Question
Solve the radical equation
Check for extraneous solutions
Hint:
Rearrange the equation and then solve for x.
The correct answer is: Hence no extraneous solution
Complete step by step solution:
Here we have the equation ![2 x equals square root of 17 x minus 15 end root](data:image/png;base64,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)
On squaring both the sides, we have ![left parenthesis 2 x right parenthesis squared equals left parenthesis square root of 17 x minus 15 end root right parenthesis squared](data:image/png;base64,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)
![not stretchy rightwards double arrow 4 x squared equals 17 x minus 15](data:image/png;base64,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)
On rearranging, we have ![4 x squared minus 17 x plus 15 equals 0](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAI0AAAARCAYAAADg+i+dAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAmNJREFUeNrtWM9HRFEUvkbGyIiMJC1ijLTIGNIis0gks0gSLVomkrRI27Rq02okiSQtZhFJi6RNRkZaRJIWScwfMJsWLZIR07n6hvnxftz33r1vXuN+fMy7b95zzn3f+XEPY+pQAcvEe2KCaWgIIkRcJT7prdBwim+9BRpOME4s6G1ob0yjH5GBPvQ0cYX2DhK3iM82/ZUZWw0v9qtAF/GA+AAeYs0UUeKrJIP4ZlxBOCqRIy67sHmeeBQA0djZ77ew88SZhiSSt3qAq2pJgqFcKNd2ClVwYhNFL/GOGGmxHSLP+SkaHkh7Buu7xAWjB9I1ijIzlAtqx2B9G/eq4IIZ8jlCnGzuJTHlwb92Fc05ccpgfQL36hAmvhAHBAx9QqRWsUjcF6jDQRHNCnoIL/4FXTQV5q6X+4AWjPRRalzk0bUmaGiGmMXvSbt6F7BMM4DmrkOhfypEw4ekn8jgG+g9VeDH4l659iKJE44Tx29wlOYdf0zCx5ZxwhH5XwGplkn0zy/7udBHkCXfFJV/K9HUzdp45CUcOrAO5SUDNCqws3kekSoCL/5VFNlfiylmPftyK+SSSXmKNJYnpy9PoynKmnXUARRNCNGZEniPV//8EE1T5EtshDMmIj1360AcJ49O1NVHCeXJD9HMMrGptAz//BDNMLGoYA/nmPHs6kQkgIwc6EF6jzUMfnL/QDSnOAVZQZZ/skVzQRxDtgwhExTxgVXgFuW5A6VqUzDgmhwIw/h+kw+SabFY7Eoqr8fdFu9opX929vNe7B1NKj8SnxFHFdrD9+kY5e+L/Q18o0xDwy1+AUjR3xYcKm74AAAAuXRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbj40PC9tbj48bXN1cD48bWk+eDwvbWk+PG1uPjI8L21uPjwvbXN1cD48bW8+JiN4MjIxMjs8L21vPjxtbj4xNzwvbW4+PG1pPng8L21pPjxtbz4rPC9tbz48bW4+MTU8L21uPjxtbz49PC9tbz48bW4+MDwvbW4+PC9tYXRoPuqZ65QAAAAASUVORK5CYII=)
Now, this is a quadratic equation with a = 4, b =-17, c = 15
Roots can be found with, ![x equals fraction numerator negative b plus-or-minus square root of b squared minus 4 a c end root over denominator 2 a end fraction](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJwAAAAsCAYAAACQctE4AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAfTSyfawAAA9VJREFUeNrtnF9IFFEUxi/LEhISRIaFhCIR0YMvEbkV9JBESISvSy+KPUj0IBH0YFIRoRQYSC9SEBGxICJRIkFILeGDFCJGfwh6lBIfBIuKMuyc9ixtd2ecO7t37m673w8+2J0dZs+cOXPvPWfuHaWALWpIa1CeQEQcI72AG4ArbpAG4AbgirekVrgBuKCJtEyKF3GM7JjnB2matBNuBX6cIaUsHStGOk2ahVuBH49InZaP+R1uBV5wN/qZtM3iMQ+T0nBtefJVuqFSYVIOCWPjdhnDNTuw/bhCrSwUPLCeL7EN10lXLNm4izQhQRc1taQ3CLhwdFgcrBcKl0MOWbCRg2yStMmR3SOkbgRcOC6S+kiXSR9loP00RAtRrLObVHA5xNRGDrbdjvx2kDQV4IOY2LyoMqWaOVKjT0t5jbQg+42TNldqwI2SPpDOy0myk4ZCtHphAq7OY1uPwX+Z2ujqOeQG6eIbA3zAXftwjs2j0lrrwcblm6vSMvOxz8nYsCJ5T9qjbeMTX7EYcDwGuyP77iugHFKsjbYZVJm64Xo+SEqA5XKX1O5xrOH/NXjCzjyISfanUxNwMcPObLggAfeJ9Fj7n+WAckihNtr2VZYWyYCDbjru8hPatrTWpfK5LVVy96mzXxyjk8gZn9jsUntJ3yRYmDbSKwc22mRG5T8yWzMo4/DnL9o+3No/r6aEISktj85ZUn9EScNP0qmccsglBza67EWyLHkkGfqjtnZJEKoGHjt0+QyIo8pSn5Fe55RDWh3Y6CIIdRZyWnIlN8eYts9e0rtqCrhxGZC3yfcG2dYV4X8eIf0iHZASR7wMbbQRcFzIHpGulMdt96VsozMnGWpcEqFeaQ0rEq4PnZALuion31Fkt2LCstzZqQhtLHXAMX2SqfZLa7foYfsOSSZWpdXuVsA6t+UidVbZeW/FpS8N9RJwdXBFcXBzOOjTn6Op/JceuMAOs3IHZ+HB7c0i0uxKfTAcR6jYged2Dclnzqym4BIQNU9UZsYpZ1RbIs6OICyI/lNL4WkmLZaCBgBfuGg3Jt1qEu4AUcJz6B+SNqrMPKeXEXepoIrhot6kFmA8ie4eXANsww+T+fleg8dvKclcAQBlPAZeUX/XAZyEW0BUpCXZqpXvPLV8GgkYcAlP75mHG4BLvN4TYroMD4BQJFT+whXGZBkeAKHgiYszKn8WrOkyPACM4ZbrAemox28my/AAMKZZgs3vLZYmy/AAMILfD3JLZR4R+mGyDA+AQOplbBY0QdNkGR4AgUwoszcgmS7DA2BdwswLNFmGB0BkVMUyvN8GU9soaYRJhgAAARl0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bWk+eDwvbWk+PG1vPj08L21vPjxtZnJhYz48bXJvdz48bW8+JiN4MjIxMjs8L21vPjxtaT5iPC9taT48bW8+JiN4QjE7PC9tbz48bXNxcnQ+PG1zdXA+PG1pPmI8L21pPjxtbj4yPC9tbj48L21zdXA+PG1vPiYjeDIyMTI7PC9tbz48bW4+NDwvbW4+PG1pPmE8L21pPjxtaT5jPC9taT48L21zcXJ0PjwvbXJvdz48bXJvdz48bW4+MjwvbW4+PG1pPmE8L21pPjwvbXJvdz48L21mcmFjPjwvbWF0aD6AyUJ7AAAAAElFTkSuQmCC)
![x equals fraction numerator 17 plus-or-minus square root of 289 minus 4 cross times 4 cross times 15 end root over denominator 2 cross times 4 end fraction](data:image/png;base64,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)
On solving, we get ![x equals 3 comma 5 over 4](data:image/png;base64,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)
Here, on substituting
in given equation we get
![2 cross times 3 equals square root of 17 cross times 3 minus 15 end root](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJoAAAATCAYAAABoQBQHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAo1JREFUeNrtmEFIG0EUhpcgIuJBUfAiWEopIkUCVVBqKbmIiAeRBCwepFBK8CSeCq3gzaMFjy14KCgUrSJSBQ8SREQviqdSkR5LCbSQQw1Bq//AL0jY7O5sZnbXZH74SNgJ2Z1/37z3ZizLqAFcG7RT9RoDu8YGI93aAq+NDUY61QL+8tMoAD0DKyAHCuAEjGu6VwJ8A/9AHvwAH0BzCPNOgzWH8cdghn7YKci+JAzfypm/rTLgJRtjoU6wz2uqJfqhUVB751ocbIcQaOJZkg7jn8EbH0GTAh8rwDe3+StZTO3gNMCXngs4yB6ALKjz8FsZQ1vBnsf/vS++aQ00iym6lN4R2TE7PQTfAw60txJZR8bQDWaaSvJNa6D1sXxakqbJmCVW/yv2G0MuE1XdDx2DQcWBlmZPY0XEt8gHmkj7h9wkyJjm1aziIJnSaFKDzbUn4BeoURho7fTM639G3TevgVZg+RYblekSftuqCayDAYkHESbtSKb923uN8AW9UGzOI7BIM/qLxubAvAKjizdUCcln1O2bqkrg9juxuJ4ym4tS3uGl5q/zJQVh2N2sc6jYsPcMNHFOdlQ09hN0Kwy0FFe0FTHfdGc0Ow1w0ZVUB5vjeh9myZYA2Y1HOZoE/9nXCPWCM4kS52Z0jKs4XmG+ldOL5Z2ayy+S5qtoam/VxcZWl8Qh5xK/L4BZhUaPuK3ge+ybn0AT/e95qcFNL3VV0TY9w1JTw2yQYCmb0GjUJ3DBe2Z9zNXJ6GXuACvRN7f5f+XpRIwMMshG/fRAqvWcgZ0n4sR7WLNRjeAKrIIDSYPd/PjN5ly3wvDNbf4pZtRL8IdVsceqcu0FfCRgVKXqYaC1GSuMdCtpLAhHNyz8SDIXlaUbAAAAu3RFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbj4yPC9tbj48bW8+JiN4RDc7PC9tbz48bW4+MzwvbW4+PG1vPj08L21vPjxtc3FydD48bW4+MTc8L21uPjxtbz4mI3hENzs8L21vPjxtbj4zPC9tbj48bW8+JiN4MjIxMjs8L21vPjxtbj4xNTwvbW4+PC9tc3FydD48L21hdGg+i9cpkwAAAABJRU5ErkJggg==)
![not stretchy rightwards double arrow 6 equals square root of 36 equals 6](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG4AAAATCAYAAABx5zjkAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAhRJREFUeNpjYBgZgAeI/9MBjwIqgwgg3j8aDEMPbAfilNFgGFpABIjfQ+lRQCQwBeJVQPwJiH8A8SYgtqezGzKAeD0WcUcg3gbE36BuuwXEE4BYeBD5ZUDCLw1qkRqUzwfE0UB8mM4RB6rbQnCIBwExG5KYARDvGCR+GZDw0wLiM4MgxysA8Wsg5iBBz6dB4Beq21kCjXlCYCYQRw6CiKsA4tkkqFcC4huDwC9Ut7MaiB8CsTUBdSDPS5JoNi36SeeB2IMIdeJAnAit57yo4BdK/USWncR2NluBmAmHGT+gZfM6aOX/C5r1o2nYwUYHOkD8HIhZSPBrwSDwC03tnAv16FI8AXIOmnpZoBFsDU3RWVT0oAoQz4faZ4Mm1w7E/USaIwjEAUB8EkurjV5+odhOYnNcB54cB6rgpbGIg1ptT6lYrNRAIw7UTzuFJncfiE3IyLknqeAXSotKSuykqI7bhidSf9EghYJS4T9oXQUCFkB8m0Axia+YGki/0MTOEhz1CbaADMciroElRVMLgOqCZVD2ZCBuIMMMPWhxNNB+GQg7wQDUqT0IxMlIqd4ciC8BsQuN7JwDxN+h9r2GehIfALkvFKkOcYQWr/GDwC8DYScciEL7UF+A+A/UIbY0tE8AiP8C8VogPk6EepBbtkCLxh/QkRSfQeKXgbJzwMBhPM36UTCIgSk04mRGg2LogZCR4EkAYuXnvQ7i5UwAAACjdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1vIHN0cmV0Y2h5PSJmYWxzZSI+JiN4MjFEMjs8L21vPjxtbj42PC9tbj48bW8+PTwvbW8+PG1zcXJ0Pjxtbj4zNjwvbW4+PC9tc3FydD48bW8+PTwvbW8+PG1uPjY8L21uPjwvbWF0aD4GTyD+AAAAAElFTkSuQmCC)
Hence x = 3 works.
Now ![equals 2 cross times 5 over 4 equals square root of 17 cross times 5 over 4 minus 15 end root](data:image/png;base64,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)
![not stretchy rightwards double arrow 5 over 2 equals square root of 25 over 4 end root equals 5 over 2](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIYAAAAtCAYAAABrohO8AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAc1CXO0QAAA15JREFUeNrtnE+ITVEcx0+aJL00SlEWI1lILynUyGZqNM3iLaRkxEKxkGYhSVNSSjJlYTELSZqmiQUyFmIhSZM0G0RJCtmwINOwoCHP98z7ldt993rn3nvOPb/z3u9T33rvzv1zzm9+55zfOfd3nlKCpgLVGUhgRhV6L2YQ4uyE7okZhDhHoYtiBiHOGHRczFA+3AOuh9Bgi3O2Qzehb9A89BzaF0hd2dqfe8StA8/1Lc55BO2lGYxmA/SYjnGva51zj8GVJdAvqCvHtT3QC3GM9nSMXuhlget/imO0p2MMQTdyXruNhhNxjAIFm6fA7S50LDJW+2YEOp9zCJqhoJR7XTnbfwE9jm+GTkGvDQK+MtDrF8MZr1kO3YYGAqsrxzI1MUCRvm+mob4M568lp1gXYF25lyk1cPPBLLTK8Fzdwi5DSwOtawhlWnhx9dZzGbqh74bnroSu55zWcqgryzLdogh+EWmQCrXLc7k2ZZiq3jEckznWlav91W7oDfQb+kotbyuDVnMAmswQ2ZssK3OsK1f7s+U0dEbMIMSZpF5DKIh+Nb2sjerzJONUVUjhJPRBNa/2lYGLnMkfNDPhCqs8UdPE1bMU4YaKXrv4JG3dLlfIOa5acDBfLaCXhhLloA4c6mq9TKY3GC25x7Bt6EOqsYrJmWC2HPiMMYpQTTh2QUmep9VZSSWwMu+glrU6dnxKNbYNCB2IdopZcowjsb89U40lcaED0Uk4NegddC1yvIscpltM5BfT1HtX6GHjVeT7GuVmS2JN8Uyj823/VExT711xApqLfO9Tjb0kNqmQ83F0DN/2z0RS6r3LZ9XVv1yKw8r+lsRL0EEVzq71Mu2fmTIziPQr5376rLckDlu8t+6qH0TWHkKBZQZXUuq9Sz7S2oVGbxcYsnTfxdTyegJzjLLtb0Ra6r1LpkkanbVVtXTf0VjvE4Jj+LB/S0xS711wDvpCn/NuSYyzUYWx4YiD/f9LntR7W/RTnKGnqp8t3XMmoS6cHcOn/VMpknpviz+q8SMp9y3dL6Tf1OJg/yaKpN7bZI7m9OMOn8Gxx+Bi/yZMU+9d85T+cSMd5hhc7J+pyy2TCXpmrcMcQ35CsgV7yBhbxBRClBXkGBUxhRBnSkwgJLFfTCAkIcOIAX8BgC5+/h5qu8wAAADudEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1vIHN0cmV0Y2h5PSJmYWxzZSI+JiN4MjFEMjs8L21vPjxtZnJhYz48bW4+NTwvbW4+PG1uPjI8L21uPjwvbWZyYWM+PG1vPj08L21vPjxtc3FydD48bWZyYWM+PG1uPjI1PC9tbj48bW4+NDwvbW4+PC9tZnJhYz48L21zcXJ0Pjxtbz49PC9tbz48bWZyYWM+PG1uPjU8L21uPjxtbj4yPC9tbj48L21mcmFjPjwvbWF0aD6xzUNzAAAAAElFTkSuQmCC)
Hence
works.
Hence no extraneous solution.
On rearranging, we have
Now, this is a quadratic equation with a = 4, b =-17, c = 15
Roots can be found with,
On solving, we get
Here, on substituting
Hence x = 3 works.
Now
Hence
Hence no extraneous solution.
Related Questions to study
Solve 8X-4= 2(4X-4)
Solve 8X-4= 2(4X-4)
Determine whether a table shows a linear , quadratic or exponential function ?
![](data:image/png;base64,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)
Determine whether a table shows a linear , quadratic or exponential function ?
![](data:image/png;base64,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)
Two window washers start at the heights shown ,one is rising , other is descending . How long does it take for the two window washers to reach the same height ? Explain.
![](data:image/png;base64,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)
The rate at which an object move is refers as its speed. If an object has traveled far away from the initial place and how much time it takes? To be calculated using the average speed traveled by an object. The speed formula is speed = distance/time. To determine the units for speed, we must consider the units for distance and time.
There are three different ways to write the formula. They are:
• speed = distance ÷ time
• distance = speed × time
• time = distance ÷ speed
Here speed, distance, and time are internally linked. So, to calculate the value of among one, we require another unit.
For example, to determine the time required to complete a journey, we must know the distance and speed first.
Two window washers start at the heights shown ,one is rising , other is descending . How long does it take for the two window washers to reach the same height ? Explain.
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)
The rate at which an object move is refers as its speed. If an object has traveled far away from the initial place and how much time it takes? To be calculated using the average speed traveled by an object. The speed formula is speed = distance/time. To determine the units for speed, we must consider the units for distance and time.
There are three different ways to write the formula. They are:
• speed = distance ÷ time
• distance = speed × time
• time = distance ÷ speed
Here speed, distance, and time are internally linked. So, to calculate the value of among one, we require another unit.
For example, to determine the time required to complete a journey, we must know the distance and speed first.
Solve : 2(y-6) = 3(y-4) -y
Solve : 2(y-6) = 3(y-4) -y
Solve the radical equation
Check for extraneous solutions
Solve the radical equation
Check for extraneous solutions
Solve : -3 (8+3h) = 5h+ 4
Solve : -3 (8+3h) = 5h+ 4
Solve : 5 (2X+6) = 8X+48
Solve : 5 (2X+6) = 8X+48
Solve for y where ![x equals 1 third left parenthesis fourth root of y right parenthesis](data:image/png;base64,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)
Solve for y where ![x equals 1 third left parenthesis fourth root of y right parenthesis](data:image/png;base64,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)
A cereal box manufacturer changes the size of the box to increase the amount of cereal it contains . The equations 12 + 7.6n and 6 + 8n , where n is the number of smaller boxes, are both representative of the amount of cereal that the new larger box contains . How many smaller boxes equal the same amount of cereal in the larger box ?
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ODXenQhixFEQ10qwWnR7e5c+tjaE+ZTSrMKBGNsl6dEbsGjGE8HoP1rNYtq6YjJphOxlhjaNYNbdthjMF7t5k0CSHQNA1VVVN5j6Ibsbb3Huc9bZs23ecYSnSai6NANprI9UePcw4QUsoNKRDEQiQSU8rpPeBcJo1YxOG2mHU8ytRWCahGQug2kzLGuPydriOmiLWOrutomoYQAtZavK/w3pXfqSdas5nx7kXofbd/l4z7cohzHiOCdTnGWyyWCDDbmyEIq9WqyJbsI/1Be5LLen2DdYqz27KCSo2YEc4fsOpqUjS8+sYaGU1R2QrkhzR8wO80Poko8ycJtEW7FWF5Trs4hfaEaEZEilSoXRCbNQnF02HdCNqOtO5y1GhBjSUul2gISOUxJkEUQoh0XYPG3LhAY5YExWIooRUaO8K6I4QsRo8pN4bEGJzxGGvwxpbaakJi1mQaVaTY+QiKsREriUAhrW5TNsSiSAwP//47EIloipjSmbdiQTs0RWLb0HWBUKI/pwmRiDOJygjEjtiF7MBkTK6rlqjYbFJxcq9KlKgJQy4rGBEk5ZKESyYfQ2jyMXVZhmRjl8+tWjJ9P/x79PKj2HZIAovFIrksUKaNRBRnEsuuYXl+goYGYoVYD7ozbvoZKHMgywFfaDyKJLczyRGJK5wuGbFizBphzSgl6hhxCpVpaU1D2wZG0eCdxZuI80oXlT2ba43WJpIodSVUVY6AVm2DSx3WOyqneKeFECNJEo6AF8E7IYohFolPjk49dTWi8p56to+tx7kGFxOEQOwCKSa88yTb0UmuG/bWaXncUDdd9oemYh6ASMzpanQIWfqDkDvsTQQ8s9kU7132tUyJ2tc451g3a1arNYYRZXC8NFW2NUfVlKNiyfP0vRNTNjfOHWtvDMTI+fkIEZhOpxhjWK8autDinMM5t2kQPfAbYERo1oGUhKq2WAeYYgBix1g/o4uOdnXCulsh2oG2hRwNFi3tvqJc+BUwkOWALzweFKLf/7GCKN479iYT2r0Zcd1Qe8O4dlROaNcdTexo1itGdYWpJzhr8DZHIZXLRORtnjoZec94XNO2HStNhK6lrjyVy0Sr1tBoIgk4k5sYKXSbUUUBrHgmo5oLVy4j+wdgbO4KhQjrNSF2NKtlFmLXNdXYUe+NYDSGuso5/GpFdz6nbVpC6muefc1ylwg2s0VEVVxJn/s5dJFEjEJMSowdGrtcLkiR4BvqukY14a3BWlemn1Ihxaw3zaPrsm3QpOKb1Hfoi3tQMjnqJuWGVwxdFoqnkKNxIxjya8imNV60p+Xk1ZVH1eArwTohpEDumykpRrwbMRuNc02z9vfpmXL7KzE4pQ/4ncSuEP1BwhSxYGYku6IjS1i8S4gEuqZBg+CMYzI5xPp9nPeElEnFGsVZQ0wtKSoq2dFcUZrVGlUY+YraWsbjKTFF1otFafIEQtdhLXSdYtsDHBUJyrij4byznBzNWXUnLFdrVsvsdB5i4vTkjPliyWy2h7OOmBqqCVSjEePxhMloxHQ8Yjadsje7iEGZ7Hu69ZKmPSdph5gGa/NOIS2rHCwCxiJqICmaDCYaamrUREypica2yd3lqtjYGQ9REdpc9yukb4pVWz9FRNuBEWzWMtF2LTHGMj/uUITUddgUct0z5lppaFpIinfgpUI1EEMo2tEsNt94dapBJSEhQlSsJKzm2mkyIOLABsQq4jxYm2lSzabe+lmaPANZDvhCY/cf/cOEqWStzQTMiDYmOo1UJkBqado5nSh7s0uMR1P8qKaLia5rCDHinFJ5IWqk6VpEBVvVaAy0UXEmG26IJsa+omkbTuZzxuNREX4nvBNCl5BmH6tjAOaLBau2Y9msOTlfcuP2HT6+dZvlskGNRUzF6ekZMShXrlwlxsRieYoxEe89VgzPXb/GS88/z4VDeP75mvHII8GjOgJdYYiIC0AHZoXQgVYY8WVSyWeCCwaHpbKWrBQPhNQikgia8Ao+CUYl11Bj2ERqUrSmqR/dVEWjbua5DZGUOlKXCda7MQKs2xUGqJzHaSSFDroGZwze1FQmEUMkhZbQNMVvtMZ7DwqRhIpgYsAQMaJYm7WtAUvUhkQLTrJeymRtJgghgHeD69CA32Fsxht3CFN6DV7K0pe818ZmeUpMtE1D7Foqv4dNQhJDVNnU2vL8txbHG0vedpBTwhRjTh81sVgsWC6XXL16ldlsymI5xznDlZdeoH79Nbi34MP/tOTW7ZvMlys+vnmDJsHxyQn3zs65c3RCExLVeJLXIkwcVTVmdvGA6XRGs26YTMZgAkYMt2/c5Oxsyfdu/hM3b97gG19/neeuX+LgQHjl5ed45a1r1Ff2iCfvsDi/Q4qBUkostcRyQ4l5XNHYQvom0XVLMLmUIIAru4BQyZIgdGMv19+ThPvnunudp0FwxpCsRUx2JEoxKwfKyHaZD+8d40uVuay06CefrLVUzuGdzybKqkQVxBqMpo1JsUrxAjUAmqVZ/YDBU8BAlgOeKTw4Gy5oroVBuWB9dq3xHjceo3VVdJIdyRSThc1FKlgrGOvRkUFjxJp8wYvkdRQxKvXYsTc7ZNVE2sYzmzzPbP8ytJ4P//PHfPDeR5yee46Ozjg9P+fG7VvU4wnLsMbseS5feJ6mjVy+fBVrHE3TMR1PiVE5unfMullTe2Vaw3g0JqU5dXURKxVIYNU23Lpzjxu3FswXa+bNOS996TkO9idU9jm6cE5o1ngnWJOISUipDImLQkqE2CJJN05B1nqMpDKzXuqgWjSiD2awRWlujCH10pwysmm9zzpVCjGqpa5rgBwl2zI+ihbDEksIW8f3/gansE33iwORVYPRrMyUfiWu7Ar9nx7+7u/+biDLAc8WHuoG6/Yi6idtYsymbXmcryo2X0X+YmTjpONswppMIM7Z7LHohBiUaLKlWoqBRN7A2LYB5ybM9i6R4pi3f/o+H310hw9v3GRdjzg5O2e9buhcIplI4xJ7s5oLl65wfrbg1TdfwxnPzRu3ePnFlzm+d8St2zeyya0XXnv1Korh3r07OJcYjSd8+Y3fQ0Q4Oj6mHhne//Am8+Uxp6cLXnnlMlcuH2DMjBANyXQYaSnCpdyhLi2PLnRZdmO1RHyWxLbDnjT7b2aJDhsZTg+z+8lOlNib9u7+3Gg0KtrLPFJpYzYRsSb/HWPcjCjuWq91oSMFRXyeYJL0wN7N/jH/Av+uvv3tbw9kOeCLjUfqK3sYA8ZjrEOTsl6vsalBLFTW4K1FVYj9nLQI1hqMs1gbsQZCIVJXZWOJdg3auwgZQ7NuieEM58ZcuHgZpOanP32fv/lPf8vJ6QpbVdxYfkQTA9Z5XnrppTx/LsJkNuP111/ng/c/5LnnnuPC/iFE5Rtf/xrvvfMu//i973Pp4mUuX5zx3/23f8J8sWS5WHN8fMze3oy3vvoW//zDH3Lz5jnXJxc5PTvnow9/zo2bNwjdV4CXuXJphrMTlDNCyPPnIibPZZdpm2x/lvf/KL3VXH9eEynlG4Job36RxxX7H9pG8vcnvb3VWyqEZ0Tw40yWPTluBPKl8RJjLKstdm5iIb+/bdsyMjOs2xoLq6ayVK3MvH9GJ/QnYSDLAV947G5WfDiyVLAWcRViLSFGVusGvGBMS3IOaydYMWRjhjyZ4ozJ61Q1EkJLSAlrKyREutiRNGJtTVVXxFhBmjKbXeH42PK9736fH/34JufnNdZeoeuE2eExl2c108mUb3zj93nvvfe4dfs2bbMmxYDVyK1fvs/z3zhkv/a0p0ekxTmnNz7ENyvGconz81s0bcD5wI9/8gP+4A//iG//T/8j1XiGH085P19QjWsO/YyY4Gc/O2V5fouvvDHjra9/jWX3DvOz9/INwQgYxZg8j43rSa2YeGARybYTWghVU8qd9P7U9vVLyNsrKUYiKX93M/uuuokO81e3VnT9XnR0m2bvzrZvdpNH3RxfTBGbEqYYc2hSEolIJMn91m9PEwNZDvhCYxN57Hx+P7KuT4pf43g8wekI7xSTYkkVs6uQpuJp2W9x7GezyRd4DBE0lTRRqGqPqMeIoWtr3n//I95++4R//ue3OT9z7B9coWtroiSuXK2pJpa6qvnSy1+ibVtOTk+5fes2x3fvgSrHR/cwApcvHHLjow8ZOcvVixeovefa5Us06yWHFy7x1a9+hX/47ndpujU6HnN8esLp+YJm3VF5n4+LxOnJgm71MeNqxuVL15geCM5WpQapxeU9ZvfxXpWjbKZcKJFnz3litjFbKWFuGjVACSvlPsuKB9+PLWnmxlt/njcNOnQTYe4+pndNr3yVG3Qpz6OLFnJMeXIqSSTZnc7TU8RAlgO+0HiQLB9CUjQFRJWqHjEaj3BpjJOAT7HYjW3XMWyfqdTKYsruQpLNGlIQSELlRzi/h0ZP0sitWyf86Mfv8Yu373H77hnTyXWcrzB2xN7hPpeuC/PlKRqhlopL+xcZ25qwbDm9d8y4qjk9PmG+7rB7+8zf/YDnrj3Hm6+/AQkuXbjIxzdvMT24wGtffoMvvfJqdjZqOu7eO+Gjj29wsH8B7zMZZhIxHJ8s+PDDW+zN3uUrX58x2ZvSNh1KIqauNKvynvLelDen4KZEhDkyFHRHJL5Ntzfem/SN5096L/o5fdmIy6V3RypEuWn0pKxl7V3UN65GJtc/rbXFECNi2YlYUyKRNnPqOy/71DCQ5YAvNDYd0EcgqaIx5T0uxmGsxzpHZS1VStkGLWXn8xQTTrRM2BRpTIoYnxeWhRYEizUTrL+ImH3u3Zzzg396l7/92x9ydHzOlau/x/XnrtMlT6OGq89f5Y+/829ZHb3Pf/nn/8i942PeGV/n6vWrXNQZd+IYTlpSLYSjFc2dUw4vXsJ2cGm6z5//yZ/ijOfu/C7/6//2v3DnbMm3v/MnvPrGW5wvAxjP7PASV59/BY1CGxOhVbyzOH8RQ8fRvcj3vvsul66/wWsHB0SzwBglxBWtdnmKRouvJaasX8gTOaCbPea9RAgerhV/0lDAZvqGLSFicuq++57d18ghUVe5Wx7jdt2uEYPxBuccXcrWdZls82v3qXi/Zzw/8ef/97WLgSwHfOHxOLLMzjo1lFrWer2mWSzorDJijRWhqhy7rt1GDNZIbmGUueegHSHkhoX3Dl+PWa5a3nvvl7z33geIcVy6fI3RaFzqimMuXb7C4eEBAFcuX2YxX3JydMTJ8THf/s63iSHirKMa1Rzfu8fe3h43Pvgl9z78iJ//9Of89Mc/4fKli1TWc9Ke4Lzn1u3bvP2Ld7DO03Zr2lu3sM4zm+3TrgPNuoEYyHPUForAe71ac+fWHfb2VtQjx8HBlNpa3Dqvt807bhIhhpzmCkXrqORabo66XfHv/OQIchttbmfV+/eIYsCxrXNu1kcoOSqMWdhe1RXWWNbrNTHGvIpYydsdi1/otlhKmYbso9At+coQWQ4YsMWjiHJj0VY6riSLWs9yucY1LTjFElBrcE4LQeZ54VzLs6VhIUTKHHQyGK2op4eYNOPjdz7gnbePuX07IBzi/ZguGhZtR2VXuAmcrm7ws/ca/t03/w1Xrr7AzTv3uHH7iPc/ukUQR31wyLpZc9J2BJRf3L6Fpsi99YLzszNOiFTeseiWxHrGvUXLD99+H+cqVsvA9/7xh8wXa0bjKd5lP8hWV5mIpEiATKJLgXfe+YDZ3vO8+tpLhAixa7Amp+Cp2LPpuncu6uuLeXWESJYN9VZyYswmqitnnFLp/MTsd3ctLppXEFPqxHlFW5YOJc1D5Sp502XfJc/vSxkkQDDO5Qmd3ZcvH/RWctZV+djzkCcKm+VqnwUDWQ74QmM3DX907dKAdcTxlKbtqIzFmNzIcdahiaKrzN3y0CWskdwEMgaRhDUe72pEZ9jRc5weGb7/3Rv86Idn+OoaxkxI6pivT4k4ztsjbh4pN++9y3Qy48/+5M/4+u//Ib+8dYe33/mQ1X/4P3nhpZdYhoabd+9x3jQEUdL5GcYK9uI+1aV9Ts7rOx8AACAASURBVEtNLtpx6Rordz+6SwpKbUccnX+fK4dX2N/bYzStkGRIbaRr1iRDdlO3huWi5Sc/eYfnru/zr/7wGmentzg9OeLCpYouNqTUcbh/IY8oRso+IVDN1nIiMe/5SRFD6abvnHfVvLAtopjeO0P1Pi1mny4L4Izb1Cjzet6SYncd62ZNVVUYY6jrGiMmd8FjpAsBjKUSg3FuW/uUUgYQIYScuvvKo6nNZsGlS2XKat7PgoEsBzwTeKRVW9/gMQnnay5euMgkrPEmMtIK7wzLRQeYbExrDGL6ccesueyVKHt7+1hzwMfvvstPf3SHk9NTptMxigNrgcRbb77Fv/7WN/jJO9/nv/zX/8z7H7zPV958ExXBOsfhpUvgLEnh9t07LGPLYrnAVI7KCE3bEmKkTWuQXEboO9TWOrxz7E0rNAkSssRnuVzQrNZ4sXTrpixYywL7VJozVVWR4oj5YsHdG7dwVaCqKqx1QKJtOtq2xdoqr8qIBklSZEAWka5E1wk05Ghtd/Wu6n2TN497n/rFaklziaC/4TVNQxe6jZC9F6onl7DkMVXn8lw+sE27CxH2HfPNErYyjfS0MJDlgC88Hu9pWeQwWBCP8RUmZYKIMUIMdG0An+2++p5ECoFOA9kD0pCSg+khiT0++ugj/umffk7XVHh3jbZT1svIulvyvCgHlw542b7IeXiLODqiZcVP733Ae3rG3Ylw0gmtLIirOesUaWhZrwNREuIMpnY55UXpuiXrZo1LhivjQ0YiTFCMgg0JSXmfjhdLjILGADGVpkwmlKTFjcd4lvPI0b0zrl6bUlcVxkTyRslA13WMqlEmSMmL0DZhYtYToVE3Wsx+akekNMiKT+fjasg9oW2izJ7gihg9paw+CDtGxj0Bikgeb9xoQaG3PxLNGtldkXzfsHpaGMhywBcaT9RZKqhasLKpXyZNhLala9aQAqjDWt3MHatGgiZSbBEiyU4IqaJbC82q4cZHR7z/3l0uXHieen+KdYqGjiYuuHtyxL3TI2YXJvzpn/8x7mDOf/2H7/E3P/8Bx+cNN8yaMx84a5es2oY1keTgdL1gFVr8pMYmj3U2bylsG04XZ4xaw1ekou46JibgE4w6Qy0WZ8qKhyZgACd59w8mp7hRiremG7FcBBbzBq4d4JwHAv0+9Rjbcg4B7Q1+DX1BsN/iqNm8cpPW9vXAfsLncWRpjCDGbXerQ57kMZJ1nEUDGmIoE4zbiLGXNeW95bY0ceS+yLLYemwc2ne9LOHzjY0PZDngmcGjzH83F0hJFbVpSc0aVguIkf39i9kRRxU0oWTdXkwB1Q4ZzYhJufXhx9y+teD4+Ij9/Smj8QiMcvniJV6/fJWPb/+S0/VtfvzjH3P5xYp/++/+G1577cv83T98j3/84Q+IUrFs16zWa87aFeerOQ2KrT3Y3NQ4OTthsV4RU8LXFfVoRD0eMakcZ6sFLsE8GmyX2NeKg8mMw+kI7xw2SY44JRNFkrwWo5fVO1cRukiIkclsSiLQdefZFMSaLMfRfn/5Vg6Uz2LWL1rrctMnpWya0RtXfAoWUijTQ309NL9GTHlWH6V4dxaXdc3nxIrdPF5RjDNY5zZNp11C7P+HAbGWfGLJq3g/JwayHPDMI/Nmv8vaYIzDVTXezLCijOsxSSEUk1qxvUjaECI4mdHFCXfv3OK9d2+zXHXsH0wJsaFLJ9STfUZ7EY5XtKsFy3bBT97+iDunxyy6E0x9iXeauyyALnY0dMx1zVJWRCtU1ZjR3gSVEakFGsl7zL1HfUV0jiZaTtcJ0yXcKmJDNuodSQ0aEVGqEgcaLJqUKBZNUlJwR4o1sYuIepwf03ZnhNBireJslhoZkx+rkt2G8k5uSFp2p1uHpFx37MmuT8efmIKTCbLrOmC7pzzEkM1KbDbWcMYRYthO7tj765BZnJ7LAJruf71+vYUU3Sgm28vlWszn0xINZDngGYfklTEKuVFR7L1wVKaichZnHE3bFWdzR2XzxZhUMEmwpkZkwvlZw4e/vIkmj6v2WJ6vCGqJrDhb3KWLS0LqCClw49Ztfv7eL5ju16w75U57zmnsaGNHiJFGI52L2FGNmRrakYAxmPGYmZlinSVFJYaONkSiBoI1mBiojTLyOXISn/dxa4yImjwvrZonlyR7PObukKFbRtoipTFiy6qfrnSiy77vlNCy01ykdxPaTu1Y54hx64zeT9CIycYcT5qaSUk3O84Tqbg1taBgxtk0uK9lApvRx975qJ8uyo5JO9rKrHUqI6r5IKy1m5ByO4D52TGQ5YAvPB70sNz9GIq2zmRTiFSmPkAxxuKdp+siXdPRdgnvi/jZmFLvTJm0OmW1WnN2dk5VTanrfUQU6xJJW1brc6raMQoVxhpCSBzdO6WNE44W5yxlySK2dDEgBox3jOsR1WTEeDYhoQSNjOqa2d4edV2zXjWcHB+zbpd0TSBFh49QicGPxkzthPFojE2mbJTMa3yyk5CillLLyzeJpg0kyQ4/GvsNlLo5RyKW2OUVvsRiqlvE6D0pehF0Y+Qby9QNGC2GHI8SWhZsxhfzJ5v3aWOGImxc1zcMp1nfGVPckGdvRLx5op3n32g+S2SpGwOPz4eBLAd8ofE4ouznlncLWzElQsgRTTCBNkDX5E2JmrZjd6FriaHLzuKt5eRImZ8pRiqMgYMLNa+98QLiHLaquf7il+hU+Mcf/YxEYDS+yLVrY84XLTdvHnF2bU43Uqxz1KMR4ly5mAHbYY0hdh2r8zln926SYk5vrQg1QmcSc13inUHMiP3JhNpXjHyFXwgmJEzKkXDeXyhEzVsMIzlKFjzT8ZhRPcNYl5tBlSsmGnFDZKr9GCEbs4z+6zm6y2Qp5XxqSnmsVHOj6XGOkrsjk0YM4oTxeJxHTZ3LJJhKvZSdznnvUmTL+xhjPuZC2EKJzI1BYmZY2Qyss4k6Pw9jDmQ54AuP3Znkhz5OudNrTYk4UsnMtE8tc3dcRXDFudsYCEGJMWRXniTMz1Ys5ksUwTnPteuX+cM/+g5d7Lh16w5Xr11gvu6Yz89ogzJfNKxWLesmEdWiBlxtGU+nHB4egjGs1muWqxWLdQsIKURCmxedkTJRqjEYFZIRkjckyZGjqx11VTOqamwjSMh7uo2UfTMiGOvy1kjyigVjHePphNFkDDaTtS+O6CkFrNHsP6kGyshnP/CSN5rniR6z+bm+QVM2PJLyiOVjCalEkpqyM7qxGISOUL6um9frJ3h2Z8+994QIIUVMmQPXPJG5lQslyU067aPMpzP3OJDlQ/i8J/YpT+8P+FR4FGGq5DTRpojRDu89y6OGWZ3lJwpgFOuyaLyuPRCJTSQExRiPdsrqbMH8fIlSgZ0wbyyLUFHZETc+/jknJw3rkDg6OiZZz1yU47Tgdmg4nwp+tEf0irUjjBvl5VoaWEdD2wVSG4rPo0HVYTGoyU2mLkZctFztxlQKz08PuWz3GbeChJaRn9CtW5JVUhIEVwIqxZoKB2gIiFkwOxgz2YfECtWEsTVInoxpQ6RyiWQUkYA4u1nXoFpDTDRdwFpXdo4blLiZoTdi0NLVpg/q9YFOucmNmZTy4/IysVyDjJr3peemjmwMgNEsOQLBln3mVsuNQQxiwAokLKqmGIA4xuMZm3Cyj0w3/2B+9X9jv11k+TRuAJ+bq57CQTwNncLAuU8FIoLxoCniVZnuH/DRT84YX7uAGEtIHWJSjpacYr3StYm2C8QgTCcTTKyI8yOW84DYGUH2+Psffsh7H/3vXL98lR/84HvQNexdPKChIU2F7uKEY+b8sDthtR8YT/YJYc2d4xU37s6RymOrimQq1HpUmmysKw5NLdnNvEKMJcaOw6bm1eMp48rx+v6LVMEgyzmVRA6v1nx8fIdGLBiobE3oEil4KjvGRKEG3OScg8ue6d6SGAJtanHUGCMESay7hrUusMZhbcSY3B0HwZgRicT8/BTvYraCI5vyquYoVKxHVEuDpZeDS3FXz1AriLdIyu7sOSpVtJ8VV8WZvDNcydE9FH0m5OVrWJyxGBXEClq63B0O8KQE1nguHFwul7NDI0De1VMO61fGbxdZ/tZgiC6fOUjuHvuqyrtfnMO4HHFp8UHsQgeSTXsUzTVFsUwmE1IMnJ+e4/cPsNajGlk1HZPpHm+9+VXufvwRnUmE1YIVcxZVookt+DwJs24bQgrFbxE0JmIIJToTTFUDgkZFjCtprqAh25NVWCbGM/M1plOUlguzGS9cv8alcc3777wDqkxGU+rRCGsj63Wi61pCyHXBK1cvcvHSPs4KkMqKWYOxQlWNUISQQiagXnFDNr1IasrnQs84Kjk1R7R8na1gvQjFt6lwlm7FGGlDHp00mtsxhmz40dtwKEoqZJtrnNDv+hZAQ0+su9VowRiLdR4bUpn8sVnIbvo66ee7Lgey/ET8hslu4NqnCk30w9XUVc14MsX5Km86lH6RWSKGdju9UupfptTt1s2SdbOgkgMSubbWdhFXjbh2/SXOj05YLc+Yny1YemFtFek6Rl2+9JfagklUYkgYUoLU5J3XIkLlHaHrCKuOkfXURpAum1aMfc3VuubSoWMy8jizplmumF58jtdefYmXLl1ifnLM3/3N/8PsS3tcvX6N9WrN3XtnxATr0HDj7jGXnxcm+zOWocEkWHcNTvLUdQJ8XWNNhS2d8X5PT6EzVJXx4T7OGrxzeWonRrSMOVrnyuhk76TBplG06VOnRApdkQ5l0ksixYRZEO2jScUKaEnbhbyyQkUQZ1A1oImk25JLEiUJRE25uWW2F1JPtp8Hv11k+VtBEkMK/UyhNEERgziPq0dMp5NiILFdiBVTyoRpHbZ0e43JTjrL5Zz1eklde6qqouuyWW5Myq07R8xGIxbLhsV8TbPuECpsFKpkcE2A0KDTgFR5r7UzhlCkOKaM5dkUaM+XyDownTomVpAWRlXFxdE+V/yYS9FSO0clsDqZs16ccnp0h6++8jJ/+qf/jvd/8Q6zvSnT2SSLuk2Zq3awbBbMDq5xePUSaoQ2RZIpEaTJzR9XV/ja5xsFBjWSZ+qLqB+Eam9abiK5caQxi8Ap56x3Lc/nvqx86N+Dcq5tSsXBPm3+oAnTy4q6bWaXhCJvyoYgecqniOdDLDPppUOuWX4VNCHWbe3YVOgJ//Pgt4ssBwx42pDNf3IH2Huqqs7GDWWCpE+N+7G9vKvaQcpdisViDiQODw5xtafrEs55rHHcvn2HE2tYrxq6LjCux7jZFD8Zoa1j0q1YtitMUjbTeQb8JskshhIx4JNQVzWzapSJ1hkOJjMuzfY5MB6/6qic5eLePoSO05Nj/uP//X9RJeGPv/0d/ud//+/58Y9+wu07tzk5OWWxXKMIvh7xrX/zTf7g2y9w7aURse2IKWAsGCcgKYvbK4+xUlyO+jt+LzQv4nYBMSY3Vsp46EZfZAwmpX5j2UaCdL/0sjxvUihGJilENMX8OFWi64qwPku8Uk+KpfstZiuKp6Ty0ufrpoj0yVrWvrlkPn8WPpDl08cQVv52oV+pmkXKxrmNgUSIgbbtNjKT3NDo544NqctejjF1VBWMxx51gk1kb0ssi2VHdA7MGGcjM+8YTfaY1hUj0zBvWvy65ePQETVrA63NU0MiBgmJrmmZmIpJvc+eGzGxHkKgSnBRJlxINSNNuLRiv6r4+pdfYX7tEr/8xQd8/x++yz997/s8f+Uqb/3rP+Cff/xTbty5AQjJB05OTzkcXeCbf/znvPCtFzD+CLNa4kKHeJu3OsYWvAHnIbQ78zraFy4zw/eNGOn1qFKiRbMdJXTZ6adUZvPHvfZVSttHJZNlIUiTYv75lAnStA0aI5QGkIQuj1fGCElZpUSMLVYjRlKZNzckYxHvwEEUxVY+s2TUTZ3182gtB7J8CAPZPUvoEzCgyFmycDmlnEJ2IV9wWa5icdbhXN4lnlDarsN7w3jiWa8XJDW4eg+LJXYQ1eCrMVahi9mY1oojdkqdhIvVBKaBs9TQaJvF18YwMg5vPZoCLYl9qbgyO+SwmmDaCCkyG3kOqinjZEE7QlgzqQ55/bUvoVF55drzjIxleb7m7bd/gRlPuXfvLqv1ktF4QlU7Zoy5/vxlXvy9FxkdzmB5F3yWBOGL5kZy8yYH4bKJ2CijhJk3c7SYegG49iXJtNF9b1otUvY7ipSudr+HPD9O+rTe9EYXbsfsBKy3hSyzBZ3GiO3JUpXFMnt2Zsu2/FpJsqweVboYs/zK+fyEmiBXDTIhm892jQ9kOeDZxua60HyhUDq69FMpmQSss1jvclRpDBryVEqMgcoZxuOa9XpB2yb26lkWkIeEs2OquqILbY5MbU4v20VHksTMe3Q85bq5wDo1xBCzA7iv8NYhPhF9oFbDhfGEPTcihobp3pQre4dUxkIbaZuOs/MV8UJCO9AkPH/9Rf6HP7/Ez378M27dus3f/If/g7PzM0aTmuV6TmU8X37jFd762lvs7XtYHKPtChA0RSSkLMqPCUJCchn3oaGX7XmU+8cVYZPmbsqa9JNT22513xXvM+F+yUO/f4cyabOJaH2FuFzXtMUYw6W0WVWcrMeGvGvdpJzGk1IWq8dA07VgPOJ8OTZ9KiHQM0aWT0Ot//TMQgf85qFAIkczpsSZIgalGMOKRSw453He43xpaJj86LzLpmM6c4zHltVqjWogxZa+jte0HSlERAyz0QTjDNrNSSpMxTI14EcHNBryDhtyk8Iai3eC1GDaxL6Z4AM0beKlwwu8/qVXmZ+eszw55VwdH9xd0MwaTm+fc+/uPfanB7zw/ItMJ/ss5x9w5/geVe0xFdz++AYXr+/x+te+w9e+8waTC4aUlmiVO9wpZEmQdRaRvHco1/skd5kpN5MiCdr4RaYHrq/Sxd7qvnVz3tk8lv4/GMqaXdmOVfZRa0+7xvaNGSCl0thRpHhoemtzYywFSB2xC6QuIJ2B5EiSJ57oMwRlWyFOZf/PZ8AzRpYDBnwyeo9GUh7Zc7L9uvMO53On23uPRkrTJxvSphi5dPkCV65eYn7jBIrRQ13XhABnZ+fUxadxbzpj72DGrJ2ybte0JuHaFWliWcduY6UrKnhnsRG8MYxmFWPrWJ8tcLbia6+/wTfeeIsf/38/5M5yhZM9Rr7K+28w/PLd97l354Qvv/4Gy+WKo+Nj6qpi1axoVgsODmZ88w++wZvf+ib7L1yF5QltaLCevG5CtNw86LsjORU3knPa/rxRyNCYTfTYd7tViiuR9P4/bJpk28dvd3+rKlbyTWrnEeUhOxPlvTZz9++dcFecIyfwFtRjR9l82QWHUnOyUk5OYtEa6eahqKJbz+FfGb+DZPmkyPPJFeBHL8ba7SIO+HXjkee+b5cWV+2qqolti7OOelRTVQ5feYwx2aBBs4eidbnhE0LLaDLh1ddeZKXCvdMFKQSq8TinhU3em3PtyiX+/M/+lHsnR7zzwS/wTnCjmnp+RlWtufLcNe7dvVd0hMLZ2SlvvPZlKueYH53y3LXrHN28zQfvvMt6MaeqHC++/BJnx/dYtw2XDp/nxeuvMqr20OQ5PVvy9tvvIsbQhoAbe9btAj+D3//6N/j2H3+LSy9ehHBKCqeoBJL0prrk6C71M9SlCdZzUz6jmQhLmowIJm1zcwEkD6vTFzGleFqmsmYCto2zTK5l1j31xCWbOnJ+mW2kuVELFNLcrpKQ3GiiPJ6sobWVBzdjOo/45RIkTx/1kaQi2wmez4Bfa87Z310e9efXcASf4hg/33H+en6PAU/CZne0bE1/kTwiNx6PQQzOeyaTKXVd47wnqdK0LW3v8Vh5xAgxrYkseOGlS3zpxctYadAwR+McJy2jGmJYsncw5vU/+yOuXbnA+vwUbdbsieXAeq7LmD9765u8eeE6L48PeXl0gLl7zptXnueP3vp9LriaVy9f4xuvv4FX5Yf/+D0+uvkxV7/0InVdsVq1XL/4ClcOX+TozhJnphweXAV1qAi+qjiZnzDeq3njq6/yzT98ixdevYThhNTeJplzxCeSKIGUoy4jJMkbEcVYpMxWq+YyBZKXkqkKkXxtGASHwYrBkYnPpLwbx2JwmtUCJoFExUTFpfwYb1xxPe/NfPMfKaSWNEf9CVAxaG/eu/vHOdRZ1BmSLcJzIX/PWnAONxpRTcalA97/buXfhZMnxUKPxL94ZPnY/SgP4ElR2ZOJaNNqe+yPPA7pwZrMAzDm8TtGHkWoQ8T5m4Wyo8kzRRxe0jkk5tSwLL/KEVI2hrDOEmLA2cTh4QEvvmi4e9Jw9s5dzs/OqEcWZz3O53UL4fiEe/fu8cv3PyDGSHN1DQb2r+0zq0dc3DtgfnJK27ScH53w3i9+wVffeBMNkZs3PuaNL7/OZDzmu//v3/PKy6/ytTffpKo9lfO89ca/4sMPP+Tv/+H7LOZz9g4PGI3GrNpzTo6OoW755re+wbf/+z/g+a9/hdqe0s6PCbrA1tl0Imlu02TBdiEts93NTUz/P3tv9iTXdd95fs5y7809ay8AhR0gSJAEQZCUREkt2d3qlrz0RIfdMQ/9MkvEPEzMxPxbHrfdHTPTdo89Y7tbtiRKpEiKIgFiJUBshapC7bnd5SzzcE5mFSCSoCjI0xGNEwHUlpWVee69v/tbvgsySYLNrPdYW2F8gFkFfx/9SMk8SfYmGx3KXiklMklC+V5V5MMhZVkG8HuSBWC5ClJyY8dHF6fdUslA9yRmjlKyTy5q0jZ4ZO0Dc4rHv/GU1m81WP76GeOTgumXKaGf8JgnxKwnB2z3hQF1zEF9rHXzFdaz4Ppl1hMzfSCEh71MxsdsQ0mNkgJnfRRjCBfmWPhBKhkGP6lBJpZGS3H8+AJ5WZAXhnv316hGFbpWp1bX4HsMVj7Fy4JmK2N7e4fl5XvU6nU2N1fYfPFFXjx+kuHmNpvlJktzC1y/dJntN7/FyVMn2d5YR2vFK+fPMRz28ViKfMCBowdZebjD8uoKGztbeOnImimjYpf1nT5ZQ3Lg2CynXjjI175+gaMvn0R2NH53ACJHSYsSIugDRck3EcHw3vtJFT3esKB+ZDHGBPC6gCzNQgAs7aP5yK9sfwhSwsbPvcAZ0F4isyZCJVFKTgVjRu8C/x2BTDKQEleVeBsn6hOrChnwsOHZgwq8j1nx+DWMhYTjv8k1JB57eV9x/dYzy18vo/r/v4R9ks2wc0+6AUSz93EvZd/3YdL6ecJ6Fiif1vL7P4l2BOMsygGaCLYei0Gwd85KKdCJot5MEUoilaHTaHLs8DzDYYnwJSur2+AqJBlFucndB5+Q1eDg0gJJpulvD2k2Gty9dQPTG7Fw7hCJ/wWyNBxZWOTa9WsMhyNOPv88V9/rsb6+ytLhQ7x07iX6gz7vffQBxlQMq5yVB3ew1lBrZCAzdntbWF9w8MgRzp57gde//SLd+RlkUuF2t7Gmj0qCwZfzFRB6h9KDcATGjCVCEccDFBn8f8QYahW805XSQSTj8YTkMy6FCY5S+CC5VtpQsmd1SDMobTjFXcRSTiZHQVRECRmHaOPrZTxECjdHN/6zX5Q8jodDTzHB/K0Gy6cdKJ9GGf5FKs5fZj2pDIcI3I1N9AnW1u8Pls+C4dNcX3he7N9rISFyhp3zQWFHuphdjSeuEeTsA8RHKUmt0cAjcK7C2YqZmS7PnUriKXuPldU1+v0dqqrg2vUrHDl0hOnpKVqtNtvrfQ4ePEBvcz1MjpOE+/eXWVlZ5tTpU3S7XXCWxcVFruC5+clNDh1eot1tc+v2LS5dvkSr3caWClV1ePhwlcoVTE9PMTXb4sTpw7x8/hTPv3aO7pkTYNZxvWVGwx1kVpFlGqEVVGaPfigk405urINCrDIe7wwSjain6CxDCQ+mwpkSY0oS9glS+MeDpt9THEp06CGaEl+FfRPWIRoOVBZ+JoPIsKxKnDVUwyFOCLIsCfCifTCkx5NDP/mbX+L82PfvN7nynlqw3C+8+qTHfM5PGSfPX+3343M86cJ5QjCdKKZ8wfqigOvHJXh8LW7ysvy+PVLPAuY/4pqEBSkRSiOUoqoMwpUYDFoHn+2xLuK4hxbEZwPQ3EmHNSPy3KJVk4OLXVJ9iESMyHSfm/c2WVn5lK3ePV48+wqJbtNodOjMdTl0/Ai8m7Ax6uNNyaHjR8haGcdOn2BQ5Xx88UNWV5f55Ycf0O/1WF5ZJqvXGOQD+sM+QouACWVEzy3jMZw4NM2rrx3nlVdfZvr4PFkjgdENXNUHMSRrhr6rqypsaeM56UBHHxsPIEMgRUPlEI0aNDrQ28Bs95FpiWxkgAu9TGsDRXISrsS+6208JY8SbXkRAmJ3Gjl3HFn1GN28zoMrN/AiodVqMTUzTXZ4CTqLSO9Iih6M+tH/yCK8nQzGw/Q+9JUFhOyYR7Uyx6F//78ovxFYm7/hJffUM8svCppPDhC/6c+f3LN8cgX8pIAdso7P/XUhEGJvW0Mr7NF72rNA+XTXF96gH31kuIAJEKE8z5HC0KhrED74u0SYjPNBiUhJgRc2xlqHsyW2EqQ6Y3auycniAGkG7ek6125K7i5v8GDtHoIWnfYU0rcoKkNSz7h55zbm7/6Gza1N8qrizr175GXBzuouDzceBmplLWV55QFpluJF8NRGBApgs1nn6KkLzC9Mc/zYEkdPHmL+6AKiZsHu4ModjDPo1KOzDDwUwwHWGLJaFtXGCdCcMHKOX3tcUSGMx+QVy9eusLm5zuz8HPOHD1BvNlBKItUeI2b8eyJ+nOCNPJDVQWuqlRVuXrrM6sNNnClRZcmgN2TYyxFKktUypubnmFtaYmpulrkDC6FUt1UUMQEhXFBQj8F5LALsv2xaOT7uT6G19Vsrw78ShOYfIYY88WU9aQD0xFJf7GuV7AFix/4gz9Y/7nq0ZBME7B0YY8EYtDBYFzjGYtIfi4M8JAoRsIgyWB1gfVDKqXJU09jPzwAAIABJREFUrcHiwiytToP5pQUa7Qb1zn3KyrO9lbO88oBiKLlz9z6zs11u3LrFx1cvkyYpaZaR6CC8iwy4xCTVJGnG9vYWZVlQb9bJspSpbpe5KNx79uzzHH/pDLrTRMkc4S2YAc7kOAxggsDFOPMTMpa0Mgb+kA94FwKmEBIqixkM6ff7rNxf5f3332Vrd5vXv/YG3bkp6q1W+KVoHrZ/+b28PXyUQb2IwZDr16/zn//Tf+bGteu0mk1efPEsszPzWGfZXFtjZW2FXq/P7MIc51+7wOvf+DqLJ46HtHFCuxGTyix2kveuv31J7eetL/GQL72eWrAc+57s9eYe/fgkA/ZYwD7hjzx58vmlSvXPe3rxJXqaQj35Mey53gU1m70T9ktN7MMf+hKPeba+VJbu9t0kI4XPw0TkdnxIhAjTcOeDHWzQAQ8eL1YavCvRSiKcQ1a7QIFKEtoH2rTq88wfmuLo86e4f/8hD1ZzPv30PgbDvfsPuLN1n8FoiKkqlpaWmEm67K7vUBUFAs/GxjqmLOlOdWk1G5w8cZzDRw6TZi9w9oUXOPHqadSCJE01SpRQroEYBQU1M8BRouopoiixxuJGOUpmpEqDyBBeAyYAIB14G4c7OHxuKPsjLv/iI/7i//pL7t5f49CROf75975He+k4aIHbekhpSkSrEREDYSgmxpWkjyZmswusXr/Gf/yTP+GDX3zA0sFD/Os//iPOXniNbHERVW/hXErxyXU+fust/vKv/5pLv7hIb3ObZq2OFoKZg4sxyw99TeGj/mW8fMaj07GgRziu44/7y/C9H02++i9lGv5owNxTTHbOhR7R573QSan6xYHkyTCRyZzsM5dzjz7/Z11oztsvfI4ntkURCJngoiiq9z7qIyq0TpAy6CU+K8X/8ZYnTnvtWAMxMEm0UmglJpCU0KOMkmIu5kzeozONxWGqCi1qpLUUSoEzOXiLLCS2HNFq1Dn1/DxZrc3couL06bPU0wVu371Pvxrg8eTDIaPhELynLEZoKZnqdgP1UUrqWUajUWd2ZpqFAwu0Ol1a7RY6s+D6UDgQFbgK73OcsAhKhHLYchi43irBlRZnDUomwZjNEVR7sAgb8I0BxF1DSIfaHjI/N8fZsy8wGA5RQuIqiyxycAGHmaQZRgQ1ptCt8JFCH5TSxfQUvdu3+Mnf/r/88sMPSdOUb775Dd783X+Knp2FqoJhDs7QPH2GNztdZJLytz/8T6ytr/H2229TVAX/5A9+QENl4eBJhfAWRySFIHk6shi//nosWMYhyyQY7IEFfWgPT34Wq5XJFDEo9wuECM3xshxRlgXOmVCOOoMPrkGxL7gvcAkfg9C+vh4wtjya3Cn8Plv1CA3Ym5fFl/vI+3n0Kx+zVxdzi/AcLlZo8RBMVJ4/e8O8HxsyjfdBTKaMAFJqUGkg7EeVaIEgUQlZrUFWq6NUA/YrUD/yt/zTarH8V7c+62Y6tr11zuJ9kGJzUuGkRCYpAgsuxxmDpSDNMoRXMWCCEBptI5PZBYtW7wXeCYzxFPkIN8qDxqJQTB86wsJCm+5sDV1v0jlwksO3uxRVTrPVYmdrm7XVVUwVdCO1VnTaLebn5kIA14paox50bLMM0WiEiXLew496wR8nASE8XspwQyYyYEqHzCRSJCBkFMMIdgsIsATlc0mw2QU96Q0m3SaHT5/g5cGAqzeuoZzH5gXkJZDiEo1XEiUsHoH1Liq9C7RMkFbg72/w8T/8lF/+8KdIC6++doGXL1xAH5iHssKXI7xzGAdJVkOfPMz58k3WNx7y1ltv8eDGHVoy5cLLr9I4dQqMZRyPhIxOkt4SdIvCBTL2ABJR+ARvYjWnwYlgzYuKsWPMRxf7YsuXX48FSwPeMsEoIYAkbI5QOA+VDaodKVEWzrng1OYcMtFI6bE2p9d7yMOHK5RVn1pNAQZjRghpQZgw1RIugrcd3guczSKsITALVNSMkkJN3tx4wGJd2Li9DfDBhzj2pMaTsL0VMjqdBul7Ywuqqgp9Hu8QKvy+tmHC9nmAeqXUXvYhYj8L9qT0pcaqGraqqMU+pR2VOOeZmTlMY3EJQT0cPB9ZFJOEePwc4fg+W19+ee8jFzmsvcw9+LoIHy88pbBSU3pJM6lhqyHCWEaDESWCdGqKLGkirMYYD6TQM9TSJqIzhdnaZWd9G5VkKKXZWN9lWOUMq4o7y/c4e6HH8y+fpZHmyKkaor3BnB5BrYFQiik3xxG/8MhoVgiHFAaG/VAmN2pgClx/jaoKLosic1GuTOCcRCYKnyRIEoypcMahfIIvBF6oAP+RHosPfHApMaqGxRNkiwHrsMUItEAdPEAjmaOdDyltSdsIxKgkeE5oyjQ4K9YjMsgKyKuStk+R3Q6sj7j7w7f58C/+ngc/v8er33+D73z/B0yfOoG1Q6RweOUwDckwtWi7RrNs0jxzhAsXXueTDy+zsbnGzvUVrv/0I2aPvYRkBNbhlUXWFM5XWFeifA0pssB1x4JwqCRc76ayOOFpZi1wCiESlFBhWOYtXo7h6im/bkbyBWX4oxPcyYFVYtJ3jUcahEAlCUKANYaqqqiqEq0VQmZI6VA6pPEQHO1CYDAgPFKAcxIbM9Nxa1LuJYzAGKQaeiNSqsAfxcXpdGQBTKhQvxosrTWMdvthshlhXjpyTkUUgE2kCnAEv/9Nfta+xIx7TBNT469VEAxIVFBGERKdaryXwU1P+ADGJfglj9X6ETwJOfVsfcU1VrUZL++DqG8pKnxVgalIk4Rakk68eRIdgNg6qyNTzWh9lQfXb/Jg+QEbG1v0+yN2ej22dvsY78htRa3V4NQrZ5EHDoAv8MMezg1CmdqvCIE76jmOS7PQaA/VlYx3yXw3WEzi0Dq0s0SqQSW4Iqcoc6gksp6ildxX2QhkmoY+bFmGayXRKC0pqwrnLEInsR8og1+6kFTWkG+vUasPEVohZbDcqIoiWD9EOwcI7oxKBbpomqXI6Cc+vHOXezc+oSxKDi62OXz4IK1uNyRaZs/OFkG4VjxQluAUtUaDRq2OabXxUvCzH7/FhW9+k/qrz0MikMN1XFWActFHXHxOeNobN0mlnnp19liw3F//PdYkjciAQFViH2QgHFQhCMEo7zMa9aiqIZ4SgcH5aMyk9qdMMbPyENTzBEqF6Zx3e+wXOX6sixNlEWwCQloeTKa888GfI5bYjwa0Mfw2PJnSSTRwDwok4Tc8xgbfDyljPydeXBP7TR8tQScqLeO3EfcoPt46jxXR8U4EALCPqWNpS4oyJ0mqYC4v1IQWKcab++UoPs/Wr7EEAiX32h1CxPPO+slgRymNkir0NYVHq4SygtFun5XVe9y/f4e1tXWcdbTaXWaaLerdNgd1xrDI+eDjj9ju73Lnzm1eGvTRc118McKZCinVvvMyrtjxCq8PjDHIJEEpiSlKvDWT8x1B0GwsTQhStVqosJzHuYgH1RoZbRfwBlNWWBw6iokoBC6q/QhLeJ8IkBqlJNpVIQnRCWmSwDAnzwucMUi3J6cWkAESj0dLhUrquO1dVm7d4saNGwwGAxYW5lg6dIjuzAxeSWwV3uhYEk55SMR4rx2q2aTRbLArtqhlNUZlSW9jg7o1wepCSITz6Hod7yt8KSZ7GO438Tp3Ywonk37zo0Ph3+y6+oxguX9iu5ehTQL5+O9NsFU2BExvKMoBw+EOvd4uRTHEOgMEL43Sjhmbsdc4cX2LJ6x0qMQy9vYQ0ZEtQKyCeohSOrjuiSggSjixhXCxb+ri7wkeDZhhQ4UQZFkWRBJixK+qkspUlKXFGkspDDJoSeE94SITUQhKPF7u7QXUcb/UC4GRFuE9UoQbgnAufDQ5g6JPo96N9LG9BEPG3pqIZvDP1lNafnzejkUjQtahlJ5oMWqdouJpb61DSg9akg8HrK2u89Y7P+HOyl3mZuc5fuwER48ep93uktRqNNtdRmWBaNX48OKHXL1+la/fu8vizAwiq+HzKvCdeSwZil+Mz9SyNCQySMOZssB5T5KmIYnyHmtKqkFOu9tFZg28d9iqwJoKiUQqFa4DGybHEwWfskIRYE+JFMGOxnkw4/JNIFNFlmpotVEqIUszSj8kH43C1Hyc/RJuPKG370P2liT0t7a5evUK9+7dZZTnHD16lAOHj6BnZqiKfrhReI+O/XnhooSH9yAVut2m0+7wwN8lSVNUI2N3Z5uFXh+oY0c5uzub1LN5akkyiRl7ASm+NhHnElKg1a/2sX7TFORLTcPFY59MAobfk30vqhHD4YB+v8dwOMDYKrCZcDhv2d7epNfbQUomwcbHXmeQoXdUdhDeuA++yriYV7rQkO1OTdFo1MmyjDRLyWpBrLVWq6G0oiodVWknL/bxMlxKiYxlizEmBsmcvCgYjYaURcFgp4+zsWyIGy4jnzhMtuXkucZHLGTMgPOk9Tqt2emA2ZOEu3AVxDeMHyH1kHo39Eft58XEZ7HyqS0f/5tUQrF8rNVqKDtEy4xGonFlTlmUpElCoqEYDrlz+zYfXbzM6sOHnDv3Cq+9+hqHjxwNsCKdIZotQNCenuYPT5+i8W//d956/21uXLvG7JmT6DRBViqwZMYaZ5+zEh0EiIUMlrJKSpIkmWhC1uoNsqQOePxohEgSdJSWy/sDiqJHu94MwSxJSKemwhMP+iGg6gxdb6OlChNpW4AxUBqqkcWnilQlKKlIk4TcefJiFAKTDMmSFARvcBXM3ITzeGPY2tzkwYMHjH2MWq0WC4cOgFR4a3DeBx1MGXr81jkQKpT4QqAaDbJ6Dess1hh2B0O2t7dxIqRuly9e5G/+0//DC+df5Ae/931k0sSXjx1nH2jGYdYAQip+I/HKz1iPBksv986uxzKz/XFHCJAiwhAo8RhsuYXJt7BFD0xOKmNg8Q7rDLPdBnPdRkxIRZwhxUGKE3hRYtlFCIIPsAfvVdwICc4zHOXYqqBwBlPlVIVCa8VIqyg4KtjX498Xc8QjH328846DpnUOXzoSkXDwwEF0DH7BmJ192ojhOSYSVftKdcaZp/AYGSTw1ViGTwdvYycMlRlFVMB4QhleZ+hvBlHTR1Sjn63fbPlx5i6iHI1ASI1WCZhQoaRaUVYVUjkSlWDLinv3HnDz+ifcvHqDqaNzzB8/QmN+Bptp8lFBqjxppiCrQSOj08h46fXz7JghtUYdhgNwWVDPkSrauP5qdjM5M7UO2aexgWIpJd55bFmFi18noSQ3FXgXYD06cN1TXUOrDKEVojJQVrhqJzoimoAnrSn8YETeH8CgoJY1EJ12yPhcFdI9pZECtNZham1sgBcpBZRM4oENKutKSlyes7WxSa/Xo9VqIUYjavU6SbsNpgxwISEQKlZnHqSJ7dlxK0JEOJ0UeOEY5kN2ezuhfdeZoXKOq5evMCpGvPHqBeYP1BHjWDW+JuOxHsMWg6/5vpNgX2vtq+aYn5FZfnbPUjARIQH2JtlYC66kyncxRQ/hcxJZoZRAqZB+GzwqSUiTNBqix6DmVey9CIQsQYt9GE0RMkyYlOG1wZDKWJwLQ6QyLynjjksZxEr950ACAuRTxKA6FhMIpb6WiqweJKgajSziIMPjxxSxiTvd/p0SY0vQ8LWUAuMMuc0RCDQuaqwGQVUrAnXOUuEYT/KDOTxiPDiTT70x/V/zEuz1hMcIBiH1hP+tVACeKylRWZ2sVmd7dZu7t+9w68ZNRoMhLx49yqFjR1GNjEp4RD3Dax3SnkQSHMQ8B44s8bp/g1a7jbcWb8awuXCcJ6Li4xdG+FpAAMNHUy49Vg23EdEoiP29yTsKF2PlwIZep8xS3GgUMirnoQpGXkLFqmgwZGVtndWVNexOn6ZIWDx2lKmlw4hWHVwZS2tBmqR476nKMmZG+66p+HqVEOgkoRqO2NrcZLfXYzZtorSm3elAvQ5lAc4iUzmBUQsvUJNWYhDvFbHMF5FhlKZJeIvGABqtU7RMGA1GFKOcPeB5CJNhwBUSrHESJFWcnO7rmI1V1b9q4falQen72hax1zMW5PR4a6iKHFuVCBxJEia/OgkHTgq/N0RxAo9EeBlTZoHwctJP9ONNBPAqBstwp5iZmqasDINej1E+JC9yyiLHVCXOe5ROJ/zVyQ7t2xqlFFlai9SpIJKgVUKSpiRJhlISZ6vJ74wxlGLcIxXB2GmsZ7mXXY4nheGbWZYhcOhoQC9j/7XyCUII8jwnq5lH+7/xuZ6B1X87a6zfOC49jLWYsgDlKSUkUpF2uqASdnfucPnyZdbX15mdnef1b3+bI+fO0F9eQWlFvd4KVZE1MBohqgqUoDU3z3O1FOccOk1iE81DVeE/o4f2yPKeqqoQ3pPWGrFlAGmrGU6vYR6+l+ggBuJcCIhlgS9L3GDAzuYW3aNHUDNzyDwn8w7qTWw+4O7Fj/jwo0tcvHiJlZt3YFDy6oVX+Rff/wFHzr+Il6GXKaVCa421LpqzAUrizaQHF7y9tYSsiS922d7eot/v0+0E/nlregoadajygIJTChWyAgRuIuxLFCB2VYm1Dq0TkiRhYXGRmZmZkJX6nG63w0svnaXRadBsth8NRvvmod6HpChU32PBj/HxD/OEyS99hfUZA57xin5oYi+KB+B2oIFBCVXOaGeVYW+Lqr9KYit0HLogPCIPH1PYCzjIUF57GTJLwhvzpcVXsUcS36iPk3MvJA5Bz/UCMNg56l7SzOqoejOwYqTECR+HSnFyN9bli19LodAqsBmcDQFMCNAKEhH6q6UvcG4MUWDcNZ5kBL8yDQ9/aO/TeH3gLcKG16KQOB8yECM0ebJFLc2oNepooXCTu+SzpPK3t+Lu+qg8JBTGhoGPdZZUhb54+XCD5eUH7G7t0m12OH38FBpYW13GWEtH10lbNUiSUPK6aNGgNSiBqqXgDCiNUBIVy2/NeMgYX45/9JXJJEH5aLmQppTrG3jvydoH8LbEDLYRtRpyMEJqDVkdj6LaGXDp4kUuX77CR5cvcfLkKV5743XOf/ubJAsHcZvr/Pgv/yN/9qd/xr/64z/mf/2f/mc+euttfvJ3P+TTK9e4e+o0h194DjHdjpPxiqyW4b0nz3NsVZE4PwneAN4YhEoAzSjPqaoKnWg8BM9urUGIAMsSwcjNG4P3LqgFmTjc8YGYYQd9hsM+qpbQz4dsbfT4/YMLpAtz+PVV1u/fp9vucur0SbqLB0FmUJVMdC73uTWGLqJA6bGf47599uxVgl/hQvsSZbh47Ks413OWMh/S295ka2MFbXdIFWGSCKHM9FExRQmsF5FtEOFDXoLXBAXkkKU6UbAfeOhRYTPGdwk/fiXxOw6Ec2GQIlz452OwjEFSTPLwwN+xVoYBvhvbbSq8LLGiQAqoKCJuM96ynH9sYx/d5XBw9qhxIfoK8A7hqgAhQoBQlN5SGjCqTaM1Ra3mkIqoe/ksTP421qQFD0zOZaVJkhSRJgRr6VjGjQoerqzycGWN0WDEwQNzTHWncN6TZTXq7Yy0lgXGuPDBatUEb3ElQUiNTFSot30wAxPjLMrvs2KQwaArTjsDDdERwPNa4SvH6r1lTFlyrN6iv7PL+z/5Cbv5kAvnz3PkzPM4Y9m8eYs7N2+xs7PN7NQUqU64fPljKlNx6MhhDk3NMNzc4u6nd+jv9JDdKbovv8a53PDJLz/mpzff4daNTzg/HNGcmwKhkDIlSRO8c5RlgTcm8LK9D/hNJXBmFPqjHoqiCEE9q5GkKcMix4fNCJl8vHSDN7kNqA/CgFjFZMiNhuT5CCEFpSlxwjN37CgoSb6xAdbx+jfeZOHQAYSx4EsCbzyQXQJH3E8yTh+rxscvqd/0Cvu1ueEhVIVgaaqSnZ1NHq6uMFMzqEzipcALH4RSvQmBTEWxVWMIYicSKTSCBIHE+gAml4kIpYjUgc9K2HSd1CKuK96xTIBjSE/wCDE2ZJTSgdrLbKUAHzNNEWXSvI04LBdgSVIkUUwhNJgtJROOeWToIMQE6iTjib6vCmBMmfTWhR6RTvDOgi0j3jL0yUpvyEuPVT1sWYaLA8/YTunxftaz9eXWZ7Gtxu0Txv0sINyIHUJrdKKxMijYWBfk2ExRsLq6ysbmJmlWI01S6lmdRqtFZ2oK3WqF8yEf4SqQSYqTBFykcCRSIJIUZaqIFtkLjK7y4ZwVIUgaY6kGfdJGA5XWoChwZYUZ5jy4d58P3n0Pbyw1NCsry/z5v/0/ubfR53/7XzKOvP41irWHfPTOu1y/cYPXvv51Xr5wmub0DP/hP/wffHTxIs+deY4D84uURUF3eoqvv36BpcUDQIvuCy9y9MgR/uEnb7O29pBBv08zwgC1EtRrdZwPeg7OhV7pxDY3ZnHOB5a2NQFHndWy4EPkXWSzxZtFEqbS3vvgma7ijcQ4lErAOcpen1E+Ii9yhBJMz80i5mbBWCpTMbcwz6HnX0DPHYbN29jhEC9rYEtkGm5S3hX7j/5ewrU/1/nVT36t9UiwHFedn/WE4YR0COlCmSEdtVRCNaKpBfWqIjEWIX1MyAoQJmZ8niSRJM5T5CXGepIkI0nqgKCqHEnSpCZmubd2n1qjSZKFDNMB851p8qIgS2uAD1jFpEEtVezu7GBshTXgZYESgdGjVJjYO1/hnQmNfA9FnmOMxVuJFIo0aaJVghApWI9VJQg38SdxzuKsm1h7BsjQXvYdeiE+nhw+AM1Jwl650PgXQiCUJlWghMbkOZk1pDKcoM5Fy85xefCrFcSz9TnrcZrj4z9jTCpAIpIEZBUSSaUZ5iUVJcbnUMuoTc/yYHWNIq84snSEjdUtsnqDmRMnKXWFGY3QaYqPbDWSOPwwEifBaxl6OiaMHVWagTH4MuJ/0xpVnmN2t/jol7/k4qVLfPOb3+L0P/kO0ltUlXPp5+/z7//s37G+tsbZ088zn7a4ce062uTMzAjW1tahsvR3+lz94COmpmd44wd/ALMzzB09wrWPL/Hjd97h4sVLvHrhDRZee40/7Mywe+cOtYUDYDYAmJqaZnG2S5YkmLKELIPBkBojFubng/ixAKEk1BskeYExJb40AdOZpiAkSZrigJ1ej0YrCWV4UUBeoJSCROOTBJUFELw3+3GbEl9UbK08YKu3w8PtdY6dOsnS6ZMkiYBySOfgImkzQ4wGkPexaYONG9fZ3NylsAMOnT3F7KED2MGYfaQwpiJtKBCKsXPk3ootgKdThn/xmmSWQQwvMHqkQBgf+hExcGgR3OS8CJmeq0LgqKUxa/QqkOK9IIt4su2NLVKdopBgIWvUqIxh/eEG21tb4W5cVSRaM9XtkmlFoiVzMzNk3S55/yGD4SbWlUHAw/twt9cJ+BJnHY0swWqFt6H811Ki5d6ULGj+iYngsxcSJ8LnzotI+xpnMdFpZwz30UHyy5OG3q6PE3cBSE2iMqxIGEZa52RP/WRjx0/7LFg+zeXH/cJxtuHRSpMkCVp4kmhC58oq0FO1AjzGGpxUUK+jNbhozeAIjDLlggJ5kqVhYF1VuLKMjpEymGpZG8gNzSm2bt7ik6tXGI1GXLlyhfff/4D+To/tzU1e+s536Mwv4q2n0WjQajQZDgbs7u7y9Te+xslzZ3n72kVOnDyBL0u2r12dZGz0BviiIN/dZne3R71RZ35xEek99HrINGPq0GFot2EwwK08ZP3BCnhHs9kMmeAoh+i+GAKOZTAckm9s0ej1EBloqRDCIpIEYy2q2KbVbjE9PT3BMHc7nZBQaAUqo8wHFEUfbT21JEFojagsPk0gqeFGOaWpyGo1jLOM8pzjJ46jtQ7wq2aTrN1GOEu1dpdPrlylv5NjSsfN+9cZmh7T7W+gaikWgXEucOk/a1D6VcfgcT2RGz4ODZO/M+GhxqCoBFp4tHcoYRF+TxwD4UPgEQLjPV6AVhqpNNYIjAXvBVmSInSdagipUGxvDugP+uisQa/fZ/XhBp5A/drZ2WFmaopms0ExHNJttXju5AnmD1rSmiAVNbxSVL4IMAwBWgmsqTA4tJZY4SeumkoQ+k2R9uik38sU8Ti/5xbnPVj/6IBHCBEYFFKidLwwJ/AKNfHs8VJRSIVBUnqJFp49lOW+EvzZerrLB71eNYbdCEK2qRRJlhGaQWCLnGI0QiqNUgmmMiihSJI0+vZovLARFxzotZggvyeSwCd3eU4xymk0WowVF53zSCFxTnDnylWufPgRS0eOcuDAQQ7OL3PzxnXK4YADp8/SWTjE/IFFzpw8xeVhwbA3wFeWM6+9wYlOg8bJIxw7epphXvLez99nNBgw2s258/Y7FLbEtxt0ul3e/OabvPb1r1PLMvzObkgWWm12V1bYXV2D3QH3lpcZ5iVK6wBPUjHACYVUijQNXkXWmtBrTGP3X4BPNKYqMMMByfQ0iwcPkmZpQBg4y+b6Q2y/j1qchmqENTZMwwmumuDCR+vINzZZW1ujPxxQbzVYPHSA4y+cQdQSXB60LEWa4suCB3fu8eO//wfOPP8KR0+/yGZ/nWqYY8qSWqeLqWQA4MuECaJm33nwm65Hg6VgLxCO/UjGf2c8EBeENxsRtso7lHck3pL6AFRXAoQPJbmXbtIn8kJirMeVBuUVUqShAR5RNImvsb25wZUr17l2/TpCpaytr7PTHzI3v0C32+XWp7c4tnSYeq3GzatXadYbHF46xOxUl5dfOcPJ00u02jUyrTHeg8vR1iG9QXmLFnYiWUXcUuk1QfcKPFXsWY4n2x4vHE6EYGqFjTz0uE0EKJVAob0C73BRK0RL0CL0XZ1wICzSQeot2ts4SR3v5TMV9d/GijVQhAvGHoeUoCQyTZFCIp2nGA0ZjHJcDHBVZUMg9AKMA7W/TRKGjdbZKEahA4VWhVuuTHTAODqP9AqZ1hjcuMWdj6/RVDW++73vo5YOc/7s3/Nnf/qn3P/0Piu//IDjJ09y8MVXeWFlnZuXrmCMY2nxEPLQElm7w2uHjwELPLz7c955+x3SkaG9rLO0AAAgAElEQVS/K3nv5++SW8vRl87w7W99i9Nfex29MI+/u4xXCms9Ozeu84t33qY3GnL88BGs1QwGgbnmpIBGO2hHmgBKr9frdNod6p0ONJsIN6AqypBN1+u4Msc6R22my8Gjh2k0m/Q2dhgMh1y9do0Xb95kfukbpO02qUmhKEMJLl0Y7lqP7+9w78o1Prj4IZ/cvsXLr5zjze9+i+7pE5BqZC0JR894yv6ATz75hOvXrvPGt7/P8W/9gMVDM+S7K6H36SXOBnaQw8fB2h6mcj+I6KsiLT87s/ycDDYMsvxechmJ/iF7iiCn8VIyTHplaKrrJAUhqIYl1gbaVKJrDPo59+7f5tbN+1z86AFTU9MIrRmNco4cP8SR48c5cPgolbFsbWwyGIw4fvwErVYLjKVRq9FttShGQ65eu05vtMXRIwc5fHiRJM0oihGVKVHKxcGM3Xs3kYe+v+qdkPD378W+Zq6MEm3hsftk2pyntIFd4Z2IorJRcFgGnq71NnBztQi9oP3Ag2frt7fGd3tPOEed28fICoPHoAMQqIbGmgBYT1LyrS3c5hZysTFx7ZQR6G1NFQYc1iKVQiYJWb0e6IB5EfjPWkGacfWjD3nwYIUzZ19ATs+AqqNbIQMdDIfcu3sXs7VFcuIVsqUjCBGqFVmvwWiE21nHT6eojkfkIzqdDgcX28zOzPBH/8P/iG82GfQ2SNst9NQ09PqIVguRptz84Y/4iz//97z4yjn+5b/5NyTzS1gDN25doqpMCPrVCEYjvG5TVCWj0YjRKKfKc7AWL8CYCusc2lqU1qHMF9CZmeXUc6f5cO3nZGmGc56N9Q3mh0OMybG2QBqHrExg1ogEMd3FFxW3b3/K/fvLNOt1XnjhBZaOHkPhQglOaG0oIXDeUhQFvf6Aj376Y44fOsTU4Xnq7cMYX2BHQ5Rshj4p44HU43OXCR7iK51GjwXLccG57xxjL7ucBBS3Ny1WSgUhUWnwVKE/KSVaxYAQI7zzGoRG6wznFdYpRj3ByoMhN65vcuP6GsZp0nqHQ0eOsdkrEWmTzsxBXn39m1y7fp3ByFFrTdPqztPtdDh4uKSeZQhr6fcr7t3bZDCo8DYhS9vMz7exRmN9BUikFjFYhkAphAhaksJ/ttBPTLDHU9UJqHUsFTTZtYDV8zZknUE8SMXfV6HH6z2ByxRQDwFS4eN+xadzfPbreLa+8vIwJoCFiyW2ULwQOCFwJvCbUZJarUlay6iMwVpPI6uzsbnJoNejfXgKWZbB51pJhJJYW01ogcJK6g0dij/n8CYcW5GmUFW889bbbK6uc+YFweDmLTZ33uPyxUuU1nD2pRc5evx4pBU6dJaRNRtsbGyxs70FZYEXAlsZlNkl8Z6pbped1S1atTpOJchjx2iN5iFVQIEtclSrS7W5xbtv/Yyrl6/w9d/9HZKTZ4A2uttFaY0Zt5ViUFcqI00TlNaUVUFvc5PpwRA116LmPHLUD6whHZWUigGNTptXzr/K8vVbrDxYZWtri63NAPlRtRoUNkCtHCATRK0NSYutlYv88qOL7A6GnH/1HC++dp7WwkwwLPOB41Y6Q63RJNXTdDpdarU67773C8qh5ff/6Psc+tp5RNnH5bvILEy/R8OcZmfvQvJ7hXJcTyVYPv6sez3LULmO78574VPFIQ/C4qM+pRcShIax5JqXGCsQXlOrt/EIVle2uX17neXlNZbv9RBqmldfewEpJWdfepXVzR4GifGazuwB7PXbdOcOMDO/Q9acptmdYWpQMdXpUOY56xs9imKXB8s9EA/Quhboi80QpIPnc3jdoZ84Dnx7/dfAyZ6kzZMhTBzjhAQ+Pl5JOYlsNm6+j0LIAhN6LWOEuh9D+YNiilRhKDTe70mbQzwLlk99xX31Ipbj45ueUgSlMou1hrpOyKZmqLfbwZPMO5ROWF19yM7WLu1aG1lW+CIo8YRh3p5K/hi+5K0FE0t4BCQp7Pa5e+tTqrzgwf0HvP/jn/Bwe5N+VfDc8y/w4otnOXH6NEmjDsUGia1odjqMypusLj+AqkJOt3Eyh+GIRr3OqZOn+NFHf0U1GLJ1/Qaz83MwtQDK4DYfsru1RTfJ2Lx/n0uXLiGRoDX9h6ukch3T26G0htW1DW5dv077+CESlSL8gMFoiPfQHwy4deMT6lNd2u2XSWp1pC0Q3sYerscMeuh6h6OvnOPMpausP1znwYNVPrnxCSfu3Gb2xFGSdjdsfq8fePJCsXPrU9796U+59PFlFuYP8ua33+TohVcJtrvlpBAw3uJrdVRa5+Tp01x49QI/+9G7/PX//bfMHujwh8+fRHca+LyHEAJrw5BoPMx7ZE0qxKdShj+eQ+7/kY8X8z4EvBBRLi1OhH1kOwsfOJ8yNrkBhETrFKRmY2Odjz66zMcf36asPDNTBzly9AhHTxzn3XffY2VtlfmFRR5ubfPpp7e5+NFFdnt92p0uUzMzmPGGSEWSpkgBrXYL7+YZDYesr29y7ZpFaceJk3N0OhlCllS2DAd6LD7qRVDQ9gFmJIQMhH+5J6Qx3hcRxX3HAN3gmhfen1J7e2CNw5QG4X3gfHuBtwIrwXiD8UQ9zhhg2bPKiGSh8PlXOpzP1uMrnqZxWBfoD0KpoJ4joDIVmVI0Gw3UzDQz8/N0Oh2213cA2NreYnf9YSAnZDVsMQrMHR1unkpKEh28yIN9RajMVJZSDkak3SBE0e60WR/l3L9/j8UDi3z3n/1T5l94Hmo12N0Ouo1JAv0BqRC02x2EgLwssGWBymZDv720JM0G5155hWs/fY+tzS1uXP4Y3aihFrvIVovN9VWWH65w1gY1o7m5OUa7A37505/S39rg5MElzG6PRrPFjdvL/M1f/xUDX7C4uIgwltXVhwFtkqasrq6iL1/m+FTG1PwMjVqKNwF3bL3HFAUqNSRLh3jptdfY3dzknZ+9xzvvvEueer72ra9z/JWXqTWnUMMhtj9ibWWNH//oR3z84YecOXOK7/7Od3np/KugJb4MuE2VpGH4Wil8WWCKgsXDR/hv//v/juNLJ/jzP/l3rKyssrP+kLnW4cAF9wEHnSTJ3jQ8VmxPf8Dz6Nz7ka8n2c9YpZhAfA8mEOCVwfoqlj0KKcfsBYlxAqnrGGqs3t/h4yvLfHxtlfVtyezMAWqNI6T1ReqdGXqFZWVjl+MnTjH0n/LJvRXeevcXGGup17foD3psbvdIk00yISitp6YT0HXQDqFSHI4HawManXWm5tp0Z6bwVFRVCIhqXJdBpLePOavR7nSSR/JY1Bpn3j74mTji0C20G5TUeCpcVSIBS+jjOiGwXlJ5hSEw40jCBWzwuP3VfZzcPguWT3HFzQw3JoHUGp2mICWVMdQ7DerNFrLTYfbAQaamptjZ3I16FJbl23c5s7GGnpoCIfGmBKcnFUpQ5RbgbKg4ZJAYXL57l2PtKYROWN/cojvd5aVzL3Phd3+H6RMnIQ2DJmZm8L1dRFVCktKcmaLWaWKkwBADkjNYBd5USCeYPnCAgwcPsr72kJ+99TPuPbhP+8Rhap0WO7ZkMOpzYuko88dP8No3vsHGg1Xe++ADHvZ2qL+ZcnTpIG9++1u05j6me2CeA0uHWJibp7+1zYsvvciZ2YM0G03qnSZJs06z2ULrwHf3Aox3OBFmD94ahC+ZP3GC7/7hHzA3N8dfvf0PvPfeLxjkQ04+uM/RhQNMpzW2d3pcu3Wb61evcmBhkX/2e7/HsfPnadQS/M5OAPlrgdRhWKpTjR0OWL59l5npOTrPvcyJ0yvMzkyTpgm238Pv7o75ytTrdVrt5HOi2G+2vkSwJOLU9s46P5mC+L3hoHAEi4fQy3TCBwK+F1gnqDVaDPqOW58u88GH19jZLVlaep7FhcNsbRSsrg04c65BqzPF5uYO3Zke/UFOuzPNzs6AoqpIByVaa8qqZOBzMikpiopWrYG1nqLyeFJq9S7bOznLD9Y5emKRE6qGkgV5MULJwNkdT8VslHWTERQ+7m8IAdJHn+V9F9o4orlIZ8PF0CqjbYQK9EsiBdMhwr9YCkZS0h5Fk1geslclPJuLP8Ul9p3VLtzghYqQICEZDofUFjpkjTo0m7QX5mk0GpRlic88Sivu3r3H6qd3WHp9HpXU8KbYy1jis1tjwItopSIp85IPP/gl80vHaM4tkNXrWOfZ2d2lPjcL00uwcz8QPBr1kFi44BOUzc7QnOowKgv6RR4CaqONsj2MDGI0jflFzp07z8qde1y7fJObt+/Ax7NML3Y5ce4Fjp44Tq3ehKkpzr35TcrtHh9ev8zc0kEWjx3jwOkztA4f4ejpUySzXeZOLNFsthlO7ZBUnnSpIu12A73RGfxUK1CZIyPOeYdQGl1LcEWF3y1JprrMz83xtek5Ru2Ua3duIJXi40uXefDJp5yYX6A/KilLyyvnX+W5F1/k7CuvwNwcjPp4q5iYj3lHaSqUTjBlzgcffchso8PLaYt7d+6SqISTJ07S6ExFWqnGuPA74rNwlpPEJp4UXyEd+Rxbib0x7RhlI2EvmIz7AdEhzyGxxoepeNSZE1bgSg9IhFPkI8/9e+tcvXqT9c0dZmYOceTEYY4dP82lj2/wcHOF+9vr0K5xd3mZT36+yk5VMD07x8BUjGyOciUZGcJWSC9oWsWoLBj2h2gk+cAifUqz1aZRG1GMdunt7FLmBa22IpEq4DylmGiSCBmNUMeiG7E8Zxwcx0ADH78aA5uj6PEYRxf9/5Ae0iRD4KP48ThNlME4yWuE03iCEIFAoiZghv2a9PsP5qN95Mm3PvN4P4176NNa0YYjqtSMHTVDeyO8Ae/33shnKy49/r0ven+ffQHsteGDWAYyQeoM4yW1VpfG1EzgZNsKOTPF/OGD8OEldkZ9almdzY117l//hAPPPY/SKULo4NjlBaDwFmwV+OIyaYCusb22zLUrV/nWd3o0l45y/sIFfvGzd/jJj37M0RPHOff7ina7A7ZiuLzC5vJ9ulNTtA8sUlnLqCwZlQUrD1e5cfsWCzMzNDsC7R1OeZK5Li9+5xuMbE7y/nts9Qf0ULSn2pw7f46Xz50jlRoGO0wdXOB7//pf8Y3ed0in2qSdKWh3yXbazB7oBmqhDKZmWS2DosJnOb7bCZN+Z5G1BJvneG/jdR7ablIprKiwdoSUKUIrGieX+Bfz/5Jv9rfpDft8ePki/c0tslaT9vw8i0tHOHHmOehOwe4OrN2DLEPWo4mYrfCVwVaWpJ6hkzpYwZ27D0h/9lPuP7jPsedP8sL5l2gfWoAyByXwxlPlBlsymer5yQkwpj5+9evjMbpjdFH0e6eWcGHQIbwgONkKtMqAoD+ZdtoUa5KqX6IzgVJR3Vkk5H2L0grva6xt7fL+zz/h5q0NZhaPobMaK6N1Tsw+zyvfO8vP3x/xw2sf8XBrk+Vik145YkuWsL3BSHmMsSRCU+7kzPgas40ui75BwyiyPKej6yjbAd/CVRWZ6mK9Je+NGO706TZSMqmQEeM17hgqESic3pv4thPwgcERml2hHyn3X8gxcHohcTLStwLFBwFkKgEfcsqx/a71EulU8Gy2NYRvI3wd5dPAp/cEIL+3sbGh913lY5RCvDjH04rHpS8F7AHd/0vITyVVVWFsSU0kVFWB84ZGvR76h0JFW+GAUx33iOOpHZ9D7Rd14nFXN+/3y9rJX42l3pPEHpJQ8XR3KV41GNqEw2deJluoUfS20YMt1Nw0J9+8wMK1q1z65RXmZzLcqGDtyg36pz+he+oEmCg9qCSoDBwkUodJe9LCGMnNy1cY9QcIF47HK6+c5/6tT9m5foO/++u/IR8MeeN3fwdbFtz59FOu3LjGG1//Gu2jR9m5dYvl5fu052cYYvibv/87Tq3f4eVvvM50d4pa5sgEqOcWeXXpv2Hpn7/O5sM1phcWqNXrdGdnSYTA5CNUboNfVcNR706hmhm+HOCrgkqV+FpFTQxwlcFaF849Abbt0XVLvrVNkmYkxlPGjDpLMhLvqQqD16ASgZzOQFVAFY5aN6U7vUBHLDB7+ijOBO68xwfVJK3B9CHzoVcrCVmrF8ioeVuTdaRRSJ/wnW9/j42HmwwHI1773aO0p5u023Wwo6DbUEm0TKlJMEIh0EBwIxjrZIbEJhjHfRVO8edLtO076YQXSB/K77EQAPENoTUGT4YMVDGZYL0lEQkOgSajsor7d+9x+9Z9BAmt/4+4N2uy47ry/X57yOFMdWquQmEGCAKcQUmUriSqW+4bbr/0DTuuHxzhj+CP4A/ksF/85LBb3XeQ5e6+PVAUxZkAiBmoueqcqjNl5h78sHeeqsJAAiTVdzOKVThDZu5p7bX+a63/as9BpjDC8Wj7EaqhWO9t8sXdR4xtxXZxyNAVDFsCUwnG3mOsI5cJMhVklaG/+YjdQ8Gl2VXOtBZJVIaSDZRr4e0hxhBCQKqac9PirI1ZNiLSzAVdTkZSXu/rjvunR6RWEH0NQ0RHT83IEj8WtNaYMuk5Rugr0V7j0EgUoBE+HE7H67M8ffL5Yz/P8O4df1AXMpBCPvp/fQ3Te4eSCiFTjClZ33iM8xWXL76KIJA4Py3x43fxUdGv+/1t/TkG6D+xdkXEN8R0k2iQKRZJ3upAIkIanqggkXTWVrl07RUePNikNzggUY79rR02b96is7iIXJwP2sxkHEhjhMBJT5I3QAp6jx7x5edfkOqEvNUGoTjz5ptc+vQzdnf32N7c4je/+Y988vEtZGppzrS4ePkS86unsAcH7Kw/RmrFOz+6TqfTIW80ac/MkCQJWauBShLKMmQb6YUZTq+cY3E4JFMTwAaMxzkoJ3hF8NynDVQ7AVtgyhIhE3Qzx2sf1r4MsJL1sfZPZcCVqFyjsgTvPUVZxOyeLO6Fmi9CQiKoCWjCUR2JfbWi0WwcTYxzeG9D+jMh2F9ON1a4pnByqpAE/lHF/NIqzfYC48GQfFaQdRICm4kPP57Ai+t9dOiIqZEoaiNA1D6H79ZeLjf8KevQTqsrqiQhlL0IDyykRKcJQkiGByPu339AVRnW1s4wv7CIyBKGtuLRgw32BnvcW1/nVn8Ln0hGwmAziWloSCVSeqSxeCdJdAYj6I8OsQPP6swcoqnxUuErH/JOMRRmTFVNkAkkmcbLoOc5RDS9jzSvoKipOF8yCkZ5LHA5On2iVzUQfATcptaMak5NhAgc6N7H6pERr5QCfMgd/77em2jVH4eUj9xwPtYg8i9/cn63B/mG5mKtdqk5ONzn9r3PMXbA+QsraJFFN1mToBHW/KlESMPFzfcDFVA//qxSIlVClmWhpLIpUVohcDCZIJOEq2+8zub6Hh/84+8ZHR7yaGOdP378Ec2lBc4s/xzm5vA9CKl7URDPzMNgn4dffsrDBw+Yn5sjSxMYDWmdP8/Vt95gVI759NPPuHPvEXcfbnH56hn+zZWf8tP3f0n71Cplb48sUbzz7nXmlxfozMwgETglyDptGq0OKM1kvIezFWa8T9LOUCS4YQ+BDRp0liFUgpA6UJl5R3kwYtjbZTIa0V1JabY7gMGVHolECBlSQ1WGm1jc2JDnTVAJ436f7cdbzC7M0cybCEk4CGsNzQM1vFJXg3RhPzI+KpjjBCFjKEJWT/lIBCDrKpWx0J8MJXwbWUpjJsWLCcZVoSiZcFM+Chf3nauv8wO3FxeWgXIyeHNqLsjoSXYRx/SE+LTKGKQyeC9w3rC5tcPO3j55s83y8ikWVk5TCU/V36e3t83+3oB+WbLd8YhEYJIEkSqqPPDnld5ijMMVnsqMsYWnsdhhdXGGrNlhqC3CF+QuaGtSlkgd1H6ZCGQqUZlClAorHDUTjYjOGk8k4BXg3dGJIKI2KcRRyhxwTJuoCzlFr6ZS0SJ3UbsLiycI6mAgW1+bb3K6xuBlIGdx4s9pNtWxypmIcMr+yU3xbzmkj942GDNgv3+Pw8EjtvbPstQ9Q6LaON+IMIYKBaoEcQNYvLDgE06yXj8PwzymfT8D+5y+EtluhExIY8Ev76MTxQKTEYiUhUsXufp2j43Nbe7e+ort/V1GX1Q0ul3ybofF164iGjlohUgU0jiKgwM2b3zFJ59+Rq/X4+zp04F4ZTJCJJ7TVy4iGwnpbJu1y4+Zm5/lzevvcuXVKzRWlsEUqExx5tI5zjdyZKsZ+jIeURWBupAq8F8qL1FpgjFjTP8x1lryNI9F9lRgBxJJUKSM53Bvj/HwgOFowGQ8odkIrPA1I5L3DqmDckMJysbSL5mGiaE8GLN+7xF5I8d1HYnQ1ITewvlYGqYmcjuaef/kVIhA7XZSnrnpe0AIB5FuSkICBnwZ4LFIdCMj3d6J6T8218ctwqeXS61hfi8z/PktaDPiSIJMbx5ek0qDCPx31lmMMQgUDsd+b5/RaExnZo5Go0GnM0NvOGA8KRgORozHE4qqwmQglMfE9MnSVzjjKa0JWRZWIUtLVTk6zS7znXnaukNKghlZSlOS0wTpSbMEIXJU5NgThPxd6xzYEBvp6tjRY2Ntp35/H8vqRlOOOpQoBh9DELoyYCLUQepCIGV0hNXYp4zj5JlefaodHosB+47MUUdzNJUT3wfGfon7fcv79ThAhVAWKS07exvcuXcDfSFheW4m6vqREd+BU9Faiqz832p8n8CSn/cZgvJqI5QECKGQsdAdIsyhiLwFQmrUwjwXXrlCf7uH8BVb6w85GAz48A+/p8Jw/bDHwuk1klYzxFROxnz+8Sd88F/+kfv37+GdY25hAdWZgXYLNndoLS5wfu0ci29dpywGpGmTVqdN5icRHVBIq1GJgkYWBsQY0IpESlzh8OMCYw1lMaGZZSStNr4s8UphhkPwgdzDTCboLAudN4avb94iTSQrS4tkOkV7qIYh+DzNGpTDIWhH2pmh7PXRKgnMP5XFFhNActjrUxZlzOAjJnHUJ/bz1saTEIqYuk6fv3BqKyxqp4QsI2dswCd1ipcSYW14z9mwP+UR32yNSdaG4YsAOd/WniMsj+k7z+uViJJdKKTUJFkGzmGNDVqUC95gqTSTSRk1IMHBwZBs/5CtXo/HD7cYjMaUY8dwUlE1Q4etCClolTEYZ/DG4itLdThhYXaBmSQlmVSozNBppZyeXWa0e4BUggyoTIk1BWkGOg9OmMKXVMKHXHXARyZlLyLEE4lBXH26+VqrlPVIRJxGhFGrgyPxOB+Ee+UtSiq0TgLxsYtmiRBYr2JmUyBIrtNA62sHa94fe+WpAT/5uj/2amRRCubI8UCkP63IfBFB5qwDRuhsQtqY0Dv8mq9uJuikpNVu0kwu1xMQKM1OcIoInur3N91VHjt1jl/CH4Nc4vu1k8y4wKwthTrSLiWgoHNujXeSX5Dkgk/+mPDlrRt8+tUDvnqwyz99/DmnTi/S7LRJ8wwP7GztIAX86v33WVpe5fT58wjnMHv7qEaCVIoszchmW1C1caUJtWy8Cvc0DqE8CAvVBFdVTMYjnHccHgw53Blw7tx50rkuWXsGkTfBVZS9A7J2i16vT7PZgqJkMhqRt5pkc3PYouSzTz/j4pUrXP3JFezhAXY05NHD+0ilWVha5v6dOxhrWTx1mrtffcWFCxfpzs7R7/cZj0akWYO97V2csUh8qD3+nOiF41qdf2r+3JT0+slWa6HeB9NaCKZkwbggKIOgljirA10cLpaBUTGfPvBV1GvoSd3u+7SX5rMMTU41SqU1WZajqwRXjEPWipR4EQSm0jL4g4ViOCqotnaoaLN3eMjWxh4yUVgrmZSGQvlpKI+zIQ3NeUviQKAohhPmVlssNRqIiSWXiobWrCwtUmYNqn6JHVgOdw8ZFz3WFjrMLs7QnGlCWiGsJk3S0IWYjhb2UWAWAj8tpXtk9B2Jr+npFAkV8LGYvQ2nm7U2/JsgvGTEZuoyvcEclwEQP14x70R7nqA8Ztocf0fUv6dEcoA7hrX+12s12YrAkKaWJCtxYo/9g7vce5gwOzvPpVNrJCoBKQIhzbRzNWb57U08mcJ2HMT34vhkRiws4M/WOaqywmiHEoSqiqkOw1iMIMnoXDzHNWlI2yntxVnm7z5i/2DEqBhx78F9mp02c/PzzM3Pc+HCOV69/ApvXr+OnF8MkzMc4Q/6uPku0lgohogkwVUV1WSMUoLCWVCSRpYitQh0VUJQDkds72wFh0jpcZUNxBbDFDMu4GBANR6yc+8+a2trPLz3gHPnz7G+sYFSCikEZ9pz2MrR29vHOYGaWUVlDca377D5YJ280aCTtdh8uIExllba5vaNr5ltzdJudVm/95DReMza2mlcaUmlDnyzEJwv6mhoIyZ1fGamQ++nn3q2oDw2YUEo+qiPAQiHV7HyAQLvJMLWCu2RYje9l39Cc/0h1EpesrrjU00olE5IsxysjAQEQbuCYPLWlRDxHlNVVIMRunHIaDjCO0+SaJyERCZIU6F8EGDOgHICKRKaSUIqFKYrWGh0WFBtZucaLOk2bZ2TCcnc/CIH7oDt/jaHgz46sayuLnPq9Cm6Swt4DpFakuWaadR4iDyPfbPRTK6n9aQwE9GR432NR4YTz5pQGN4aE8tb2HBgEAFqQpUhF8sXOFezZRyhO99FpPlnHOyxylB8z37TzP1A7duePMaaCokmBOynWUKSavb2t7lz92u6jTdZnNVo2QxfkUcbyx/XUp73BE9pN8ewy+MvHf9YzLpygDGGyhq8tOFZ67o4ZRHmvJkxc+Uyr3dbnDl/jp8ODhkXYzZ3thmOJjQ7TZaWV1hcWqTdnaXRnQ1hZqMxNHJIUlQjp+z1SJIkaJI6QWYZaZ7iizEPPr8JQnD5yiVkpz0NpSkmEzbX12l3O1y68AoMPJOiYO/uXTa3NllaXKQoS9Yfr5NnGY8eP2JxaYl79+8yNzvHQe+A7vlXaChotdv4yQQGu+A9ZVUyLgqSNJSATrOMJBc05ubI8wY6S0jbrUCAHAv4dTod8uiuHhQAACAASURBVDyNZm69xv0T6tsz1tvUDK4B9uMTctJEPz5Rznn8MZxKqZBQIKJDUHiJ9B4v/RROcd7iOQpKP748vq/q8OLCcqrBxE0pROC/SzKSrIEdCUZFgUDQbKQIIXHGYpyZ5kKnKsFKRTEJZT27M11UlpBYw1I5S3tjj2arQaIkphIIK0mUYq7RpJXlzM6uMEeHVqV4/fyrnJ1bZufRBnp/SLOlGFRD9oaPKOlz9vwprr11kTOvnkMtdqB0qEaCyGpiUBVPwTgZ0gWW2KmX+Qn9vS6a7o+pPy546bU1OGexxlFWFZNigvMG7wIC6rzH+kB2XHGU3jgd16kdDk8vtvpYfEoyPvGSBV9hKHDeokXxlMD/odu3IYpO2JAZRQlM8HJM3lZkDSiLPo+3btDt/AEvClbmWwilQ9C+EHiyKUOUeGpDPftpnvXjp9iVOAbqRhBThDg858DiMMJOoWfrqhB1bEYIqcnylKXTKyy2LuKyJheGfcxwhGq30DIlKUao+XlIM9jcwhdVqO4pBdI5lBKo5UWYTLDDQQjSn1tCNNuMRkOsqUiUgrKkPDzAC9jb3ubxwwe8feo98vlL7G98SL9/wMHgkN7uFq++9iq9nV28q9jb2+bgoMdkMmQ8HtFpt+kd9hgP9pg/tcqVq6/y8M49/vlv/h9murMMDg7Y2tlmUpUsra7gRCB4wVU02g0Go0MOe7v0B31MZdjr7WKxJJmKMJQNWKGIqZ5Tr3S9b46UgafXqTmaA8CLQEDs6gJm8Tve+8DmFaseKC/RPiaWCKZCaVrlEUKtdS/j9vhhFYXvZIaHBwmdFUqjkxQLlFVFlqTkeY4QGcaMkVKGFMWyotmS6DRjMJ7gpaLVbFOaUBlvaXaeU3KfVrNJqlRIH6sMWkgWmzN0my1OdWbJk5TB5g5+f0h3IUO1Z1HO09/a4cHmXfYPtujOt/jJz37EtZ+/Rz7jYTIAPCJNolYpjh05wcvippihnJJcnMS+6tMiei28D8I2IZQ8jVdS1iJNA29LsGkwza1BmJpkWEYc53neiGe99W12RDiBrTc4TCiNQYl/lpD9Advz8dXQFB6DQTDEM8FTBRYyYZDKc3i4y+dffEiz0WV5/nWk0NHJFTNthHiJsLgncc2jH+drpnSYentEvE+sI+O9w1EGB4mUyFSHiAJXwWAUJGojDwXITEmrEdIjQ0lQi3dJKBxfVcEpIYBiQjkaU4zHfH77Jlfevc78/Byy3cKPBky2N0mylCzLmDjL5sY6w8EAY0rOX7xAkib09/fp7+3gbeC8nBQTkixlcHBAM0n4emeb0WhIu2iDszhnWV1dpdVqsSYFohyjWm1ee/ttUqXJk5Rmo0lndo7O7CxSSGYXF5FpilCS7uIir7/zdiAAXpjnldeugVQ0Gw06czO0Wo24ZXwoyifjXHEcLxdPT8lTc1P/LaJhHpi5vK85YAP+mCYZ1gbeUO88Nkay4AL26X10xMpwQ+diobRvWZvfpb2QsDzRvSlEEIFXqZFC4YUINU3SNBCDCk2SaLy1tNtNWs0c7y1KCbytcDhmWyHN7GAyJE1S3pi9TKLUNIA8k5pca5oyTPLVcxcoRmPub+5xsLvPXncLLRSmrFjfeMyj9fuk3ZTX37zKlbeuka8swXgjUD75aP66UMeZaHLVRcm8sCA8SsRajZ7o7Ts2CPXvI3AkZJDEKAEhJCpJaeDDJjMaFwliSwOVyvEFKH0Ua1mPpxDiqJDSC2As9fBPZ0eEYN9JMWY0PqC0h3jqE/xP02QdX/iMW3gf/CWVLfG+j/E9iqIkS1sxzETgsezuP+Lh+i0W5s6zvHCGRMzFSrJyGtp1cixepj9P4LyizvZxSOlpNZsgQGsVisa56KmVkcjBysBLiUdoHYpvVWWoh51oRJrhJxXeWaTSVP0+VVWRS8l4MAzrqjSMxmMePXxImqdw4QLzZ88ymRQc9HohQNw5tFQ8vP+Q7e0tOjNtLl15lYWlFRYXlhjs9ti79yWD8RCtNHmzQavToipLrHN0Zrt0ujNcuHiRVrtNs9MBAYurK2RZjpeSueUlXhNvoIUkbTSRM92gsY0nyDSlvbgQBF+acq7dwpUlem6OC+0mJBnCe5bGy0ARaOjw04DvelqmENZxjDgqIVPrm1oDDbwRYavJUK8rZms5F3wcHoGpQvYePkFFTgfvzZHCUt/QR01SBNinnufj8+9fcG89rz2dwXOsU9MO130WxJjKaMY6C0JRRt9CuzODIBRaT6QhyzTDw5K5uTZra4s8fNhDiYpmrnFScvHcKhdeuczvP/4DSkkuqWWyLOXxw0eUZsKbr77GyuISd2/cYjwa8bOz17h96yZF2kZLyaTXoyorNtYf8/jxY0w65MrVc/ybP/8xi5eW8IcbUO4j1LGKckrhrQESRNbAlxOqqgzxmCpoHaYKk5HE2ir1hISyuD4E/SqJK4ImIqSaXt8LEQPfZSz+JJF5A43Cj1MYWdIsm9LZ1bnRAQaqMaBnTdXRiV1bID4e5N67ECkqYL+3xd/9w2+xaoM0f5ZmGZwbzlq+TwsAvIjs889afR6lQWBxVDhXYcyEVmsB5wzOGbJcovSYz2/+J4wb8PP3/oLl9ns4P8HZDlqlIasmdrh25Pjpyn9G9540xSMrSvQ7BuejLZHeMjs7z/7eBpOmJEmOCppZ4QN1H8QMk3iQuVDamTRABdhqminlTcXO5gafffopP3rnOre+vAHec+3VqzSaOW9cu8qj9cdsP17nzbeHmDKQwnz8x49Is5TFxUW217fp9XrMz8xhJ5a83ea9d37C1vYW92/dY2ZhlmajSavdZnFlibSV88b1t0LwlVSIRgOtdRyuGPdoHX48Au9ozs9PTWRrA1G3zNOgHCTRaLVloKLVKdgCdLBSnHfhMxaEs2HuE32Sl9WDJ0IvSoEMNXSctQQqXx8YzI/VfLYuJIQIkeLJsR68TFEqpSgL9nb2GQ0OmZnpMjc3Q55kCHo4Pwj9EyLAZwTHkIsJMVIKnKlAp0fr9cgb+qyF863txTXL2L+gMYgYmB7jPERQo7M0VLmTdeaLECgtaLVaXH7lMkV5n9v3t3A0WFxdo9FoUJUl+3t7JFrRbbU5feoMYliyPnrMjG5wafUsHEx49PABdjyh22hxfvU0ZVnQ7+1z/8F99vd3abVbvPGz17j+Z9c5d/E8Ok3wB/vBUxT09gg3uhMomCOU6hUyut50QiIVzpiAxyiFK0uMqUiazbAQrY3muoS4GLy1QWgqhXOWmjbZ++BKkDIhy/PgEdcJ3xpr9gLtZIhh6FFZFQwO+1Rql6SszaJnfG+qsP2wuM7xJpUDzNEhI2J4lhPx0HWkqcRaz/7+BnfufUV64Qzd1jJOKpwNySeiLnw3ff6XQaN8PFDq7wIEAaiThLIscT5GSEwVA39MUxFHaryvNaeTZoHQOpiJeExZce/+PRaXF/nb3/wN3lqu//KXrOUpG5ublLZge30dD7SaTcqipNlsYEpDMR7TajaZm51DZzmi0WBp7TR51qA0Fa25LkpJpFQh48gLkjwnaFse0Wwe26h1f0R4tloPirGRMvK4+rgYpBQYZymLAiVVYNCq7InF4gGVxTLANQFKVBl9nbUjXDCprZ+yMtXZbEqoqfku5PEJCQ5XhwoRCsYxHI1COV6ZoHTOcDhBeMnCQkKaiahB1lbNUZ9D+uXRwfpDtmcIy/omx+3O+v/imOAUcSVrpEqwCKRUaCWJ0TihXofSNJuaN15/hSxt0zv4Jx5t9CiLJlXZx5kM3JDRoEL7inbjCstLs+zvbjAc9RmXA2TqsaLi64e3qMqSYXXI4eEh6zuPOKh6rLxyimuvXeONn13l3JtnSZoKqhGIOCnimHkgBOgAD1BVCC/i4ggxgaYoSXQKHqqiQrcSRJYj7ShcxnmoLHiJ0CmkElFWWFcGIex8rDMSQmYCmB0GRCpFohVlBK/rUa5HXJ4Y929uIl4DEQg7INRIt65CJx5DgRclzxKW9fR9b2n9LY9qfAXeBH3CydjPeqEDOLwoyZuaUbnF13c+opGt8MYr76FkI5RKnuYb1yNVZ1/FThyHhXiyY0d/18JCxMBaoQIm6awNJYt97Xs/Wvc+aiBeuBOZKE8Om/fBkdedm2NpZZn1jQ3mrs2Rtxp8fe8ub7z/Po1Gg0ajQbPRYDga0+60kVpz7twF5hfmSbKczuw8WinmF+aRIoHCAQmtmQXaiUY2Euo66SERqQ4mDOvN2fi8Jx5W4FXoWeWCtqyUDpkwHpwLMThCBFOYROKlxMKR1ujj+Hl3NJAcWWtCgI/MW1F3inWp4iEZMWghInWjDXLDi1CXy/kUnMY6jbGOqoLBoADnaTSaNDJJr7fHZLiLFJL5BYdOvnnxigi5HOmw33+5v4BmGQbLOYFSR8u2jp1E62NmaF3ADFxlwAdAP9M5reVZrqQN9vd38P4m+/11hoernFpt0W3DaGDJtCMRlmauaDU0RXHI5uZ9dvu7jO0hg+19hqMh23tb7Pf3QTlOXz7NWz9+ix+/92MWXlkLxdwnPXw1AVGBOHY6SolIUpyXFIMDtHGkzYzAZunBO8pRicxDkHQ1KZBphup2UcZR9A7DKe09WidkrSa026BSlJD4SYEwDtnMQ4C0mBacCLhMTA11/qkRfulWH+x1dAIYvK8wZkxRjbDpAUKMed4S8URSlO/RAlvn85eg8yUeg/A5ghwhUoTX8QCTQAVygveeYbHLYLhDu7PC8uocK+0mWiUc6cwhlTSY489I5axxomcISy+CHn8kVyPLEQJray3yeE+Om/I2XuPoikHoHt3aVhVeSJqn15jbWOermze4/+gBb11/m08++ZRyNKDZ6dBqtUjTlK3NLdqdGdqtNt3ZRboLC6jZ+ZCsMCkCE7sDO/HgE1SW47WiiokTPoZjSRnyuYXUoUaPjQeLr48lFZj/hQrhPrbExdhor0SIZTbBKQQglEBnSeyhw0ZLzMc6Pd45rGG6YGs2LgGB61KASGLKoy0R8bvTPeA83oLzGkWKJwv1q3yG9QpjEirjMU5grMVbgyol5dgyPCyYjIfkaZNuNwvW9bPRn7DVhfjGtfld2ot5wwVHHuITD1XbcjIMJA5jfYiVjAMlpURLzdb9e3jX4P2//G+5cOUt/rf//f/gb37zG25+fROZKRbmlkiV4uGD+1SVQQjBaDjg8y8+ZzAY4HF8dfNLRuMxeTtleWWZt3/0Ju9cv87ZN14lbzcRfogdHmCKIVJUKO2npnIIRg6bdHJ4yN27d+nOznL6wpmoEVqEgDzPUWmKB3IpsZMJg16fvZ0t7t+5F8KeAGss3bk5zp8/z9qlS4juEkL38OMRzh3jvozV5vACU1mKwkDmTlK+vWQ7vkYEMYyLkB7mnMNag1Igv2l2Pc+Pi3/R9i0F1kTNduxkSP0U9W8XDzGJF4GMRWuJ1JrNzcd8/uUncGmJ1blrIMaEJNQYs+tlNLNe/nHr5aqI2qUgOA+ObNbn9+VZL0QBbWzw+SdJi7NnznJn+Ws++fRz/uf/5X9FJQlmMoJ2m5XFRVpz8zSbLbpLKzSaTYROka0m1eEArCXJGpDl4EHVXAxSEUJuAtO/jiUxiJZMVZUgBWnnFZA5tbCrzdsQOa5oYI+9LkA7yCxg4hiPsXZ/mm0nRUjSEMT4YinAmngm6foook4BDuYkU880iMCDgMdbj7EV3gqUzGKccpgTax3WiRDzWnmqEpaXl8nTlAf37/Phhx+xtbnBuTOneO3VV8kywBfPnysZ8NpvT5Z9ufYN26k+PsKfosY8qGluw5rHS7wTGOOQvgw574kikSCVQHqH1pZOJ8M7RWYHXL6wzH//V3/Ojbv3KG3FvYd3efx4h6IS2FueqjJkWSAC7R30sd6ytLLE2ddWWVhcYGllnpVTy1y8dJbV06eQjRJb9CGGzkCFEIGkFOEJKHLASsr9Pl9/9RW/+93fce3aa6yuLcfKc1UAjHUWYuRaLUR7nvU/fshHH3wAeBYWFllYmcOUhsePH3Pzsy+4e+Mm71x/l6s/fg/dacOkwJtQZ1w4E02TsDmliNjS8wBmAdMCauLJN56Ynek6qDUgh8AjlUdrESi3RDSbntGEhBfNkHleE8J/84IUEOJZCR7MqKn5EGhGyPkNGz7LE5RMmIx2uXn7A/KsxcKsJhELRPEW7uctPgqBpzSHqXap6n8QwvSjgS04CuITIFGhlrUj5v8fXUhMBU7t8Zcn7zPtnyfJMpQQ+INdkk6b1969zqgqac4oLl25HD6fKGaWFkm6syymKbrZQiUJOHBFFbQ/nUGS4zyYygZrTki8FXidoFqzQduWDSADEcYl9cGKWV9fpygKvA17yFkXSV1iaI5weCxCBN7ZPM9I0zREqLhAX5jlwSmplCRJNGmqCdyQ0ROdTcIAxDAl70K0h7UlzhiU9REWiiFYNfbrPAqJkxovmjiXYH2CsR5jg2ZZOYVxITZ1v7fPQX+P+3dus7P7gM5Mztnzc8wv56hkjDHPPqh9hAXq2MuT63X6Ib43kcZzvxpx1JNOz7jh4ynkHJiqAgVKepTWYZl5ixAVjVYbU8Jhb51sZolrb15i9cw8RVUy96Xi4foG+2ND//CQxEo6nSZSa9I5SZJqzp4/w6VXLnFqdYXVtQU6c7NoaRFqgrOHGF+EkhFIhHSBtSS4fcEfmYuuqtjZ3OKzjz+hmWZ49+cILUKMnJThBByXaKkRxvPVJ59x88sbvPb6a5w7fZZ2dwZrHY28wWQw5OOP/4gdl8wtLrP2+usgImmvc3gTtGuV6mg2aaQMGGaYqpdVj573+bCxpRJoHX5KLCKakM/8hn96Mb1sezFhW5+2hoBRht8IM7VlRe1QEA7rB/QPD1jf+Yw7OymXln+JphMOAhE81d7HYOhnPpQ41uVjmGX9v+keqUkggkn75PF17FtPzdOTvgOVJkghceMhMs1YOHuGd02FGO/QXpjHFAVCadKZDmhFNtMBJEgVMsCqCqlSZNbEC4k1DucDq5VUIWDbSw1pF0NQTIwZYSqLqQzOwnA44tbNm0zGk2jBlJRFhYmZZUIEYWldoEvL85zZuTlmZ7vkWYrzHq0VjUaOUhKdaLI0JcszsiwIVSkkedqO54ZFSo9zJcJX4CeICAUFdVTGmMdQ1zTILoUgxfomeIlxmsqCJQtJGw6MlZiqYH19g/t3vmBw0OPUqXkuXjjNuTOLJEmF89W3rrrj1Vd/KAXzO+aG19jlkRYkEBgbYv1yQvU8LTxVGczCyf4ew5GhMpJJBWNTYoTk0k9+zOov3sNah5MpfjjElyVSJ5Cn+LQBsolSGq1LpBIoaaDoUQz38aVByODNkzLSSonIiGhdCHOAYHalKfnyHM1Wk4ODAYeHA3SaheydmvSiLMEaRrt73PjyS37329+yduoU1//sL1i6cCHQZNFi5kqfPE346ssv+fzzL7hy9RprZ88i0gTVyGEywvsiEEnEnRoC9BMM02Gb7t0T+/hF2/TDUfR6gRTBUwoEerDnXHHqIPoercbGvu0Bj2tssj7xRYim8F6gdG2OhQiENEvY3d3mn//5H5n/szdYnJmP14lOmO8g46dKBf6Ydj/tCPXB/8xrH/eXHNcqp76guu68oBiNyJeWWLtyhcneLkkSSWYsgR3cBhe/K004U60PQkU4fFGATPAI0kaGaM0j5ByQAxMOJxvsbu/yeGOdhw8fcvf2fdbX1znsH+K94Py5C2itMaXFWIs1MZwmnplCQmkKnDEkWcbS0iJLiwvB2SRgOBqys7tNkmiU0uRpQpZn5HmDJNHkjQYXzl8kz1LSRAeHVR6o7ohx1JgxmBKswtkKZ0MsaF0MUEiFcAJrwFiLsYEbVniwxjMaDdnc2uIf/v7v2N18yFtvXuXnv/g5yxcuoqpDzHAPZIV4puSKFQdUwHKPXHXfack81V7MwYOYOiW8BydEJAv1IShd6rBBpQpYmRBYU1KUY0aHY0xl2dsbcnBYcDiY8Hhzj0cb65w+d5a1a6dprF2G0RC8gS5hoIsxzo3ROZBa/HBA1R+EOsLSoBNBkgTzw1cTxKTAqiZWNQnhKgbpLYmwUcCJ4OBpr7L26hucXztFKmXEhKKg9CCynGR2ie0/fsTf/t+/YW9rh3/3V/+O5XNX8f1d7GEPnTdQjZyF+WVW5pfYerzB47v3sQcj1NI8fhzqFgsd0rIEQXBZ58K4ndh9vPSkiun/6m9BCKW3ICxCeCQJQmQveMXv1r5VMfUxr0lYhDQgHEJW1ISx3oFwIf3UWYVzHqUrlPJY9YhH2ze4fffnuDOKpdlVhNTT8KNvVxciXsrJ8T0+HsFHG/+rHWb1b/zRF5/Xz/i6rUqcVOhmA9fv48YjvHdk7VYobGcDECAdVJVFpxk2Lj2RJehGAyEThEyQWQdEB4SkLA+4e/dDdvf32dzZZ333AGMsw8Mho/GIsoC8fYpm5wxCKiovMRWAQiYCnaopqS8IpDBgbYgyEALhMiZDhUKSZSl5krO62Il9C52XgC0lzgiKScVno0ckSUKrmdNqNZlpN2g3G3RaGXmmSXUz4KbKolyJLAtcVYAzEQrIsK5FZR1V5TEOKicpKsN+74D1jXW++PJjOt0GP//ZX/D6a1c4daqJHd/FmgEqsXiZ4J18zrzUwPQ0b/mb5/Al2gvGWR6dxv7Y5g4EcsHTJoVEKImMNWlsWTI4PGBvZ5/efh9vNZ2ZBVrtNq2ZGSo/YVIMGO48prEyw9RN7D1oBdIEJ9G4D0ZSTcZI6ULZTVfgjQy4N4H+HmkisW8Q1t4RTnylQqH7yuHLEmHGZI1Z2u024/EYMxyi8ySqWsGsdMZy/+5dbt16yJnTy6ycPotIAW9CUG1VQZKQt1rMdruYsmJ7c5PhaER70mJ7Z4t2p0mjUXPrHTmYjm/YqRH7XTQl8SQs4nE+Enk4G8bwBGnuU5P6w7RvfHYdn6EmQ6jwlFEjrZ8vwXuF8Dp6VE38zAShJty7d4dUzdFqdmjmbXzEL1/04Z6wvKNf8tmF4ab/eurU+uY7CiGnvvkkS8GG2FKVpjhnY/XQeO+IWyMklbPIJCXJM4SeAwHlZELvcJ/dvR6bG1s8eLzOfq/P4aiiPw5RGM56QKLTFkpqVCTidSYICunr0DUZnWy1OaqQ0oZn8R5XCYqJQytHqhVpkpGoHOdcIKTwHrzDW493QWubVBWOkoPDMXk2ot1MaTdyOs2ELNV0WhmzMy3ydg55jpCTQHZRxaQOqfE+wVpDZRyldRjnGQzHPHy8zu3bt5iZ6fD6669y9dISi4sz2GoH58coWeGoohX4Dd7JerqE/OHWOc8TllM0PDZfm0DEeLQaxwmxTEIphPfoiMvpWAp0b3uf9Y0N9vb6nDl7kbVzZ2nPL5Isn+Ls7df46Pcf8PjxQ+bXlhCtVsCNnUPKDJFolA1kFBQGnEO2cqQ1uNJGp40FG8hRSRKUSNBSAnqKpwkIe9X4QG8vD5AStNYMhwPGB3062XzkMnRQGVx/m/t37jIe9Xn9tfdZPrUM/R2EN4iZdjClUo1uNWm3Ozjv2d/vMR5NEP0Bf/jgQ65du8La2gJpKz+SijXnlAgH0FEwSx1F+HIz+2zNLlzDe/eNedXf1wQP9xffuBiPTN/6fj7G3wUb9riGKWPWhfcOay1IaLWa3Ln7NXmyxOrKGZIkC7i0Vy8Itx5hjmHtnnyuYJqKyGUatdCpZil5WkiKJ/ZG1L5UKNvgqwKdarxzgXDamrA3pEeimRJAe4VQSeBpdRJBA0SLqhxw4+Yd7t57yJ17D3i8vsl4NKHV7pC3uiQ6QQmBSIIwlHUalwvRI4nSAYqpn9s5rKsDxkMolxDB8SpEYAUrCk+aJjiaCK1wNvKKemLJlAizxUwoKUNYXTEpGA4GHPQg0YpmKkkSydL8DKOFOVZWFmktzIMWiNQgKPHOYJ3GkWDxVM5gqophNaLf3+PBg1uMxz1+/tOf8+6775DnjslgB1eOaDQ0UmdMhhMkBqWj6PJHh573xzMMoxe+nqYTOPaJVfDC7YnqjjU+fgSOxvR2tLdIIdEiJqpLwulYeZzKKEeHdDNBonKSvMXu/S3+y3/+kHy2zfu//rcsXzqP7rTQC7OQJ5yZfxXOtDkcHFB0JCqxKJky6Y9IPSSdWcQ4amRCkWAx/QGykSPnTmH2eigBXlSI1lkOtu4h/IiZ0zMwNAiRUg0m3PniKx4/fMzrr7/BwpWr0Gwie/sszM+ysbXBqJzQ6XagGAaK/aTL5uefcv/mXZpac+rUMqnyuOEOopGF9DvpodXEDMZUwqKzBkXpqMiYVPBPf/f3aO84c/bPQegQbqEESXeByfYeQspQ3dAHrJWaEOAHsBVq0/JPaX7X7VsFrjg6VMMJUS/i8LdHghOBPNlHc9FrvPco4QHFfm+fXn+XSTHEM0ddb6V2ap3QDk9AE+FHIkhrlTKGOoWN7xCpRKaSSVWQ5RlKKowJtV2E0mBEiL1WBqQFryL7fd2XmOcrHF5UWFuFCJAsQyeasqhw1qNUhpYdynHJeGJottukzRW06gCW0XDCJx9+yseffMGjx+sc9AfkWYuZ1kVmWwFsFL5CEWgNlRRoqcB7jDWhZpcUYKNDxYMOlfmwxuCsDVimCJwMWmWB4ck4xpWjOBxQqpIOs+TNJkIHPcTgwt7XoVizcz54yaUiy5OQuRZ9AhNrGEwqDka73LizQaI1a6fXWDu1yoWLF1GNVTB7jPb7jCZNZGIp2GJ/1OPhxpfcvvU5y7MZ/9P/8N+wtLyELO7h+xWZs6BAGINxFpE0ooe9DFqzhyDGUiqjqVxKpnIQoVSMjRC5gnhYSU5ENrxE+wYz/IReMH1VCh9LL4T3g1M1xKxJ6UnSBCYlu9u7rD/e4+LMPJ2FRdK5ObwMar0xFSpTtBe6GOlQeYo3FmcM+WwHjGG4u4PygkRr8NG7JSUub7B382uEu0YOkQAAIABJREFUh4VzFyh7PfZufsLO9g57G3dZXZ3n6tvv0Nve4eZHn6BR9Hb2+ev/66/59V86Tr//y+D08WFh1Yzl1kaPnXUoQlZPWRTBdJjtIl1J1duLYRcS4fYR1pCkCXme02q1UdaROM9rr17jwoVLqCzHlSWy1cQOJriDXszukpFI4mR7WSD6iNMyOniogW1/FJ/93Nn90wvTAB/5E4d5yCWPi9YHmrTAISljWpwkVSkORzEpuHTxAufPn2emMxMLZNWelePa+PP6cjKl1NekyMewSK1kyIgR/kR84JMm+kkV+sn3QzVNqQXOGbwRSJ2jEoU3gVvRlAalM1qzM+isCTrDTAbcvHWfO/cecfvOI7b3+pQltNoLtBpNJCJypTqQBqFMcJDFoO1AkG1JYqC5lhIvPFVRcjjshwhLrfDOMxpM8BpkIqlMiUpSnNThe6lGJhInHJOyQCk1zXaTUgR/hA+OWmftNI44/G2CEqU1jSRFCpgwoaoqtrf3MJWjLA0rKwPyPKO0ksoQyLI9bGxtcvv2V8wvzPCzH11jdraBLAdBwfBHJaunEHJ0DE7ZcCBiUlPb9xlzd7x9y8b4hvaC3nDBNO3sCZyszpEWUlPZilRIBocHbO/ucTAYkjdaNGZmkFmO9yZCd2GB51lOp91BK0VVBvBZdWfxB4eM97dpNFpkSUY5GrLX7+OMo1tWfPzB75npzLBw+gzjfp+Ht24ihODWjRvcu+05f/EVhpOKe3fu8dbrb9Odned3v/3/WFo9zelf/0VIrhd1amIQxt5EQgyOWITK0mGsA9UEkeL8fiAcVRLhBEjFaDRmXBTMzM3SylNSJfnJT97j1IVzCCE47PeZmT+PPxxRTSYIkQYBHWXIk1vwRdvTYVyRBUiEtFPvQwrk8676NGnuD998xL1EZPwQXk9zk+uc4JqhPqRmSiQaJSXOwuBwzJuvv8rptXN0WjNokeCmIU/PgwCere0+9aonCAOlCdlP36ej4VpCaXxlcaWNURsJTgY2naLwNLstdGsJvGFvc5tHDx/z5a17fPLJF4yLilZrhlaWkCYaLS22MpjxCFsZUBU6qQKBi/cBqvCeVGvajQZ5lpMlCdZUDFzFcP8QaysSneCdC4kdKmSsaZ2RNZqoNEfoFO1AVhNEpZDeokRk+JGghUA6E5xYRYmU4Zp16qKPpUykU8HjLSRKylATyFg2t3c4GAwZTCpWlpZIkg7OWsbjAbsHW4EAxxpeeeUKr1x9i2q0h6uqP3Wpve/UvlPo0AnZ7ENIjBGCg3GBUAVbu7usb+9gRcXSyiL52hlo5YhiiBce6TxCKLK0gWiCsAJlBapw+GERoitGJfnSKehewA6/4Hd//TeMRmNmu7N88C8fsLiwwOW109y8eZODfp93373Oxx8q/uWff897v/g15954ix+9+x4X33qXucrw//6H33Hjxi3+khZSz5BlbRAapVKQGaFAUgp5zmAyoX9wCErgvYLSQp6RLZ4NLkxnIZ+l2nzE17fv8uDBJr94/1fMXDwHtuLSfBs/12X48Gu+/vIrrnc7KKVRUlFVdQnQZ+BhPOv1p9txXf9IQzzK1PC16egLnguE/ysIy9qtI1xgt/ZosDEOtq6fQqgxI0Xw3jubUpYSX83SUF0uX3qL86deRRDJLo6Z8j7GVD7dk+Om+pOv1uFH4YAPXJZV1HYFPJmp9tT1nrxu5FAEVJpBabDOkXiNEDriswkm6SCy03i/xPbWZ/z+9x/z9a077Ozs0uvt023P0MkUyluUH2HHBcXhAXY8RjqH0B6nAn+ktZaqKJntdji9fJrTp1aZn5+n3Wxy0O/z4P4d5ESx/miDwXiENZaimNA72Afp6c4usLC4RN6eofKCUiZUjRbZ8ipLZ84ipUEphffBjC+GE0bDQ6rJhLn5ebqNLs1mmzTLOByOOTgcMi4nVIXDyRBojkrwKmE4mrCxv83QSkQ+w1ynRZ5K9vsjPvrwD9y9d4Nf/fotfvLOT5AyQ4o+05oRz5jDfw146XntxZnSo0Yopp2ImKYUKKWZ6XY5fLRFURSMRiOMMcx2Zzl1+hSkCXXIfSBZ9Qhjw6nkQ26tyhtMtOLGb3/L7t4eX331FcLDf/dXf8XqhYvsbu/w9e3b/Or9X/E//vt/z/zCAnjPHz/6iE6rzd7uHs1Gytlzp1FK0Vpa4syVKxQ727j9Hkurq3S6M2ALlErQStLv9TjY22N+soa1FuFLVDkgkZL5hQXm9/dwzmJ6e6hGhi8nlKZCaU3ShfVbt9ja2uHMmSWuvfMONBuwN8IKz+1/+Hv2dh/T7rRZf/iQ5XMXSPMGk6oITrEnNqWAlxJgz9zSEeF2x7MYvukaf2KBOSWFQZxwikxT4yL+aK1F6lCuYFJUDAcFq8vLvPbqWywuLMTvuQg7RtILUV//m/sQnEsnnuroHRHN1PjvOjg9/PNYWuC3tJoTVcX0XkWAjExlMJUnzXPmuitUZsyDO//Ah7//kE8//ZKiKJjpdDl79gzehlRV4R3WGMbDAYe9HpPRkERKpA5kMkoG2KDdbrOwsMi5s2dpZCm9vT221h/hnKPTavP2W2/RyFL+8Pvfs7u7y4WLF3nl1Us0mjnN9gzduQVkktEfDNnrDzkYjBiNBgwGg8DIFB0oVVkwHA7Z2tqit7fHTVPRabWYXZhndnaB1kwXJUOplrpgWKI0Ks1RSRaIg9sdFhYXkVJSFiW9/QPuPbjDcDTk+vXrvP/+z8nznMP+A1Ilvnvw95+4vdxz+ePpbT6wFQsRcMpmC5/lGKGoEIyNDSQbKgbi6gCsChu48LwJsV46hjeIyrL92Rc8vHuf02trLHfn+fDDD7nz2ReceeUqZ9ZO84d//oC5dodr775LevYcX//n/8jDO7d5/drrdNstrr/7Lq//+F2Wl1eo1jc43N3DFYbtrR1AhGJlgyFJ1qDV7mCMpSwNXmhU1gjOpNKxsDzPmfNn+PLGDTY2thmMJswuruJtD+kVqtlmtLXLpx9/wnA04N0fXefcpYtB45QOIxR//PgT9vfW+dWvfhlTryTWhuydAFvUjOmhvZjgqrHJKHumGmrUtAjOEh/TUEPoxPPN8D81bilF7Y2UIJLgIEFSpzuCRYgylgiIZA02oZW3Obv6Olcu/Iw87SLQeGSI9XUywiXPSHd8VvPPwoKDbSQIlTjtiUJpz8Mpn9+CkA3kwUKogPl5jbMVngSdzYBYYX3rSz784+d8/OkNxuOCdruNUipEeliDFJ6EkKstZYnKPIUH6SsqUzGYDHEEnLU73+HMYoezS10e3r/H3du36e3tMjfX5cK5c1w+fxk33OX+jRQz9JxZavHGG5dp5A2MdbRmZkjzNgfDJpupZEs6inLAcPM+SZqSZXkg3DAGOzjADfdwo33G/T3GO4LRXpdiaZn5pdUgMLM2WiVTrtdA7BFiK5utNu3uLGmjyehwxIP797hz5xbLywv88hfvs9BZZTjeoCwNaV7HBke75JnF554EsP512ksIy2jAPPGMQoDSGps1kY0mUmeIvMG4sgyLkt1en8uTEjrNQNLpY8jDlFtVIlSGGY354l8+pJpMuPraW5xZWqW3sc3+5jZJ3uCnP/kJf/1//ieWl1dIz10CscxkVEBVkAjH8vlzLF+4DDRgsscX/+FvuXf7HpcvvIKxntFwQrtTUW5tIecXSJMc7wWTUYG1Gt2aCQWdEDRfucC5r85TWs1HH3/OT//tPt0rv0Qudki9gf+fvTd9kuQ40/x+7nFH5J1Zd/V9AI2DBA+QIDWztF3NaLmaHRvZykz6D/RJf5oOk8lmR9JoTTM7B+8TJHE0Gn1Wdd2VZ9zurg8eWV3VQJMACRI0jRzWyOrsrMxId4/X3+N5n8cJ2XnnPX78058RtxK+8rWvMrh+ySoCSptg39ndZTY9pFaK/mCAK2Ce5mjTMMAYnuWnz/yv5/JwH6nuiov/JOA8WYIxEt10Rwi/uYFflLM0f4i8ZcOKbRzAx/Z4+0BD6Csqi1n3pG3dK0skq1y9fIebV77OIPwygswWFI3TdCR5CNE0GXziiti5F14wigIhXKvI2eQdP9LLeP7n8zXPc4kQKR0kpsEjOkjpYZTlbgyCDtLbICsN73+4yw9+/A4nxxO2N9dot1pQ5uSLGZ6pCXxJgMLzGuC956HKAF3lzFNjNcPrCl/4rEYOl4dt+oHgl0/v87N/+k/s7h5x585Vtro+Pe8y26OYW1s9VhLDy5dGfPELt0g8j8d375GlJ4zaAVtbQ0aBoC1qdvaesv94h3ang9vqECQxvpAgS5QPSccn1x4nJ8ecPtmnON3FFDfRgxX89oCw1SX2PZSWpGVKqQXSD4lbbVZW1hF+wN6TPT64+0v2D5/yxlf/jGtX3qRWO2RZju+EPPPmzxvMZwvwyWVGPvvxKYxlA6ZtSrCm2TBCSKTjkKYLtNbEUcRgOMR1HeaLBU/39imVwm8lcJzZ4rPrPFN9FDYMcjtdojjhF7/4JX//N/+Ra9eu8+//8t+TdLqQxEjPI88Es9MpjA9AHtFvhQyGI/YPDpgfHRKubyH0FLlIOTw84v/627/l238u+frXvs5PfvQT7n34IW9//zusb23w6PEjptMFjx8/YuvxB7T7HZQyBG6MjBOu3rrJl750m7sfPuBH//iPdLsdBrfvgK5JH97jyb0PCMOQ115/lVuv3IH5zBrLqE2gK77y1a/w9k+/z3f++Z+5/cqdM/B+VdREYsmKcqEw+5kMKRwcxyWrNI7QiBfAJEyTa/59Dq0ttKbxea1XaTTSMWfXYI2NpKpK0kXF9kqXl26/zPb6VQSLBhwkm213rt+XBlXGJ8lePDuMLHjgHLpDCuplM8TzNnJpQH/TcCQIF1NVFrOJg9Y1jufjRh0Mgu/96O949733qOuKtbU14iiy1eSqwvM9Wl6ALw0UKXmeQ10QOhDHCa6MiOISIx3GpycUeUFZlihV43suw8GQ2y/d5tKlTa5dvUan02b36S6LxYLr167jeg6roxFhrXnw4bv80z99j9PplNe+8AYvv/I63W6XUVmjBQRRC4TEcT3iOCYMQjrGMBoOqfKMvUf3QIA6GaOV5vT0lFmaUbMPrk9ruI70Q2TQojNYZbU3YNDv0263ebK3x/7eHvPZlNXVVQRQ1yc4LsRJy7Z