID11YMzXAMsnTUocogbZheU5Zt07pbodwk3o/0nAV64m8x/pPSyyGz7YL5FERMkK9i7CDfJCJx00xX5RwS20VY8sAziTfByBnTEk5XDgDEDO6KBfoJA05HKuTNFsasEqpcuSHlRTb8TNmtYMEHILqAw+Oo7OLFcAMUgJ6BuMC9ReqcBzdkgVokFHhms+uDcXz1sUjOvPqYE2b8vSJ8AI0jyhsJdM7FhhSEWnlPXCysycQ2QCs1UuErorNry5PAbvQ6oc5y7Zvp3bpY+SCdEG2I4xdgh8KKYtkRZdofbjQdEekAmkk+CHir+A6slBISNEG9ScPERT/86prNpUafdCPMqsaGJfJoMdzcfGXfVWIymcs45pb9DifMS4ASBCgQ8We0zdlzpXkdBEHboSpNa16EwosjbuOBc4zIOZ85AsD0cR8zRveGgLmU6hq2UCRwdyQ0R8V5fJFIlvgK6GTHTwDYW2+WlWogAAIABJREFUDnnxXlwihnM0RhHyoZ6SM8VoXiVorvI8S1hrZiyMYSKmcJpQehcqlMckvBSfJ1SeBqVbAV6/TcVSAqs6r1IKyzQfhzVj/cLF0R5YRiJaiejKiHE5WiISNjaZjOUYK480YAp6D9W4W4HiFZNasYcutJztmFneXBNnRySY22SJv1ihWbPohjvEGXGpgo4amAR6KOYoAJwMh6msz7WTazgZG062jZc+P8TGTDHmoTJFTF7T49DEX5XwIrIhEhqN5GTkmYKYIfJYh75sKjoLlAamsa14pcqdXQRz1fCoOymg3+/lMXQiC89s5GXGuKsKsQCwCiQakJgiY1ZMPPNzFypVmCAKUbP4paqypC63Vl+QdUR5P6tlCBNQkEDI1Us5qGpKnamqydeXFtUos24vq6DZbHRTC3WMlyNPajheYENFUXUCywwD10gIrcJtDPRAlwlf5e2XPF1hJkfnxyjxLMR/dCSUs6IKtCZWADchOyioxWlGnveo150Y0E44XnRNJeddcioCB363BJ36q/0aomZqO0TyyUBKGYtP1fqZgZRA0jkzoy4Jl5f5DkF0lxxe0gwRLE/ACgqndTpuycc99HfocTDkXdSEFR+UnWpQwm+xb0H3mrgzHiBqyynUJq+h4sD0kpVvW5tdm69yGaukT1kSQ6EOFTRbXuMq6bPun6jelUUkoSWBqWNFLR6UYjlUe0+/bA9aOnLWeBeybU5JJPrQ3bQMASn+yBcCQwlr0gxT5rOBKWfTwEt3YhbGWulK9ScgZ8wSLqs2nWHzFTPXCiWEOCr9TdziaEEuQeFQYdNDvFnqOSgBIIl8cFSRAmCJp729u8Xx9jdWWaUxFsoLXmPZDrZDOl85PMjf1iXdhbyBzvJNjZmQko4IH1K8QMaOsaE5ygpM3kKmKLK3o1nxiOVFRjstKvuirpGsXWRYnvg7pcLw5YpzaTqaXROeZ6g7JR+utp+esU5XJvzM2jxiQcPiioyJ0lZ8S2nrQnWDgiACmdzyPipeTl/KPNz4JGI+67jqcJRXDYXqKg6scm+tLeyAvL2w3pTTZIYEpSSjZo6BsXI88GzD0lkZ11aMmaAMW6WOlOdN1UBSF7DU/arDJfiNQqjKydMkpLicmHBfHupQwDO92SUcsRwAZkrFI1Tx+rOEnuZkAvJ2FtvJ/rvGTeG06s4Rq9Pw9/Ci21p5pmBaGGCMNTkngCosxK3mm2Odhz1Z3tFSUF3/TeY3zUgsZ0ohNFuhLiTa+Lxsp4xKKcmchkNOBJeCIRr32DDD17jSsSkkqEKGQhwwTVSWZmcJRsbiTTAWb9RedgDmWh87XBHQs35bt0sVdHnQqAlH5MZA3Idxbm985D5sfsKSTiObc6iNS3OrvImJis2ygkhQGSCkTEYyKrNcpmaw0TYaA12t/o2D4yHb8ZBJHtKroORhQ9V5GgDmnEzdkiZ2xQ6ai/SexgBSSPhIOxfqiwj0pfIldGtcpelxMGELMRo9f1PODioEVmaZucJvWvNDAgyOHUGUqnks5816T/EDIRQhNOzeCMI1EYXi0kfP/TA+k6Q/g7r5uNpNKpaa7LMN8rxWA5cA9XQtgsJpUuPnBAgtM7SkxloEf3GLXTtQQrZQqSF0/SQY9Gzy0k6uPfVUwhZ/IJP2qBC5v4Yq07ipOCZOMEcwF9eMMXOuEB0DyiQoOWfO0mETAhW6mrErDachJp1SnjsdREJ2RbncCe2S4+hS3AZzCM3PWuM+XO0Rd98Fw6mCPQd5pbHhROZK81BmrCknkzkaCrTjEgCUabC8iakPrPI72jRQtdushHqZDgbUlXv1fF7aLB7PqtqsjErFQfW9AFZ5qgPpcch1BGDrPoqMQmJZpCMgPmaXAK/skGpeJmEusTRk0iKBun8V4tYqDk1eCxUU4O+bu1Lf3Itj41n0ciSYhJS4uCLTAZrvO8RjZRXdhMrKZzEFNIutPL7lWKgQH/YnW4hBSgu61VdrpbmrAGzyiiXg0MLPCtmXmau5YA0eCRcpPJS5i/VdQzIzB1A9Pq2flYCplm3CQu+cEZg7w6JsuvZm9cNXf60427p3BER2Hk0v1N0lFIgMGI4Tb4WChMJ87gxEd/lxdJIihg0RJ4DtrKD7cbQ5J/7oj/4I+77jEY94BB7zmMfg5No17FMcRAITE2c3bmIfhm04zmbAZmBsG8bJhn0G9vtOgW3g2kYEYxnIaUv+JrDbRKWFVeFINz9EnMs7mGJirASOL69sFp7ld1gMlwjgHC9F6APDurczg3FvGc5E9cE/S8gBquRhQN1127GBRVgLZU5ar9gnsEF8UKQE2gH1VTiFGcaciDHa2VLcJxFVdioTTMhdfFNNYcjMjqoIkwlTcVEbJNMHdNNWCF3pKraJZf56KQ+owCSAYvvCHbFPIhOU4DkIh5qrUlRaO4MUnVlzt5Gh+Lc4l3pYNgmzZjgPVRa+PM9wh00iU6pCNM3hcgAw8Z+bq0oucf7YR98Ghg+ME2ao5CBCI8em1LBMFE0QyRp/00z1EamVhzFOLmqaEK2rcj+aq1qTOwPQfRJKqZvBJgDsMNs/bi3y3ve+F9/xHd+BH/zBH0Rm4nnPex5+4Ad+ANu29a3jZsDv/e7v4p/8yD/B+9/3fjz7Oc/FE55wD37r138Td939SLzoy/8D/P477sUbf+VXcPejHo2/+dL/GJ/3Bc+H+YaqFlwH5kQaj1kIy6QkepA3LCsmrgji0t/gnbKzIEZ0PFuZdMOlUYVyIiokQULT+F5DNCoCFP+HlRolCwwrWX6ZqpnQIZFzoIJQD6lJnTPq4jnBMdWVesPW+FMCpd+tP03Q16NS4bgWewYvDEK2OV2BwH1wQ3UBQYdHhcoccCyWNV6FVlfO8ObiEvVeoIKoBVvk7zIYWEDEgIweb8ObTPGUZRrKXC3TTk6ZpQwLwRkwIc8qHVnuVZpLWS7FHZoQGGS+aj9URZOc9MyG6L11h4i6aOWNNiHo6H1PIV6xmsqRyFpvOua8+hDa5244VpC5ndule10RRCMMM3GWjv44JveNb3wjfvEXfxHf+Z3fiTe+8Y149atfjW/91m/FP/yuf4hR0frD8YiTR+D3fvde/ORP/Rie9Zxn45v+3t/D7//hu/Czr30NXvva1+IvPu0v4j3vfTd+49/+Jj78oQ/hf3r6d+Cex96DfZ7JU8sDvcN0sbKcEtLmAAU1vWwus6q4sWLFQH4omckQM1RzLpX9gHNmFNoBgD48RCSKo4rlmWweKRhKYFbVWhj2MJf9xkMjzonZCxLMEq6kfJIxYYUylCnipuoiMKSTv+Q5XxkiLtRYV+qRe7NGrJDgSmMl5Jo/dQ8TDldlkQT7xerLS7hUJV/o2dPQTg2Ad6VaKDFfJmMpoXbkWOUUAxiudD79W0icpY8Mw0IBx1VFpok1xWIWOl1okZ7niqRT8VSwn121pmrkNdqkpqvrD2Nses7AtotPBuQZl3JNsOwWymhGfy6lQAXNu6KLweHDeOeFYv5cijQAmeC3f7t0r2sYCd/cJ8zEcnwck/slX/Il+Nmf/Vl827d9G171qlfh0Y9+NN78pjfhT/7kT2BjQziDfz/jMx+PL/7iz8e1kw1PuOcz8Fe+7Evxwi/9EsyziXe9653461/zNfibX/tSBCZ+/Td/DffduAEM8Tgpfk2KfqI2hopJ1gFKlfAR+qrQhlSwLmP7DOW5g9WlPnL961DXNq3LmCsguVFisATRdN3EbmRfQujQUzXKjIdNuEU5moSNngmbkwfuQLbT1CWnx9zeROX6UpYEqzoD4vq8Q3Gy+KWsw1iISKa0zKLh7OdxySs/dib732jZIAcMFYmBknlKsFQQJJ2HRC8zKrYPnXWSUPUXMBbQrL8lqiE7N5YmpjVyqnGxlL0LtS0Q5zI/6w6KBFopkHvkivohvsgoHemIEa/YQXAlQNs5AsDOsHvAdEVhFno17kMXsqtQoTpJORgN6EAH4tfejF3xc8OQqkaax/1wB7TLFXS2oq/dN8BPULXsH2q755578Nmf/dkAgDe96U344Ac/iL/9t/8zhCVORtAcSSDC5CA1PO6xT8CnP+pRUM4/nvO85+LLX/JiPPax98B84PTmzlzEyoQoAaMYuwqwnXLzZVJ41P6sEkAVdGugG7/CGMrkYlhHoQGmd4UeMpjKwI1b5pAZpgV0nU4X1WTYgzzE4oaiEs8DfSAiJjNG5kJ0xwPlSui2QoDyRnSpIcGzVEVk3sNQsYDoDAgKWGc1jgPfFxEwH31/w6p5RhPdHBXDTcFXQDhBj3MmTSxjiaOpdCiiGZPpFbpOsEx8PqTS4npj56IEEtzwLRwlENrB5IYzURSdbaK9gJp/JdInTIKfiN0K/Vd8YSYvWwfv1K3YyzgIlwTotUWLYiSuwQcvd2/PbJ+CqkJN72qVop9mfXlPOWkivcdtJ3NxoXU05XCZV3F0n3iz2mRGTRKxI8w/IS3ypje9Cd/1Xd+FZzzjGXj5y1+OEz/B2aS2daEhxsIBiPvo+ZKyvH7XdZxcu8a0pTT4EOdiZX4SrRwzIsKsb1HnmIC6XafCD4q/ShjTknhiWe7Q9DOZoeXMoInFiPy0is6Xo8MSFkP18lbku+QpTVSg07EgwUBeTkjRve+BbW5Hc9g8kTyaJVxTJl2hFlYCCYQFU8QgE1koskxp1/g3lCAt8+789lJABipsu5AkUZaQD1BQqc1JV9ygg8HJi+Mtp4W+ZIYR2XxYCfnydjb/CKi4AsmH8hqlskdwLi/U27Nb3Kdp8vjUpUDMmD5YpZcqJMhkLfAaypoFrlsJHNmjfGs9CwyXCqzYvtWDqdjPsg64j6f6Ta+rkGBd3qOKOih0aQ9T0P6fg3bJcXQKEzjwG5/IC9/61rfi677u6xAR+PEf/3E8+znPxiMfxQtakIBtgKs6xBmM9chwiJsDswpO79sxT3nD1dQGWqEUIH9laKHXGl3bP5WEHjLXjtRcJ49n0JQtFGYkw5EuUlgzFOAm1GYt0hweHfPkMqkIs1T1w4xBtEKPkNOCpqSyCmSq1UHmK3XsTejEysmwflfhM8y0UKlwLN6w+MIss119r2yKFjBSCJV2FFbC74hwIV4y0CRTmYXqU6BMY2Pye6WUIZXbi0bIgkZ0pBzHpP6l6cCL0yJdQaxHga8adCZfAYBOI0u5h6rIZURTFpbre1VEVvWE5cTIrmLcd8G2YM8u2wRMTAtc0zxVitbiZbW2YEYGzX4JWkD8IxW2Sfl2ndgMjVVnMhiNcCe0yzVdAVV6YNAigvdx7vv+kJ/zjne8A9/wDd+At7zlLfiRH/kRvOAFL8Dp6Sn8ZMNZ7AAMMSf+8N3vw6/+6usxT0/x9t/5Xfxf//ev4I2//m/x4Y98GL/9trfj1T/zf+INv/ar+MjNj+Dd73o/fuPX/l/MfSK87k4tQl+GjsIqUJ4qbZJCP6TqKpREmEemQ5ltMXly04ngAssLFwDvq+hSwqssdoeJgALGIO+tDnJzecYTKXHHKx1nYtjgxk4DFGg8xpAXlifZZJ6HY3FFJYhAYRJ6B38mRJA4xz+Vl7IVg5AIDLwQqUJIQHoBqMwHxhBC4/XMzlgpz2RlSJAOsObMyCUChRKJspn+Zr76fqy0PLDQUVUr4XODNfTSVfnkaNJb973mwIQ4LdCXVzcik6JrUx9UZp2SlitLp6rn9MXsMOQ0nEVRMXIMiVOlKc/xZ0QL2U7/k0K23h+B3DQT7jDodjn3Roh3Qrt0cT6qwN+Y8HFGl3gbUR97e81rXoPXve51AICXvOQlAIC7774b3/qt/z2uX7vGLTQcMXc873Ofg8960ssx7hqwcDz7mc/Bf/tf/TewawMf/NM/xec865l45X/3ClzbTjA8cDrPMI7GXWYHvjKthuEQVcm3NWimPIahyq0iqwGMoTLuyZvizyVrN18WzN8shqmAW1a1EZlcbZqizdcWBDq8ewZrnKHMLAobg4PJ83zHrsKRw3iBT6azCnMUb9XQDx3qAqBS12bSa+cAbOqmqzbdrENTrDIgokxupnEFQgSdocodmQL9KnPCAFUFXvuEgNvJP1YaWSFJlBJS8cslS9rEZqzfjhyuWnYuTpEOA8uKKZuCaFQ5VbeXXu1lBtcfocDvofhJrr/pqY60uRwxKKtc7/z/2Xu/mF3frCzsWut+v71/g8AwyiADVGspRSEQDqrD2Jo4amMPbAo96EBTo5FgPe20DUxJpB2PmjYphBi1JDSDHlZrY0DDEW2hTVAakhbQdFqGUEjjZFAGZWb2995r9eC6rnU/329oE6Qf0b15yfDbe3/f+77Pcz/3vf5c61rXykDnGbtI65fU9TPO6PUNawI25/824Yso9iiP6OwljUWDck+bTikeN3DZS7/2U/jP7uvZDR3Z8zeVu9lO808SLn/d130dvvVbv5WfqYf51jvegfd88RcDdcfGRt8b//xX/i586Nv/Y/GkoNQHwkaChwrCfBQZdSciW6q5EIudbpacL3o+G7m5tySO4m4Bb5yVl3QBcVI2p6K5JG8kgq6u0xs1cw22yJTTnLezid2jWVVqgFcvJBq3XGwLakYb7u0tuHLbKn4spa4kqXocn8g6OujigmUcqsTFyJqHtdwpESIb50LUpvMpriErv8cwuscXjjBh7DIUqvH3lt5bImSPMrCfwS5NN+uRmzLNZUYrQge8aS5IrBanL4F7Q45C9lWFD7RFDRQ1bdKYXNy4wdxrpbHNdSTwz7W8d+F2W+yZnehQRrpaw7f5nb02sEBKUsR51rr+buK5UEYQ+vMYucXZJlVSxA4Mab9vMVxQ/+86fe11fj2/oYNTjGSzemzsYli996M8rwF84MXDi1/1c973vvfhfe9732f9+//wIz+CV9v8NHk+tSO5MpZ9BrU475mDP7wvCX/mxVu2MA5bLUcQcR3cA9w6sS8zabscBfrme9K6hmkHJxpCF7KHLszoyLrculYbURs8YzuukxzA3JW0Y/wG/Sndq9NL/Szk5bcIqLUwVTx3ZXQVI7IwXNUIHSp0PxlL6SrvGa3I70rwfk2ROGsq48ub5VWFFUtApyCqilv0XDxJGXqgsGJpXoPi0dDw9OQEubUSuynptYKQAcxRDBYAqhovboG43WDdu/v9ztaqbqwXDywUyPjfXz3OMw4ZIk1kOgWK8B4KGdfGHaIZOXKtmra3niVUNddRWAOU76LIKVNWF0kEtggycDX7IXocPhDTlTTSWpgj8Vq/nh2j46uRNw7GGR2ZrhmNcFcJ3q1Nv6ZPLkcdIUyGYpCcfmQd/sB978GwGB1stunIhASYRnQzPXOq5sEpHeRK2fsZ80EBd08kU3QS4MHsy+8yLaQHrzHuSgnFZSsZAPK/REOwDtrbcJWpkOJgTl49DnZhs/gKp5zuKuA3rwh4iDFvlH3AkZr6pUhi8LBwtCNwf6SJcCKDS5THa49jAMz/czosp1HCvjpIlYgg98/RmWksrD5zXZcLHZrDsBz1xon0VDrWJrkC/4AFABaCA2q6gaYM1YvbDf/r//ZT+IN/8P1473vfi6/+6q/Gj//Yj7E62cBf+PN/Hl//3t+H3/fe9+IbvuEb6BwippMkw+Rj3sPIgRXvhbqMKRWanvVEiHzei85ZMjVH2FOGz/xDOVHiwT3OwWMeW8WL3YF7aQB4MVuA95Mixjfh9bz0kogzFKQShRsMJ0cs5KL45kM+INdCrl97gFn3jRkHk42bJYl0OFwkGNl2R0GiHxg856hAAIrEwh352kzGV9xZgBJZN+OCs/Ez7nGqmIA3WMBN/Ucz/jT0p6IUt8x243QwXDZjlAfanPkPFrcc6W8B+jzrfegloeJQJB5Fw1ihQ5Brujv25kyDM/LxwAWRB48brDKTqavUWHjvVBRpqWv05f64xiEDxCQwJWnFXvVT8aVhdmuTsT3gSaUcghq2Ukyu0ERDpdSY8kqBxkI3cK/GrY+BCu3Zv/ZX/xt8+MMfxn//wz+Mf/2P/lH829/8zfj43//7+PgnPoGf/MmfxA//8A/jb/2tv4n/+Uf/J3zbt307bpmz1zqA24sXePnyJV689RZevnyJt956Cx2Bt16+xMuXL/HyxQOvuFxR1d4qdmV0FInTWuN9OU+QNp+TBUfWk4rebnT+3WPD1m1L5eWkzCPKcMFBX+fX8zb1d6P2xsN6MVVD8sYan/nMZ/CLn/gEPqNCQOdRfyVuAWSzkZ22QQdagoYPDw9497u/SDygk+r1xsxX5TN0rgoAIoIK4jCvKnKRTT9RBGaITdtL6mAueUxq/ssqIURRUgoFAcFWigjhS03D2PbKjrJMfLWR4AnlAB2B6pMFA0MWtiTVuqSLnoLVzkmEVdpYcrDx1nDmE1k1RJTdoXYta3/0AbqBwc5q1ywtIxceOM9fADBp6hpDXZOqXXlh2ZjIMrJIr9Hap7C7vnQenOjSSOLBDndQ6qnVAwuwc6N074hmIaZaeoDgwHGt1/3xER/+c38OtZl9fMM3/lv4b//6X8fHPvazeO/7vh5/4S/+RTw+vsLDi3fhm77pA/jZj30Mn/7Up/DirbeQtZG58Hd+/G/jH37iH+DjH/84fuqnfxpf+7Vfi3/zG78Rf+kv/Vf4v37+5/AH/tU/gH/tj/wRPD4+AgOpkDyeGoUYgUnnbdAAALtGfceObTQeM4G9D0Haa1Ah3UCcqNsdHW9IRPe8Mk1aSKuY2qvnSnzs5z6Gv/x9fwW/8H//LG7xFs+pme8ooFLGTsTSbGCTZ4RofOVXfjW+5Vv+JHtJEUgUupJTnEKpgpuldUhTadLBkFKETSa9GUtAd8tQKepQmnboFxrAjEtaWpRWCmiQdTpKwUSXjoYAVusARiIk5/JvULtZC1uxaCdhoJ6NeVXwdQrSGlrM1DlOytsi5OozMgKWkmJdsebgkO6Bg2lCo1YCas/KU5G2QcPB9CLTMnBITSazQ7mu3wiFpj4gEx4QvsVrS2N//l2lY+wbLjo2raFFGRYwYxl5+Tl4KWfJip9mB4ZLlEqTglefeYUO4OWLG372Z34G3cCXvOc96Mc7PlNsLcts/NRP/118+Zd/Od7xjnfgcbPwsG43/O0f+3H8J9/5Z/Etf+pP4Uu+9EvxXd/1Xfje7/1e/N7f+y/jne/8AnzoQx/Ce97zHvyer/oq1N7ca96beETngoUKEDGdMVD0bD5gPZHRUmR7cXhRcl4F7SdqDl5J3X3ZU6/z69kjukxWfmozallYyE788i/9Q/yd/+XH8DM/8zG8fHgAHEk1N+PwucLstUuoXsCrnfj0r3wajcBDbpQI3rdM3HdNW8yC9BcH7znXRUXhxkLinqEUolVUoIHMkhGYQyGFXSTSQ5EjkBWKVsXVKuFkK1VtoxEO9dJCqQVlohhpmCHG9DhZrW16+i1calRHSlEOlMYWvytA43DTgs1wa2AiH/7XWBtxMsuBA+qjVAwZbjsqi2IaE6K18xFZ6sQA9N5q9ErE3sP8t7bbdSB5iEoxkaXTWj17kqVBw4xS1LjHeXC0oWglbJ84PLk697i7cSuSlqEiQMkJDFgvB9DNyvWnfuXT+L7/+vvwx/6NP4Z/7nf+Dry6c7jTw8uX+NEf/R/x0Y9+FN/xHd/BnuI7+4kfwAj2d//u34MP/gf/Id797i/ET/zET+CXPvlJ/Nnv/E689fIt/OAP/AB+5Ed+BF/zNV+DV3ujpC3YaESv6TaJCuHIEgSAeHVy0L4HqzXjekascxiBXmpL83PwmXoDDJxfz1513bsQ+YCIRmahunGvO77id34VPvjvfxCf/OV/RB5XcobBxhnmvJKyNlRRDWSUeEaNd37hu/DOd70T9X829l6sZhWGjJsoDgMhsDaRTwsvaxmK7ILFK0NFhd41lVtHS9cqIMID5SybU3CVkTEn5YkaTMOplFFYyQHI7m90QCOZNkoYWUnDc2mNyYwh0MaeVNRR2kXDzeohMqbTVwqlk051gUl/jdQ0ZDC3DTGmwlzC4VhJ1A2oeHDXASylkwh9dqa6Y6z8Syez73fE7QYUp8BBz321aSiaHocag9dNR8QB0/zsrajFnS9PICdFndtYZDgdp8HwszTmp7cgMnBbC9/2Hf8R/vE//hV8+MP/KZ1VF24PD/iFn/95fMu3fCu+9U//abz//e/Hp159hmM125Txxjs///Pw1lsPAICXL17gPV/8xXjx4iWqGy9evpx1Z8A/IB16JWq5EnydGwxYEZjy94RPlj7DXSlwhtHueGElPe+8u9Yzt8N7U17PrDAcWCksCDf0PSHdSfy2L/xteP8f/sO4Lrf3KEF4M7yJ3wgWn99JBG4PNxzqR6DXnpJ8taKsoUfQk081P4Td8PRNf2t1I1eMcXTkYQ6ZDcgVK8sr4N+q5jEpnclnnh8x/Z8NRnFN+oRRf35fnaLGJV3JTNy7R958GWvh7Z9iyWUbz3wDMLWGDLwjmIDllkJYqKJvUTlmgGME8Z91OH5Ohyf1kRElR5F9mBk4n6GnV8C0YU1HRbsQY4kklh2qTmo5lB6cSDaUclpKK9SlYIxyUtIg+H9tyRsowIotWpOXDy/w3d/1X+K/+xt/Az/4Az+Id37+O/G471h5wy9/8pP443/838W/8vt/Pz70oW/H/dUrdW7k8C638FfLTTnNLIkkADh6f7AeH6P93o3cBexAZzNSl7PdMnDVPdGzU/sDl3K/ZLcUYjhlbKUjwuP0R/LrDXg9a9W10bj3pp1bd2RI0tlpC066NiMD0z2HkqsOHbaY4GqAeVkHyggNu/aAu6QsgBylYHS1lSY6XeEmCVX6ZLzaQHrPt8ygZIAHOgKh6VAHR8tDO4nLVXYIuzvpeSlFdHUx9Tv+Fn//pKp677IxjFB0pd8FpqJpAQFCBWfhotmdAOFZIw/fwiVxMMc2Pmi7rFY4z8Tw5/n9WY2ujV4yWHVSczqMY4inV3XWtKdW6v5ZH7+IQG9GtP7+gTT8/QB0Xq9/AAAgAElEQVQ5fSH4YHYguxMScg5NR+cRl4Pdeo0j8HC74SMf+Qj+s//8v8BHvv/78RVf8eX49Gc+DezCro0PfOADeMc7fgu+53u+B/vVI149PrInVlyplj7gvcpNJdj3+xOx0/veB4Zoy0sJKrjdhfHGGFD6RN3zpdIcLpgJgrETPkOauKqxPQhIMush2Aa4rNXr/Xr2YoQFEbteoIfoCBo8T2hqSfw00I934lnSzsc6YH0DJ61MzOG+Y9Ni71QKCqZMW/McFPKE29FaBzbZtbBKxBD1LxrbyFxwQzmAIQqbsHvljjHKqwHZT6rBQx7i41VAQpf62CSqVs1tuehuMWlGSADTTeRuCO9TTAlAA4kDle5siAHkZdtRyb+zBcp6Kb6WVtW6VVSh8UIqtUuNBKwjNT54EKDqA2auRBgLjRONbTkydjPswZwiQnQHpbWg9DjaRGtFvAV2leAYQlyeQ0NTynbLQOvhR+KOVqGlcQ+PDQR6b2xhnQ9r4R998pP4oR/6Ibx88QIf/OAHUXeKP/yZP/Pv4evf+/X4Pz76Ubzjcz4H7/9Dfwh7b3zhF74b3/1d342v+Jf+RTw+3rE68Pmf//l4z3veM0733e9+N9Za47C+9Eu+BO/8vM+bYkjZODU4VtjqwXLwXc2Zx4rGw4bN64uTwjqlre6jcWgoIWP6cP3sZv++5q/nxeiaxN3bDci8g5rqgdmlxnGgNGaxDG4jQRqCCgk+5IGDtWmjLEO1odmbAFCkirCo4FaZZrVTG6eKWnRHIh2KyPpJNGdMzfy5iXqASUXThQHlTJY35G0EU1zmRxOdtq4pW5vQRgI9RRnz46Y6dsHURkTT0adwIjj9nfQwKW/UYul77KE/xzwMEvpBrIvr3Up7p5theGtmq6msQZARHgRUzU6KrfTedAZ0s0Lr+/G9dU/nw1o3oPaprgax1xAdxsOcr3ScUlpHrNBpmUsuGA7j8PEm245JuasKL9/xDnz/939kHOVi0s9xj9343z/6Ua5J7YEaam/c74/ISLx6fMQHvukD+OZv/mbsvfHq1St8+MMfhqlWBeAvf+QjuHfj8dUrWNFn2gw7Zxqc4y1Hfg1MEeoKo8TlzyVHGDojsfg5uUMZzSbk4L3xT3Sw/9l7PW9nhA8GyUqoeriAJzRqbDoXDlOnD9KAkcZ8oIN9sqEoy90KJsVtFHLFRFTmTqnhBZ5YheqJFowFdl74RK0DmUotu59gaz4YYyScTsg7ljxohCh2MHG5h3M3mnGmFHQMEXhwP5DyMmC5Xk+NDTBEZd03lEY5RYaMM/lrTANNfvYaeChNK8ckgdn3K8xPbPssjbNuT5oqGcicyBdFnt7W/eclVfUzMT/xXLccjDh8sFGfiEVFBF2oeWNWCzZeOdVx35BpOlCqqrWveYB5iMd6/96F+/0RXXc81kbtO2KDqiKPj3i8v8JjbdxB49X6KounYlOhx6n13vtIVQGstO79BBfcZdwt0LmdJPhJ8S9ypuN89V47DK+V7z0u62rclJE+ye7VexzB6/56XozOeEwGKjcyHxUyFLanrR+LwENlRdpi69YMWwYblSeTlNpGS302YqHKKrA5xsH9l2ypUWVqypCSq94H4+DUJUyRAvK43lQ+aF68Mcr6PN7Hwa+YOtbw2pCh0v9GLkzaydhIEeUudKzDtsfBBr2mc5ClT7fbnQocvANgUt0xeij0upCXw4bW/68JqGcJW1OqqxQ8SpXX3igSFUlwFS42BvRi9NiCLIwQmM4JY7G9Ty9qdFIhWofPhokOYT9xMhPd+oDbyKqbY7onQPrKOMBLddox7QzajgCEickan2cSQBt0Qxytuz7Zh6vddpxXJWGATuyGiyG67K2QIcoQT69ugJcxL4454omBLDD9HgFPP0k56wAQveb+OOBdhQnJh70Jr+eN6KB1DMB9LIwPiN21UzkAXTRofjhQCtSgwm2hUR7SonRN/g8V+0T6oVTUUZc9OGQI4mAix3gwoqQUk65SkeITsqZuZRbtgm10MCozaO6ChSt8KG9ARSNYo0a82PA6e86xizl5PrhXNrsNeYMUhETNhLBS+jrdDDIQNjZ+JDw84DoHcbVQ1WAB8zyqKQaJXEq1E6mhLUxscQ6fXtvPpnuMWwOi9PT87hRWlNoHGq0hzObJ0TUKA20/Mz0PRUajl9dOqRWNtyIlhV0lZ+fqPLlrMnKKiAM2qBw/CX2ujTfxLf7JlXWA1VPo+Zqj5z3j67o7ilVaP05MK9Q7UTuA25aTY/p+hBhwKv6Q41iLBv4CCYQ2R22q2DRUmYZ+J6UidNnDr/Pr2Q1dwClIous2D6utqsuMCpmnXuaKUIbkf8B459YCtlvBlqOSMjm0zoGChrZEqNoERUI6EJfDkjJ2qENxoIdm14XTIgDHwMrLDnbWooFcjEmV0qaWUY9Gqqd2LaYT6JyBzY5GfNhYMAGvBT5gxu+YEg5THpoyhuaCWupb9BPovSww5DEwQTwtnNorgipHMS2idy+YyiMhDXgKmCOXuBibmBN+tljbETgC8r+reryrWD1v92qaoqGuk0ohGieKHgEBXgCMtfp6vBuezsPwNStN97MMGa6LpL5BfuSl55g5Pg2mpK3YiSB1Z2ebuETjyfQ/MmdOg7HGDf9SAMGYb+9URFmzX8dZhTDZ9IzXPvCEo7pJWwPrYTPK71O1ZTPKsx//f2pez3qnfnZUZijk2rRQKBSkwMDcbrCmwaBCU7kKg7FUa1q6GsEtO5aZlNzB8bZ9LZ/bGFhgwNd3CfW3VqPbEtV5kSrqkwL7kF0bon3orv+mHc7OCdJI2e3A6GW07awbxw8QjhNK1/k5/bbrdXdBXVJE5GUQTrhXUmszkUXMAk3kExYayEnNAjUdCVkTa8DI5N0fc279/B2K0lzJdvosQrEjTBttGwGnXqFUsMMkcV4NnRqr8xPRCVezQW+8zfD5u4I/d8W8PMWnG9YkBGigTWmMttQXJgJlO2PD8y0KzUpwQ/jj0/3gHl/DIlHGRE566Yid+i6ByFfKCEgH6YzTLuh7tFHbxDJTRvrqdHwNGUBvCivkrQBwhrELa2/K65l5dNqQCp2rmI74oJqlniEjoRJ6dCOKRpHA/tm8qZgsnOKidLApc8PMNhDL330kxx3dHD4WxlDcAPYGhoi+aI3a208O1tZ7K0JTnjCgOQ17KApJkqU93xVON1iJTldCV8xa+RXd2FlPuG5XoNmEYeCS9hRmAyupmTQ9oFaikCPRmrL7gOFZaC2orESsLNEzH2N6WztxE5JvSoSdgf9LvppIyKlIzqq2EQhVH3F9BlrLFYdVl7iw4pwKOv0UFyzXohGR0UtH31OwCWVrB5Nz1XWinovzg1uxRGlh4HQoHQjQAF322m7BMXLUXVsdMgCskoPjCJb/XjXKJB2k1aAprbVqwZt1nMwFAzaZHBEcA9CHZzcOx5F+psRLAw43p1D22cf2tXw9e+xqMm/vSRoRveDpSyVxxohG7RpeUOdC7J4D7hSxUnpuqv5x2EwNFkcj1EexI2a3TuriTTE4lw2Xrm/oLbzaJxHC8mc4JYzTdN9h0nOgwB5GTm8Jpu5wR8PbcKNLqukUdRWN+kgl6d+N//m74O8NHuodgRsUxTUGJyylw8a4BiNzo1VL+rt5fZ0+EH1wLK3pVTp9dPhw/g0BNDZW78G7NA2W32VSuNI5OLpw5NNnvR2ZGi6grXHcC2Dv4wz0e2PsnHo3gMXr30QzeU82ji7Y6HmPdJV6ebscSdJcHXyYRggDuzylvPCCSh04Igh733l/6fd7W736gdDBusOTwFBMsQOONi+FiQs0Yfgk9tbeZcS+X2lk53aEfK79YuJf69fzp67GSKy9A4Lb/Elp6EdjKlwAnoC4AA1X5mBeK7XNm57uXux17SBn+AbRB0T+zbWOobTn656QnxgNJdALje6catihJJwD183PHKxFv8tfEnQex6h2gFXWyNm0C8RrKhK3aBixKrhfEoceowMC0NASa6vBBjiSkNewWmmKrynmP0+IzlwLGVMEApfWrQhJJ0m2GwD1+8DoGde0/6TJxipT2NepmvL9TpV8uC2qMNiSM0pYa1cvZq2X7GBNdXNwKzkzv8sb22k5KpSWslskCtMO1ZffrSo5iRgIoKJl/EozUFo0Gyh11PUpUhv81mfA0b6jUq3BGNgIUaP4hr5pgLWk401XGlKxnXccMdTS+vfeFCSVMa4q5AvpHTb5kY513z4a4HV+PXNE17NpOhYiFjrIsaqpf/HpctPmtMaglTZ1jzrr0VrThlEU5sCt1NnQ7udDTQO/Hyejl57I5LQSleagNg9990R13lTjMW0o4xglMtYpArqbM109k5MYDI1oiNPkKmuA8kFzffXZuJG99lXDzcolgAoT24eSV+Rrsmyc252ACcCO9h6t1NzLk3Q5AqpKYLX5ZycS6HY0dApBZ8rW5YAH03sD8Pz4E3FPGoyTRvOe+Q/U9vPQGEXsdQ6pe5IBR6Fn4I/JRoTWZEZZqobzjKszC33fmU4WgMQgqD6t687EgQp4D8bKaHg0yUtrOftP/xucdzodgL0ba0O4sMYABPtnr21vvk/jgCM7JRHOLCuepMmkWiOt8Up85lOfwk//1E/hTXg9M0aHOcBYdyAekZ3acay0RgDZNQWHwcOAk8pcDsNyCujSH+JUbsG0hhUzXsCTaMxe3+mrjAgUffGAHh7WKELgskEdlcj7k4Yhb5kLK51S8lA7sipzufTdW1w2gvSq7UWgg8UJN2Y3cMB8nDm0wDGeNAQ2p0CIBhLNosIUfS4PxdO6Rm7cnQtXQ9QtA0PjUFZ3kRGzKGrMArl3GHMoK4jTcVg0RoTAa+gqrKXq2RRPeokjy/E3YJP7oaaQF2jZJ9JkJBN/cR6lanSLEpP6t9UQUb1GhNNhlQnpTKWdBht2OEUqO8ErJw6W4kIOB9GDIArap3YiSt9b0fVam1DG4lptfdZK8kSxrrQpzPkg7bOHeM4+ZeJ9rpY70jaO+uLlS7z7i77o/+MEvz6v56eXqG2L0+rp/e91VxxnnE70i6ZGyBNBSdhIKWojDZ+HL0AMBI9KTR3pEUw3tYHvA9NTGaXSgbQZrAJuuWa4i/G3ayQ0KQhU+YLoJiIDR/cof7BXA5NCx1DxjSORIxb+BzdvhwfsnTS+L9cyUZKjxUh4tJ9FM9EE0K0u0k7zg24gRUWpS5sYlIpfD0oDEg814fYQbwFMRDtRuyq8vOyeKicQ6C0YwCmVDtuoiTiyQdEBzpIrign2RqSGzWyny6WiRwmXKqXLjmq1RjRGm9epNdmgw5k+3KLK9aSIcrg0GiyDudUMAH/fPai2xhFYRYI4n5GUorH0eX2cjvbQk4b9prEe2f353UZGjdGKCMmYHTgCt9tANHTiNt6SylLHhY3v7cUD3vUFX/CrntvX7fW8GJ0j5QZD6M1Gcip18CFtpSFsxg9wylE8wTN8wImHxGA2Ljjc9w1ZKQMjw5SqTrpjQEjUvb3542h2dR9hTgDG5nyIbxfvPZJJoRCyThoNYDAgG4WQnt5cVx3CKIPDOJvXElM2EMKuZs5Fn+s7a9xA8jJoVAMcPKRanY1jjOkQTyw1ZAY0ssW+Thtzp2SMtExyPngWVVvoqIw1BVihdrHiOmXKzsBrO/2qIIXFFV4G6I7KA3dds6Nf3mth9YEx2N1G97CVQk7kDj5XGlWG/hUtWoeKOIlJRTsdAZ8UGrCkF2fK2kCXkuLWejD6gwjEhj7oBNwJGbGm4nyd8cFrpkFHJdgRBBgT7T6td46+tyXxIUqO+IheewSLEZBzm4DC0XYduafX/fW8EV27BM7Ni7gzigtMr2EgcU+D4xoXZz5XnJardqiCeeNlQzKx7C0NNIgi4rSrG2jJhMNN7iwoOO1xTys7D/idaZxI1+LWtKOLJpAX4A3FYoX5QkmBPXXgScWzlVpNIKD/34okbODW5a7htYgAUtcu2ZekJYRNOlaIKQ9Gk6FFF22CeLnuLxoWEp2CzQD7NdwyAMOHA3BS/zYBIubfFo5htoGbwTmXvt5YmkolrbxEUkoLMUUX35tANgA0VlcyskP+Wx544ER0djosioUcwBScVNHcKCy/STlzXZ4RL52oq59deB8BisTbfG3Rk1wU2E8hEztPuMKfgPZ/RJFQDgCdZCZoclgDU2iA92b3kxT2CvVYUALd6M/wyi3v/6SI9pq/nhmjI0QdEO4KKQZHHqJqE+RmShV638Eh/DAclZU2OrQ5yf2sqbjRo2mDWQRN5qpGBHSf3tO4SC8thvilzoADDnEz2PtV15B6rwaIqbdasHDSv1Dk1Gshg+lJDq8LsBlxhOSo0UbRhsXpNrE7SfZMunrkNtMRDH9Z+BRTav3T5aD0kzmrLNQY14LWWRF4qFpqAw4cTA50Wp7vau296Rq5/P7M2QBIetVemSLPdVcKvxoHeN/EQRXlJexQZGTK630c0hSvMua+QnspASy7mQrsuhC1hwkgwVNJ1VvkE8HiT4w01YFaoKFE6eJJcu/v4HVYMHOuDS14tIAF3O8nup4uEWUSQ8FyVBwXPpyi2Z5IANiPEo69Ad1b4rdsb7vY8Nf69cypK1M3BTvgrFIA4EPbbfltpXO9tQm5/MvqFN64Ird605qUkWvh8qSH3JrRuKaPsUu4oAyKuVtV7DIoHlbP/bQ1sIEx0NwgObQC065m9jqpc6egMtJEGcAm0BxxYTAxhONGd3SpQ3r3rAkpZLhTYyKV2gKxDRNcjG8LfC7NaHU0gcA9RFPZR3h0+j3BwlDwAbJymewzZSEp5mdTSCil3FUck4hLNOfPbVOEatLySYNltBh4umsEB77Iy/U44pRhcF07lOrRmNWZlWHjY+eR6xjOorG4h6LSBAscYdNeo3Qccy+JWCeiTQlIWFnZfa/aiaqwxkS9UVSGsY5gQg4xBAegEFvk9yogqWzClODQX9DECkM8wglElXUElAqjkbdNFKTeNis3ho342r+eN6JrRXTK71p4lIkVJpcyMutRfVBbPCMotV0xkuDnrgtlpJNpAeTVw3z6JtAcwaiPXQ+Js8t7PCJAvtgJ5WOiTDelm+9VXRrCkoCHLuPAdTfocAYAeWEeRVNKD9dL+w0RpIEAJj5jDAMc1V48uQfBNFxpjMGmuHnlZJLYY+pZ6Bs4m6MbsfLMhm3jgEy5arTfoIIw/61xopBJEScS44Edg+yIlh/BYofpOVWCGCDaDaT95rtSVJ2cD0HD7u+8VB4j5ED7YgSvhpq0jCdGr+WYxJNL9TgHekQToL3Lggs7MbJBdRXLbQUJ7CFPY/wZ/n6IkByNarWxZbOxPznwaCq9KmAEFkxrsRFyhXachknkblG8RNWGTNzLGw0s3LSeiV2pbIfY85Vs/Tq/np0w7IPSdePA3sjL3FPyhjK0edowkqyfIr4TntOYPYrcKnuFW5bsU8H6aUyPLUMdqJA2vwxPzQdgvPX03+ofI2LA3mWpnITS2zoM/kuKWsGiSDe7GwBBJP4eOO1hda1jcRaD/m1dopahYVz6GtkiBxU4ACiVGiqLDikjpHM4AjZIAKywEQebmqZ3pIoDMXMN/H7LzxvzaoCtWzZ4kCKHaDawkenGzS1ZNpKXNi2v8b5Ezta+s+NhoSBUBJF/mvs56r2h9fKQ55G2hwL03iilbghWgwEpEpeksayH56i+5aAjsGKkJ1QpJvVnB6NKtKLvLjS2yMOCEyZS1Dq43VHXzCE4d3524ilZXRGcMxEb72v0rKWbLAGtwUOSeQ+F/xYl3VUjKvu6v56fR6ccIfoREXdAqVPC2ANTW86yJFnXAoFoGhX2DB5Pm0rRfKZ33biZt6fXg5ssSLR8UljIQCxoApT3MQ9SIsfo+UBaSsddEKH0DUoDz82yYhxdkioHJhFvpoCd1/cqwqw9SiEoRVwK9UyJsdcv9GzS2ocGssQpdOEmlfKPLIYwRdYJVQhJpUaQDLcNg97Cez3G6O4IC0/TbouOGie6KYq6V5+UWOs33RShbpSt9LYuZ7MxlBernIzR00S1bqBLzgQU6jTv0dO1MmIGGs2a8K6OoengqMJwNESdRHZBODK/xOBtCS7RyiOwxogUOvZgihWje823+qRpnV0MaHXtVJHAHfUA3OTolL6n1tS9ve6RTcss2Rj6+SQlz0rE9QpmURU0oJXzpHEAhNf79ezmvFKhdycKN4KtxX+fthUAqzbUeIVy0C66gUUOAdiVo6UXR4PBNATelMrvGs2gPa/UixCnTzjHWEumTf41f1devpMOngKL7gtVEizc7aQcqRQ8U+D9FU8JtSMpWklHXE7Z5iIaiJpUJBDopdqeIk4bAvP60K7WNSI5nBtByktiybj2HHrfl7tOLLjJ9LJPlVDpZSjiPn2timaTqdRdKSydVY2D8nFiRl+492mTM6WDn+8+1IMFejxj9QHeE06Jg9E7TmRkbtlNUVtCMIjTdCaI3A5VEiJ19dkDuHOiUV9PC2aI4vWuFhE8EwjrC9pPtIyxcdceybHRzgNmHW9LtJ8s9GNT+lzrsy+V7r5AGhMd656vGnhVxTZrtKyszk21qv96IL+Zuv7/8wq1DcXaWPkIYFFnLoBWOZ3i6DYc4jr5KNbBlwCff3KTGKXQoy+nuwDZ7zKE/p2D12BSCCDJ04p4uvmGaCtjYnAcPuSKrgBbUGmC8SA4NQz12jK1O0a9r2ETQKPcbFUqczk0OKit4htWRWEadeYiBGrvJyn+adiX4a8WaF+4lz3/ic7qsrYRjHm2CiHDyepAbMzQGQZEplkEW82CEVZPBKnKsqLpiZ4NXxjJah6+1kXwoNrAAtspbmKehfngAYWDbzuvMrNzkK8adgk298tLTaS9DGdojyFi3ufRjyGnlroGv1L3qU3C/RUXYwYaW/PduqmOw5S2cS9FmFZ80b0e42xnRCM+DtpZjv9r6s8i7tuic0VIKEIzebsAkerwJryeP6JrzW+owF28umpw8EiYVMpjwEN2wOhWZDMYiw8cwAEvgSEfFzBVphA9xIFRwociJIRZQxWh/E6Jc0du2ilYQJERjRfB9tOL6iLL+Msk9QSBaS0yFgcApa4HR0eOhiRVwgE5OccJrqXxejfnzbaLKpAhxWcx5JeiOHee8FNSB0QUHfeBxqnIFqD+d3dMNMgNFNSQ51jEAixPNaq9IQqKojkb1Gl18rra4IflsEjf5dwiYouBU8GMNkGXBZSD8ymaCRys6fLcbLlN0fHncO1o5N2yZykxBFN6G8kxllI02QFOISuI7snn013oxWiPqfEGB6LjFJMu9w61+OFSCHEvbmQjbyduzTwFINNYjEH6Pq9iFRx/CNyC8gfR5I0+JhT5KXdJ051f/9ezFyMCwfAeC0nElw8zkvSS7lMAgKOoHoqDDy8laZqRTniTQeG9POjmZqVTNobHzW3eWoX4S/LMaOCmilrHHi893QvQmdpH/tt8JqeLNsj6VhZfZJCc6vHKdIACjLJ0nbT8uhlFWRlK2f2pvdA+2GoCd7p3jINwNkUmkQc7kyvB0G2CRrmtRAx9Rjs9bbjPlQWcOgRYhzOKkoeO0uehpIMb0Jm4Ejt/132hhXOhRWUJBOpSgcfFSCqyClchBSVoQM/EjQ5N66T9LJKccZcpo7bVvmVIYuSnjMkq9o9k9TSkJTiUDwD8tBxZrpqnTePoqBaAhlDH7G1EH0067YfqxN58EIVCScIpbCyB05t7SWW9X5cKILXoLEoK20u7KyPlHN+MaA74DYjoJo1LcoQcr3GfnalGAIYKsNEjqT3GBpCsjvEtCI8ohAZjuyHftI7JJOKobvgfl9DhCBcNklPJ2r/P6tZ1uHHgGF23jjWIKZq1zvawxC5t5jgcJ9+oq8o8j+aBAaeUDADJNFOfYQxy+G5hygRvYokFLCietJtLSudmdmqrSQUkF1rGWE1CAx2EQuEISAElp3jB2aMALPkzGByfwe4e8jMvJ8/UKpg2MXG7ol6lwuWoSilv1fDdpsO/HZ9q3SSNxXGaB7+6YohOA0mcVvGl+lJttqHEGFe3UVUHsowHikoTTA9NQHa07Cp16jmHolkXMZb2jHFSwwsu1FQFIgXFgKnmCE2oSON9Zj5iCWZwFdddRGsHapO0DHVX+FVWyXlDbN1vQNXVBYIEpyNoQPQl1aIhycGExtvrcIzcdECRWE50Ugjsvl16Ub1BBBKrzohJFY1t9OAf7NZQVAFGHJl5EZhUFOGm9XCEBKqMiE4ydy2aC+ISHYF2e7o/xlDK8ydwJlsrtdQ9pC2l7rHl2Z/K9uRwFjsUZTnNh1VBmB7f0MRv7DCi1VardNlcr0plpz0GNXwxstzXdqQVQSFMVfWuGNkTmW+tU/eh8/j5Mk2W1whIpFPGQ1Vp0WphEYdpUXPzuozhPEs9p+Mk5GSVvroyPBGxv17rncnvEC9pjGdNr2mrGKNksy10KvSzTwcHC0faG4YwdK2JRMYdqJSj1440NnmpXANg+5zvSWltyqiS6qTAdl/2ntJYdxC9IXbu+VNXV/3IL6JqSWYOOXUeEhiBWVmh5LEIoZ+rdaO0Q5Xopw3ipQZ5pptsux6Rzog5sB3ivCldqsApQlyxId+JsA8EW3lIiRFeVKpkNnRaGbe2aCbX9HHr+0dQAOrggCBG/XzLoNTe/D0rcOhXdpxqJL27jKtA861D0kE1EMAimifiKAFN1kGjYWimnrrt0HeXn6HmLWxFDTYGKxKPUoTm2XXbEx/G6laRQjggeiImG84tYQErwtiChiM4QQy+fv4w4JkcKDxtx1JUtvuQmgkVhEzl4r06a7BzEjZm+Sjuz6D0TTrq5vMo890Kwigvz197uYsV3XBOk+sazwLQZDTcEXGoUoQZ4qKvKMMPnFnCOJmQozl3oMDPSLNaet8RSWIy1+IwBV73129A1VXwUwda9dVCYSMmSvLmCUCYBpBL4DnOg0nnKcAAACAASURBVLHBgTwmwMNavUERD0358q6Q0WBWFyd1aW+vGI/KGc4bBqMP6x46Qx7TSK/oxSOWVaTRgIdky2DzTMVwlSI8VUpN71D7GWMuUF2YRuFmJ6ADWuJrVeCkKBcllTOBnofuFkxVgtZfyhWhtJpG8KZIbyGmzarTkYYiT+E7MQaXl8X7W7A6ygZwSxhmVLVXWKCiYzXxqSuCBzMrRMeBkueAdafmEAp6qD4DdByl87mINhONtRIpcrUjuBFjWEvv21xvRYTW+uty5b+Rvad4ELHAiWSH8hJyTrExuNkYIGOBIjfTsdOo0ecwPPQ2bdRFBBbAvYAHZQFyBLGs/KM3ubrq5wSMGsoMIrIjFRG6buvs/+757Dfh9eyGblKTFYBhWqVD0Ji9KCEVocgEADarp4010RIjRPHu4KKAOiAaaFfkFLl5epPloxmpxZNDXBMg8mcM0BTRYTIobVNfn4H6QxehTRUlQq1iQLDi7DQPrSq0IkilmoAjPOhnMSkYIxPnwDVYIYBJubjJZZTBVHvIs3F6MVGtdjliP6V0pxTl8ZpVF9ZzmMbzxein/Qz6RHP8H1n2KZoJcGgRq7humtaKxtHKQzBaKzGm7VgYAXPN3aYGsJDC9zDiyxHFpMnbgIZsK7ITrkj7Io5ep94Lra1xWBmvUESswk+BUe4KcT/LO1kUogAj5xCkYcPnivBhhgLal7td5tAGE7+ts4AXgb7zqrvZstfVGumJicOutCtuXOG96QwEsPQUAMRuBNY4K2Yd/+9n93V6PT9GB6ZYo8KhzoK8HpoIPmBIUFHR0MD44R2Ewx0z0NuFxKbhvCsTBo2gJ1hdP2+2hgFlQMWFBnHEOiC2oshmuIgGTpdGHYwxhavNJm83y/esAY0gmPqGaTG6jnaypCilnSKL8lGt319sWbK0ka5FH4NdrcjZxs9/OGsAJ0w+Y8ZAZa0948J9odMx0eYDXnhcPnBuTWorEZ8CUsoIFBLKFOdxOlKD4x0bXRmxwqk/AMLBItF1tq1FENw/+2RwzN4jOU/DrgFA4DXZCduZed1QNX2gK05kyitlinvTRiOcqhQzDhwBPbupNittpspxCjpg+uKIuiPRd16hGE38rDz3GuIyPXkuxpPhiFrPMM27U8tkAtWbDkv767QSvt6v54/oCLyJywPEKsFY3gAQtiLWtqp2hUYul/m5o+7H9KnRnxvrXssuaiKsSXGNzzjsd4STTOGubHIEU4jeqi4aoyt6cUc4BRk+GVPiOoWNPKmcvG3pkFq2KNGqfDLlJV7olCxEP7h8t95XwaraCBpcjHE6rY9kZ4H4HglWM696ZQCjv31Jb6hA0ljiIw7X0RFDHKLqiE4qcraxxxNgvCQFVDK8QQL3BtiO1ug6XSLoPcUZGHoI44hx/q0dcZ31JFUlqCg98AHGuDvqdExljqzKA0NKNlbsNbJDq+5pu/J9R0pOXTMdHhRjNWdhTlWZuGRQXTlb8zxI6cnUwPEA7orEmKJidBWhqIvjG+WQjaEqQHCKfCVENw5flJgkxTxTDrj7CCoMzPOav569GJHCjJAbHRvR+eSQeKaAaRj04NTz30WawpVXNmV4pXwanCiMDdoENJip3w814DcCqPvgRNY1c2TkAkm4nB+qborMO9fNC5c4gQyxDzgUiQCqjnIhHnCJkEIdBKUUCpLiUbSzRadY6NmI5JZhJMQHZwwZ02hq3UUw1XHkMu1ThwbhCGMGcgOiQPhdJ9L1d5kU3TA+Z0D7UjgKa7kFUEpPw1fvQornxOpmSzMzGmPsONKyGZI6RQ4+vwIOjmgKyAre+wAMAN7mDG4OyZxWOuS8OgylqrO+Snst+xT6fjpl7pWt5+wqO40NP5xVUPPfuFf9qirtbaWw+rraDaxCrhvagKf2UWlADvqsuQ1643KY63AsWW5t9JLUvDsj9JRPX8zr/Xre1FWRTaO58ftGuWd4c9HrA4DBMipU2FsJcMUlrbh43gbU0O2xedDPaJg2MByxI4JpQ3HBUoKldotTEpPpOdClKGxAf/1sO8WEDy4v1jQAH35uzFDQJZ4XHDkxfVsyuRORGNsLi5eGc/JZG55FRoLZjGr6icHRWtAWHGN3kUtyWjgCkIHPUrC1yvHAD2+LfozjnSSo514cXTOL5udbMqvbKhxO2VUZb0P3A/idaLIok3WVXqpd7DrpPlX+uKh7JGkyQxvRtUykKoMxbW+hAobT3pREVbPrhNHxKQZQddjT4ei4PDicw4xaEfrJSI5ZlowTCAfcsoA7uSrTAyz6kmVAGen1cOfc0ljN/ls/Ad9sbBGanabGgSLekIDuNyCiW0uctkZmURI/XCW94m3HCGQ4bRMht5iSJXgYljZ3AIgl7pD5qGEnVgcHgbhwTazIBo+b0g9dZf9yeuc0DchS+gQZhmva0H1OkP7ngz+bOc69sADC71gLon60tUBhfiCEvSQgqSttbBtqJUgraDz2xSiwI2CP12ZLU+K6q3nEYjA9CjIuoJPRjg9BGEPN2SwT/VyfdV9oHUGooLyual1zOr99AeMZMJQMOkEWmaD2PKjVjVJUMnzqhW07CTsVkNhsIQVHcLg4EcMpvgIbP+OSnnY/k9d2T2RuceGOA2/we9yFwW9bWoOEnBDkNDKGDwplHYYcqEnifhjpHjragx25g+Q80Imi4ARVg23InCJsFLCBvDfumwpCrJRvRNzwJryeF6PrZgMzuDFrgwcJNyB6gFPJRsLkzVYU5KpbJo3EVip5l7cEWkRISjKFKllbBgNxKltUnFgnggR4ugf7KOFWNHLWybMRSnHA1G00n0O75w0esnsxKV53iLelCWQ4RQtCgb5O8L9Kl6BrKosXyLjzO6gUy2qf/p6pCqSVQ3IOk2OtzJj0MBrTfpeIkQmiNh0Gu5rncRm84gpf8UMl4rkQe0/UOBXpYDp2lQBfSkIDcigy0nR6+yJKsFhN7s3+3W7hj7yPtVJUJRcL/DuJm66dqbyq0DbeMtomNDtSv0rYe/86fa8yLuanrgj1MMdlk3qeC7sf+klfdm2u/Q1yenqesRKBpQi9Eb3mfFSfJv6OC3aq9DXBan2LLB7KYxkkALdbjDzTEkwQgAzpb6auv+7XpIr6lpWq9lz7CJVbGcsbZjy4MWkUgthC98j3hMCraGBv9U4EeXVL3rqV6hnUNj/Mmz5cpbxET62LyEu7TCDUJ9mKsIbzzisVWZDV2aNUzDS3RHQ+B4vr4mu8VM9mzWJSC25iUSri4DImQQMyeEM9gKgLUDRRwgQtFipCrhrqB7MKYPeWDDxUrexxUlPAiJjrXMDIvlcVjd3lXpimUi9vQ5GP0rxS9bl3IULJcQxipYgM4mFyAZnJ876pKdDIWPDdtsnjc49cYxvk0zPtYeWkooyxM+Sg98Xw7npI146GUla8HEi30vWO6eShmEOgyjX1BpbJyY4oaby6RCa+beAhUIs0IF4Pn2y151DIjclwb0jabxdTaq27bpt7wwacOTDufU2fX//Xs1ddSxJEyIXqVHuVSJ9K73yg0oCSsSIYbwFc0StJFDmtbO5xtpVlEfBtVXWZR86jDBc8+LeDOzlSgdNfbm7+bhiT5v3AvCxtsoAKLCUDHayi2XAmW422P03RgzXEZnZnHCmeUaIA12A7CnPEwTubCGkiDa3Vcq9vuMfX6iZH9n3wmTCOxFjTcvW0reokSb8nnxY1gLkePexJeb3OjYYHIoWri6o4R2NY/BTUVJTXgGeC8AnEzJsNQFV5GYuuE6k5Xb5c1xPnAQw+CeBUZB3B6X3zXHy9StNNd6kS4R2uRnO/wNhhe4fYOZqADrhzxVFVN2byGHltm+9/jEmHrX3oylRtVuF9/RHBZ54hHiPv2v3I5t2lnAwauCmguD6+1/n17BjdLX2ONzIeyf6/bi5t9tYbiDO0AHYcxn+bi6Rm90xjzugorE7knWlrodRmg0k9EqxmmjwX6jRYNizASXUJxE1xIjXX1OnwkFUhhds+zf8Accm6HLQQ+bniMOUtn16K8NA9FdCGUxWRdtuRAa9xIoYWLsNcfd5HmSVGsLkAYEO1kMH/fOCuM2M7TDJm29gGq9UpMYUV+CzaiyeoXYFtR0etNN3Gm1gf19ZVcFdjSfNZ1IkDoxCUDFb0VMBLUQ7CuJwqxaJ7NE66eY0uXRBZurallHvpc4cnqPfeu5n2l7pmRLprGf0EcMeWsbChtCN2j84xyKG1YzSr33a6HkEKFgoRL4HN1jKLfxpvyw7skCKyLZSud4NV3R01ZHMiDIEMKhF3Jgp3ptgyvI4sX/fXs6euOpuonai+Abkp/tfSUbNBUXjONGINLhUC+mt6ZnuGqACs0GYxDSqV+FeILCqPZ84VuXQnisTSpCjgSVRgzhZwvL5OC0wDjjjgfyhynBkH/VRosmSQsnsaqs8BOIertOkTEmnMGyNB/7s2KNVy9dmAlGSFuZWLJ4xyyzw2BDqBu+6i1TLl6zBJmA1VOU5gT2SpLpKMA/JfojfgYtBwnJfvK3XNLiBAa2JqsZPMFY1eUJSitVbMn5lngPTeQC713ipCKiBD0uRaGze5uxjigokryPc+MkfDk4sYlRESbY+xZEpKUu+adXOhCco6TgWa+6BORTYxRRbL9NuhUSTzFZa4prtOtLjjrBmb9b0nDu7Ks6FnomvIaOxdEBUPrHaHil91MOHX/PW8qWtcqBpLFTiVF9mjSoMRAEJ9hk7p2qTZdIQGGjxhGvKvEKqO05Dto3FSO6fBZsczJdPmtoHTxjC9qoXplIyCN65/zghL5jYWsGsarnnrF8LqSnnsGGNtsN8T3v0e/4xG1GTpvpB+ifdUkEoQU5lTr2y8TTFYkWhzmbCsceVZB9CalSg0CTw2IG7LkH5TzeVoFReEt10xO4usGoc09cEgugsS1g+0iZtn4EijW0C903UB+YrcXH2tNh7bh8sGDXwRR9CqvjMp6+LAvEecuiMu3S2ZQLMAQ51D/xumiOBKsNcRy5F1q5AEFVN4c0NFUX83ux+U7recaMWhIjkubYmppgKHavIEtUP4Z/Igd1v2ST43EqGzx/Giiwauj6N9E17PWlt2WsQyJkmsgVcInKppQHiMDt4YgRb1wf2HUycLWH7ICExIFsnAdETT2wcrdubjVZDOMRsU3qg9Fj9WYJW4c0sAtr9NhjuRQByO1jRyXzAzABPqLN/xTIkHsLSNTXrVeq1LJMTq6gNMUSF43hd6mWkuBMtHaUTQEiOEmHGRkzpGixsnI5SXQk0VHtJYHQ/MUnQkyznk7LhEduYcXiuVsdh7GhUSeLHMUGrtobYsjAK0Ozky423RNg1GqcLdSb4dYDXkqypyiIpz0upb1bSDoftCZRJmupaixIPf8XfCXYuqUiuKA4sko3vn/RmOZlsq0w2P2bxG7oSByTcYlWcEAg8qLDjdVR6holmij9YgAh6TiCETy0Hh7Gv3j0cBte9S6zGl5c14PXvqOooacQebuBbcXF/gxrwO7GjEeE4kD9UCvSjgkjg3fMvj3yvQnehkpWpjifl/VxRYE0FZpvsoVii6aOIvtcHBLQUJuDkBB1o0mM1eH3n7adeG+163MLAGB0y3mulL6VHakMu2Q+lcQSnHBquRvFNsUGW2C+htVy1AeprWQxVopYjVHJbcOhTVYv37zyDYrpQPjWHr11ZMrJTMOhtZrcKMJkIo1Wutpy4L2Zy+tgn3oaOQ9xI0z8Pp6HDMemlSWDFyeezTcsUgjMRwLxQr8Ur5CkAu4N7qLpBYhByN13aPEwXc0rYtpSXvkF6r3Wh38WgzO00PZQWx20gFGhuhyWwwPlleP6XwTYwx/f0Xg+uBO7GKIqqp0dyJwQBTIgF0tCmjl4g+xRLjirsbEGm+m1Xv9bLhZtnlZCifvR75T8Xr2dmCO2KELJ3yAUCCWnFTUSgYXYBBfxqT02YDRRx8VDKWm+nwz3/sY/irf/2v4ct++49xNGEDSFetbmjcgU552bkM8NMDXYlYITyxxzsySNgYySOVSwDI2xeipbACAIt/N//MaZ097PCwwtXIxgDdxagQuTGqidDmrK2S3wJ6A8vpDuCQg3TRGw/trRnx2JjmBmop6NLhDlEicLscvBAkaQqQ2IzJZvCIpeqqU391ulCpgIY4mUqd9YkxFIhC9g1UA17o3uTG1UJoLF/ETVVWrUs7omUFm59757rPnvEjveH0zoL4WtNoIWTU1541x3X9ob0S+uwIgve9YLjfElIhxxp9m+8uAqSgOETIGfG7UjMnpB46ldFGIqKwcMM/+KVfxE//vb+Lx8/c0fsYwCm8NNdEqn4Y8VE4qgZ6NwnacpQJAJm4IfFoVn1p/CFOJ8Xr/npmQ+ekr9nXWYkYlZKFwh0rWSnNdeEkGcdwhADurxYm435RoPGwEp/7uZ+Lj3707+Ej3/dX8PKFld6EU0AhexxA2Ic9yASeK63a4nwdG8NN7ABf7UHaJGIO4zrIWrnG4E1OW3i1F/sq+9VomJYw2Nb8UFXVjqOCrT8PloVQJbG1q83BO9/Dez4HWjcsoyJjNhuesUHEDZwn4bTLFy+j5XQ4L0+5ecinUNOhJvXWdZXW3uvkFFe2E3ii1Fvha+d7javSqA/p0rdDTK+ZkkG0FVJJSvcoegXDzLM/+qwJpcz52bH4pD3zo+fRai2v393OXnrur4opOGEI7aC4CCoodd4oZCf2vuMXP/4JfP5vfRde/pYbAqe3ud72HEKZAhdN679NvYKKYMIHe3NtNiSRdtJvc1pf99fzYnTMhxC3BeQeI0caA7EzEl0ZITAdwonc1sLWKD/znxom+7KT4Yu/7Lfjm/6dD+Dnf+4XtIFrohIfwZbF8uEPEBshNUSbpcmyTyQqCjc4ZUugGW2c6MFxGmR44mIoAKAH5F4RuIOpZCbJvKnv7KIMZ7q/KAq7pCFy2dDlSEvn1GRVhOg3woIwxl3pGUE93Rd3NgFv8toa4HpF4t6FmyAuwBwrrw2eGLpunJOL8++0XVcYgnhmKY2CP07WxX/2+vFzFyK3riGxUcIIFZU1n5Gvt+cZXIyvrn9r3XjyE9UbaxH79e3UxSm0jJ+N2tz7ZAFXjh6dE4sdfI8/tf38pU4yFJGwQ61xgJnkXS7hogngXe/+rfgXvux3YWu4+a0I1Qzns7SntRfY002n6v2QRRGIFSXjn9QFXLzZEGXIrXCv++tZDV2BHumhWYxAJbDahVJYTvsmvCqgaiIwGyoBbtS1LjgdN2U9bnzpe34H/sSf/BNME1yOVaRzZX1TOLsv/2Kek