7/pGO7373u58+DH/uCcsb5zicLFKQLiJps3mjy3Bzi/uPn3BwfMTJ0SHrlzfPJc8tTZdQxqrrpXOkNhwdHYGA9c1Nbn7pSzidNurwEKoS1/fp9B2ydGoB17Vi49ZNrr10i+/+4z/wv/3P/xOXf/4TOisjbt64yfaVbeIk5J33f8X1m9fZurqJ8QzDlSGdXodXX3uZuBXx8p1bJK0YN/SRSmOKBcwVvbUe3/6rf8fKD3/C/sEhf/s3f82dhw8py4KdnScUVc7rb7zOV77+JsnmCLOYoclxageVK1ZWVlnb3OS9d9+hKHL8pE0QhkwXMyx7uvMcsGU5Pjm04RnJq2hICjyE8HCcEEd3kCawolsvGr+bssSvHTY50EByjMRqqhigQusaSwtmQPsYXFy6rA76XLv6RdYHt3BJqLTBEf5Zux4ND+XFHOhvvpClUV6SSYjzmhzCaQo0S9zk8hHOPNKPePgf923tH0cGKC1QWlrD40bMT5/y0+99h+ksZ9hu4UgwRUZVFrgoksgnkhpd5xTZhNnJIeViSuA7dFsJceDhuQHdKCCfCkqVM58cs//4EYN2zEq/zVffeB3XEfieC2jS2SmmLolDSa/XYTRsU6cT8skYUef4psbTFZ4paHkt1nsJgVC4uibNcsuJuqityqXr0g4CnLBNPevgohmOBvhugAxjKi0ojcRIj5P5nJ1HD2kPVxj1e6x2I0btgMXxLnv37zI5fMLqSpdev8v45Jh33vkBr732MpHfJitnVhX1zOu/ON+ySTN9HkWet95669OG4fZRnr9YAQgHJRz8MEKGEf5ohdHWFkGS8Gh3l6ePHrP+xhetTGiR2dNaWbiOAiaHJwit8XyfxXxBkrQQa+uoqiDPUpKypCoKokjx6NFDXt7fY7i6ihgNuP2F19h5/JB79+6ye3rIK29+hUs3b7B57TLf+DffYnI6xmvH3Hnzq2xcucTK5U3ifpeXnVe4fudleit9/DiEwEWqGlVn6DrFbbe58aXXCZOYH/7gR+zvH/Ho0UOU0aRFwcbWOq9/4VXWrl1piAdrkDVa52S5ZpFmDAYDrt28gfA8m9+NApApS4q2817lWSEEGu/9N6yG4cy7hyYHKRykcG1/sIhw8HnRG30WHTy/achl2lRbzkghFEYq206nG59RhGRZTRIOuXH1VW5sv04cDKm1wBgXhNccCuLsvxeZrBeO56bVPi5zvRb3aZYV8rOoibP9/tFhPvJXs/w+rocuDdpIRNBDF5J7v3qf3UePiVttAj9GGIOqS0xZIB2N1AKExlQ5psrJ5xPGJ4ckgUvkGmKvhcTBlxA0BZB8NmF/9wmxL9lYX+HS5gatJGA2mXA6PsJUBUbXuK6Dg8YThspUtAKPW1evoLRmfXWIp2t0vqAdBriixfjokHmxYHJ8TFlpy/AeJ/T6faIootOKQVUoI2i12+BFTOYp80LjBAFFVSNNSZ3OaEceVzdXCQLJh/cf8fTBBxTzKVur63iBz2I+5+57H7C+MWI0XMV1E6pscpE46kKu5fMxlMvxqTzLs3vzwuazcItOt0soA7wogt6I0fo63W6H+48ecu+dX/H6n/wpbq8FpXW1jeMgNGTzlP29p6xtbPDKt77F//HXf83/85/+b4p0ThgECN/n6tYmR/t7GOHy4NFDdt/+BYO3voaoSl5+6y2uXr3CvbffBt/lpW99CzdKYLHgL/6H/xFQsCgg6nD5ZMe2NAYevbU1aCUQOJiTI3SR4ngeThLbyn2RgpFsXb/O1tXrVIucvChpD4fQblltHxfMYgrzmW3P9EN0blgsFrz73nvcurHFf/Mf/gPhyhA9XaCLwlJdSefCnH5as7Ws8GptsES6pun31RZk7HpIN8YPPj6pJwQNq/bvbxhjCAIPIQxKVwip0bqkrCqMkWfGqlaGLK3YXBtx56XX2GjdpjApWld4jmczV+dC5LMWy08cgsPZUXQuJfys9bEhtn3ONGqjeSHv6PNDK7SuQDjg+whVIbQEYtL5Ke++8ys8xyH2fVRZUJUlUld4roBaMT45Jgkkse8SBD6jlRXacYgjNXEc4fqWQi3PMgSCKAopy5rdnR2ydE6RX2U4HPBU16RZijA1URzhOh5FWTCeTAhCn1YQsbG9xZVbtyxvZlUxny+YLxaIomKRZuzv77Gzt8eDh09YLObErQ69bo/BcESn1aKVhORlSV4pJvMF87xmNk8pjUvc6jDausTtmxFpqWjHAaHnMRmf8PTJY4729wgDn263TV4WtNstlKm5f/8+3U4HL2hTZNNzzRafdvx+DeknNpZCSBxhzjbouZwrGIMXJ4RhhGy1wChuvPwy1156iftPn/CzX77N7Z98l1e++Q1cacHgTn9EdTrmne/9HccHR6ytb7Jy5Qrf+rd/xt0P7vK//M1f88ord/jTf/WvkNmCwfoaf/5X36YVJ6xe2kY7lqCUuiRcX+dWEGCocJ0aiik4YKoxptaI2RSxOLIFJldarkmVIXIFMiBdTJjNp4w21nCNwHqJ2FBPWUZvJxTEvocxGWJRWVq3SiBEhfFshddoBa7P+tYWf/GXf4kUpSVrXaTguFTKgsRlQ2FuMB9zVooX7JSPmlQLQrdhqUZijMOwv863/6u/QpkFiBeD0v8QmXIhJHWtcLwUI6a8/at/4u6HHxL4AdJxKQvB6RHceelP+fKrf84wvg6EtkrtCKSowHjP5C/E8n0/8RWwJKsWNCQwWjRQFyvY5bgeWktcN0CTnVnUulZWNKwhjrbC4+dX6xwOsElFGQ2UNQKJ4wZATZHOmE1TYjXHy2rqsiCbjKnLHM9zcDDousBJIoJOm8CXeK2EKPQauQfDvFRIralqRZrluK5LURecjics0pQbN2/gBSGT8SlV3Rj5wvIqKFWDdJlnJY4I8BwHXShkmVovULpEccB4OuPJo8fsPHnM8ckJgWvhd0VRMp2MQQjSdI6RDq0kIYxikFCriizPySuFqktcV+B4HrHjcfzwXX4wPyLNCg4ODyn2dlngsd+OuHXrJY6mU/b29lnbWANi6vKYKEwQVWEPK7PUl2rmvXHOlvo6tiBqGuPaKI2yzJV/9uMTGUt7cbAMXpYtdmedGAaE6+KGjeJhNqO3usobX3uTo9ND7n7wPv/xf/9ryiLn5VfuELQSqjTjnbd/yXe/9z2ubFwi7naJWi2+8ad/wmBthZOTU66/dJv+1ibGdWl1O3zxm3+K4wjLwu66lmTUAEGA3+81xqEGpTFKc/DOL5hOZ6wMRvQGo4Zww5IQKFXhGoc6nZLmKcfHRww2VpqFqS2V/9KFE03qwV1KVFgZ0aV6nV1HywAuBLiBTzdagXphDaiwM1crRVXrF8Kbm9n+xIv3DEspWLKHR1FMK0nObbIXGcXf7ylsa5kGjcGjBA541/8heTEnigIbtmqHfmeNrfUbrK/cxJd9DI1cgVhKIDS77rnL/eQG087yeSTHGYu2brq2hA3FLZtPI+OqLN/ksqj5a2FKzRpYeeEarZvOJF1TFRYbubUyYNjv4rqSLEuZTScsZlNm01PG85RZnYEq8T0rnmfZyi0psjJQ1orpZMrp6akl7I0iOp02vu+BcDg5nbCzs9O0HUNdlSwWc/K8Jop8RqMed26+xLA/AGEwjqSqFZga1/epq4osyzg6OmQ2m+N5IUEQNFNoqMoCpRRJt2+B5w1vrBf4tDsdgrLCIAg9hyDwyIuSk/0djvefkGcl09mM6WyK9mJOjw+Zra+hKtuzbhq5EKNNw1h/ft8uo6PlozgzmJzL2dubbMmX+vsBFn1Cz/JcXux8HH7OO6mUQjoeAHq+QIY+r/zpnyAdQ/a/Zvzwxz9nspjwr6f/mm5/SDqb8+ThE7TWbF+6RLKygggkl157jUuvvwpBAEqjbZRP5LpEnRVqnSOyFF0WqDzHDXzLZVlYobFa5ehaI4zh/ocf8uTRE978xn9BsuYx3dvDSRKE5zDbO6C3MmR6ekReFszT1BL1CqdpR3x2EFiYz3nztlyoZ1lcYxpGayNBK4SyPo1oODONsZ0XdaU4U8d8fopfeD/+5qWXSJAuGrdhbrKs8Z/XMIA2CiksTZtCYmpboPFcq3Douwkv3XmT9bXLeE7U/J5odHqqT44M+pTXdfa+wso2wFIgq8TzQPoe6CZSMOYZ3+kL39RgJZFrtKlRSoC08iau49LrdljdGLC5vkqrFVOWJYvphPHJCXv7T3n44D6z6SlVkVNkCmMUnufT6bYJwxae61Fo21roBz5RHHHl6lVGwz7dTgfpSA4O9jk8OsaxeHiyLOPg8JDJuCYMYX29b3Wu/AjHdQiDkCwvyAvrqSqlafc6XL9+jSwrUFpQ1hXKTBGOw2AwpNvrs3XlBlmRM5/N0cYQJwlJXDSSwtDrdjFoptMJs9mcNMtI08zyLGDwWx6nxwc8eHCf/so6g37fMh2hkMIhz0sCoa0j/xGD+fHjWf3NInaWImqf9fjEveHPNHrFhedpCg21ECjXA8+lzjPcqkS2+1z7wmv8JRWjSyscHh/x45/9BCEEr73yOv/uL/5rRhvbUGkoC/Qis2JDsQWI53v75GVOe7SK00pIDx9z8HSPKI5xXBetNInrky/mnB4f0+6GnJ7sU5Y116/f5MrNWyS9AcP1dY6OjviHv/s7Ot0u7XabvYN9bly7yvHJIZ1uhzQrrWchHKufs/QlhGHJc2k9nSbfKISVDkVisNK5RoBRlpTDbTatWE6QsOzx0jsfzn2MwbyY3eZFG+aiZyUAy2noEjT91+Gza/2chjDGHh5ygiEEHVHlUOUS6oThyjVuXPo6g+4mvjNswPTWsxcmQ5yTnvgUn8ozT+QiMMt85DWWUtDmf60zYBDgelaZsCgb1m3rJ1vyj+fC8IZDVQhwXXswSulgRAM2l4Jer0tPphQnOzx574CTkxM67RZXLl9ie+UmL19eZTqbUZSFNWBliUHi+T5uENhqfVVy88plXM+l1+sxHAypyoI4iUnTFOM4bGxfIssWFLk1TJZEwxLXaGWYFZpffPiI0PfxPY+6KpES+r0eSRxz4/oNvvb1b4DnoouSux/c470P7qI1XL9xg+1LV1FewmyxoCpLhBAcHuzzdHcXVVc4xrCYHFEWOSpNcaqMmJooBMIAz5VkAuazI6p8hCPWcYSgKjTGOLhuxKw8xfdtsa3RnmaJvbRbwdIc2oDPnFteywovl1XF38P4VDjLi1uu2ZBNiO77gWVv0RrpOBhdwXxGEMdcf+MN+jdukuc5ZaVQqmKYxPS7A1tkqTR6PmE+PUF6Lq3WFUxdkhY58/mMtKgYjkZkWc7h8TEDAwhJXuYs8pzHjx5z//4Dbt66TFHOqMqaqzdu4ycJ+c4e45MTtIJ2t8dgOCROYmqtiZIWrbqg1W4jXachVbA3EU33iTirTJ+7SUyDDdCyyWU1cJZlNCAaCv1l8aAJ96QUuI57jinoo3O8fP9fG/Wd/+3zjn5z7TaN/BsIUv8gw4a2xii0A1K6VKUiTXNGg01u3niJ0WCdwOuAFo1n0Mwfgt9VUO3Fw86xbDDCVVWhtcH3LT7SNAqGz9ibXhDXnYO2WLE4iZG2K8jggLHYrDiKmR7scLDzgF/+4hfs7x9x/dolIt/hypUrJHFEUaQW0B5HVqZBSBw/wPN8lDGYsiByBIN+j6TVIs8zfv722xRFRhTFrKyssnntCkfHx0iZgrSfKwRMJmPGp2MePnrCdDojigK7ZZRidWVIp92h3WmjlOK9d3+F7/sEUUS70+KLX/oy0vVwEDzZecL93WOMdBi6nx1VAAAgAElEQVQOBmxvbdHv9ZlMJizmU+rKzp3RGteR4LlURqN0bYt0SqNFSaVy7OFj0xuuY0XRlNLUtcH4yzl/PlF18aY46/MHljSHUjqWoez3EJd8cmP5sZ/7LOMeRhFVvaDQCt91bGK8yMExhIM+G2uXsWLITbI8m6COTymf7qC1pCwyJtkpRVVyudejmEw5OTmmKCtOTnZQtcJ1fcbjGa4XorUhzXO81dBqDStA+nS6qxRFifQTPBf8sE1WwmC4whe+/A2S2IZ7o9VNoiik2x8hJXTrCteN0caKRS0BKvLsZmiOCmMsUQXC3hC4GHy0ESgjEbpGUiNcF4OC2tib3pgGovLCyfw1wzz3+MyzNGeHr+C8nrb5pDjE3+MQws6VRmCEjzAtVNHCoc/2xitc2/4CodeybERLMnlhme6XXTrPvsVv8jA/7vueT5U89zpB08vsUNWWdNDzfIqypC6Kpg5oSYEdeZ7+6/mhLzwK0XC9GjBVCRiSVsR4TzGbz0mz1OIwG2LrIk8pi5zxyREYaLc79LttXN/HD2Jc38c4Dtl4Qj6f4Pu2jfJg/yk//tEP2Ns/5vKlDd566y3qqsL3PGQc23yn51JXFY70kI6L0oZCKcr5gvlshq4KwijA9Rxc1+HRowf8n3/zd7iuy8pql6985Uu8/MUv4fT6PPr5z/nZj37Ij391F9cLuXnzOkngsjIcMup3GB/tMx3PkQJLYYjtda/qmrqymFojJbWpMJ4tdKWLBcOkw8rqGo4bMj2eN80q5+f5+XVf5ujPGUrRBH8GhBS/t2aLz6xn3Qt88nRKrbQVW5K2VxZdwvEeeAfUqqQsa4JWG6FgMp1wcnRMnVYEUYDX9dh58IQ4ijnYP2CepnQ6PU5PTllZXWd1a0Sr08fzIpTStFoxw9VLjFYvcefVL9Ef2SJPtshwvTau63HzzhsIIYmTFkhLxGuUpqVKHEfS6tTUVYlp8mtaKTQaQd0syVLCtZGcME0xwDQsOiZAmRClJGUt0dUc1Iyu08Hzm4KXERgp0RVUVfXxOUuWz73opnzBSWl4xpgDLFUPxQvf5w83hLH5ZiMjqjrBlB2S6CpXt7/Ite036cYvoU1g8ZRLr/Ls2pdePryoFPYxn/ixP5vnDjw7lTZ29jwfx7V4VDeKKeuUsigQvuUFNVrZkPrC2jxXomukaI0BUxcgDFq7GCocx6Xf76A7bW7eusnm5joYRb/dYjQaUuc58/Exx3s7JHHC+qjPsN/G8wMcxwPHBdcjVAXjeo7WJXlWkKVz4iggjlr4vofveYxPT5GOi+f6OK5DrTRaCcIwYXUlIumNyGtFns7Zf7rLfHrK6sYGUZIwX8w4Ojxkf+8IhKGuJhxsr7H6dESvzlnMTqjKOS6KYjFhcrxPOj0m3BjRTUKkqTk+eEoUxTZv2WBpa6XOBIXVMmgSFYcHO9Qm4sbNl7h2/WUkkkePHrO60mmwro2SgDDPPMznAenm/D1hw3Ahmnvuc/UsPxb8ZC/IaG3z4E7DaQdW7kHY/A+VspokjkvQjnA6A3Sak+c7PLh/H894bF/dJkoSsjTl+PiY45Nj/CCk02mzublJv99nsH2N170Qx3FRtUZVimQ4RAiHdlniBg7GMbhhgkpzjPRIVtagVpTTGUqlluQAe/oZA9L18JvFWTJfn3loRjcexTOFRiEE0nVAOShtDaHWgqpU5IUmm884PXrA5ctb9HsRnutYhiHZPL4ADC743Zb3DEh9LrX8efuWRlvNdEe6FIU9YFZWbPg9GKwAyhahhPMsi9HcD7ZYJj6j77H0Ls/VWZchoOcTx7boogjxPZ9KV9brdF+0XhcSIZyVoHUjiUFttXeMwXUjBoMhRwak45IkLTzXIfQli/mcMktRDYkvRtnwVWum4zEnJ6dMZwvyomAwHHDn9TvUec5sCttbm3z72/+W+XyO43psrK2TZrn1XGt7sPtBQBhEeJ4EUxGEIVEQoFoJge+iylVWh316/R5ltmBzY53//r/7M8qqIopj+v0BdVkwOz6i3+vx9a+9yZUbd8jyklYSs766SpFlnJ6ckC1S6qpGxjR64z6tVptaW7nesizIswylLCzr8eMnCG/E1vYlotYapwcfcvfuXVaHX/4Yz/Cja7Ckfhbn1sMYjRQO0vkj8CyXuMDl3+zDslJuczauaxmv66LAEVY3B19AlYOpG4YZq2Psei7SbViHBKBqRv0B7SShdes2YbtLdzCi25sS+AFqURB5IU6cgBdiFIio4aWkBl0gZAdJgucdUeUT8oXCc1y8ZB3HBEhZAc9CJapZ032p0XUJuFjYjX3dM29iaUg9qzKoPcBH64Cq9MiyivnCcHqS8nRnh16/TZJIpAxwGm9PSsfqtTw3zub0d8I7LPNqy9BE/47v97sPjbanvPDBRMTBKlurLpc2v0wStTDGOfOEjbSwEWscBcY0QmZgv8sLv8zzpvRFpvVZMUCcFdKk5TJFcHJyQrsLSRyAyi2GFWhyLs+97/m0SOP9LJnWla1aG6FQtUYKTdxqMVhb4/jAkM6mSGw/uqlrpBQMBj2qfEEUePS7LULfIZumjPd3ePT4CePxhGu3b/Dlr32RRb6grjKMUlze3gAE8/kC6di2xvxpyvHpMarW9PsDQs+nLCt2nz7l8dEhynEY9rp02wlJkhDHIYHvEjgxob+BuLTGfDLBdR3i/hDhSmStkGlGO/bxvSGu4+F6HkJoDnYecfh0F2EUVy5t0xv06fUHBGGE43gUdcVsOufk9JT84JC6ztCqpK4q1tZWWd++TV0VPHx4n/29A4R0LRhFPz/Xz61xUzdYOgdntBVSXuww/AzHJ4YOmaaL4lmtwzzbfwL8wKdutIAdaT01Y5bQC4FwBEYJdFkiFmOk9OkMety4cQNdatrdNmEUcv3mTULPJ15fx+rgCuKkg5nP0XWOCBPwO+B3EWpBejKhrg11XVCbilrPqaoAQUa5OGQynuL7AaPNGwThACEKHCkRQhEFEenpgna/Z419GNlTSWdolYGuMEqffVeDaYrjAq0kqpJUtSDPBfMZ7O0vGJ9OaXd6drO4PgasBG4TY4qzU09cdCXNi2/z59fimWG0QwrQ0j4nOSeDJn6/XTq/cYglQNjgeRHrKzeoB5doR5cBRa0r3AbsLWQjjbv8Rbyz8PaTh+HnPvjcT4KGM96cq9U0+S0hfGbTGQ/u3yX0trjx6m1c30PX5VkoKIQDH8kBnzOUaKtFIwSOa8k+6sqQ5zlaW5D2+u1XyYqCx48fEXguq72WJfGoKupS044j2nFIOw5xfY/YgcR3GLZDElfSDT2y0wNc6VAVKQ8fPqKqcuIwYZHmzNMFvh9xuL/P3v4BUrqEQUgSxWRZxvHhIe/ffZ9ZWXHj6mXuvHSLdhyQLhbs7++x0m2RJBFGVajMJYoCgjhgkaek8xnpdEaRFzgyJHAlqlacnJ6wt7vHbDKl1+mysbVN0u7ihxGOH2IQ5GVF3M4IWl3wIqq9XfZ2H3Jp+yrf+OY38Vur7D54j1++/SuKvMLzAqQ01ErwrBr+bDXPUJjLLXHu/jmjj1zap894fApZCbG8po+5qQWeH1LPDJQFQRxZec8ayHK0LhEelhJfKUzdaNd0Omxd8jCFxo08RMsnrCqqRWY7EPKFLeysbFo2ryBBSY88V6jZEbPDHZ48fESel2RpSqk1iyJlMh7jhzG+FzJPc5TSDAYf0Om2abfa+J6lxR/0e4zHp2xt1gS+hxvHOIGD5wo84VmSYhkgjIsSNkyqtYc2kkoJKqUo8ozpdMb+/jEnRzNaLXjlzi2Gwy5B5KCrCqU1WulGxmIJRbmYnfz1hvKj+cflVlhmRuS5/z179893SCFRWJ0W13VZW19HqQpLprFk8TiXRzRN7HLh0j9JguKTzd7FWbTkGQKH8SLj7Xffp9RTVq9sE7keGqsoKmhIhZpUjFlGQWf5ApsusF6NgxAeYLXQ67omy+YYJOvXbtAajAhbHYQ2KOGS5zkHOwecHuwTBR43r16mN1vQH/QJ4hably+xvrWJ53kIz6MoNa1WQl3D06eHZHmF7wUIKZnPFzx4+IQiz6m1od8fMBgOKMoCIQWD0YAb5gaLsmRjxbYuOlIym52SzSdQ9el22rjCNFLULvPjYx4+fMTewSFJu0MSJ2iVcTqZs0hTjk9OSPOCJG6xtr7G2toqCJeiqsjTBZWyBbIoCvCDEUmS4EUxJ4Xha9/8L3n9K19Hq5S33/kZ9x7dYzQK8XxbrbGQO4ntKb6I7DAIdIPCWYL8tLR8p7pRYVg6FGdrfiF8++0M6QVjubyci2+1jFefObcf2brSoIyHMi6eXL5tZQsqFAihMY4ER6H85RfVuNLFjWPbmoimzBoW86AFToQIWrhOADKhNJKjvQVP9w/YebLL+HTC8cmY+SK1oa2AQFq9kLyo8KMKbUrmeYF0PU6KU8LTgq3tCCmt+JLYX4CGvdkeRmvKIsP3S27fusHqaIjjRHRaq+B4qCylrjXKSGoMWiiUrEj1KY+e/IJ777/D7WuXeOPrX6MdlbhOAxnCgPTQeGjtN8RLFjDumGcLemFOL07uuX8VF58+P85Cxc8XW/n8sAeD7ZqKE6sPb4wl77Vf4Vkro5TPWh4MDRb8U8GfnsslNs85+pmut1h6IBJqHDwkpjPkZ08O+eG992hfvsE33niFdjxEF1NMVYAsQeeoqsIg8bzAyiYYiamt3pGQMXbfuw1cShCGIXVdkGZjxiendC7d5suDS+zcv8fD997lwQc7TA4OWUymqHzBIneIe+uEbYHyA9wkwnEFQeDihx2qOmJv75DprKTVHlFWxioTZDmHR4dMpjPSxYJaa/wwoKgK8jonDAOGKwO8TkKNoB0FeI6gLjI8R9LttIjiiKIsWdQV0nXJdUFWVJzWkrFyWBSQOAYnK6iLguOTYx4+fEi302FrY4uN1RV8YZhnM6azOUVV4YcxUZyAhrKskNSsbF7nz1/9S95886uI9ho//tVP+c673+NUHfLypZepnTlGlUilwQRgPM5wlg3ivpKSWrg2CjQSo6VVIUhzZouc3igELZFGPuvaks3iyyXT86e/Tz7Ws/w4z/H52s7FNI5EG4HGYgltcaR5gaChxgIlNMaxxlIZg1SW41AKaatntcJxfJy4BW6AwWM2zTnY22VnZ49JWvPu+x/w5Okermv7i7XROK7Fy0UoAiPACTHCipK5oY+RDhUOGJdJrm2LmHEoixIpJOlpjtGaPEvR9SlIn53dI4QxXL1ynd5ghDY+rXaPPCso6gpjCg6ODth/fBddTblxdcBrLw8ZDByb7jS1RQPY2BsjHCzUaEki8dEuAztljV944Th8zlB+XNHj4y3t5zzMMzIKA45w7cG4rGJePPIvfK/f3ju++Dui2YdnkVlzORpBLQQuAhMmpDi8d+8x3/nZO/Tabb780uv44YCyOqKuFniO1ae3aQ7z7IYTVpJWGB+Dg9ESbWzqwPcCfK8izWa8+9773Lz1CqMrd/CCFqfHc5ydE9ywwC0EoR+Dm3AyzZC7+wShJIokYRSgZc08Szk9XLDz+DFFWRDHHeaLOXleUBS21dDzA7qej+u7jEYjojhCulZgz/MdBnFIjeVTKPMMB82g36Pf61Bkc2bTGcpoHM9D+hE4Ll6rQ1Rp0lKj8hoznuAaUNrg+wFJktBuJ3RaMUVe4AqD5xiqSiF0ZQlnMAhqPMewtXGN69/8b5Gu5Bf3fsV//v73eXq6z2AQsbrZw/E1plK2YU67DWnpsthqnSoFKOFgpAQtUEbgeh61LsgL63DZDMk5suAzb+QT57s+Mj4b6NAyfXMhmfDxr5PQMF+bJq+pkUhEkzR2wgSCmGKecvj0MU+e7HL3/i5P9w6I4g6Tk0McXdFvdYmiyOrNSEAIfFUjypK0yMjzOW4Q4LkeVa1xXI/ACMr5MXGvTxK3IAipihLQBJ6P240oao88Szk9PKAsCuqiZDRaIYg7gKQGirIiTyc8fPiYw6e7fPnVq7z+6i18r8LM5whHw8cUci4u1udcffkcxh+CFu4jQzzLNZ891SyBc5bCEKwMRjxJEu6+f5dBIBn0OtzavorxXNTCgqzdMLL7u1QYVSGEJb82UjSHo0IYB4m2iWTHIKTdn2VVcnx8aPu9HHjllTtsr6/x6O57PP7wHoHUjAZtFIbj8YQoctGEaAFlvWB8nHPwNCPNcqIoxA98yDJKpfGiiLVWi6PjI3q9Lqurq7RaCQiB1pCXNY5USC+krEpOjw/JFjPWVgZ02l2kkBzsH3J0dISQDkEU0emPSNpdXOni4KCqCoTAcQNc16UTRji+RXukpeJoMm/SBSFBy8V4JUWlmKQlXhDR7gzoDvp0L92mrkt+8ctf8vYHP2Xv6WNcR7IyHFiZDVcimpSVEMY6gFKDBi0VytQIrXEbPlyMg9BW00sYjSPERc25c8GGee7pTzs+M5ylRFvBJnQTYOlnf4TV6F72SktjmYe0Nva1ln0CJ+mBH1BmBY8eH/LB3fs8evSE6XSBrjVVuiDxXEJhcKo5ZTnB9z3arQTXlUS+xAt9Dk9m3Hv0IUVV0x2OLMmHHyJUh3R+xNBXJJGtxmdFhqoVHg6eCGh12qR5BlVN2IB6jw4OUWJCXiqGaxuUlWJ375C8qtncvsRwZQ2/3YN6hpGZlX59zi58NHfy/48/5DDLesE5p3ZZNw29kFbcQbo+D3d28R3D2vYGvX6XXpwgVYQ2GaIBTAsJQqkzRiqbI6tsNR+ruS2Fi0IhhcJ1YbQyRBnFwf4uoe+z0u+zcuUSrXZsxfNODsBzLXBAVBTaMMkqZkVFXsyZzSqmhQLHJWh3aSUJJ/MFhYFQevhxTKtWrKxvcOXqVZSq2d/fpyhzC9kLAgKjqfKak8NTnu7uEDgu+pKgVppsUTEZ21bJVq+HF3TxvJo8rZhNU9K0II5j+itbuK5LvlgglMM8y6hOF5TOlF6vj+O5aDwqx2WazknzklHSp7t1hY1br4I/4B9+9GN+9NMfsHPyiKKa4/iaOA6IYg9tKrTUSFdjVNNB5dhI1QhrRB0Njm6qgcJC9xylkFrhGt00kiyRLNhAV1pvTjeR3edqLIELp/eFYcAYzVn7mDnnZTSTIVwX4wYc7x9y//4jfvrTn7Hz5ClFXtBu9/A9j3v37hEGIVHgc7C/hxCaN774BV678xJFljE9OqTl+ZRVTjafcXx6ymhlheFwQNzuIKTDg8dPyBZdFp6H47jMpzNOT045PTlBac3WrRsknTaR6xInHbQyTBZTSiUJooSkO+Dg+JQnOztcu7rFK7duEMgZi/EYnwx3mR37WFzq718k7I9t/CH0yX/bsbyypJUQRiFBGOA4kr39fb73/R8waCd84403aSWbqMUDsvkc1/VsO6Ix6Kq0FfWli4qwIbl0Gq04iXSsk+n5HtLxMWWNUprpdEqtFN1uly++9RZHOw948sFd7n7wDuPTAza3Vnn1tdsM+z32D2vmexP2D6ckcUScxGhtmC8WnI4ndDptpONSVQrpuBRlyfHxEW//4m2mkxntTovBcMitmy/RbnfwPZ+6qinSHCkdfM9lY32DdqvN8ckJcavNaHWVMG5xMtslzwoEEt+Pmk41cIOQpG0b8qq6YjpbIBwPx/fJ84K8qgmiiJfuvMLqnS/R7a9hSPnV22/z9//5Z0zmY4JuQKcXUjMmjiPa7Zbt/lHwzNESLDkhpbRsTo7WSL08+Rro4rLBH/Ex992LVv7Tjc/EWArsxQqzZA9cou/PX5tpcjvP8lGWg86xdGiOy3iS8+7dB/z0xz/l8aMnBJ5Pt90l9DzqqqLlOSSRizQVxeSQwBOMYslGx+eD/fvMD5+ysr3FeifgztV10vUBN29s0u72cHzf6kSrPr4oUNMDFAJRVTjlhHK8x8HRMXmdsbF9iUG3iy5y6tqGWu3uiH63y2Iy5dHDhwgMG2vbjIZXKfN7ZJMZnlQY52LF9cI8/fHajf/PDovFW8LenlXe7Z4FBER+hCs9HC8ibkXU1Yxf3vuQpNcm7Pb4+kuv4kdd6qJCCseqCQnRpOYVgqr5tKVGkAFhMaLSkeBAURYk7YgkaVHmOYvJlNlsSr+VMByNaPdadDpdROiyu/MQx4G94xnjRcFsPmeWawojcI1kvChgUZDWBjdqYbyQVGmUcFG45JUhLTW1cVDCxQ0S/DBBOj5BkOB5CcY4jCcpu7tHtFsxvhtx+eoGg9GCStV4QQutJUWhSdMaHJdaCaaFQucKjKYsa8aLkixLCfKaUvp4oaHd7XFja5vV7UsMRyuosMsszZge7nD/4UMm81PiJKQ/6qBMwSIXeJ5LGAZY/iHdpDh0Q8ZijaYSDlpa75Il8bUUTSSnwaimAWS5uOasdKKbeHxZPX+uCvCJxmcXhhuDxJJ1ivO78axViQvYXYzt4bTkFVaY/eGjAx4+PuLJ7jHaePR7Q9pxQj6bUJU5W8MuUeCRz09ZazkELkT1lOr0CcXRA5x8Tqi6xL7LF65tknTa9AZ9ZvMFhZrTbnVYv7XF7u4us+kYAyReQLvjEq4kJKIgMxX5bMJMVSwEGFyGgxEr/S4rgz7vffiA48MDtrbX8f0AmhvF80OkUWhTN9/v4mqc72P9lzKWbWuf93jWTCHOOSNNbktA4IQEXoSQHtrxME7E8eSEn37wIcGoz8aox82VAUHHQF1R1zmuUQjXaW7UiiVixCbZbPHHdnuB6ztUi5paKzQG6bu4UUjllBTGMJlN6XbarNy6xWBzjYO9XXZ3H3N08JRH+0coVZEqhwxpi2S1tl0xxiHoDiwZSF2ivYBausggJuoMuHT1NlVd0Wm3aLXaCBmSpYqygjRTHJ3M+fD+Dp12QrsVgRPhuhGT8TH19BQNZIUC4VIUmvmiBALyvGSRzimKAlXX+EGL/nBEd2OTME7Y2Nzi1hfeQMYDyukJB/uHTOdzTsczUiXo9lp4gYuhpsgXSDTtJCbxI6oqpcbYlK80Fq7XYC1rFMaePThKN7ReAoyyhSRT24KbhCVb0RIeq5ePTRj+22BGfi965hc7fc4/v3Qymx0rpc1H4DA9nvCd73yf+WJuAbVxgDE0C1JZyrY8pS5BVDntVoxLzWI2oS5Sbt+6wWI8wzUCbRTbm2tsXbtKnhccHuyzyHNGgx7rly5xenTAUT6nrhXRYMRg0CP2PeIk5tgEZArydEFZlLhewGgwIoljqrJgPB7bSxeSNJuzyI5xdG3bKLVs2HNeYCAahud/SeOP5fv+OpPtOwGtVgvP86lrhfQd2p0O4+mUf/rn77AdB6z/+Z/RDreoxSl5PkOpgqjVsm9cFHbNl5ynDb8lWBIO3/MJo5CyLpnMakI/pNVu4zku+XzOeDJhMjkl8Dx8V9DudHlle5MKw+TpY3bv3+PnP/8V773/PnGc4HkeStVEQcjm5iZSOownM6qyYNAf0u3mtNtt4jBCSEHg+QgpKRcFs8WcvCgoy4q5VhwdHzOdTghch/k8xY8i9vb2ycqK/nCE9CO6vT6T6YKjo2OOHu+RFgVSGDqdLtevX+P61SvcfP11OqvXcZwAz81ZpDNOdw9sAdXzMUhmi5TFIiUIA8oqIx/nlPWCze0+V69cJXJHKPW4cRglUjhNJK5Q2NSdkdIWfozmIvmvaRpI3BeGcL89wtKOz9BYCoQRmCUnYBNmm6Xb24BIl+X8C/ZE1RwdHPDuT3/I6soKg9BFVRWzp485WMwZtEJaUYQWFUIrXKfG8Qx7O094d/KUiIwb16/R8n0WswVVVVE5gmp2isQwaoesDltsjjqodEw9H3O8c5/TkzFHrS6tVhuMDaic7hrVPKXKCzzHxY1a1PMTDh59yOMPP2QynuICZTplNj6k6Dm0Ao2qCrQpcZeOxYWZOffU5+9o/YsbZ50dZ2XRc+6GhFAGdFpdHC8gVQWBFxB2E2bzMY/Hx/zDT37B+so2b32hSxLF5NLHM+BJD1cbjKibaMoSHRsEtbFEIEZ6SE9RTipcz8ELPRzHodSaSuVoIXBaLcoso641lXAxrotb2att99Z55UvrXHnta3zt3/wF2XzO4eEhTx4/5mB/n4PJnJOjI/aePmV1NESGu8zzitFwiOu6SClQ9ZS6qpiNZ5wcnfB05zG7R2MCVzAva9vWrmqiew9wPJ/xdALSYevSFbYuXSVutagXJcr1ef0rX6Tb6zEaDllZXaG/Yh0JgSDNZxQs0LpkOp2S5gXS9XFxWNQwTgtmRQmNIXRw6UY9Lq9eYWO4haSFa2KqokI44Lg+wjUYXWNQGGlhUEIojNPUBKSw3WsYKgnKAaRsIhpzofFqCdj7bUlmPjtj2TDfGM4RBTflX4OwHHMNR6TVv23gQ8pQZzlVVbDWb7Pe7+JKQZFlLAoHMk2gK2LHR3g2jHeFQDqGxINW7OOZinR8iCN8srQkL3Ky2YQ8G9Pr91gfDvECnyqbMZsvkCojdECXC2YnBSqfM+yPaLda1B7M6xKHmtj3MaZkerTHfJFxOs9Ia2iPVul1QspsTpVnOJEP0iAqdY539CxzexEm+Ufiaf1LGbYuuox0mtjmOdvpSAfX8am1oKw1nutRex6l6yHbbT7YPeDvv/8TWp0er925idvqQj6nrBQCBVIidcOKj4NWoJQlh5aujy9AsGiCKcvEX2uFUhrHEbh+hPR8VG3baxe1Rp/OwGg816WVJKxvb7N+/TV0OiFNFxzs7fHg/n0ODw6ZT8ZMpxOiIMR1XBxjKBRURqGqmjzPMUaTZQWLokKGCRuXrxH4DoHn4geW7BggCANGW5eJWm1WVldZ2dii0+2xmedUleL2F96g1x8QxRHCdTB1TVGWjCdjptMpCku+W2iDkR7C9clqwywrmOUVWVlhhI/nB3hIPAeyec6H731IvnKM5yik0nhJiAxCcASiWKDroiH8dUEa65Sd6e4IFJZe9v9l772eLMuy877fNrHTaycAACAASURBVMdcnz6zfFVX++rxnjAEgRlAxCgEUhIZ0oOoCP0NetOL/gky9KCQQsEIhqigQhEUQWgAcmYkAIMe09Nj2lZVl6/09tpzznZ62OfczOqBgK6e5ggRqB1RlVk3TZ17zNprre9b3+fPThM3Rd4ZDvIvMzn+CQZL5kHSz4HgOkrMM8wP+cIECM5RliV5lvL5T38agsdXFaHfoeqlTBa6iHKGlAElErRM4hv2LXrPP8faygrraytMZ2OOj0+oiiixtneyx4PHD7l+/Tq9Xp9ZGV3ulI5yVutra7RbOdYJWnmLleUVzl24xH4Rp3RMVZKlGcNxwcH+LmOzy+7hkLEJXH3Rs3FuFWcMpiqRqoVstxCTSZyH5xdjYpiTUf9WtS3/xqy/ioUg6gBaGVNbgEBlLMZ5slab4dY+b/z0pywv9VhZXeCl1YuYTDId7wOOVClCo+gtFI03klIaoVtkeYrWFc4FyrKCAEmakiQSZ2NHLstzrNNMR2PK2QxBIJGaYD1HR0NG01m0VA6O5eUVnnv1c1y8/lq0wwgtvHfY4/vs7WxxuLdHVRR45zBVhSmjqrm3nqIokQLSRJPUDiqddps8SxBC0up0WFpeJu0P0J0uujdA6QGBhBBKUuXBWkajIePRiKIs6gqyJuuIiFp47/EEgnWU1jCZTinKEmMsOkmjQLL3mKrg4b2H7G4+5uJqn3Mba6wtddBKkec5aE2SZFTWgfMIHUcfvZCE+iGLAvsCN98HT/URTq/xX/7506yncHc8g/HWNfT8IwGJIsu6zIoTvAlkeYp3M6QQKFkbQNU7gZaxVMFDEIHWoMvlvMX4wSbff/11To6P+MLnPsv1c0uYpRbT0QmSQKZhY32N8eSE8XDIYKHH5tYmb7z5M65eu8K5S88hhUYQ2NvfYzg64fH2Dj97+20Qgeeee44br94gzTIWFxf50pe/QpLkHBwe8sHtuwyHIwa9Hs9tLHJ8dMR4NEaVU1JXkDrop4J2u0VLeWYn+4RyQCZXEEmAIPBmgswy4ixrvUk0FCIPRVmSZ4M6A3m2fhWrKb3iP04377NLSkmS5Uit6XbaWOkQUqFbOUEGehsbHO0e8Z0f/ZTli5fp//oqy8kSup9SlUNmVUFbahSaNOkjuutkLNe/fUx5csjsuCDLc5ACSyDRkoDEOkhbGU5GHyCZtxA+Go45D5poTzGbWUJpEUpQ7R+QDKcoIZESJBqtFO3egCvdHleuXScISVCCUD9rUXZQz5XohWgkV1wEWqVAYJCuQigN1lFUJdPZDO9nuCAJzmKLMcF5nLUYY+d0wFBLGqqknp7x0bJXJRnHO/scHh0xKWYonSJFRqgkCTnKCY62Dnn3wV3eKMesLC3Q7Sa02y3Wzi1z9dpVLl27wOUrl0l7q0AKyT4uPaQwBmsNqIR2awGjC0bDOJLqawO/5lI/MZTALyYzH2V9cpmlUEgVUW2pQrQ6tSB9iJa1c7OzRhlHzKcBpZQUxZhidMjF9UU2FtosdjKUNxwfHyC85eq1KzhTEpwl0wnZ0hJCx3esk4Qsa7G4tIQxAbzjwoWMhekC29ubUZU6OHqDAYvnz7G9s8vBwQHnL0y5cGEFnaS8885N7t1/wK/9+tfQCg53tzjc3WY0q5AqRYmEVAkqW/LowR3abc3C175Ad9DnZHuLVi5JcKd8lLrkCz5EuUZBrff315hfPVv/YdYTjeMzKwBCkCZJPQ0m45QItbK3NzgkebfPqCj5s+//kHYr5bc++yVWs0VCK0HkAiXS+H84y86DD9jcfIOtrR0O9g8YDaPm5Guf/hRr58+hhCIEES1+paIoq3pMGITWyCQB42sajUCKOH/u8AgfmM4qZGGQMlKYFJHLOZWaRCu0lHN7hcYlUgiBFxVCRhfF+u4kBIerG0bOO4yp8D5Ecz3nsC5ga2vZEAK+KiOjRZ7iEPFrNWJto9ivUtETaloUnAxPOBmdUFXRjneeTARwpQcvaSddKuOoZp6RLZmOSg6Ojvng9n16C12uPneVS1eusry8zPmrS/R6AzoJzOyEwhpK4ZkZS+U9AnWm9XLaBftlK7pPLljqBBsEs8rghaatEoJSeNcU37VIXYC49UQIP4RAZQzFbIrWkvPnzyG9J0szJqNj9g92WR4M6PZ6DI8tJycn5HnKwqDP8XiETHLOXbpC2u4yKQyTSUHwNhLRpaTVHXIhjyNavcGAJG+RdzpkrXa0rDgeRie9hUWOjo5w3lGUBdYYdKJZanXQSc7ICJiU7O/uszccc+NTr7K2vo5xgYPdLdZXF0hbKvYg4BeuTKMCHp3nxLN4+TdhNQUA1A6HDmMtDovUkbYSgsdaRzdL8JXj7Xfept9Oubi2Sufay+QiIQiYTUYU04LtB9vcvvkB7751i9u37jI8icDN5StXOLd2ngsbF0hlgnMBlSi0CoymY6QUpHkexVeEqBX2T+XJAk0l1/AFiaIkMeQhEVRuhhQ1ja9mXkgaojzYQJynDr4OHmEOfjWf25rYHaDeOOr/EgkhUnpO+79njy6+6pytgRiBs5aTk1EEeyZTvA/RD74GWVzlKacV0ioWu4vIVgfwIB1SBGZ2ys7mAbdv3ePdt29z5fJFLl+6yEufe54rz19isLBA2oq+8qKey9dKxyy3eQ9P9KfP4OEfI7X8hIKlANmlsMfsHs3I2gkL51bQSlOVgcJXJKG2HfXilBQso86gMRWtQZcXv/JFbr/+OsPRiCzRjI6PWBj0efmVl6iqksdbWxwcHPDyKzfovXAD++gx2cyz0O0wnky4u3XIwcExInguOUlZTNndO2ZlcZHeYIEgJPs7B1x78VWe//zX8Ajuv3sL5wuuvPAK15Xinbd+xMH+Hv1en69+7StcufYCHsnNB9vcebjFcVlRScVLr7zAymKPmzd/ztHuQ9bOL0E3hfGsVls627YgGjYhT8GvZ+tXtp7IKp4A204/Cq1w3iJshUyj2n9zFXvdHO08ZYASx0/efY+VtXWy9gJtmfDj19/gR3/2fXYebHH8+JB23uXq+lWurb0Gi4KimHFyvM94a0R4AbIsZVpVBBmtbdMkxdVCEQgIUtS9OerN97SNEJoUueFl1+RrF6LnDcHXwyGA93XAqC1RlJrzDX9ht5YCH3zU8BR1JRioNT/jPSsCZK4JOAIh5p3402MX0TFBpylFZRhPxhyPhpTWIHSKFBrlFalQ2KLCnVjSmaanF0kTSVEWTMsZSgm6SZ/2yjpmUFLMxmy+c8A737vDv//266xfW+dTn32NT3/mNV698Vna4gKXN7rsHQ8RJETFFjmfehRzuKSe2z8T4D/q+gSpQwlFWXL7gw+wwjJYTLm8cZFEWsajHTCGPE0aeDIesBBA1Dx0xZS+NVy+cok779/kwYP7JEqihOLB/ftcv/48L770EpubW0itmGw+5vatWzze3CTvdhlNJtx87zbTyYzr16/FpnmrTZrmTGZTsnFKnmeMhiOqytKZVbgAO7u7FEVFq9OLfjE+0O/36Xe6aK05ODigKA3OBa5cuYxq98gWlrhx4zV+9rOfcvvmz3np+Qt0FhfADE8VxXzk3UkpGvee2Dua61k+Sy3/pqxGtb8xu5JKxtaRjxJgVWU4ONxHBlhZWWU2HPHn3/sLitEUUTpuv32TVkjpdAd0L/WQQSFQVKWlpVv0On2ytmIymbC1tUmn9yJCSSpj0VqQpmkEaurjkVKipMQ3426BaHMx32ebv8OT70HrmEXOM9JQ/zt+n5ubeT157zWBTp55vWG1hBqo/aj3rJIyzocHHyePRiOMMSit0WlCEjSUgrKoqKYFs+mMlgnoIPEyBrU8beFCFIdWSpG3Ezp5i07Wpt/tccyQnZ1dhn/+Oh/cvcO7tz7g6vXnQWhWls8T6Vv/H6Hwl0hUPsFgmeKCYnPviHsP77B6cZGlpTW6aQdUgpCuTo8/jFVFkQ3jAsMqkC6ssf4cjL1i5/FDpuMJaXtG93jExQsX6SwYSmN4+HiPncMThjPD1E04Gg0pbWBxeZWFpRWQCUmq6A8WKIopnkCa55RVyfFwRGs4QWpNZRzTssL4CdZanPXkWQvZ6hF0zri0jKclBSntXofnXj7HYH2DcVny1q3bTIcTugtLEAS2qtBKx3S5WaJ+jzXhSzYgw7P1K1tPgDxnnqJTvyKBTqOdgRQBhQfnUcEhCZjpCYOOZHlxJUqCTeHk+Iif/fxtKDxmXNFfXqKd57TyFKqALgWqFCROkiYarVqM94fsPtrl8oUrqG7MJhtvcQF1Vhc3WJREWIcPHhFAiXBaOYYniGlQl9BKyHr870xAPONzLmlYGeKJLzVhUNa8xRCYf+cpyR4I9bigOBUZbI7A14g4KiEgGE4m7B+fcDwaYz3IJCXIhOAFKrg49DEaEyoDJbgSrFJzMroM0SMrOI+3sW3X1V16Cx16LDCyY6qq5ODOAW8evsnW3W1W1s+z9LUNIEM6N7/qcxhBfOgGeMr1CQXLGnlK+xwXjp+8d5uVKyusXb7Epy9cJmsvQDiJslbN8dYnPzbyPBWSY5vSaWVc+OKLtM89x8G3/oii2KZKutx8tEchctIkYVwajo7GVCJDtxcprMHKFuevXOf6c9dYXOgzHg3JVcbauQtsbT2i3e1z7sJF7t27H+XeWl36C0vIJEUoS+Wgso7j4ZT+oE9L57i0HW0jcEyDJFUp568+h5UJP//x67x75z6Xz6+Q9geMx1OCdfS6bYSzURD27I1ZS9IJ8Qzg+VWvJ9Hw0xWap0iAyjRa6yjz5cEUFQSLdxWyHPKFL73K+fNXeOedm0yOA0mvy+HRCS3Z49z6FaTvIMnoqA4qE2TWo0KgbRQqSI5DybgYc9Q7ZLhzwlK2QpJo8BFEQtTz0IFow6vAq4B1vu4nggyn99KTfcMYOP28/8jp6/OSk6j87k+7lIiz4ZYahG2+vwmSDfMl9jnPBsuzP+/qu12phJl17B+N2D444mg8w6KQWmMRsZ/qLcVohBtPkKVFzkR0EhAJKk0IRpDoDCk1pTVUxRQpBZ08Z9DrMZCLTMsCnxtGxYjHD7Z56+5brF884fOv/RqgUb62nhbiVPh3LjtV07yecn1CwTKeskGnT7vd5vj4mDd/8lNWNxZJvzzj1QtXIPP46QFirsoTG89xR5M1OOZptdsc7+5irOHrv/MN9vf3eHD7JkcHh7z19tssLS4xnk7Z2tqi21+Ivso+kCYpvU6HNMnY3t7hrZ/9hOWlAZcvbPDo4X1uVwWTyYRer8vS0jIrq+ukac7s8TbD4ZB2t0+/P2BaTphMp2xubjI8GTJYXGFldY31K9dZeelVRkcn/OGffJubH7xHr9djeWUZIQStThtq3mVSFzTzYinE8j546vHOZ5nl35QVQTdFr9clzzMKO8MYx2Q2jr7zieK3vv73+G/+wT+moxb4n8M/584HDxDAwsIC3XSRleU19FRihiXjyZSWTOjpFmmicSczJuMxtu1Ik5TJZMqt92+yUg25+vxVBt0lhJkyNfa0ly8ESkUSZEwu4t3kalT6dPztyY9CfPgjpzYY9c/9Vdt0CLX17xO/uz5PHxEQcc4xnU45PjlhPBrjvUdqDQGMtWAsbuqYzqb4YkbqFN4LfBV91LMQ+a4q0ah2QrfbRXZbOGuRxjIZjxnbGZV3tPsZvd6AK+2Uo9kJnU4HhQRb4BzztlcIck5x+mXWJxIsm31O6ZzuYIkk73JwNOInb71LO4VerrncH0DjjdG49dU3gVQSkeRMEo1yOWmSI2UX4y2ttYwLImVxY8hsPMZby/bhXR5vH5AOZwwWFilNpES08w7GRZmqi5eusLLcZ3mxx+bmo2iutL1Fu30N5wyHBwcY6xhPK46PjxhPC3r9BcYGWp0+/bVVlhYWGSytMlhYImQdDnf2eefOfW492MTrnMHqGq3+EqrdRefLVCJQVccksaY6zfhDU9Q0TwPPkstf0Trb4zv7acwvmqsi6HQ7ZJmmrDNCTeDC6jqXL1/gK5+9wbVswATQFBSTE5T0DFqLlLOSzUdbLMoF2iGlpVqkTkBhcc7QNoJ20mGkLV4FzLhi8/4mpbBIJVkXhnzQQs0pS6Bq87kgAqKWKjubWX44SEJTUj/5eqAOmPX71kKcORMRLJpPfjYoe4Maz7831Ml3jXYLWWeX9S8VzbmMWdx0VnFwMmY4mVE6cFJFzypjmVUWPatQwxm2nCKtITiHtDoacgSBMNH5wFQlRVlQTUu6rZQsSZAhGh4uqh4BsBODm1kypWnZlLbLaZNB5cECQuKVj4L2ukHBP5x9f/T1yQppCEnS7tIeLGIZcvvufVracXFtkZVPv0Y7SQnGnl7BmtKglUSlCUXaJZAwSHO0hHJ0gkw1q1f6zMYj3HTCaHjM8bRk6SjqARoHReUpq4I8zekNR2gl6PV79AcDjK0wxjA8OebRo0fkWQZCYOwJh0cnrG5cpNVq44OkLCu6i6tsXLjI+uoq/X6Pbm+RtNVmWHp2H25z+/5jDoZT1s6toNtdeitrrK5cAjKQJ4gkA2/mpnRPXpQIaD3LLH+16xfO9ocCJghaaTuO/U0gUYJWknD14gV+46tf5dyyYBgecTSp2Hl0l5aG5dUVhJPsHZ2gqym6ndFq5/TSDqKwiKLAFRV50iZPc6woqIJjNis4KQp8DmjB1E+59PxlFtYGFNaBd7FvJyMPWQRHo5VDkE++mTnjuula1vvwE2h/eKI3qcNp+d10wk5/laDOwebdyLP/XQCMkHPwB5hP0QQkQilGxYSD4yGjWYUJ4IWmsD72/Y1DT6eko2OEjUK9WBfRcanRofYvEsTsfjxFaEUy6JO0JZmQBDQDNQAPo9mQIni8dlBYdEeQkoIRBGMJqrZjFnO8dZ51f5z1iQbLykXpqMFggEgSdvYf8fY77/DytXPceO5l2striNk+zIo6LRYoJVGdDlYnpGNNmiZUxuDwtFMNTlBWM9I0JctSep02165c5Zt/8Ae4quLxo8e8+/5N3njjDe7fu8f2owcEF8vhshhyuLfP0YGn3QpsbR/zkzdvcunyMv3+EpXzvPTqp3nuuee5fPU6g5VVRg7aCwuoLGd6dMxwGKWovFdIpVFasbGxTtZKcd6y1LtKIj5FVb1DUXn6vVfA3oXxEHQyD5rBe8ITtp7P1t+E1YQFrfQ8SGmtSLMuN155hW++9p/zJ6//Tzy480PG08APv/8jzp9/gd/5xu/zp9/9IXdv7XH9wvMklaKqSobFiJ7OaXc6JHkbMTNMJhMqHCWG0hS0+x0Abr3/PrceS2RLsXFpnXa/zXQ8QhIQzmMb4dv6OEVTlp8NhvWfEE45k81N17wyn7Tz0f3wNFieCZoNL1PKM2G3cbSMP/yXa4nFA0mShE6vx4PtHY6OjihKS0CitKKcThgPh8ysI5mVJKMRXd0CRDQOFJBlGcpqpkWJtRalNL1+P1KavKcoCqTStHRCMSvwhSPtprTaOeMwZX92iLU2Th+J2LIIQoD3eC8Qvn6Pv8S98tTBsgEqnjhVIhYLFoHK2wxW1zmcbEN3gOglfOftW4zCv+U/+fpv89LqSxhtqYo9Ot0lTCmwJ8c4D+bgmE6/TztP0FKT1tQirwzWVJSmxDvHxHm0jeV2srjIS1/8IhdefplcaLpZK7pU1Ior3ldYa0hUpOwUxYwszRFSMB6N6fT7GOMwUrE/tkyLispInJpwPB4zRaDzjHHw3D44YGdWYbMWGDi5P+T/uP2v+Ivet8gQXFtb5cVXLedeWSeIPnbi0EmK0i1UKMlSgTMaqePub4iTRQqFEir2WxrQ69n6SOuv08sMxPtSAqrp3/mYsalgcc5RyYrcVlzsLjHc3EIkKf/VP/knvPypl/in3/lnbN/+v/nyq+c43t3hd756g6//7jdRus0H73i21i17k1t0WucRvTU+2C9YzRahNaAtUvR+hdQSgSYlYUknyAo4qlhSGcYHPvj52xyM9xhcWKK/MqDVb6OFQLV8tI+eGXxlwaoofCvihIxUtdkf1Daw1FxHxdmw0ATREhnPxLyhfgbxjr2iM2OB9deaIBwCkkBOiXOOWfBIrbCtHCNgf3LM4c4dtg8OOBAlpS2pZoZQhhjYCkNqA3oKebmELiXaASowk4oqeJQw+Cwi6/ODEYIqeKxxkaKtNK1QITOHkRJjBU6BSvIoSCJjSAsyEITHCRu1Lq1AIdFCoaRCNe2Gp1ifWGZpgHaiGSwuMSsNJ9MClXfxqeTe/j7jH71Jf3mZhd++SNu22D4cMZh4JqMpN995H2MVhe0iLl6ke26NNEsR3s69tp2U2OAJAmwIlFWFULF5nPV6DFbW6GZtEpVFs7BEg9I1QbzZHh1YC86CMSyYislkgpvNKMoSbzzWQTErqXRC6QU2TTFaczQds3lywrAso0JN5bAl7N7d4d7+LZY6XcrzJQc7U7p3M9rtDssLS1y8eInB4gDBFCVBkkKNb3rho+p2qKVI4xYfP38WMD+R1fTTIIrGeh+QLhC8R3iLcBadOLoyoadTKAxl6kmShPuPN/mj73ybGxuOxaU+xWTMq89f5eLGAu+9/wHn17vwhRf54Zvvc1gekHRahCRDuQmJEfRUTk86UqnQTseMEcBa7NSi04DPYXhwxCEjluWEZVXSFj1ypWinGe08IdiAc4FM6ChQ4ZuMMboshtD0GussVDStnid7nB4NNZgqnoiMYY4jnFY/p4RzTn812jsUDpcIZCJxmWRSzHh0vM/9zU2ORzOKwuCmhmpcomaOtJIoC9oGkjIhN63T21uAEQEDSBH7i3KubB/Plw8eGzw4gQopifCkKgope2TUuhSNkPiptXIQ0QvShxgvtdAga1Fmnv4Re+pg+ZehYqHOLHOpWV9Z4WBvj93jbTaubhCCx3vHnTt3eP17f8H19QtcWlzl3bfewY5Lth5v8+MfvEFReC5d+Szyq7DU69HOMqz3eBdJCVKpqCwS4kX1AYI1UEtEjRhy4CLHbD5x0OybwdcTNGePP8y/J3IgTwEZYx1OSNp5HvuVpmQ0HGGKKt5TBPCQqYTz6xuQD3DTgu3NTX52803ujW/x/PXrfOmzXyLYQCoyfJAIqUiyrLbFjVdUNHQN8Syp/A+xItrNXEM1ug/E+8r7OM6YZS2CUBhrYwtoZvg3/+e/4aAYcvfePf6Lr//HvPzCSyz2FllfXOWtt97hBz/8MV/6O7/NZ75widIm/PF33qSaWq4sv8ykmHA4rXBpm5w8Csf4hhxeV2bBx2OxAYXEGM/waASZYmILenkL32qh8g7ahzium/eoKhNFLKyLgdMFfFSkIU3T+J7l/M6vb9X4MUo0nG7GzX0naEpzj3NNs73WnT1DUhIhEJREZQn9Tpus22HfVZzs7rK5ucmDBw8Zj0t8EMgShIGkAowkcQJhBcqr099XX6Ozn0NdLdQvzmnJgaisZEwc2Tz9ZhrGiahVJ54Qy20+l6LeVOKfX9m444cDpgAy4GB8QjE65oVrl2gfgsrBuinKWXp5i4Ptfb79f32X3Cl2H++RhYxeu8/5lZcJlad6eIy/PCRcKMj6GqlzKmEogscET5UneC/mfDHp4tSBCtGRe6I8U2EbkK7u41AP+ceTphqL2lB7Wjfq5RJ0kCz5Lr6ooiCIFvhJyXj/gOmjffKxo0tOqCSzoxOK4yliUpJbQUKbVEF7UbF4ro3Sig/evs3WnU0GC8ssLa/y0mc/x2BhDdEG4QNKRM3DJxr0z8YhP/F1dqgqOId3Fu8iVcUFSzk2tDot0jxDZQl5P2fv+Ig7W/fZuHSez137Nc4n15i1XucHP/gp9+8/5KUXX+Err32ZVC0j/kHG/rDg5z+9SchLUALVaWMJjJ2ncAWLPiMJxGw2eJQV8R7QIIKIo5WJw8gKjEZ1QPTAFgFhLdI4hnJEmiQkSYLSUQpOB1GreIGtpjFo+LMsgFCbe4ENAu9PQaJIQj/biaz9s+oANW+JNiW7kkzzDC8k43LK8d42D/b2ebS1xcPtPQ73h5iZRYuEFgmZ12RWkhqJdJBagXISOz+EJmWI/NJQZ7oyRuZIoq+niAIBFzzWuzhM0BxknWIrGaeuoqKXQIYzQZdwOkcva9kQ9fSuBZ8MdSiAx9Fpt1heWqacTDDFDJEmlNMxv/Ubv0lHSH78F9/n9s0PGOg2GTlJksX0WGYoJUgzSTmasb+1S7fTobXWJcsySm/xlcXJ2sqymXSoM4YodgUowdmKtrkkstYYhAaID3PlleY1asRM1NtZcJ5gPWVZcnJ4wvR4jKjd80xpKEczxocnyMKS6RY6SckTjdAB33YEAmZWsb9zwO72AYtLByysn+Ol6YwkSfHzscdfRo702fqoPj8xmfNxftqeZpXOe2ww9HpdFhYXSWoLBuc9eavF0tJynHN2u/zsZ2+zs7XDKy+/yosvvMS97bvcfPDnbFx4js9/4TNsbe0xqyZII8jROJHQ1glKKkLpqaVOYwhr2HNVbC25FPy0gvEMq4gjiwJc5cBZqskUP52R5zmtPKeVt2jlOUmakOp6Dppo2CWDaKrtmM3Wu4UMEvcEot4AQU0VdlraNG3DQH3OQsB6wdGwYFyU7B4fsbu3z6PdPfaPjhnPKkIQJLXPeIomFQk6gKqRaEUU332S5jQ/gHkS2BR6zckSQoCStXBykwmdBnFCDHxaqZo1wJm09cks03uPq8v9p10fOViGXyhjzywR8NbR1hkXVzeYzaacnByx2l1ibXWF3//G7+GPp7zzkzc52NlFZJaLq4tokRG8IjiFDoLl9gLF8ZitB4/JspxznUss9VZIrKW0BidqJ4A64Il6wkAGWZurSxJ5dgirRhGFQNTew9RucQ3H7mxjWwTP1EbzKaskTgRG0ynD8ZjJbAZeEqqS6WjGbDylnMzQFpxICYlACI0SDuUFUiZorSAXnAzHTIZTJicTgvF4E10gSZsjaI73mc7lx1lzGsuZtuNMigAAIABJREFUB+NUa7XuW7p4j/ra7/tstdGc/8HCAjpJmNmKJCj6CwOU1jwcPWR/94h79zbZ2Fjn1Ruf5Vx3nZ9+71t861v/ns98/issXbjOiy9e4723HxIMnLjAjIRuP0OpFla6Bl6JD3JkBCFs3PHFLBCUw2hDEIoqRDBCZLHXfjIcsv34AZ1Oh1beotvp0O106LTbKBlJ7EuDhXk2qGpk/7QtGUArose5r5+DujQl1LoInJbiISoIGWMwtYJ7FeDe8ZDD0Yi9wyM2H2+yc3hEWVnSpE2WtuoAqclIyNHIENDOIy2oEPWGPswJ+VBsrMn0dVIzVzqK8/JayqjFeTZrJNSz8Spmlk2L4eyMfH0OvPP44CB58v/9KOuTAXgCcXcDMhXoJppUeF554Rq//ptf4uL6Cj99/AbtNMMPFkkqhak8ygvSJEP4nFBYeqWiGI/YPJkgjaSUAYdEruaodhs7qTCuRAZbQ3/xoqvg8bXJUVpvS6cnP+5E0opa/Seqssg5JWP+XXjgyIPIUrRMcM5zOJ0xmhTYMgY5M55SDGeEWaCtOyQSglPMJhUzU+AoSTqWvJ2RpW36rT49NQCpaMmcXGZYF9PYoANCnbF3exYrP/kVIp7nnJ1nlNFeNT6UQkla7R5VCHghcAhORhNyDT6Fuw8f8S//1R+xkSo+c+MG3/y9b/Bo8w63PvgBS0trdNopf/iH/zu//5/+I7745ecZF0OODoZMDoaMjSBLc47MhCzp03IKiEhs4jXSBWQlwAiEsZgCgvGIwuJLgyUl7WfILEG3OoiFnMNiwmR3F6UU3XaLTrsdkX4lOH9uIyYNIaC1ilqXSiLr7Dtrd1FZhrMeH2LfNgRwLnIRnfOYyuCcx7rYv63KirIoqErDzHo+GFaMZxWT0ZTpuEDINu2WIg8p2mlyr8m8IvMJiRXI0iMLifKBNEicEhTSf0iMt9FSOrvZRQWkIMJcrFhJgVYy8iWJSZMNEOqWlhbxPSOizqdwEc+aO03EN1tToUKUif8IVUmzniqz/HBW2dCIQvAEb9BJi72DPSaTMZ/61Gu88sorjMcT3rr5FqPRkBs3XsVfCTx89wF7mwe0sKytnGPQ7aAxiLJEILDWsrezR9GTzHxF36zQWx5EhNw0AE9A+roED1FQ+FSVZX6A8wfGC/9E6S2JqKGY88ti/zDPWgidMjwe8ejxYx7f3eJw/wQ7cwgnMRNDNatI62wWIlLpnSeYqIMoReQGeRvLvNl0hguCYD1CpQTqWVgb6zIldY1gPluf5GpQYusswbkoWVZ7P4k6hZFS0c7b7I32ORmOyFsZqchj6SkURVFy+85d0vVVzq9epC16/PCHP+b2rXf5vW/+LlevXObB5hYXLmxw8dJz/On33sQ6g8PR6rQJUnA4PKSQGanMcELGxos4A+4BWmo8gVlhMaJiFkoKKow15IOcrJ1z4dIljo6PkEoyHI0YTcdUpkIrhZKCoqydCUQc9JBColXUIhAIVN5CJSnOuXhuaoAoEIiVtscYFxMHH7DOYipDVVUYYykdHE1hWjlcaYiiyRmZTslDgnICVQKuBtGsQNhYAcpaxfIjXbfm7xBFReYixg3P9Ek4iECt1KQ1Qqpf+LrgNCkKc3Tg6dfHziybQOl93KWC9SBmWOsYLCwS8Lz97tssr3S58doL9BY6LA2u06KDsjCdFhTHBSfFCSrLaQVB0AnCC6S0FNOS6aNtirJkRZZ441jYGICTWAvCx3TeKWIfRoq4C9VZQ1SikvUOBWdFAWRNvo2yVzUJNwBS4DoZo8LwYG+XW/fvs/Ngm2JSkZHF6YAq7njWx16J81GrUgiBSlOEMJTDKYlT6ExFvigpXgZUULEhUyOyzrl5T0ZRN2Dn61kf85dZZ61PvLWRKlRv7I32VROwAjAtZjgXSJKMlmhTSYfXgrzdoZxVHM4cdw72OD/eY+oVD3f3+dZ3/pzheJ/nr1/hxSuXGZspW5sfMBoWWJMiNRhlKETJiZgRpMALQRYUwickSJSTSC+QXpBaAaEgmBJblMwqB4XHFRW9jT7988sUpaFoGyoXMKbChEhW91JwfHICgBIgVZ1Vquh0KKVAFhOkUngfkeUof1mjwzUg4n1tqkYs3px1OO9w3lM5cKWCSiIrhULRkhl5SGmHFB0kwlqoHIkFZUE5GbVskSgkwUcFJTi93VW8UKhaIETV2aFSgkRpEhUzRikEmrq1IBoGSVMliHk2jY+YRLwBmD9jAhHfq///M1h6jzeW0ni63R4XLlzkOz/6Yz54/D7/8D/7+/z+9b9HeTJmkLVY6q5QTaYgBQ9u7bD5aIfCWlaTPheTcwgnSVSCC45yWLBf7CJSgTRxDM0FS2GmBCxKBJJEYRsp/RCiTkUQSKWQUuJ9DG74QFDx5hAyomYSgfNRTt8Zi1WKe/aQ25tb3L15h0f3HlAdFqRC00PREhLtBQoVM8Va+N3Xu57KMvxsxmxzl9ZKiu4r8lYblSaQKDKZx5JLyxhojQWoNRRPm+11p/XjXpq/tesv610SQswq6w3zFN1t8g1PYQsSldLtd/FCopIUrRw+FbRUSq47HM8M//q7r2OTNtc//QXuPLrH//Iv/jWrK5r//r/7b7nYXuSff+tf8Ojh+2ycO4/q99nf26M1WEAtaE7KAiMF3gtyUpRPAIl2CYlXyErVFhCCREgmZcGsKiinFj8rccEzzR0+JLS6CwSZMi0mOGfxSWzkO28iaqxq+pCI48Sh5i36UIEX80ASRLwXfS0wLJCxKpISEeLrTnkqY7CAdYBP6uDnEAE6NiW1mpZTpF4iZgFRBqSTKCeIzkQ1Sd4JgvAo4Z+4u5sgKX38mNVat4lUZElKVut0xmrS0wjEBU4nkmSNgp/SBqlFkEPNeKkB1SCerlF5Zn0sw7JmNYHSOUdZVCytrXDijnn48CE+eK5du8bG+Q0Oj47xswLhLAdbhxwcHbCwvMjosOLBvUfoVJG3coqRxXqLEwFkpEQgJKOTESIRGFFCAj4YgnRIGUhSRSvLSLUiTRO0VCil0EGjdRJ7IUKAimNTjkjb8dbE6Y2qZFoUmLJiUhn+/NEmNx89Zrw/JJWa5cXF2F+aBHxh8VYinUT4piwQqBD7oWZWkgHnL5wj0dGDxFhD6QzemiiXlWcgHcF6fBCIOpifgndh3md9tn7ZdVpyz7EA4BTyjQ9gsI71pTXOnz/PbDZj7CfoTkpVOKz0CANZgO2dXd597z3ObyyysX6BF186x+c/8zyvfvYG3337u3z/+z/gt37z7/Bf/uP/mlmV8c/+h/+R45MZ0isskfZig8fLgK/Byga8tTZS3oKM/cZEJZTUAMvYMtyeUpRbdDod+v0+uUqxVBRNH1YKMpnOJ1cgBqYG0GzC4VzEM4gYUEMEP4NvqDQS76NfVFUZilnJbDZjOp3hjECbAYnMI9FeJiRWQuUoZ4aytORekwZF8I3b5ZkMP7i5v6s4cyXi/xpbWlIIlNZIBKlS5FlGqnV0wXQuXs8mWzyTYca+a+1r5M9ASGdaHfM98mOup8osm4DpXCTEWhvHxZxzVB6qypNkLWSao1ttnC5599ZtVFvwxdc+xeHoiPfefhdReFYW1lm92se+M6VMj9i3jkxmoGrOlAz40hLKKMJqTMA4yDoZIocqGI6qMeNygkgl7V6bVjtHJSqW10rWvcB61xEC7wJVZc70ZDxlUTCZjBkNJ4yLgg8eHzKZzGiFhJbOSSuJdgJVBUQFiRUkQaF8DJJzibxa3koJiVYZiVQkKkVKSeUcVVmRJXk85b6eufWnrYGzzLhn66Ovv6yXDvFerSobDbjCKYgQQ0a8aPHUx1cnZsqgt0CeZZjhESqk9eicpRQC1cpwzvL2w02m3/5THt19j97KOT7/lV+jMpb9nR2+8vnP8aUvfo3PrL7ImISXrl/mO9/9Ce3OAqPEMQslzmu6MrZs2lpHPqCHxMdyVdiADgKpPEplVN5igqOqLL4wyLzEtIaoRNNGktPCpzGTLEKFJ2aDAXCyHhEkECQo31CCmsDYZFoiDk0AzsZnpJoZimlBZRzBSvLQQQVFy7bQJPPSOqlAGpAFCCPJgkQjI30piDmQ2jwmkkDiIjgj6+AmJWghkVqghCDTGiXi5zqAtA4ZwnwSS0JN+QoorXAKggv0FgZ0uh18WRJUtLdQMl5xR227QdSUfVokHH6J2XDnHNba+b+TJMd4j0pa5O0eSdZiXIx599YtCjHi6rnzyGC4s3mH5Xafje4GonAkCwHZtexub9NWa6RK01IKoSSycrjKInyJs4Kp9ejFHmopRytBMSnYOtijlJ580Cbv5Ygk7oyN85wQqnaiUxCi+1zU7QPrHGVRMhyNOT46ZDItsWVKJ+3QlRkyCGQVEJVDlaCtIHGCxNe8sfpsNzuXR5IIRapSNAoloo2Gd1AWBi2jxaioiciNjFtTVESa09NekWfrwwGz4V5aG8EJpZL4evP1+u9TrUfJ8fCEbrdPp91DnOzOqSrSOyySKkkJeZuDacX+W+8x3N/kG7/1Zb74ma+ReMX1i9dIWopLC2vkSB6ebHG4s0dVzGi1e4ykQQRPCAojBblqgQxkKvbwUiJ9DiNQFtASkSh0gCIEZCWRVsHIYLSFVCMzjc40WFU3KsGJgHE+luBa13S72IbStf2MnOdzIvYlfUC4EJOJ0lJVFjt1mFlkmaQqQ+mEVGjaLkVZgXQgvCepBNJDYjTSE2lzob6/EYRGfFgAUqIEpDURXikVkwsR2w+6Dp5pPaEjQiTkN7TJ+fMmBTYETIgKTdY7yqpCZxkyz3DFFJSubbhrTMKH+X2ilGIuQfcUD9zH6lk2vcrTm1OSt3LyLKEKmlae41yIdYaS7O4c8L03vs/FjRXSJGNj4zznzp1jZ/Pn3PjUDWwFt/YfMqmmeJGTSEmmNEmSoAXgLaYqGe2cMJtNabkerUGHPGmxvrzOyM0onKEYzSJ/cT4CFTiVtWroBypmxcZjTEVVRoUiYQQtkZC2ekgSpAFhPaoSKCvQXqC9RHmQLopf6OaBErL21oFMKhIds0frLD54jDVYF7NwyhJqa1JRe6ycInSNSMkvL1T6t3Gd5QJ/FKL66Q96EqVIdEKapGilEDWlJl4WjzUGay1aCJbX1lhf7HP58jUG+QoDscx48R7/zw+/zfbCDr/+1Zx/++/+Hf/uT77D5774d+kOlri9uRuZHt5RYpmZEo2gi6KVKJz3lD4QhIPgcM7jlI+1po+WEdrEgBjHJC3WOMK0xOgASqJ7GUIJhIwsYqEbO4q631fTiqRQSBGzs2BcBHGMpywN02mBlLHP2FM5vhkTrALBWUSlwNZmZj5ynGWICHzjXCoJtSlYLPWpK7uIzgtSrSIbRcYBxciRbsQLRXxOqONr3aIKTflNbbOrBMFFdaHSlEynM2bFLPZblZ73pcP8mWqwARW9ij7GeqqfOgvonNKGYmCKCskem3l6vUWytEs3FYjM4MWMd2894O6deyx0OvzG1y7RW1nkhRvPc3H5It9+/Ts83Nxl9/GYVrBUzlBaw4JVKOfQM4PznkwLBIZZGGPHlrIjCDpEAriUKBvi7lOXV2fpAgI155RZE/AmIA1oI8ltgqob350yQzmJMIFgPYkB7SBzCu0VOtQgT7MjhujPLGoPZ5QEpXDxCoMQ6CwjV4I0zyBJEDJuJPNxy9C0q+uy/Fmg/KXW6X3Z5CTNx7hOM0xRE5UDKkjyJCHXKTqoeZbkUQQVHbyN99ggmZSBUAbubx7xk0e3oXqD7/7R/4aZFrzyH73Eu++9za233uc3vvI5fveb/5Ak7/BP/+X/yrQyaAXWWxJdUAGpTFAkoDzJzMc58BCnXVKncETWhvKB1EXbXS9iWe1kJJRXKuAl+KHDS9DS4wVYGXAi1L3RQEspMhVpahH8DBgjMAasCUynHndckmYt0kTGakwIggtY68AFchdiOe9jcNQ+Bjwd4uSQUnpOw0NIgop/kHFyJ0XSnsvA0QgLzdsk8z4kdWYpxClIU183LyInViQKEokSCVm7RXvQh16OlGBtGVsSNVre0ItkzRB42lFH+BjB8sN/6q/EPqb1iFxE6pCQOAupSintjGI2ZX9ywuLLL5C2c+7ev4vy0O/0SNqSc1fWeThNCC5QGU+FI0iJEppMgcCTSImrPKPDEeb4hLKvoJfh2xqXCkTwiMozD5R1w7q5Kt55ilkZOWNlhTXRtbGhTUgvyMqArDzSRGWaxEgSJK0gSYQmqWWeGj6bFAol6v4MAhegCI451VxEaodq5jCdJYS6zKiD5ZPR8WNCdX+L19kb/yxlKH7qieSUOcRx+nPNphpinzxPc/IsJ9FJpJ0R6TeIEDc/ER/p0nkmownv3/qAP/4Tx/aDOzx+78f8wTd/l2sbL/Cn3/8zLmyc4+u/+Y9YvXKVW48eMrOGKng0jsp5Ehsf+j4ZLZmSSBHN0gTRO5yAsJFDrIQgdYJOJebB0osmWIJWPpbftg6MteN07V+Gr8eGZLAEYevApWJp60KcKDOOlpUo2UMHjXIRrZdC1uPMMUPNlUbo2K+XMlZbUYAuBiBXt7iCEDErVTIKXygZ+6YuZov1RaqR+HBaKvPkwEiYI3Onz4UxDhcCpHFiRzQBsJ5/DnUEDtQW1DWXsMkspfoYs448JRr+4XGys2WPwKEEZKrF8mARbwPTcUXWaaNCipJtkrYikR3u3nnI/u4e165c4jAMWV+5gPYrDHeOKEdTnC2onMAIRaIUKs/QDYhiqlgy2JISGTNJFxCpJDiDc4ZmvjuWx9ExjtqxL8wqMBZRGqSz4M9wLr1EOznXPRRSkWhFgiYRSVRzRqK8rBG8GmmV8YJ64XFCYEJNkpcCj8d6i3EmigA4S3CyvvmoEbyziN2ztPJp1l+VITRVz1+3lJBkaUoLR55maKGwwSORJEKihMN6S5ASIVMSEdkQJ0cTfvbTdzja3uJzL36Kb/zO32d98QpXrjzmhVfPcX7xed65fZPv/eRNbFGRJCn4qKNQeYugZBSmJDKqXaokci4FAUuoJyIjsOGpnXlF7aQYa9S6FRgDeiPPm0QdoggeEQNGADAVzlUgFUr6qJlQZ9AiaNIkY6EdCflR+g2agBllzSSpj8+WIt63KtSUIyRCBIyxOB/qseQYML0QIEMtMBywdZndAKMNsVzUJn+htv11Der9oWDpQv1e6+MKocYfygqmDl+WeCWjwlAtYCxFXfYrdcaO+unWJzTuGB3btJa00CzkXdKQ4kuJdl20bmPcBCkNj+4MOXj0fT73mde4fvUGnWyFlaUZW5t3OKmOKKsCyoJCpCTCUaqU4FNSkZB4ECKhly/w/7Z35kF2XfWd/5zl3vuWft1Sa5dl44XNi7xjGy8QIDgBD3JIwCEkQEyGJJWKSSZVk5qZ/6iaTCWTGSYEUjMDKbAxJEUqmSHYLF5wPGAbb2zeHW+yLVmSrdbS21vuPefMH+ec++5rtRZbstWI+1U9dfdb7r3vLL/7W7+/joR+4nz0btpSCEtiLKljRFhCGHABzko6tun9QSZSZQmECdXkVpCiPHuJ8ndM6Xxxvifo9UJNxDt/eCArzNQSnNZEdsCisOTOUCiLyDSikWJF4TVP4XPrZKzqCNda2+GHj5gFsU+/a0Gg2as+5UsCEzTKCsh9yo1QfqNKN0AWPaRLUSpBywQ1sZaEAbguq1dL3vb2t/G69aeSm2mOP+EN7Jjqc93//SwPP7WL2fmCTtIGpXxiunbkQmCFYa/p4rAkugWJxhhNM1E4I3DWV/U44TU0W+lVIiCQZQgS4dsnkPsouA7OvShUS5NXaKRoeGXbCWSwcFx0HwHkMiSsR+tRDlNyhAhtLoL2DhQLAyVSILSvgXeBpyH2I3ciBJjkiH6Pc77cUjgVAvSOYeX+vrtB4lvlWiUwwlEIixEgtVelrQODTxN04Zp8n+PDq5J7xcJyRDILcKbAIClcjlKCYmCYn52nO98nazfIdItEOXa88Dzbdu/k9SedQr9X8JOf/JTv3nozzz3/ElKupejlJAOHTgQDWaCt8lF2YTz9ExKVeWYTkRcUJqdvBgxc7mtHtQyqty3zy1yIzAkh0SpBWkGCD7IQciVN4U0Af5cVgYggUB9YhzEFReAkjD4WP+fOk5YCSCisoG99ZY41hm6368N4SpE2UkgSsKbczP5RGcgahw0ZBlSFwoT9IY62KQqfgC0L8lALbTRIaXFOoCmwed8TNQtDYSXWer+ctbDjxSl++sCjXHrhJQgzx03fuZV7f/IE21/aTddNsHe2S2f1Kk+lFmS3lT7/sWcHSGOYtYJUNEgQpFHIOYv3EkkMlsIELSzYpyZEmS1ecGrt/ZE2fDEbvuQwQ2rg/Xc2+vGCyypkjvj1rnBSDRUMF62e0JBXDLuP+0H0XyjktVM446uC8DEAK9yQrDjsL+8XiPnEgjJyQ/y16ora93evTfrxMBa6/R7WWZI0gYZCDBIweekQ9cn+CukJPVnowz5UvCLWoXjHLgWmcyGjv6DfnwVn0Uhsz7J35wzJXE4i/ZS7QUImx/nXR57D9m9l2/Yt/OAH36czPkl7TCIstFxGgmDaCXquh7FNWklGRzfASV9zXVgsBm0dY0JjhUZKQx7Kt5z1PkqQPhnWeLNayaE/xDt6/fgVhcUaS6ZT76DGrwtjrV+o1kezlfJUUM7ZEORzqJAELKXvn9wvvM/SFobcFmTNBjpNEFJgBn1EIpEKnArCMiTWVlZ1jcNE9WZUzdwYeQ9+XRd54TWRxFelaKHC3Eos0JQSJwUDKxFO0O/lDAYClXot1aJ5+OEnuO4rX2Xtig7f/M7NPPr0dlat2YBLW7TGxlG5L4QolBdyLtRi04f5gUWaHla3MKKNFQ2EFbjC+aoZpelJmMWbr856MutIneZC5oeUkrIrfQiUxNXkgCQDoXyQ0xpbuilEyOawIZCjtG9zIlVgCbI+COacQasoOP1BXfARRsEcuWGNcd5/6Eb9yNIJcucZwKK73pecuqHGrCo+6FKLHRZuSCexRQheScF819Pa+eZpFhM6Kni2MR900lp7f2VoyfZKxOXL0iyllKWvUilVFuQLfO6UFIbcFCxrtTjjjaczsXw1hRAUQiJMjjMFExuaNJRjZmYXO7bsxZmMyy5+NytXrGLvXA+FJBMZqUzJ8gRZOMZpM94YY117OaIA0SuQuUMLSKQiVT6JdUb2mBE9wpgFhiYxLAt3QzJ554LmKHyagSm8kG1kCUoGGikhvPDF3zGtc0glQr2t8RqliJplKLW0AjvwkUZPICBImxk5hnZnDGcGiEaG1hqnvWlQJsk6i4ipTrXMfEWoWjwylLWyQFjGjVK+0zmUFDR0QqvZZLw9hk0FNBQDZxgXoKwiT5uIbIypvV0KIcl0gnCCDcedTNPt4rv/cgeT4wkFkjeeejo6bbN9WrD6uA2IuT79bo85V6C0wKQOpzQiMRQ9w2y3TyvRjGdjqKSBsgrRF2gnkSLBJdCTAy8Ag0IgHAhjvfAwxvfeRvhodfiHdYE/3KGaEp2pYG2FlBzrdTycC329c6SMucmB/MJ4oSydb1kriILJB5kQ3uR2wpHoxAdQfLJzuQe8Ok3Ivwzmf2yIhheqwR2K1GL4OqIUbnHCdCFwfYvVPtJeJIouhT9vbijyAS5T3vepfaqQTHRwy/kb1SvZX4fVVqK8a8fkaiFJtGb92nW8/bLLyJUCneBkggpmqx3MYwddJsZbzMzsJO/2OOF169n60jbGxydQUqNd6vn+5n2zo1WNZYw1O6SFgvk+amARKvGOZ6UQxiHynDwZUGShdjT2IYk/XfhdKG+i26Ady2Q4gIG+rWpm2GCqu/Ju58AZ76f07fLwTYoduAIpEoRLccazuQM4LZmbnmbV8RvQjSZGAVr5Y0YmldKHHcrEahwWSjYpsYA/cWGygQCFTwCXmWT5suWsnFyJSRyimdI3A1rFDEJYVHuSbHwNjUaPvksYb2dIBrj+NE3RYMPadby0fTPtzjIm17yOfiFY3U8xVrJyso0zlmnXx2mBSyVCS5K+hcGA5qxlpWqzvrWSVck4WmSoQuFQCJFgtaMrB+CfAUIQ0TmEVYF9y0f9lQsecOtCio9fXDk5VtqSG8HXSvvta431eZhaB5LkWCYZWzb48wljgrCk3Fb+pwiVlNV0rVClE4c6VPV4pWWYW2xidk10GVRiAMRzVSALgSzAKr8v98zPsrs3y+TKFaUQ9NqyGEbAg5btKtf2stdU9ZMHSuStmuGxHjw+nLEw6Hp/XpYyKAw9W9Ac6yCTBCE9U7kEikEfk/dpt1sMBvMU/ZzxToepvS/R6XQgz8lz7xaGFAVksuGd8FrQn9qNtg41MY4b5CAVDoHNC3SqKevHnMP0+yArjv5W07enzX1EHIdvbhbbF1lLWTsrwvAIwFTIgp3zi0+KIFjxvhFjcc4APi0jDq7AVzH05+fRrYZnfNbKJ9XGxN1ykMN/wt/VaxweoomdD/p+84fqLT99MVvCB0ecEKAFm7c8y1zP96tGSYyzSNMHk6OSJjptMigs1kmSRCGxFHkPLXJazQZ79kyRpg2a7Q6FcRRO0+v1aWcNhBDkzlfXIH3CtrDOt5fIna+Q0SmZSEKkWpbSyOlwnYMcoYPGJ8LqGRTILEMgKQaGJJH0u4ZUS5QOazgf+Mi0ChLJRpN56ErzwsW7mKx1pSAFysyNklA33NyHwoPRap3oX4x7iPhDDNtDu+EBhmTNblTtj5K6GiOJbTOUDx3l1vfhanXGaE2MY4oCnSV+HylVUrwNU/VcddctioXR8osuuuiV8VlGp3m8e1thyIvE02DlvovasqSBMsprVyKP40mCAtHEzjnPpSwy+jOWZXISPV/AQCFFgkwybJJRGMtsXgCGTiOhqx3SFYy1oGdznBtgVUIhBZl0KBsqSIWjEF6wSRH8LQasmQcT8rTwFoZAYkP7XNkIAAAgAElEQVRLUVXWEYRBQwYuzBAsivROluEEOFea7b7vT+5ZjWRgqxYglo9h4oKslluNzFD5X40jAE/bFaqpioJCej5LE6wcKb3QdEg/r7nj9ce/nizLRiOnB5sSV/n5uvB7VGfjxl+oh+wv1Gv9f1VB4t/uTVXlQs2iM15wKe3Nb62RacrcnKXdlsiuJZMCqRzS5oiij5UpBHKZMiITtcPyRMGZ6MLvwRcfzWBL6BkV8pNjzqQc8W0IhqQJw+/owmvCLWw4xvB8cazE8Gnvl3XlW60EQrzBX5/Pce52u+SDATLVyFClI0sOzOqlvLI9dljR8JKkAl+ChPQmsHOe9qzoF4trq3EyKncc5yza9UEl/otKQVEY5ns5xhQkicYMTEiSdZhe19NTOYd1AoNkUBSeEFj4CZZJglbCN6YqCvJel3yQI7XEKU+4YfA3Aits0JpHb5klSWtgVS7zS0VgXa8YHjBcENX3lrmUCwNjNV51CBEIFSpzgTFlRNW6WOHl5yTPcwZ5XlFsvM/tgHNWOsUpNaDSEgtvkYu4VtwCDad0/jg3IlsFkAcehnargSgGPjhkDVL7Xj/zM/OoZod+4bBOUxiHEMZrxEUXJRwD28dK5XvVSFkGX6o50+UYBXlX5fxECPL4baxX72Qg55D4vNRoHbkgLF1F6DnhvIU40gDHn89FARy05ejPjMHayEvrcLjowmJUDjnnUFqjQjlx9fUjgcMSltW0jCTRYPzgxMAPzmHdMD0hZuYTUhWIgkgIhPHVNCpN6fV6vDi1h8bYJK2xMZT2Dux+rwf4DH/TG/j0HiFRaQOhNL35no+Q4cBaskTjpK/HtcGHYxw+vzGayoFezWuJKmRGOEaXa/DZKLWv6SAoafuHjOvDCVRKlSkstZA8CojZG0mCEMInRAvhuzxGQYEL7DeVm5mLxNauDIYcEKVSsLjKuHA9vRw4wo05XNsgz9GpRgfWc91qIQcFg9wgdcLcXA+lNGkSr0uU+okNvsFY7hjJuxeu6RiDIArK8Jqt7g03tI4dw4i2iwpH6ZUcjoF1dtSHDMGlFQ7oQATXGkRf5vA4UcNFiEADN8Rie60qLA93/x0Wn+VQYAqEAmSI0kHIng/DVVW9gHhPlaXKHwSrddh+D6kyVq1dTZI1ME4xP58jgTwfkGlNo9n0rpYk859V4Wu4Js4ZitzQ680jhMM5gTFFKNxXJKlAKs84Y8Pk+Whg+E6Vu2x5tXFTWTsyDmJESMaAkU+Mrd7x4qN6vBqvHYT0Da6c1uWCN4AwJtzMY2+mfY00EdwlB/IgVwXCfk28w5xyrTVSSoqiQABJawzSDDm9F5FoOsuXMd93qETQ6znfZEwp314CBa4I1SueiNcYO+R5CDeL0e88qiEDwW8/aicvbAx3oCGIAxHHvHyzcRWhC9IaKhJ76P4Lz9ng73ehxLKqlMRW1wv36ZHAYVfweMojIOZOuVgQH+5oMjQKK3PCKFV1C57FmsAu4iwSh05TcDAzN09vYFBC0WikUECj3SLvzrJn9xRZq8Pc/Dx5YcmaLZKsxcSyDkprev0eJkQCjXWe31JJnAtlUM76PtJ434enmDQjcn3oEKZszh5JM6oKhC+7wi84OWpu1xrlEoHwdF1C+dQZIcAIEEb4xl3Cr9GS3IQFm/8whd0++sLLhNeYFMWgR9pssGfnToSAqR07SMeX02i0MDJlzdrlNFsN+v3cKwLOp7qZvgGtUcJnsBSmGLoBxFCpKZWbyvcevobvklq+WHE/BS18xGynolUON9XQDUep+AYlK2iQblgVJGRIghLxJ2UGYCTEiEJyobV7pHFkyh39lUMQlL5U2uFtWu8bKSLTMZWEXIZam8SSNFKSzjKmXtrLd//ldnbO9Dj1tNM59+yzMIX3WyIFTz7xBI88+FPywjE718UKxcTkSk54wxs495yzaGYakWYIfEK5sZ6CywQTwVbqXpXUQWt0mKJAqljNEHqNRx9KxecllPeKl76d6EqA0Ipz30nbH0ltjdcQQfNXRG1DBDozIOTREtoUiPieOP9HYOoOS94KgbEGJwRGae77wZ3s3LGDvbOzONVgcvUqVqw/kXbnAibGUqaFxPbmKTAk0nk6NmNwQvssFmuIJNnRf1sa2BWfaelTLT1oYvT5+N2EF3Wy/Hv0Z/m7EAihwv4LQth5x6ctjVAvpUVwcZXaZXkj89f3Wru5DssMX+RNgPPh+pBiE709UgiMGia1V2nerHVkSUbaabH7xW18+fqv8enPfIbCSj75J/+et150HtN7+oyNtdj10k7+5rN/w7du+64v2LcWhGTVilW86z1XsGzlSt74+teFlCGNcD64Y53zrEjOhIR0RZqmSJX4oM5gEDQLAsu6KidjVLMIAlPG9B4fTIqbKm7IhVhIPFLj6KDqOhrmCYP1d1Jf2WLtcA6jdnVQSXewOT081TSuHa01O559lv/0qU+xfecujPUxgU6rzWlnX8juvTP88uW/QKPRZLbne2M1MolOEgrn+R8RoJOERCfe2sIHtmxo6jYsQwwclTGAIgR9G9dwIJMJNxgXez0c9IsM/bfx/6qA9gqHKI+/MEDjQkaJDq6txQTlq6WYHFbDsojFyArK4E1U16X0hfIhQGJjX2BrPdloljIzPcXfffUrfPn6v2fLludBpmx54QVmZ3voRJGkmtmZGR549FGe3bJ15Hq2bdvGzMDwxrPOZvW6tYhQoobxd0zjJMY6tBhqfl6AFt5UkYosUyCGjvRoTghi1Q74tA5CMCia2WFMDmCv1QLyKEKM/iGEpz1z+I3pcFgpEc74mm1rwiyK0vw8sLATHHB6j5CLWghBlmbsmdrJTx58hAJoAl1gG/Dstm0kaYPzz93IccdvAETwSQpSnVCYIJACW4+xZhg4kr61c0nsHVPryiCOxYU941+xIe2KktDDWTHyVcsk84qWGVtnjwyLt7mj2BiNZsewfGWMI3NQVUguFmeojtuRwCtmSh99Yj9vFOV/3rcwPADSVUonQ6rQN7/xT/zvL3yeR598HiEljXaHvCgYFAWTy9oIAWmSUlhLS0vOP/tcVq5YyR333sOLu3ez+anHuP/+H3L5L/8SnVYrkJ4KjPCU9Q6BkKH8SQjfD7kwCBStsTZpI/EpRoUJkbaK6i89u7S1sozCRRLVKCNjS9EDzU0MCtU4SohrUoR7OgoFIR9RYZXFGDli+ZS5tfs95EG0qiPh84xWiVaoNGHd5HLGOk0uOP98Hn1yM/f99AH6vS7333cXU1NTrDtugyeOsJGP0pb+QaUU1jl6/b5nf1eKVruNUsr7Mu3Q8osatnMCZyQFISIeUpB8ANwNt3r0RZY+ymo03D9GwjtRKMqhnBj6RYfxgGqgJwrThYJyf0LxSGmar7gHzwjEgqVSed0t8lw8DoQvKAWPPvwgf/jH/5Hde/aEXEfoDXpkjYzVy1plcf3EykneccnF/O5HfpP3fOAqtNZc98Xr+Kv/8Rm2vvQCM3u8aZKkGmsswgqUTsiyBImg2WiQZCkADdq+UrEyCkInQaAe2FFsTCyrrDxp/TceptzVOZVLDYttrBhBjVqVlBJjDHmeh1QxG26C+5nL12CO84FnDGqNd1h38il8+r//Jee99RLGJyd5/JFH+dM//Q/cee/d7N27m+mZGfLC0mw0sUpg83m6eR+nUlrj46jM9yRq54a83ydpNkqKtmJ6FudgYnL5kLatgg4w3xswMz0D1vq+OSEHOcYsDnbjKEmX5b4pdrERYiQGGVpvwziALAW420ceVfkrylNWslYOB4dVG14+t4+0rL5WfvCAxx3vdGik/oueceYZPPboY57jWimckuWFZo0GH7zqKo4/6URWrT8OgEsuvZSvfvXvvbCcnWaQ9+komMNrgo1Gw7MFtTWJ0jz79DPcfc89PPDTB9izZy9r163njI0befsvvI3JyWVgLXfccTd33nmXL53SmkazUUbm3nbZZZx51kZsIMzzeZ3hLuyGZvn+JqcWoEcPBxr7GFmNG1Nr7dNrTIEpQiKcHSZHW+tKK0NWosTD4NAwDDIaIDpYsd2+kKG1ctHvM5YmXHTxxaw//jhks8Mb3mQ58aQTufPeu8kL37yr3ZDMz/Uo8px2s8nAGXTWwDrLA/fez0MPPcTjjz3G1q1bWbd+PW+9+GLOPOtMTjjxRPLpvdxy883cdtttrF+/HlMYhISZ+XlEmrFp0yZOOO54n08tBbkxYIxPdkd4C8unxpS+T2JEW/geOTHZP46LdQ5rCgQCHXJiozYZ/abV4E45xovM6cH+fqV4RWb4oid3I284+DEW/L1q7Tp+9xNX8+BDj3L2hZfwl//1L5nveUGVFyGV0jq01pxx5pmoRlZ+NklTlB5WBSTKFy1KAWhFIiWJ9Au0O9/lW9/6Ntdedy0PPvQQWiW022OsXruW3372t7n66o8yPt7hrjvv4q8/81f0ej2azRatVhtjCpqtFhPj45x51kZk6FZgjcNaQ5r4VgS1LPzZxsK82CKXSGFCUvYwP1FgEUIFCrjKpIuhYV7Nwhmimq8YXz/woonpaPmgjytyVq9ejcv70OxU0vF8cUij0UAKn4FSGIuQ/iagE82TTz3NDTfcwD/9n39iy3NbmOvP02q1+cFdd/GbH/kt/u3v/x5FXnDnnXfyV5/7LGtXrKLRaFIUObkxuDRh45lncfJJJ/smZiHgYk3lBjGUZoGifPha9VG1Oqv52DrR7I8bwb9l6PZ4LRWSI5Q6dPhI04w/+nd/yqA3i8rGue7a63h681aarSaJhl7hkIMBiRKk7RZgcb0eotHg+eefY2ZmBoCxTofOWMfT8CPRoUuowOfR3Xbbd/n8336eBx96KHSR6zIzN82LO7fz6U//Ny655GIuuOA8HnzoQV7YFoJIu6cAPwFaJzyz+Vny3JAkPlJujaEwhjRNXrbGUGPpQyldltnaQDLhNUxb5hA7NyRh8XXMC0zB+MtIwGhBUPQAq8eGRG2pJYM8J8syVKMFwPTuXWx9YRsAJ578ZlZMTgaWcIGSCtMbeJ5LY7nrzjv50rVf4rmtW8oCkv7ePXz/nh+wc/cuzjnnXCYnl/Pss8/S6/XYvPV5f3kVf+HWF7aya/cuWs0mWirfbVHIkgHdC0vnv05FWDrhy4nzkFgvS99j5bNLWNM4chmc4jAeARMTy1m19njStMGunTsx/T7OOhIgUcKz9WhV5nCKzGuXt95yC09tfgpUyptO28jqlifgMPkAT7riF+X09F5uveVmHn/8MYwx/M7Hr+b222/nmms+CcD27dv4wt9+gW63yyf/6I/5+j/fyJ133cNff/Zv2HjmOaE0DpI0G0kP8px5ycLlX2OJwB3mA4FvM6IVSmuSNCHNUpI0JU1T0ixFp6kvQQy1yUprn8OoZIUSLRYtRKE6GvTw/XYWfzghSLOMJPFBSGMMuIJBd5YvffFL/PinP0Iqxfs2bWLd+nXM9bzvVaeagSlIGw12797N9+74Ps9u3UKWZvzJJ/+IW2+6hd/7nU9gjeGRxx7l+uu/zAknn8QfXnMN1197Hd/6xo188fNfoN1s4ZzDCEGSZYyNjZGkaWxug9DKF5m4kHNZPkbnQEhPnq0DIW+itU9jSlLSJCXRCWXO8iKPo4klo1niDDAAkZKbgl7oAZznvnRfC7BaYY1BSFfmOD74o/v53h3fw1jDiW96M5ddcrE3QWJkunKKnS+9xF0/uItur8+JJ5zA1VdfzcWXXIp1jn/4x39kx7YXuP3225mbn+e8c8/mnLPPQinBk08+xZ7duwA4//wLPV1TCDiZQHWldCAZtg6ljva01jiSWKx0zoVqLvC5hqoSbFiYR0xlLUbW9oWa58EyJJzzrU2E87RjnnnI8uSjD/Ptm25i78wMG056A5dcegnLl40zPZ+HKL/EFkCzyXPPPcC9996Hc46TTz6Zj3z0o5x5ztns2bOHr33ta+yZneaZ555FScUpp5zCmWediXOOr3zlq0GzhbdecimnnX4a42Nj9POcIs/LpHKvJUaTOw5YOXDhNYXWqoxzCOGpNaob9XDq6F9NLB1hCUSuvEG/h0AilPe79Aw0wvrIrQmavXcYfuOGG3j40UcBOPfc8zj3tDcD3sejlV+0Kkzert272PqCN61POuUkzj3vfIQQnHTSSRy34Th2bHuBbdu3s3fvHCtXrEBK3w/97rvvYcuW52i1x3nve6/g3HPOAnyxh2eN9zNdFDYIy1fWarPG0sRiiUH7qz2OQm8k9ShWBoUIr/cxuqHghGDW719IRBIQgSDRGoegKAru/P4dPPjQQwC8/W3v4OyNp2ERGBu4FxxBqEte2LaNF3e+CMBpp57Km049FSkla49bx8SyCfbMTjMzO8vOF19k2bJl6Cxl19QubrjhBuZ7PcbGxrjy/b/CGaed5l1b0bwOrOixDcXQo+BKcmAhvFtAKkki9ag4dKVvInzX/c/F0VRDlpawFBp8B2KyJKHAoYTyjZqUp2xTSiFDMOeO79/O12+8Eeccy1et4apfvZIVE2MAZFJgncAGQgGUJksV69euYevW7YyNtUqh1mo3OeF1J/DjH/2Q+bk55ubmykv6zs3f5a677sQ5x9p167nggvOZmOhgLJ7lRUY2oqHwPEjWXY3XEEfENbKf6qv9kcsAIwEiKtqlDcdxFWGJc8P+1vu9BOcDLDiSLMWanBe37eCmW26lcI6VK1ayadP7WDXZYXo+xwm/X3DQDEQznU6HFZOTTE1NsWrVKpqtJgATy5Zx8ikn8+yW55me9gJz5ZrVANx3zz38v+9/D4B169fzviuuYDzL6BpDvyjQoQpKSEkWUvKcDZFwGDKp43+KkKkugvN26N+l/P6yQm48OgjVgd7vUL1qWDrC0lkoBpBmzM7MMjMzi9UZOEsr9a0BClPQyDJAkPdm+evPfIYf/vDHAHzggx/kwgsvAKDwFZD7WAK9Xp/57jwAu3btLhfrxMQEa9asQScJtoDxiXEAuv0Bn/vc53jgpz9E6YyPfPRjXHbZ2wBK0oAhLyAIIVHJy08LqbH0cTAheWCtMLQRE5UgQallBu3vEK5BGYN1hlSlCDxBzK5d3j30lvPP5x2/cAkAuYNGKiC0b04bGpB0u1163b6/poowbzYarF7thaNSqhSiTz75JH/+F3/O7t27WbliBZ+85pOceNxxOKCfDxDCa7kSUGXnRL/3onCM37sa+x+OlVcrYoCckvVpae6gJSQsKUcz5rYVqJJezThCewqBsznf+MbXuenmm3HOsfGcc3jfle/jxOM3+J7B1qLKYNwwlUc4V/pAiyIvT5gkCb1Bl6LIaaQtktAw6Ts33cId378d5xwXX3oZv/GhD9FqJmXBv1JihFBbyoU9kWscC6jO6CuK1lYi3eWnhfC0cYucY3/HEFJiDMhEgkhojo2zZs1qzjr9dN73vk1MtFthXUoSLYEELQQisIY7AXkx8MerCHdrHXNzXolItCZJvIZ468238IO77wbgggsu4D2//Es0Gw0K52MGWsoyZa+67qspQbHDYzy/QITnq2MiKhGcilhdYiba0hGWUoD2WmOr2WSs3WbPXB9TFIAftzTxlQePPPow/+XP/4LpmS5JlvDhj/wW/+byy8vDqFBxoZQso3WAry8Pk6vUsNPjXHeWJ/71cVxhUS2Ncd60+Or1X2Z2ZgalNO+94gre9IYTAW9uSyHKAod4F62rGI9RiMPTdTx58CJHeJnHFRJUpUPpmnVr+ZVfuZL3WMmV7/9V0izDOHxKm/T5iloIYhO88c44acggoVLVMjc/xzPPPAN4go00TZidneX666/3vW2aLT720Y+x4fjjAb/2kyQIYtin9NDFpHRCOwiGupAgBmfZv3OyKiQX7qmjKECXUFcsAWYALqcoClrtNkiJMZ5CSwsv92ZnZ/iz//xn/OjHD6G14mNXf5SPffg3MMYwyP1ndeIrL/IiD71UDODZZHS4y+54cQe7dm/HWstzzz3H02GxtFtjpFpy0y23c//99wPwwV//Ta76tfeXJXASi5ZgrKM/ML5HsvO9kk1RS8yfR1TJVxYtcy39liNJSS/7HA4oet6U3rNrCmMtRZ6XecZG+CXvlTf/fld4a6rVbpW+1B//5Ce8sHUr1lqmdk6xc+dOwFfS4eDaL36Je++7l1ajybve9S4++Ou+tDjPc9+FIFAR2ioxRvQ5VgivZehKoKTynQ2iVrHo42UPyWuKJaNZ+gCJRAlNe2yMQV6AyRE2H7mRPPb44zz40CMAZFnGlme38JW/+zsmJpazefNznHjSSXzg/e9n+USHImilXhV0HLfhBM45YyOPPPyvPPXkc/yv//l5Lrj4Er5z0028tPVFdJbygQ/+Gs1Gg2/e+M9s3boFgO3btvDtb3+H8fExtm3bzoUXXsjb33YpSojQw8firKeNWvIz/nOGI6GEHO4xKhbnK4YN9HFSSoT2FtYLL2zn6zd+i207XqJvLB//+MeD5lgNRg07/axbv4GNZ5zBM888w5NPPcmXrr2Wi9/6Vq7/8vXseOlFlFK85S0XYJ3j4UceDoUWntHrmzfeyJ7paZ7cvJl3v/vdXHj++aRS0jeBdGZBE8PKN68oiUOy4QMO0AHD4UfXLi9vdUcTeZ67brfnrLVuamrKpWnqAHfNNdc4a235vk996lNubGzMAU5r7aSUIznEG897i7vtjrucc84ZZ50zhbO9eecGPeecdf/w5S+5U07Y4D8vpZtYvqL87PGvO8n95IEHXZ7n7vLLL3fAPscH3Ic+9OtuZmamvO48z11RFM4556w1r/nY1Tj2kee5m5+fL/+21rrbbrut3AvvfOc73Z49e5xzzhljnLXWWWudMcYZM1yTn/3sZ92yZcsc4LIscxMTE+W6fstb3uLuu+8+t2XLFvfe9753n3UfH7//+7/vduzY4Zxzrtvtul63W56nuld/lrHwO1900UVuyZjhWmuSRNPv93n88cfRWtNsNukHGqmILMuYmJig0WiQpimNRoNWq0Wr1aLRbDIxsQwdfJsxl60wBlsUgOC9V/4qv3bllayanCTJMrpzs2SNBp1ly7no7e9gcvlynHOsWLGCZrNJlmW0Wi3a7TbNZpNms0maZkxNTZXXFQlIi6JgMMiPwujVONahta/5ds55l9NgQK/XY+XKlTSbTdrt9qKfi1pezPy4+OKLueKKK5iYmEAI3z622WyyYcMGNm3axBlnnMHMzAy9Xo9Go0G73S73V1z/WmtmZ2cBHxxN0vRVbeewVLBkzHAYOoc3btzIH/zBH1AUBZdffjlJFH7Au971LpxzbN++neXLlwOe5bnRaDA1PcubzziD00/1iekOz1gidYLLB+AsjVaTD3/kI5zypjfz1OZn2DUzj05SzjzvfC447zzWrl2LEnDVVVexYcMGrLU0Gg0ajQbz8/P0ej3e+c53snbtWrTWI9RPzo1WZdSocSQhhCg7p2ZZxumnn84nPvEJXnzxRX7xF3+RVqt10GOceuqpXHPNNVx44YU88cQTDAYDOp0Op59+OpdddhmNkEb04Q9/mNe//vWccMIJ5HmOMYZutwvApk2bWLNmzch1OecoiqJkazoWUU1/OuobvSgK+v0+zWaTzZs345xj2bJlTE5OYoxBSsnc3BxTU1Mopeh0OiilyPMcrTXTc/M022OsGB9jUBisNTTSBKzBFYUXajoBIenOTLNrzx5men2yrMG6446jobzP0Yb8tenpaZIkodFo+JpcY5idnWX58uWMj/tczFipEXn0iqIgTdOjOo41jl2Y0OAvcj8+/fTT5HnOhg0b6HQ6i+7h6nNRA9y7dy9TU1NeM0wSJicnSdO0XM9bt25lfn6edevW+Sq6Xg+lFP1+n7Vr15JlmQ+i5nnJRZnn+TEjLBcG6C666KKlJSzzPKff79Nut/cpIYuEoCKkLRwIA+eYmZ5B4xhvt0rmZWcMbjBANpq+wdoCWMDkeampHsi0iIuqKAqstaRpWpc51njVEc3p/a3NuIcXsog75+j3+8Hdtfj+8W6kgWc0Oshads6VroAkSciybP+ZAD+DWExYLqlbgJSSJEmw1jI/P0+SJCilyp/VBbBYPW6vKCjwfJZj7RYYT6clbOGT06WEZF+tz4aHw5Os6oo5Xb2BxHMOBgOKoiDLspIgtvreY2Gx1FiaqPog4yNaNQvbLcT3x3WZJMk+LOPxWJGtPMuyfQg+qkzjxphyvQshaLVaPzftnpeMsIyTpwMjdJIk5e/ViRVCDGtqGb3DRlZlJSVKSpy0yJJr0OGMwViLsM6TCYeOddWsNykE/eB7Wbggq4sxNr2P5wVvIkW27Ro1jiTiHqiu94UkxQeCEL7nlFKqXLuxfcZCizKeKwrGJElGatmjcF54/qNtmb7aWHLCMgqkRqOxz2vV36sLJwrURGvPtGIMhlDqKJUv3rc+H8zkRQjMeIetdb77nROi7He+8Fy+Re5Qq61quVGQxtd+Hu6wNV57LAweVjXI6vo8EGJPoSjsojIS1290LcXzxeNWAzhpmi6qwMS/j+X1v2SEZZy0qDnGSY2TtT9VvzqRQilf5N/vI3CkSep7hwfSVakg06mvmPKcUWU5lozmSjAt4nVEZ3VcYDBcnPG80U1wLDi2ayxNVNdfVVmIDb6i4DvQHul0OkgpGQwGGGNGbvrxuNEqEkKQpumiQhGGgaZ4bS9Hy/1ZxZLa3XFBVM3siIX1p/G5CK11qID1uZgi/G6dQRIFrReGXlCGBSdk2c/YFIVnuA7HjVH2eM4qtX7031TNmapwrVHj1UA1ReflompGL0x3i+u46gONCoMxBq11KZBhtCNmVYgey1gyO3ux4M3BaLEWvhYFpFDKh/mdg0BMSvkOQuGsCNRRkT9qX79NRFXDrZ6v+vyxbH7UWFqoCrvoIz/Y+lvoRloo3BYqIlXEPbm/c9TC8ijhUAIk+500oEpLIkSg4COqZ1sAAAHNSURBVI9PL3hzJBqIpalp4omH42ezLONAqC6gnwczpMbRxUKtLj53qAHFqtWzP4Vk4bFiDuXBrunnQVk4Jnf3Aj2yRo0aNQ4bS06zPByMJgEdmqgc8rK8vM/VqFHj5wvHlLBkROjBoQk+VzHf489aYNaoUWMUx6QZXqNGjRpHGseYZgmLRnIO6TPHfjSvRo0arxy1ZlmjRo0ah4BjVLPcV5t0C54a/bPWKmvUqHFgHGOa5eEIvVpg1qhRY/84xoRljRo1arw6OMbM8LLgsfIYvrL/zwhAUacN1ahRY384xoRlbEX7cgVeVLBrU7xGjRqL4xg0ww9HM6y1yho1aiyOY1BY1qhRo8aRRy0sa9SoUeMQUAvLGjVq1DgE1MKyRo0aNQ4BtbCsUaNGjUNALSxr1KhR4xBQC8saNWrUOATUwrJGjRo1DgG1sKxRo0aNQ0AtLGvUqFHjEFALyxo1atQ4BNTCskaNGjUOAbWwrFGjRo1DwAhFmxA1606NGjVqLIZas6xRo0aNQ0AtLGvUqFHjIBBC1MKyRo0aNQ4GIQR606ZNFEVBnufkeY4xBmstzjmc820W4s8aNZYq7r77bi666KKjfRk1jjEIIcrH/wervbTICBzkVQAAAABJRU5ErkJggg==)
A cereal box manufacturer changes the size of the box to increase the amount of cereal it contains . The equations 12 + 7.6n and 6 + 8n , where n is the number of smaller boxes, are both representative of the amount of cereal that the new larger box contains . How many smaller boxes equal the same amount of cereal in the larger box ?