1NpTQhrc7bM8aJxcySicgjG0D35HhtCRhWhw11g1Wx3IrPQTUkjVuRiWtoCd1gufOuAQRuYc2w55Luw4RYhKmjIcIVIoapquhcy0LjFwr23lkcH2utkvFP37LJPNwPrBeCxY0QuATsNVXP1+5khSgSUNvWlggh4xJ9l8/1hDbW0NYtFNO5jZyYKblwifaehAOkevcfUOOX18w2w+sueYYDbfqOae2I7sjtuke1wHYOBZnCokO+9y1X9LWPFJwMck+croWEVbHF5rt6X4Zgtb7h3YaHwOe/4HAYJisiZ4uLw5xShFsydPFuw9V10MhD7JlArce+Nu4w0q+ZvRq/rs95lInALRhSNQiYZ5QFMda3RlCEv8X7a0D9fHgDiDWcBACQLCLeV+ILP+wJY4fYKQF+9PEDPai/rIIPR47X628qOUptTXlu4iKtnbZLw2zJCH5dSuuiDd8yqW6t4oENWYEQQHdlkMuqVbpm5Uz6I13YnVxzJH3M9EJd+SxnjjIMdXtK1bka3M+s23ma+lTby8y+GpwrIG7lvxftlRLGmneqsihrOUZxwNZ0P4bBMK8znmlJt8c9sRG+IQ36Gy0NJJ6aUDXpuVhHRyBylq47WiNllbaiWeSJjPd+w0Q9XVOV4AHQu9L7ziic0dRgt699+6jk0Emh/L90f09dEtyZ5KSUl/YrX3aqqruRsZBLI+b7dpSINJjrLAu7CACIelOVsto/FDTcAn5YX671xu73+xu5Z73AATwRiLRQWou/aMzmN1NzhDOFNzQjRASD9/0aIhzUuTjWMnj7P2DUb1VUMH0BjQjaAgcBjHSOoPFB/DKD3BG0BDYMJyaiDn7/3VkqmA9mOOFgIIEudh9cljHTxI5Te7AvOclflrYg1dTeyCo82rrDRNCgNDOjosV7i/91lYqe9LQJ1PylZzCcp/dHhNmGRERimKFJ1n7RohgoFkPWIx1LoV0rbmgvvXk9ZLgbmCDyiJEfO6wo5lvbBDglAJCdpVAB1ZwT16HsmqVAGCnjUPgEwxtw8tkdnBgxiZm4HWtFclGyTHQN/ud35kDVip4SPe1rSEFsVcj6fJaDAYwl5RQW3qgGMwB75MIEotka2ilMOV+nthiTeTRx2NAJxMh4r0KTOjIdbU7POrpHUEhZq+mSsb0jV9dnvktgBow56LWCnqknTfF9qidIF2cg1D34PblInOQyaj5kCpujIGmumEWA5EhKvKqb+oAskxpaBaeT3RjpkWBGM/TlgZASJMdLLaxPqs0qSxA+KMHgun+Je3OiOYHg5rpKNcdLfeeGHF2buFdaadOZa5fXfG0pDI4YgumRYfWhkt7HUlJ9ag+ye5J5BpgnXTDUDrojbONKheEraFGnWujgmrYO+e+GsoRWRFVLC/JslTG30BUcD/xinLUFJ4nnhgIqfq/UiLptw7yrvO7V3MHUkH4rUZ3VZdolY2vX3ojC0mYWQX5DDioSHJFnmagQb4ABRFVUZfHMfr8U0fpci81Y3iyJiqxlzbUOzas8uWDP1K9C3G9vKWsaxTpL9ur9+Q8x5o/Wg1wCj/Hd55JXo5YgAcEM8DYhLWzyNTDFVmusWSSWmHcppWdmolWS/25GDuUXcyNmNXSzdszYlA1sQRywUHLbwD7/kq224JIE0Fcal64B/TFrATGpymojGbSUpMTiYF2T0h2Rq0qd+WE3S71SocbCyVh9wKgJwdW11A9mq5EmYNEIBhHh2tjFjhoAuR9U6cFY+AY1Dgh0XjOZ06MdwB3CJ1E/fRs+hp5x7SzsQpEZkziF325a7APMOdLAVkMF0cVYtGvdwIBrDEbN4xK1ZaCrswQSZ1tmgtMi0gdMLzf/dK5C9lEyY7tGTxy+lvh6l+CADfNemodN4euDcDTGK1rNPHan18D87RSWZtbB1LkAUGjpGdRg1q8a7ABRFYjPu2CNq2xT2vDr91/j1vIbOG7kD0Rsdxd7CIC6XwFQVUX1oE8CpMKmFJi59pGfOpUQ69bN0+mgDBqVXAIwUstIFpFrQStGava/7Fh8kgd0ORQAI5hHushXx6f+UUTOIaNOlHLRRU0zpaCCoeitPbs+aedJTVAxZ1eMBmYqfA2NDNQC1wP4hESewa0/0dAejrNBnL5Fycc4rqnuqlYzAF4Zxr8MUIux6TSoUgctKrgS2VWN8ABWx6YjNYjpGV3yuSMcR3iXSEnRAUmzzGnBSvAbwgGQ10TSbXXPvu0+Eh+La3/IUlwxJdPUUpJwetvcZenDXgUfkdArAHZJzalbaM/p0xSjaK2Uecz7MHVSajSjsyLluyCilsVtdj6vbUQyT3e+6VMlp0VtW8jpvndi96BOF32SLavMGvJ7X0PXRb+PuS0T2bC5tIR6a8fhxYC9FGVCqc34HAGK0xGxMEI0OzlU9mBE/y/TXBoAC8ULFlE5lS6XGgCvCMgCOdJoj+9h4bxzGeEhoE+l6W8dPhoSj8qTdNi0RJ422R2cERy8NA+cWzNSmdUHEhtBR45Wk7Ls1oI5wO5D/rjag67rKuZitX5dDnOrjvR78LYOXatdDmV94lFjs7Oa/acdA6+rGfbSq5v5d3UNx4VW8kpFWhtCzvHyOHiGZlmmHNOeQR0o+Dt7LfdOSdqcYwDTL+89ODb3vHGG1U9CjXRjdZ0rcrF+BVV/ts2hYwMJNkRgR1xg8t7WWprJYX6+1vlG+fkZ6ERZowPSFJ5L8Sim7oKECiu/m4sRf89ezp6588GApqIv1sTAGxI3mJIWbocf7O3KZfkI1iRt/WVWC9lVFFDUjHfKnyJvyeE4FHcG0DV84RVBVMUW2nGqscDlxz9woXzowhZoD46iGh1cpdegQX/CQmE2mDWdhyNZgGAAhWW0O9eqTvmpdtZ/HMJw5BVrR5jUDjV0LJs3KvXBdFE3zi066yMQVQPdIG7FmFPzmBm5xDAcb4AEUr42VRlM1ZJzVi2p1Ee+PQMvIqqJchRn+DCtTyyAniwLLe2BJ989YmzXcjPMiVDH3XZlOo+8RJjbDZi6vq5SY78OptOe4TiouipQ7IoizHiHM0lFLGWcgsTW8myrQzDh8XiqEQxvP7Au2vBa/IgKVJsIf+TDzBDsYma/Q8OsgDvtkIM6bEdA9f+oaAWmL8YF33+fQlkQpJ6VEoOTxW0ZimuWdNl2MntuySANJ9Wr2VPjQySKovGl3cfiNIi+nRpa+nuhHlVrjfqXIdE/6Rgfpqqdn1NqbtyTZidM5Yqw5+Py1S6QTwaFBaQkd9ajqgFIBJA4OqBR1ors+VcXuwk1xiBYfhcZNo/Z28l67gVwxoDkDJ97fAvtOvd5zzanoSddccg6RvKbIxCK4yvXW524ZOSsUI44M0g1g/7K15CzFpMONDo6xnfXGKVp0Y6u6ma0+XEVz5F3SfHhxQpFSyNgjU4PQFf2KkH41yiYDW7Lez25sYPk5uuuDqXYoOubzUZTmaBH+PvXkAoPT5TyDHHUcY4x+pB4BSoPOqK2drsqgea26gHtTnCt3Y28AkELQCeZf+9ezGroxSgAgLAJIZKX+K5VZECPb09wv3po8uxFTRy9sGdOGnnSuTuVSn8FIAUBgUrTgLEFm0k7bimC/W4QEhZzBzjBGhFHN4M/FhVL04pQQwp9QlDMqf0+uqbg5WvU6YYl7pjCNmz6Unjm3plGbdP6yvm6NEf+ACwAAIABJREFUbZAqch4Cr+XIFDmuwRhpoM7kr0kx3dFwaQ9r9Wv2BafCwUi7KPC54HTziispElYqbx7lXem2D24rSn8q/6TormkQfLCt+AGTu2WUEOd5JIxJ8hZWJiy75UiSxltf1i7+OEWVg521tIGxwS0tqtymHKv7s12P3pf9VFrjVD8tcCJSgMYzMCNNOExbm8KFN3M4LQeWIp8bLaFenvbxYo/zvnEGR0IQhQoTb8LrWQ1dQ4FXBNudyqMB+VMblJEPh8LxssKqwXkdfPiAYDYFLcFJMYA43iykFoHTVWFwV4DO8dIIzhfFqf6xmEGIvADcwHTWvCgATI/lbxmZlaKTq4GqiX78e/PfdlX4HKwMCV4qjT5DWTCbvHAxHI746lRqbVgm6tNyXR/41uFp6OBOpBwT3XlZQ3lpyKnMAdEthv5/F6XfPa3NMkUsEvjbdd04k8XYNJtj4KAuFM7JWC6RMn3P8+wYGbXUbGx7dd/pzgBRnABOvkJT4h8nwlLTLsrOi9ZiDIcBQVfNCzHKJ4ZOImPgC0dm5FyeCXa6OX1P6bMakJMAQmMOawRjt/FCaezNvgqqQFMIRvtxHJYHtTf6DqACse8oTYcrOaMncwJe49fzRnQwxgZE3JFBRKZ6c+Ml4MnhdKimwjay7K0xGNQGKRNYB1rgwWaIX6n2KeiwBtuWWgWC8V2OFvzxMmjuDOAAEnpJFhTYz7EVRdwBdWywAulgIHA2e7qhXBELjdOF8DkHAUcy28EvuGgJVkbvpWjFuVH3cA0DeBKdkpKAs27qFQYcsHC9PZ/Daf+OQ00BLkYSGoXotYHoHsJLXQghPy6BTvEhSXCdrryLkY/5pB6DGSpbW7zTQqp0AhZch0B1psu2712ksyzd5IhptpyQnUAma0V6vmg+a4qVGrtUJLXWMVrAOACuQyMoZzw4KQUI6AgO1QOHNcCcGyRMBZgPQIZTEZbWgx0Ma5wQ78OOgMZssGlIWr9jrn+ss53o0jqvRKaGCVmF5ZyK1/r1zMWIoMJQiOs1Sr08EN1MS3ygcrAPezwoC1T6EMkWsuo5XKxE2fWSRb9UNKAsjjE+nI3atgQ9BoQcMh3GBmpzFgPfdhFSVKTiwcSdosCEq4A0AE4fOSWLBi9bUYAPKmKiWYInvH+LXlaTI7hMkIMrgZAqhiK3iTJtnIjHmSDcuqn5LrUOpVJ7VmOF9TnNVFq4dS1kep8Kr/6VFc4I6ak1MmuKKYAr6D3XOcGIUjx3ECBONLaVgxOZ8IwFGj41MQzOGJKE72aFsxVNL38/YrDZrhp1GnoDR68599uBwRJJcaIhHJHR9qfmdEuEs4yiAfK0s6UI2ZgmB5rQoKoxTNG2i04Bz+PdylQoJrCQ2Kx0N060rlfF4RrOPNs4NXeOGCjEfasy3vPz/k1D9+t/NSRVE4l6DFB0U1wfQF1ZikoiiPEo1SEYrTaatt/ROD66eliWu8FNZW86zPN2unMirmmbccp2oTRY5j0UIS1dl1MHAJO6PCV08lSyd5b40IwhdhSGY6CAILFYvMGVNGhoevwVIAkUW3hOTcltjFGce9kdQMsgOKUMzEH0q0Cwm6lazO+as+iocCI0PaNRxzDxEZfug2ZHC6WW1Elgx6T0FEXybiQGN2LhIDDyVIYQLo3zYUkuR6SsP8FKyAmoiKPQfKX4k3XW3fti0nJMwcnZhPFCY3SIxJ7i0DH8pai7FQ0ZQrAAARLDGnBnD2x8cLlf0V3okwx9SFQCrI4TXxQJOUg8jlhPshJHx+FU2T+6UEoCTem/gkZ/HXoRjexvpq6/7hc9PhQNNbrviKLqbob5dGdAjTdkA/PgPGWKRsWpW6HcPlbmX0Gekt9suXSLAKwnGAYNQ8g4sDrYYoqLJmAKgtJOk1anEmbxvAajU+g+9Z66rEELQ1p9qbwGpCHHamTnSRGH2IuzkUvVsooY8QJGfyXQ+nyjeX6TVgEzAyNNe7CChg2bol2rIHOdCpHCDDU4OrSu7BnX74m8myoA3ZBTmHCKNIUeGcxQ28i0rcnINHrw1Gl38/c4lYVoOJnCdBmZM6qM4QpaWbqCRaheayrljpxNtGU1m3CBW7hakY9l511JvXIYT2GGf2ax6qTp5uN5Lzu69qhBRqaqggufq7hirz3UkqpDgD6OnHvRFd3DpSS8UEpumQ3puei904v8BryevRjBE81vui1WvJgeiCnfezAmt9UETNXIC8gc4x3XGB7uhQepOqBkAKT0WvZoYHv2dvO5DEMYy5AMeDYEbLOyOoC/NHBMEIWvBz6oSqVNkXBKowUOdo7rHpKqu9BmLRrwBx0uE3sBEZMvVeeTMjL64OFcOtREf8wh3G5C13oZszEFZp6PKR8CpVfK6AMwt6+78dCnwLLRI/q42ziSHY3TY6V0EUPRwMQuC9MHO/gU/8yWNf2sD3bGPcD1pzhmYrWLTfxdOqA+9A5VvOlsnhqgMQp6Rly3S8W9U502kpUSNGAnl5FUzw7DIap862fVmA4Lr6Hb3RCqjDsyBOGE8n6AiwWhyA0A1okAFc21nmVodZf+bnefmRQZCJ6r2yb255VffWgyr/vrmXl0ToF40O77zoSnhb1o26fwjp3J8n83bvZmRW7ZlRwruhTJpA2187BSBfUqrshJVShppPeYCpHHbBifsdZIolHuH2ziGyRcHqC+dYgDx9PmBqYbQ+/1TE9WyHhPq+L0b6Kxs1gFLOI0cFoNpb6Bqe7GGAt67BAdA5ISKiLtE6WFrmUM1+5Rcj5zVvn+6T31pDbBCNnA3UovbjMTbreA4YstRT3uS+1gZbeqoPl6BPvVDtgyXFTcjTHo7f8FZ5UaDgComrK46NTsk4HwgQ8pQ2x90Ax5BiYKc+oba83AG0eKUETYqjCzj4DiEdCs4A5WQG/6TGK4MW1pW1H2mYAWE/W5sMGUWan2OAL+DlFnrZucaKDmOTIzEL5Y578lZ2XDVyU9viT00Wpj65Ig6mVNXvfX8xq6toimaRpWhQq4+uQRhAbEPd3I6R3QyNWHrDuffTEizUgijbEpLYx2/2QTW2rMvE/vLUs4MZI0iS2UVuVUNvVFUw3kJSiiiNMFgGhWZH2nfdVw03vj0oalVG+Sz4in98lkCkeONDnZXbmribUhhwEEwtOsRpUZIug28pbWKZoqJQ3ztcxA4+WJDLysIyRQCA31dqfqLBmcDJkGtOBIVgYmPfmKTyYbpON0o8Xgh1OvUBFJ6zZT0gIICYpGHnFWRqhempjPwsXA4XqNijwJpYQTDzjcZpTk94iXqbVxFJq6DrWvzKzXswH4YVesFKG2OSjVBYY070DgCV6qCw6pttx1cVwzDkiaPefv8XUEMx10Aze27cUK7N7jrN+E17Mr7t3RB6cDDcvDSzYXv3j5Aqfm5Ehpaomnsb+10S8HcTYrTjrJNEMpEwBun5zfAyCzx/f0Q+N8mz/3+nlEvz0b1J4ylKbk5VoAa5LFk+sqAA+Xqz5X4X+5KeI9F/GEpOofjJaTHcH5/El19ef0/Y2+3PX+zvX4anw9198HMCvz5B4uqfDTQ8K0eD35pstKGGeYjznPlJHR+AD9We1Tl4W5EqT9r+VZEk9+89zf21Zx7uHJtehnl2kjb7uDz95rjj1zPvf8/9nPl/U96/2r7eLz2U/2n14Pl3t/slfbxaaHJ2vz9nt/uL1AxEJv69tB2Y331Ov/euaZETiH+P9p71p2LcuOYuTa5xbdnmDRMm5kIcPIQgjJ4gt6iOALLMbIA8/8GZb4FoTExB8A/IHFwJ5gy1jGGLdEyyrq7EwGEZFr3dttd9lVR1yfWil1V9W957Efa+fKjIyMLCp+/PTHP8M//OM/4Xvf+zec11dYh8e0Sq5SV9FwQRD+xHEO7f5Lpeg4kKfnCmSHEl7L3tmPooz08E5fqgAbN8GMbDyiERDeE0MSToqpyrv2TOGuecVlqIlajt2jGdELdODElYIRSzrDgIXH7TTfEe0JyqCTiIsGtwnaQxpodApZiaOOJqJihH5GGaRRwc9YblBfpxlCK0rjxkTtXoqQxgg1iQ9Nr68O+SiRWVidwwi3f10QeWXEI0F71vtOVB24BKesnZlKVUnsHRhLxVt9KJbTNz6mY3Dg1xtQQCka72Vq1oRhhMwZrY6YG+Apx8kWNp5JLsWQA4wA2QebOGrgjBML9RnmbfrAhlr7WAg5GYUp/ByK5xAUmqLjZiyt+g1ILimYTxgOmYccvabAZRQ7fw7SSqIKx3HgP374E/zwRz8ivjf8XB74z//+GX7645/g63/59dd5nH+n7bYRXTgHIEXgxe99AT/80b/j77/zHT44mtwXmiLnt1QGEBozZ0cQQNWJjIFLzL3SVsUp5Cnaxlr27MAA82eaYPj4Z41dKUXJGdNEHD1pK6DjDe+0xBJbjRIwCwN51XsGUFeeK89zRin+/s79dF2ehCdo/Pry5HzWlykoq3QxgD/PsxAXHcPcW/o1FfwdzynV/L18SfNNIIn3A0+trDTgSzrgrv3lvcv5DB3vmiN/5me6Ejz6vUCg4srJ8/oO+R4672O9FvNe53liLNBCGYlY18gKH2it+McLZXOunwDHPKpK7YswK9KO4/WxvbmB0OXjyzaPLX261dQlYr8k3R8SLWDrYCHGob5yzHUPbhq4An/xZ3/eeoERhev/vsTPf/5fn33h78xuK6Ve7FnNAr70wQf45jf/Dn/z1381MYne+/V6/W9E4YqhFMArYknblipkwQsl5kpaQyXMNdvplpwJll09YEUQpxeKmsAGaz5b8/O0oSot86v5QemKsiI7xHLMwYg0VIW9lnoSO22RE+wHTV/W+crjY350vbFkZEtVsx/cddPod/m7FMHaQ9eYkeHyskDwYfZDqJfH8rqnb6o+7+k8Hr3sMTz4qRS0uXbhE5wX4dOJ3nKBFufltbWmrJaKsmqWq8PZd5bnt6qNL5dxfm+B1fpipNTtWOuaxLyNAXENi+eeMSv3j66dCM0VQGT02mluUc3XQOICIT08AD3pztPU/vBLX8af/skf47xekXniwy9/iD/6ylfwLtjNU1cgcD0LX/z9L+Jvv/ENtiM5Iissj7fXMG9i850efVo9eWAmbrYC+LMT4snP+0sUiQHzIQQXSISpE7EsSFXWVmflz7NfeOTI/HdHfItn6d+XAH51DzzC5dZ/T+feGMyCMT3yEYX+rHzqApbPntdMxw4oncZyjecHNz6UgFVd7DDx6HXz/S4WAWh8rlQomlOxFtxzPZfl+ywU2Xfx6abR0liqJkoW6Slm9SiEffR3R1wxb6h2rN4ffPvKm+AsSqx8yQk5PLogc92tRZF6rMvo37vzZRXEKEAdFuPxnrdijfX4uvN6Wu+u+ppd1XeNcZCQr5bKe7cbD8cJmL1PkLnw6nptAq7vr+enjiF+XQQyTwzW6Kda+KMHZnVYfFzMLYpaigyLs/NoQz4XM/JbBSsrwLL/eeIUruV0rVMMbaYdbBWxoaMCiQOoK4fIyJH3s6MpUz1xHjzXVzkX7Arae8HrK+cGAWBUguKhntpafS3PdAcG339GdXeJXCzc/tUPGEDZLNM3/Pj74fWD0Y6GqFzoGrYKCERNgTlxa9SNpaOjZ3O1BUj+PgZak/BMtmTFONi3LPyMD3HhGuLH6dpShBLw7Np0N0WeiIM4Zjk6ggo3I5qfxlsRsysHoECpN8YBRuS65lVzc7MjgtdkJrtfVBmtxSkhotdhFpHQa3Aop8mBIwJ5nrr2BUQuG2fBmMxc88AJ4gWHmKJndIMk12mB3NW+N4V3wW5cdWXcb+b2QCly8OWddahEIq9JnXs5x0wAeYJrRjwpPSi+cSRPOpXS+8q7ZKHWFi99a56JYxzwzABA5E7IOeMVgMCIA5UncpQAXz206g44VbhwC9FZlNLOKlxPt5odAsI5m+IoINQPWkHsjGB44azQfAJytFp0MdXSlFQ4vgav1wWiaoCEZ6tjcMixrvkx8ABTFKgDl2BUNTRlK8BzuQS6V9ST5BEx+yrdqzxMtp0VXQP3iEBkWND2kaNz2hZInEmQ1PexKSY4ceYAwkRd8Q3PK86D0l5UDxfnUTyyvCbGJYDzSsc/gNSsizyTmQRbRDilbNlMcPWmNzcWywiQxHt25J1ZuBQ0jnBGonxTtqOzMvKRFnMojJwRXybLMTUOHOrRZucPnRASuEJthcUm45RGXoY2AfH1MgtDTpwEYTBSAyM5w6RXgPLxNbtmNr3kLZiJmVWFo+bkdGIHgFeX984cQ8OsCRiTSDpaTRelaAWdXQByNo4OzDlCSRBz8HdWnPX0rlKbzRGksRSAM0j2yGJHhodQu5G8U5hwtWsy689w2mHeHh+AYyQGO+MVfzm8Q/O9Au5zJD3Gcu3d4tNXKhSdMfXInOyuVO8qHT3fN6rwcPAWr2D3Y+B7fMbP3tA+NxU6kC/lxhI4EbhUql1PhI3GzyzIKnJtiW4RGrnIhcGIVjqHDCpLLVizQT9BzCoVlvfErE7HuQm4Eu8uHYC4cYxAnMBpDh/UDaGNmTM8WP0YxWMmQ0BRfUw6EO+T5Kt8WbqPWL3bOjMAqMGIzkWJs4obE6qzh4GBM09Q3URzOPSd5QxVQ5hMJl+hnXu2mxKGra12OY6+EaGoJMH0NdPly1ADOXdoR3XzIYeY9PZjTFEC2pCFK7lIAEAPUipiOORIFL2dpIl4MTNdIW0CSgrZjcCrNFTKj2Xx46Bw4gkx51OpCLhmB9ij6pS6kgTZ6u/jTn8GOOSkMHEgv0fXEABmqqfIuKrbfsYBWOoIum6liOm5mRVzh1r8SAi3HJI2GDj6EzG3SoUBuZiOAgHiaxQK5UQ3fg6LuQOpqWiA1lCI7mGMzfBGiOyhVHFg4mDsc+b7h50wUmKgXHdQCmxnfUip5Agnulp7RQ4vfXK5qaXVik1hCcMqWsORipzDMIVdPGDVZLdYOtNw65m5rCdGU3OQOdfyndttOyO0kDLdV6qwHEyhriBzn4telSp3N8DZqP5uAUdTP8Qbi4AKCARj3Hy/9qJ6roOjrQQnpZssSdcmzhwzZfbFypkMjIn/9/Ea21IKgtHpEAOGqWLbQLG7KpQurzt8yUeVHpo6SQYdVvq1g61gauZjCQmFLtJVsQyyeY7mflaLso7uuRS+psfPUliekevXtFqyPq+qKF0/EuMwFjim2KmdZMD6nUKwIOkoOdRKKv4rC4HWDvfhmA5kYFHZEQRRwDBFCkybuxcWwBmTFRqjpDln7l6hYvY/M4pVpjPcVcGVVoJI6PzR2KsFUQ+fuyNOp+BOqztFV7X2HUldb+roHN53A/IRDRQXqBuHCmEUTtUmjuFqaBaHoFCpxIhPqTFcQ/QGe1TptIhBQa9M6ZBRSHHpAzXWN6L5XFTdHWT/A4D6HgsA5weeTdOzMgbVyRJNVAaASja/aweFItAMt70t1U2lGKHxZ6FFGYDAaGuT8Po5PdVzz95Mpc0HAJxMX2az/DOzglrpsgsOhTkwxxHvsTzggAo5ohm5mNNV2AzEGdxwag5X6oxAT3kLHIDPuCMdJ5AdcauFDmMej/ti6Yq5CqKYCYS+whvpOCyIgJYqc1TapHDhnIccjmGWEFwTVL/g7zAzGCufcPYJSX6JUrocGGcuG7EwTqhrRVkDMcdA4yh3bjd1dJmFT/7nk95x2kf5xhajIYzBVGxwV/JNcvmdFcLUFqbISTsuRwdWO0DuugLoATBK0MLSgjnEmJ2zEHRIWQgwbclhdjtaRTgOHvusPIaGJnqx0BGdCj9CdAw6PGGUOlaD/d7xc5RY8UsU6khwqYS2FrM3D6fAhVnZc9qLmco+JzPFrxQ0I7KvI9WWcyoE16RIcBauwibjpqXCSSxOKFyV1WNcdIypa1+KiKsSKy+bDmQ0VGAJpTgnn9A0JJfRGiiodRWod1r3byjPZENMCEd25sKIMosR5ZCAa0d3DgC8hqFIfWij1SZIXBfCb52l8AI50mcmRHGJywj8+Kc/wT//67+81Xv7XO22qSsYiTmNKoGgztMCoEBhUo6nlVwB4gdVLSaZwijGEn+vaqoeFuJIzANp3EhusZ+B6MIB1hQo7IPF66M2NikvftHp34lSOlj98wJ39GBH3VXfJI30cGHErQlVnSZRUNOs9UmhiXZ6jiomrjI10YQ9cTJ3f3Zr5j0zi5piCABIA9F6ODWCcIQVXvTAA0xfgb4uRdALVik2xYaUioXeEjMSphPzPQvBISEB5WwnJUBQ+K7WZAhjVY9oqfLlqueakURFD/Wm8rE/Q22H1iYMwilzQLXW4AAq3OYxI8B+YNNJaXTkCJ0rClKY4UZgqIXnJcSmCi8uD3jvxfu3ucnPzG5adR0j8N4X3ldk4hSiuqcVQMvMXGLgmox+higpfsATUlrNQgVD9TC3yUKYYVAWnZ6Kc9GVJ4+245wAPUAVOJGwbI2WTj84nfqAfKqjUlwl0gUg7CYBjEziMgoRhargLE5fj8p2Yu2YahYbXEF0AcIYpaOTEyn5KW75vCTVqUlWIU5RDXJGfc/N1VniHefZOKnVUdyJwinzzApOiRkMSzIBPP8C3HcLRcnkiTliYwZAziHa6Zue0YitHEzJkw5hYVHmBkZjZ7Ben6KpC5IbYYO4ogAPF1C0dt3jisIZqRGPY+YDx1DmkCrEab6FNq4emATAxFLX3IHQCIHQrNrleYCfCYknwEWtgQ/+4AN8+OUPb36/n4PduOqKib9jYiM9/9S7DMgdG4EpAjnc0M1wG0liZZQqnL2wAHc5tMMAegQf5a8ZMWRjYmj874AjJ5JwHR09ZUhEBNWRwcWI8O5Zwj8YnRpvoeOZUuBVhcoxU11nlV68mDSXdlq6RpY5twyVdECFDYU4XdFT71tsEwsH7hlZONptPXE9zJDKcp4zKhb2CphOMihDBT3A5WQemlVB+aHT9xuzqbkFI3Cgtd3sxMD1E+4cgNNe/1brxNJUVbgYXgnyPC1xb35mItrBEmNzVHb0gCEW0AKev4uQkHrp9co0TlVIqwpxiEBcgLURD1TrIhoh8uxfq5wYDnAHX2bien118/v9HOy2xYjGs3RDXLHE4pwGH/0QF2glqbY0kiga1vyyk3ToP8boxRdglDiOo6W2kSQI860CnpM7dSkFycDjcXxjcqsQ7Ekd/l5hIeZqtbDlgiuZPmKVXmuydUXYafP6HgA9TEWfZ4IvOVpOy4QR6jhGDYyRzZ3qWNTO+LlZRNNxqK7rAhQjbO46fGgP8GdWF3b0DmDpfZWTEn5Gh8nKPkDtNV/zxoZ1H6cacnSRzMeIKuSh2D4hUdPouRszTSRp3WMSyYGb95iw2UCd1Q58PFo71ed4NupX7MgQB3OYAwo0GdzPl6NRZjQLBWs5V2+i1dc/Oaskn99GeAu7OY/OA1rM9m4HAFcPyer3om98CgKLhX/wVqqhWWnFKlONmu9Np746BlLUcoL7AGXPy1QVR5vCQFLHCjSmeNRSaa158daWrZ7+ZUwlYk7Vgqm9mm2rLzj1HWEhzTErsg4/I4LRQ0qkM5Tq5QkMPoDs9Z7REfD8Ulab79dYhgJ5U2uShaL2U44ABXZT6N53aq97jr6XPO+rr0HVVFqp2Y4ofYbJpdP9wnH0cTji68gygzjt4jARxl3ZOcFxm/ySSMmeaAOvsaSOjta9TrRKuJcrWtOxrkPEhzFczIhzWCDAx+Vz0jNgO5QxlTptskoKKPdvN4/o7Fi4Cyqd5C9xlpQ79EQW0HhegaXyDqoQQA2kR9Iv0dbjRvro3Sz07yPmOvCCjkzWMVqKmiTcDGBc0NU9U24pp8PLdSjyyCAlxLvoCgDbwV97R/XCLYHP2oFjpjxVClp1bhHRg11ORF+Xjv5Eng1RBcaAUqSBqjGLFc/M/JBnnbqijjaC/EZdi46eNdrRKXwGpYmUM86NRhPW3Kde7rI4T3XloDskfGUGZnXUTpRRkliXCalMn51Krufh+SCW9HfKWMtr9BdY86/zhiWqwxAVKELk4zE3c2UfCXjuOtctvKbRMzGcIQxlUKX3AEztXcA73Dr3TNfI27bbRnSY4bPGKTxyfjTzfHgzmRKApfbkXWyGNxyRzSE6xi3GGI7LJ76liqZJol1kKDqD8wQ8zT3GIVnrYl9tHNOZYnCSPbIxE4cE1c3gxkPEQhcb3xjgCPQu284e1QNb3OngUXq+fhpnBjsDz8Gdzd1zwXoGayLbKeIZLmQ9iwvFRk65i4wztktXeuDNasEstY46qofpI9nSR6VK9FExI15HPj4gpbCGQEYVo6TQrN8qRBxdrKo+DzoNnNkST72+c1ZaufGa7sL7OXmUSmez5hCm5RhNF3H7mrmiHnztdeeeX67W6WDdaUF4yPNrwb7ZZ7g2bmW3jVu1s3C6uAHh+WtHPHkypTurGMWdo9OJMY7HxQaN0XO34RVo50cgPrsai+OYD0Mwp/FCLTldD5wxqJ0e4hLCQgiEdcfCKD18MZkcq7M5vEOnJHBiaDgMlj7b0SmUMZmIQBykO6DmgmXaMtPQSV0JCQLwjALs0XRkWcWe0OfYtB1BDO0U/lTFf6c5X7peBUZhbH53rpntKcfCG2RqSUy207vkOhi6hwkRjXNGPowcZ1eLN6FSW1+J25me7PYEUlg3c3R86mgSy4amLhhlA8DEod0SF4fT0eX4wM2UzhLd9x2YA4Dc2ggFFN2nW4oEHWHWggXjea6NW9nNW8BK0j8hLI4bX/WCukRIUoi74pHV4wARTgFHA9BM9XjYQxFTacEy4mc6mUtER1A4WubcYOwIYx5zh/NsUqdGHnIcICm3VAVk0MHdNkRnMUDtyIOoC2b0MA7hkQV7TnKgR2OVJaeLUBeFHSkCl+FqHDoS8AIG3DLEC8exjTnDj2dkjLKpVOMImBEVC1cjRlcW7bR6utoSzble6DVFaobiLnWXZJnOoxRfxY6IeWmmU4DWgBxWBIeVEiOjAAAFhUlEQVQ/6xiy5rqw0/C4yDVqDx0L21lZYOiJbIrcAXfwKCILsNq8ONHEhHGGshx3VZDOBHIzCygV2+wE+/kZgm8wnx9PC+v1+Q7YzSM6tzABUCqx4iO0lCOxQzDvx2G2QWRXm6pOuChRNVudXIHyf+1sNF7OnxeIxrCcRkEAbaG6oiVSgJr/vVBJG6gUURmTslKYCxdA79YWJXcT/5ASxdowHsN/MjmhDA8jySZR1wLWQ87RowBjHl+FyazjEab0nMxAfBqTEiZgoVP3Lld6Pm82xtoPOmbaGv6chhZA3GvMAhQUlTPlmwRiuQBw/K4j8vKegX6FIvJODSMQY+BqiMTHA689RlQeA8kPmdlAD7cuu5yYa1BdOhXELdORp8LCFNUmi+c7tH6pXIJ5IbTG01qC+u+ZLoub2Y17XeduS9/DLaZ/1jeYahJV82Y53Ob+PEFULqiJsaQfDD04rG6NvsHQ4lWHKzyMeEhS1+NJSqC0wki4DzHBhy9i4mom9nqqfafMOq9wxReusgkv0Zrua7FEZHXOPszSg+H0hThMUXYdcpBQJLGIdiYGegBDmBj6DE3Yk4cgTRa3ScGMeLtF7yQE0OIswsAaTLdzqkCkulxT8EEBVcmiQlUXHwC00yRYW4gsRT76zJCDGFgwUa3LNNQxK5dN/9BNrlQBYdkJR3C4uPE9DxqfGotTmDVGIc+pFc3+YOHT3Pm54etYuyAH9AY3v5q9tlgj0ky8K+nrjRWGOfk9HZGNoN4bjl4wUDQzwKphLryhA5xoPkbgqmlW5wg8QNy3w3/PBpLJnSrUoZkTUjlJkWvJzZoKuJ4HcQSaclAYwIXDjVPqtmzeV1Sa1RW+APAQfBYPaOrVccyOBTmsh+PANTiNjKc9CyZpsBwaGahq4QUsTrQ22SB+dzitgaWNOPz7Aj9ko8/7OVpU4XJM0i6Dr8B5FDiR/sRF2GYoaspMdRtwg2gs9Dgm8G6n4dYtQxFjYJyFijntHgAuA7jWwPGidx+txwGAxbDQ/FmqE1dDEQPUpTt0PqXjjMzuaYUi1otfewTOLDwMdzYADzq343Lh4J4x2F2jzfLQdcI4JBZgt7fMOGk5+Uk9aZ6eMhMmvezI4JYPvLhc3pmq682FNy8PD5/6+a8LI48nLQn+pw/005/2+fb5YeuvVop8XTn948mfv+1nff5rPvsVv8lP/98tAsfl00tv/uRY/q+fPF0Yv6n9ire/eIOP+MyH5zg+86uO+etf87vlvF/jfN/G3X03WHTvznlu27btHbbt6LZt23b3th3dtm3b7t62o9u2bdvd23Z027Ztu3vbjm7btm13b2/k6N577723dRzbtm17x+2W/uSNeHTf/e538f3vf/9tHcu2bdveYfvBD35ws89+I0f37W9/+20dx7Zt27bdzDZGt23btmdpQ/p5b+WzfpMXX6/Xt/Kl27Zt2/Z5lplv3vone+3UNTPxta99Dd/61rcAAL/85S/x8uVLvHr1CtfrtZUT6h1pEt62bdttLCJwvV7x1a9+lcrhb+Mz6zU906tXlDm8Xq/4+OOP8Ytf/AIff/wxPvnkE7x69ap/v23btm2/rXkswnEcOI4DDw8P+Oijj974c187orOXffnyJa7XK5VJLhe8ePECYww8PDzsaG7btm1vZHZ0YwxcLhe8//77b+VzXzui27Zt27bfVdtV123btt29bUe3bdu2u7ft6LZt23b3th3dtm3b7t62o9u2bdvd23Z027Ztu3vbjm7btm13b9vRbdu27e5tO7pt27bdvW1Ht23btru37ei2bdt297Yd3bZt2+7etqPbtm3b3dt2dNu2bbt7245u27Ztd2/b0W3btu3ubTu6bdu23b1tR7dt27a7t+3otm3bdvf2fzQTb/gwXMeZAAAAAElFTkSuQmCC)
Maths-General
Maths-
A circle has a diameter of 120 metres. Your average walking speed is 4 kilometres per hour. How many minutes will it take you to walk around the boundary of the circle 3 times? Round your answer to the nearest integer.
A circle has a diameter of 120 metres. Your average walking speed is 4 kilometres per hour. How many minutes will it take you to walk around the boundary of the circle 3 times? Round your answer to the nearest integer.
Maths-General
Maths-
Find the total area in the given figure.
![](data:image/png;base64,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)
As per the given diagram, rectangles EFGC is in rectangular shape. However, all sides of rectangles EFGC are equal to 30 units, making it a square.
Although final answer remains the same, we should ideally consider it to be a square and solve accordingly.
Find the total area in the given figure.
![](data:image/png;base64,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)
Maths-General
As per the given diagram, rectangles EFGC is in rectangular shape. However, all sides of rectangles EFGC are equal to 30 units, making it a square.
Although final answer remains the same, we should ideally consider it to be a square and solve accordingly.