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)
You are solving an equation with a variable on each side. Does the side on which you choose to isolate the variable affect the solution . Why might you choose one side over the other ?
You are solving an equation with a variable on each side. Does the side on which you choose to isolate the variable affect the solution . Why might you choose one side over the other ?
Solve for y where ![x equals fraction numerator square root of y minus 14.2 end root over denominator 0.05 end fraction](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG8AAAAnCAYAAAABzhZhAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAbSkFbcgAAA1hJREFUeNrtm29kVlEcx4+ZzCSlZi8ay0yS2ZsapUgkj+SRKTVJsiTpxaNXUSmSpReVSjxqJlOR9UdSLzKZSZZUkmSZXmZGsRc1U63vz/N7dF3n3ufc5/557rn7ffnYc+85v7n3/J5zzu93znmUskcLwdw8x1rtAS+UyEo9AwelGezTMvCD/4os02HwMAXPsRKcAu8N6283mKs2gCEwDWb5f+/NkvNortuZgucYBIcMgwcKsD4Z1B0BPVyftBq85HvWawWYAg0peiYT5xVBb5VRYiv4kAXnHQc3PMr6wW7N/QI4V0Pn0VA4HMDROs1kwXnvQM6jbD+44LrXCMbB0ho5bwH3mtYQzlvPQ6dVSbhbHeAbqPew2Qbuue6d5qCiVsPmeXA04BDrFE0PY9x7U692MMAvudFV1gcu+dhS7/rouG4CEz7zY1SrGF71OjU9JojzloBHYKstPe4kO4/yuNeusq9gbQX7n47PF3m+q1XAMsZfxmqc18aOa7dxbjsC/oJmvl4HvvgMmWWN8ou3ca+rq6Hzqu3Vqzgoa7Q5OKFedIc/XwVnDGxugTy4DfalKFUwrdvM83a9slw3wS9+kSn+RlZSgVOGJPOisM5z9sQnhu+Zei0Gf8B98MrQZgc3RD4hpwUNcCo5L1NbQKP84KaBRz6Ao0Uxq4ud12JY/ykntfNavZxgunWWy5KU6SJ0B88ZIuitI1QnHQDXAs4Bmdm6t005TnRJW9T/xVWRJXoONqnSpmDci7tCxAeRKMqjHd3OiBwgSkjlLXkaOnukOewRrQ0+VqX1NdqeeRPzsCmKSE2cLzmdRYdnBqVp0i3a+X0AlmvK7irvXWyRKFYtAtdVaZ+NKPK9sDYSoCUgylPzrqlgOAIbcVLM2gWuaO5f9omkTW3EeTGLUh7dWZDNXBbGRpwXs75zMKYL0CZD2ojzYtZvn7LZkDZzfD3NKdYxpT+6KIrBeTMR2dBxjTWqdE70s8rIcYY0aNJjCGzwGTarsSmL5soRafboApacRyMPRWhj0qNFAdWt9D9QGfBJFaqxKYt29Sek2aMT/a6vwHMTDYcnNEObe2XExIaWE+ncTB2TY8d1S5NHJzr738/DGR3oLWqiQrfzTGwomR/nAIfSCzo025X0y/0D62+DLBPIMrsAAACmdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1pPng8L21pPjxtbz49PC9tbz48bWZyYWM+PG1zcXJ0PjxtaT55PC9taT48bW8+JiN4MjIxMjs8L21vPjxtbj4xNC4yPC9tbj48L21zcXJ0Pjxtbj4wLjA1PC9tbj48L21mcmFjPjwvbWF0aD4lBFalAAAAAElFTkSuQmCC)
Solve for y where ![x equals fraction numerator square root of y minus 14.2 end root over denominator 0.05 end fraction](data:image/png;base64,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)
Isabel says that the equation x-2= -(x-2) has no solution because a number can never be equal to its opposite, Explain the error Isabel made .
Isabel says that the equation x-2= -(x-2) has no solution because a number can never be equal to its opposite, Explain the error Isabel made .
Tavon has a $50 gift card that loses $2 for each 30 day period it is not used . He has $40 card that loses $1.50 for each 30 day period it is not used .
Write and solve an equation for the number of 30 day periods until the value of the gift cards will be equal ?
The quantity of goods in general that will be exchanged for one unit of money is then the value of money. Money's value is defined as its purchasing power, or the amount of goods and services it can buy.
The time value of money (TVM) is the idea that a sum of money is worth more now than it will be at a later date because of the potential earnings in the interim. A sum of money in hand is more valuable than the same sum to be paid later. The time value of money is another name for the present discounted value.
Tavon has a $50 gift card that loses $2 for each 30 day period it is not used . He has $40 card that loses $1.50 for each 30 day period it is not used .
Write and solve an equation for the number of 30 day periods until the value of the gift cards will be equal ?
The quantity of goods in general that will be exchanged for one unit of money is then the value of money. Money's value is defined as its purchasing power, or the amount of goods and services it can buy.
The time value of money (TVM) is the idea that a sum of money is worth more now than it will be at a later date because of the potential earnings in the interim. A sum of money in hand is more valuable than the same sum to be paid later. The time value of money is another name for the present discounted value.
Solve for y where ![straight x equals fraction numerator square root of 2 y end root over denominator 26 end fraction](data:image/png;base64,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)
Solve for y where ![straight x equals fraction numerator square root of 2 y end root over denominator 26 end fraction](data:image/png;base64,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)
The triangle shown is isosceles. Find the length of each side and the perimeter ?
![](data:image/png;base64,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)
An isosceles triangle is one with two sides of the same length. An isosceles triangle's two opposite angles are equal in size.
¶Triangles are three-sided polygons that are classified into three types based on their sides, such as:
¶Triangle of Scalene (All three sides are unequal)
Triangle of isosceles (Only two sides are equal)
(All three sides are equal) Equilateral triangle
¶Triangle's isosceles perimeter in units of P = 2a + b
¶The area of an isosceles triangle
A = 1/2 x b x h Square units.
The triangle shown is isosceles. Find the length of each side and the perimeter ?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATsAAADcCAYAAAAP6gZJAAAgAElEQVR4nOy9d5Alx33n+cmsera9n3bT3eNnMA7AwFsSJCHKS9RSu5QonS6k017caWN3Q3EXt7t3exH7x97uhiIu7p87KWJ1y9XJ0IggIIoEKRqQxIADMzDjve+e7p727pmqyrw/Msu87h5gMK4HRH0n3vQzZTOzvvnzKb7whS9orTUAWmuS71Ok+CjhK1/5Cp///OfX+jJS3KMQQMpqKVKk+JnG5z73OeRaX0SKFClS3Gl4npeSXYoUKX724ft+SnYpUqT42YfnebjLv0wdEylSpPioQwhR8zlVY1OkSPGxQBAEKyW7uwtN6AzWaNACEAgEGlACBBqhtXUba7QQCC0RAEInfMkicUxAKLQ9GrqW080WyuyPQGgRHSO8GvNbuD81fmu93IctRPxZxOdIzi2a6JDRWZI7RLuLuEVAm221jPcS4fcibj2tkeG8lTh/+K52jlveDuFu19vq+tCJI8RtWHvu8JL0itZInFt8+HOnSPFhoJS6FyQ7DQT2paKvlP0URNsoNIraB0XXvnTy+/AImuUPV/zdst/1attc51yJV3JL/T57rryGD0J4X6vdm7ZUqGtI532Pc93XnYX6gN9T00mKOw2t9VpLdgIwUouR1IxkhzDfSruNEOadtA94LAhIVgokwn7n2J9WbhN9T3g+UbsrAnCW7SCW7X/dn6PvxPLP4nq/rtw2bhsNUqzyvbBHWa0Nll/t6pLTrctTy+TXZQKr0jqSxqXWhPcTSrZCiJogdiFEKuWluCNQSq012YUQy/6uRgWRUvrBh1nlCCs3XK5o3gBWMtL7X8INXMmNnXRVer0NZHU3kOzblRJcSHgh2aVIcadwD5DdjQ7wD/Mg3Mi2H4UH6/ZT592BRuvQFqeX2TxjqW7FXinhpbiDuAdsdil+ZpAQQg1naau+a1AKtMaRMiK0UIUVQiClrPkuRYrbjXtAskvxMwcRklbsORaOUyOTrlZwIpXqUtxJpJJdiptG0pqoRfzCeomTKmt5qcTFC5f4/vd+gFKr+2dTqS7FnURKdiluGR8kjwkhWVhY4J133uall15CKRU5JlJpLsXdQkp2Ke4AdBgtQ0iFp8+c4T/8h//In/7Z/xORXZLw0rCTFHcaKdmluGUsD9FGCEKN1PodmJmZYbFURinNpcuX8X2/xlGRdFakSHEnkJJdipvHdRMwFEKExOWwsLDAkaPHmZ2fRwnJiy+9xPT0dCrNpbirSMkuxa1jRZpdSHSGyBYWFhm7do1Aazq61vHWm2/h+f5dv8wUH2+kZJfiFpBIuYtgg4iVAmWI7/DRo7xx8G2e/dSn+fd/8if8+Ec/4uTJUwCpvS7FXUNKdiluHR+QOjc5McG1iWt09/ezY8sW/MDn8uXLLC4u3rVLTJEiJbsUt4SwslNUnkBLU+5Ji8g7MTszjed7bN+1hy1DAygteOfdd7h8+VLtsRKOihQpbjdSsktxW1FTysGqpguLSxTr6mhua0W4LvVNTUxNTTE7O1e7b6rOpriDSMkuxc3jBnjpvUOH+coLLzG47T4GN27Cz+f5jd/8TY4dO86Ro8fMYZaFoKSyXYo7gZTsUtwCrkdLOlJhR66OMjI6yuDQRjSCBV/Q2dfP7FKJyanpxC5x+dMbKUeaIsWHRUp2KW4a+vqBdiCgUq1y4vgx8hmHRx9/Al8JFssevRs34RTqOHbyNBOTU2ZzncyotXS3WhHqFCluAu9cPJ6SXYrbh+Va7fi1MU6dOsnA4CC79+zF831m5ubpXT/Ahs2bOXT4KMeOGVU2qoKSmuxS3CGkZJfiFnCdku82MfbQoSMcPXGC1sZ61rU3EShF4Ps0NTexdfsOro2PciX0yIb17+ziSqvXZk6R4uZw/8D2lOxS3ApWo6C43P2pU6eZmV+ktbvH1rhTBEohhGT9wAC5fI7S0pI5kpSJo15/3YwUKW4WKdmluM0wJOX7PidPnSKfz3Pf/Q8yW/bQ2ix8UqlW6enro7m1ldnZWbubIbhwlZGU6lLcbqRkl+KmIbCOhXCZ3YQX4eTZs7z17ju0dHbyxNPPMjszi9aBWRdXw67duxjasIGvfPXrHPjpG/aAoUSXUl2K24+U7FLcEZw+cwbPD2hqbiaXz1OpembZR22kviBQbNyxk5HJKc6cPQOYIp+xbEfMeyn3pbgNSMkuxW1BHBBsxLtX9+8nWygwMLQBJ5Mh0AFaghIQBJpypcojjz9BPpfh8JEjVL2VVVBWKaaSIsVNIyW7FLcPWkXZEO+9d5jGxmYGBocQUpqYYfub0pqlcoWNmzbR39/H2Pg1pqZnzDFWX142RYpbRkp2KW4akTQXriQmRVjVidnxUXr7BxjcsAnPV6Z+nbZLKgqz2thQTzvdbS0cOnKY/a/tX3bw2nOkDJjiVpGSXYrbBpPID5Nz8yyWSrS2tlKsq6NcqSBEcqgJgiBgwdfUd3WjHMm5c+euc9C7cukpPgZIyS7FzSOqUKLNQtgIqtUqL7zwIpPzS6zfMERLaxvlciWqaCKlKf+kNMyUyux7+mkaW1p57fXXk+mxy86DdfemSHHzSMkuxW2FFJI333iDTF09be2dZHI5lLaBxjY7IkSpVKGzq5tcPs/o6DjlcsX8kEpzKe4AUrJLcUvQAlSiSsnYtXHefusAz3/meQaHNlAqV1AIpCMRwqiv2tr3fBXQs76fnv4+pmdn+MlPfhIfd21uJ8XPMFKyS3FbIIREoxkeGWZudo7t27eRzeVMSEliacVkcc5SuYzjuHT39FBXrOPNN99ao6tP8XFASnYpbhlhgtfU1BSv/PjHTMzMsmf3DhobmwisCquVQmuNlNKSn8D3fLLZLNu230dbRwff+c7LNcfV4X+pMzbFbUBKdiluGlpr0Cr6XCqVOXvhAp50yGSy+IFGRTWbbG6E1khrwlNAoCFfV099UxPl8mK4KaBRaLPwttbotPZTiltESnYpbh46uUYsnLt0iTcPvsOzz32K5u5eyr5vhTKbAqaTJZzMgjyL5Qp9gwPsun8PMzNznDp7nqrnGUevNpVS0CSTyFKkuCmkZJfilhGS3ZWRYSanptlx333IbJGq7/N+6+cIBOVKhVy+wLqePubm5jh8+Ai+XUDbRJwIS3ppueIUt4aU7FLcErS1yZUrZd5++20CFbBjx324bgaVUHFhlbx+Db4fkM3nGdywiWJHD19/4QUWFhaIqtrZHVKeS3GrSMkuxU1DIKKim4sLixw5eoz+9f0UGxqoeNXaNWBFwtegVaTWOo6gVCpTV1/Pww8/xLEjh1m0BT1DvO9aFylS3CBSsktx07B+BAAWFxc5e+o0u3ffT0tLK15krzMbaWFeChOXJ9AIAQKJV/Uo1tXz1FOPM3FtnKPHTuD7PlIYp4bJvpBpsHGKW0JKdiluGqaQiUADcwuLzM3MsG3HfdQ3NBAEwfV3tPuAQGtNoBT5fIEdWzYxN7/Iu++9x9zcfLx5WgolxW1ASnYpbgkCgVKaC5cu4rouTS2tCMc1ZLfcSGffC7sgj41EQWvwA59soUixtY2Tp08zOzdntgk3SMW6FLeIlOxS3BoEXBke5msvvEhjdw+DQxsQUuL7oWQXKrM29FiAibCz5dyFBCGp+AENXd188tOf5sjxE0xMTtjthVleMS0EkOIWkZJdiptGKGstzC9w6N332LbtPpv4HzoVklhdOguzL/xAIdws/QMDTExOMDI6bvaK4u1Ssktxa0jJLsVNQkULWp8+d47zZ07x5LOfIFess2QX2tliN0Vy3TAhQinPvPGVAukyuHETgYK3Dr6N5/s1ubQpUtwKUrJLcZMwXtKq5zNydZR8Ps+ePfcDAs9POies53XVI8RQWlPxPdraO9iwaRMnTpxgcWEx/BWTY5Yixc0jJbsUt4SDBw+y/7XXyOeL7NqzHV+ZnNaa1InVkvkT32kECoGvNZ3d3dz/wIP88Hv/wNTUpNlWplHFKW4dKdmluCWMXL3K2LVxmrq7EYAfBNyseS0IFMJx6Fy3DgRx2piQaVhxiltGSnYpbhJ2FbFDhxgbG+O5z3yGiqcItEavYmer+SZaWLt2UVjP93HdDENDGykWixw9dpxqtXpnbyPFxwYp2aX4QFxPovL8KqfPnkY4Lp/69M8xMbNglk0M9zG5YbVHqM0gW2a3U7gZl4HB9dTV1/Pa/v2Mjo0jEKQVnlLcKlKy+5hDL/vHspfGLGWodHIbg0OHjnD69Dna2tvZsGkTlWqZZNBJWMpJJAqW6IjiRHSGUNJTgSZQmtb2Dh566hP83bdf5vSZ0wA46VBNcYtIR1CK94XWWKJbGet26fIVPD+go7PLrBlrqxHXSnKCeJjFqRQ64XOIk8dMCIqnNLv27uXq1auMjY3b46Q5FCluDSnZpbBYKdUZuUuhrGQX2BWww9JNR44cw83meODBfYAgUGH9upjGRCTJSSK6SqSPhfKdAKQQ+EFA2fd5/JlnKRZyHD91ipnZ2TTeLsUtIyW7FNdFJG8JIjLSWiPtgtfXxkZobGigv3/AkqHifat12uNd96NNg61UK2wcGiCfy3Hq9BnOnL3OAtopUnwIpGT3MYdY9lr+S/gPrU2pJVupZHx8gkuXrtDZ1UlPfx/lcgWl4koo5limrNNKiTEBnbTg2VxYDRkHtuy6n+Gro7zz7rt3sAVSfFyQkt3HHstKkiyjPSPRGaILCU9rzclTJ7k4cpXWznUU6uspV6tGqkvY9Wpp7Qaj5ASgNYvVgAcee4xSpcypU6du4f5SpDBIyS4FK4kuIdUJgUDaEumGBIMg4NX9+5mam2fHrj0U6urwtTK/y1qy1KF0F1YuEbVnrbkKEXt+yxWfBx/Yh+tmOXvuAiotBJDiFpGSXYr3h9U8k6t7+UHA6VMnaW1pZsOWzWghbPK/BC1ju911zHdJhXaZyQ6BQEqHhaUS3b291Dc0MDw6xsVLV+7I7aX4+CAluxQfGiNXrzI6Ps76gQFa2tspV6o2xGSVlP/38VdcT1YTQlCulKivr6e3fz3lapWTqSqb4haRkt3HHct8BzUfw/8S68MGQcBrPz3AuQsX2bpjBx3r1lGqVtEidGSwksWuV/IkClOJw080JrTF832KDQ08uO8hfKX50U9+El+y1qu+UqR4P7hrfQEp7n0kV4Dwg4B33n2XilK0drQhtI6lOXEzs2ci38K+FVKig4BqtUpLWxttLS0szc/GeySILY2/S3GjSCW7FAbLpTojY9l3Zp0JAK9a5SevvcbQxk3semAfpWqVSHS7TnTJSqwMcrEyHUKYcymg4vl09/WzrqeHS5cuMToxiVIaKdNhm+LDIx01Ka6DZcXnLD9NTM8yNjZOT18fre0dLJbKtyWPa7mjAgTlikehrp6Ori5GRse4cOEiN8CkKVKsipTsUtRAJJL9w/xVrU32BMBL3/wmkzOz7L1/L/3r+ylVyggZJ4WtFqAcV0AJP8RbJLfVgFJGuhPSwfMD2ts7eOTJp7kyPs0LX3+BSqVi9hMiivlLkeJGkNrsUhiI5BtV872QIrKNnTp9mta2NnKFOiqej9YKIZyaQ6ykn7gYgIhyJVa/BCEEUkrjFxGCUqVCc2sbjQ31jI2OmJS0BFKVNsWN4h4aKctKDWm9usZiRY3lRYlWP+LKEkbvk7j0vllNK7ZbdZfViySterDQyxlWCbHvr3cJy+9l9WOywvb2vrf1AUJRJKVZO5qvND945Uc8+eRT9PT2slQurTj/h13xcDXHrVYaW2uASrXKho0buX/vHk6cOM6xY8fNdjatTKmV3tj4PlfvzKgVV2nz5fsk231lS8bjVOtlo2zFqVf24Ad20nU7bZWOTo6n1e7r/Y4berRXu9/oeNe5/Zq7Wu2aP+hhunu4h8gOVu/t1bf6cA14Bxr7thxy5YN1x051C8fTgHQEpVKZ2fGrbNy8kbqGesrlMssNdjdzrcv3iYhLCjzfJ5fLsa67l5npOc6eOYOqke4+3BlvZGTd+JV+2G1voSdXNNLNH+pGT/FBJ7k3KOzGseZkF80MWqFVgFY+OvBABXaGV9ELpYzahPmrtfHaKaiNuSKekBSmTBFaJWawZfLRdWdIe43Rx1XOgaq5Rm3PqMPzhvcU3Y+94EBB4EFQBXsvCGHvJXwlpA+tUVqhCcxruXBxndgzc61RK9TsQ6INkhOx0BIzNCRoU/VkcXGJg28dxPN8uvv7aW5rxwtqVUqTFvZ+lL1SfFlNeDFqrLm2QGsyGcm27ZsRmQwv/d03IrudIUUrfwoRt0U4phKSiWkLOyY0+AQoFaCDwP5mxxSB7au4v8x+KjGOVr40ZqwpOzZXH1MKCJJyUPx7LCbVtknynrR9HrQ9hg7HUgDKI3GxiXuOx3x4sGRbhNeltULp+FkKB2pSUo3HY+KSo+dJRc9HfGvx9/cCNd4TNjvTcMquJZrByhLAKvmT4RvlEQhlHkaMSiNWMRqZBzzAwSE2v680jtfumOwYEQ00k96pQYU1j8zgktKxe6nI2hVllF7PpiQc88In9ASEhw4vQaBxhHmgzUBUSLRpGSXNfUi7cc2lK3RkG9MmFk5KFCIxuyXpXqCEMKsV6tq4Om1vtVQqc/LEKbSQtLS2GsLwA+u4EFGAcNJfIBL/xw29LMdiWZxcGIYiZVxXYLHi0bV+kMENG7lw+QpBEC7EIyLSTp7L2PsgKhBfU0BUR3X0HCezvFNMYHSyy0I1WRhCkMSVX8LttTL3oaXZzgHQMjmMgQC0ssE8AA5C6+hYNW0V9kpEhHHjCDvWSP7kOoD9PlCgfLSUaOFERxPJB0Qn+iQ8hzBFWhFmjDgkl8OUkbStZbhPPKEoYUabtG0dHj6cipLv1hJrT3baEIgQgmBhiplLlzh+6DBDex6jva2R+WuXUaUyGSeDUpLFQJFpbqGjvxenkEdpaQtlmM4Q4RLyUqB1ABhJMOwlaR+BEAJtucb0YFw112ytsFV1tUYojYOwg9AH4YOGa0ffpVIKaOrpo6G7G02AvzjH6PlTuL6Pg8B1M6hAo6RLXWcns1PXGDl1grrmFjZ/4nkjxQjTFlprhAYplfVOSmvil8jwwRC2iKYdR9J8gRAaX6soo0FqENJsJxFobbNchQChoidG2Mkg5lrbIsI8RrNzs3z9pW+wfe+DdPX0IlyXwAtq6DNquNU/XAerbxNxoIClUoW+9RvYct8O/vq/HOD8hQvs2rkrJp1oTVmN0FFRKiTKEpV1KysBQiOlQHslhg+9xfkjx9n0yBOs2zSEnp1i5vJFRi5ewslkcLNZBp96Dulmo/s0yz6av1IIUHGbmnPLmtvS4SQApr1tKwstzIQlLVWbSyMU1rS25U6FRhCY8SYFY6dOsjQ1R1v/EI3dffjeImNHDnPq4Jvc/8xnae4dBMeNZUdtSYjAjmcZsigIcLSIpDzDjRqhLSXr+LkIJz2ttbluy8bGcRVE5xM4iXk3XDN47YkO7gWyCyFcgpkJpg++xqEXX6aztY822cHS0QMsDl8lm6lDqSzTuBQ2bKCtsx23WBc5DjWhWBSrBwKN1IqIHWySukhKQiKpVISDsWZKjqU109v2kw/SRy9MMP/Gq8wvQPaxT9LQ04PQmsBfYvTt/RQWl8hoRcbJogKoyhzse5jFa8NcfvlFcu29bP7E8wghY+K31nlh1QtzXoHESgtRNU0jKYSBH6GQFZZGj6qVKBDhrjWNHj5aJEgrbkMt4j1m5uY4dvg9fum3vkihvsEk/iel6TsEIQQVr0pzXZHO7h7KVY/jJ46za+euWDSPxSAs7UfSihbJvpUIpRGOg64sMPHWfg6/+B3aetezbqiPYPgcU/tfYez4KXKFPDKXZ/22vTjdPYBjpBbbLipss7DNBfFqaQkyAbMmbiTnKh9hTR5C5qz5wrZ7QiJSdqyZrvZAlaBcYvrtV5gemyejJY29fWivwuL5Ixz62n9hQ/sAzT1DkJHWpIKZHO2EoLRGSduvWiEQOMqpkUBFaBjSGrRjJFYREhfGBiBiqRaijzUWjLVXWldi7clOmYZHVpk7f5bD3/w2YmaBLffvRg0f5dA3/oqLR06Tr+ukonPM5OrZ9KnP0LNjJ20tHcjARvm7IISCABCSQCmE0KbikBaRqgi1D3yoQGhUYrzVbgHaHBurLhOALqOunOcH/+e/5+L3D1CWHTyeW0fn7l2QFVQmx/je3/4NjE3T4EiKjiZYKjEfOOwY/yc8/uxjjGbh9R9+jwcPHqN97w5ERhpiMqyHVnYUaRDat4KBGYBIZR8jW4bJqnMahZQgtTDbKxVpOFKbB17bY2oRE1qUwm8lkXDkhu0xMjZGpVLh/gf2oYVDVWnDoHcBfhDgCWjv7aV/cJDXXv0pn/+NzxsikAISdqFQkgglMBVVYFFGUrKS/9TBn3L6lR+QW1ykvr6exYvnOfDXf8Ghl75Ba0MrrqqwsDDLu8eu8Gt//K/pun8vZAQiUOBaic3aHbQ0jRk2XSQ1W4LFStRSugSL03gzc3i+S9PAJtvXSXXP/NUIlABHAMonOHeMd174Gw781V/T0r+DupYe+h59Ajfj0tXWwLoMvPLlr/BLgzto3b3JKpWWZpWV9G1cotY+Uiiktiq4ttWnFUjHSnVKG15zjHZgtIjAruErzW1pIHzOpC27H/O6afY7Nyw+NNaU7MzwVAjXwb92henTZ1iYnGdgxwPQ2YGccnHKFXr6NjCw+wnyXQMs5utp3LKFhrZ15iDSjAgj/QQY2wg4rkvktAvVPcAuWBqRXNgdEsfMpMt+kZEaYslOStABc6ePc+mVbzP5+us047PgQK6Qg4LZM9vexsOf/WUKJU1BBBTUAqd/9EOCsVlcmaVu0zZ69uxi4Qf7mTl1lvatW5BO1tpxwos1A0g4AnChGpiLcoS1rUiksF0ozD0K4eIKQASx6OVkrAShI4k3lIMCOzqlvVcR/WLXhcDh6ugo7xw8SLlcZfOWbbhu1hTrvEvQaAKtaWprY9vO3bz+2utoXyFcibLXGj57tdJRQvQLJzpl/ps7eZyJ8Qm273uCroFBqMzRu3EzS48/yY779rJ09Rxn3nyV8YlpSleuEmzaiNPZiHAkrhDmwfEDM5aEQAmzZi4IHCGswGxoNwzIFmQYP3WG49/5JpOzVX7jf/9P6JxjqC0hFdbyhaB65RJHXvwGo6++Slt5gc58hqIwUqXIFSj2DNG1bQs//fEZZi5cpnXLJkTedH8gbCyiBqQgG4n/pndxpR0nEkcKIAOyCkoiHNc+ABrp+SDNWFMyoe1grdOhQmVlCqP2Jjoj0TdrhTWX7LQ0ikd5apLxs2dZKiseefhJsOK08BXNHT30Pfokhc07qUiXTFMDbl0RtGbyzCGWpq+htEYqiV8NCMjQPjBEY18POhOqrtEZsayQkPRiequdYeNNwRrfBeBoluZnOH/kCHlfUyxk8YRIqHSaTK6OTU99GteTZBxN/fwFzv30JxRzRQoNTbCul+LQBhqa6rj45gGGnn0Sp641oTpqQ3KeT2VsnNHzZ6nOV8DJUN/URnNnMzPT11iYmSbnuijPI9AaJ5Ojo2sdi/NzzExOIt0sbUObae7uBjcT3Zuwan1076s6CgwuX7rMoXcOsW79EN1d7UyXtTUJ1Hpj7xi0WXWsrqmZDZu28OZ3v8vszBxNbc2REyMUqCKNFqyMF+q5yt5TgPaqjLx3EIRD+/bdZJvbCEqa1t272dDWTtfGnVSHT3D18mk4tUSwOIfQHpOXLzB1+gS5jJGuvaqPdnI09fTRNjCAyDjRVGHtCbGkbL8tT4wzdeRtRmcqRkW0kmkIoQ2/qOgOJKXpWU4ffJf8/CLN+QKZUFjXgMjgtHfTvWcP3rffYersSXond5HtbY/70JpeZLXMwtgoU5cvUC37IDI0tnfQ2FLH6PAVVMUj4zjoQOH5AY2trdQ1FJmemmJpYQ6Ra6BzYIjGdd0oV1qSDg0HiWemRjFaJuqtIdae7OxDVp4cY+LSBaoiw+ZnPgOBDxUfqRzq6xpp7evF3dRPAxLyRQCU73H15b9h7PBbaK3JijzlGY+5Uob7fu0LNP/jXybIFSCyYalIsjPGfKuGxdqDRYIIJbEajDSqoARRV0duXR/rn6xj4tBBnCVlJUvQWiILzfTteYSwo0tvXMErVw1R9fVDtp66nl527LqPkz/+Bx7/nS9Q6GhGZ41qIay9Rs2PMvPT73H4pa9TmfaoUs/67XvY+vBWLp98g+FD79JSKBJUqlSrPrm6JgqPPMLIxYucPXKUINPIrl/9AvXPP0+ms82ERWAM5FJJI8kuG6uEs7IdoxfOn+fw4SM88tQzFIoFxufnTHsKSU22xR1E1fMoFOtYPzBINahy/vwFdjftQmSs197q4KGx39irZBRuExr7oYpfneLMm/vp2vokrTt2QiGDzDbR+eAjdD6cBXLQ10z9d19En7qAK31kweXiD37Iub/6M9pbmhFZweL0EotOPYNP/xzNv/07ZBob8Gu0BtAiQGmQQgEuxYykNe/iFRRkHaQArX1LXG6kiIfuENDgZims62XjQB8z777NQskDEXtlZaHI5oceprX4/zF5+jAz5/fS1duOqwVCWfldKPToRaZ+/F1OfPc7LM17eLKBwYceZusjGzn2tb+GyQoNhSLKq7C4VKVv81baeju4cP40o5eu4Nd38uAv/QZ1n/4MsrmJQBs7oAzF6lU5TSRea4s1JjvjHwLJwtgFgrkpGjq7oasBggraV5S04vKbP+XMlWFEQx1bnvgkD3zh96GlEa0Crh09yOKJwwRKUig0I6su/qTP+df2s+1XPgUNBcIgBLRZTwEUQmZZ0QHL+yOckIVV9EQ4m0lah7by2B/898iFJUb++e/iBVW0DYkI70r4ytj33BJH9n+fyYkZundsN1IWkG9oYWDzBo5+7y382SnwquhsDkRgPIbVClde/R5H/vbLTBw7Rqa5l9lqiY65SWSwhDM/gX/xDLOeptDubzoAACAASURBVNjWCotlfD3CwSsjeGjcconF+XGG33iDzk0baWttRrvS2usSs7JeedsR4QGXLl+m4ns8+sRjVHxpQw1C9ee2DYbrQ5gwF9d16RtYj69d9r/2Gj193XR1d0WEFjlqQjsnteqgUe1LqLkJro1W2f3ZIepaGwBQwkVrB6kySFFCj12iMjUN2QwyJyFbRk1fonrmFIstzVDMIKoelarLtUPrqC78IzKNjTiIRKyZsfU6QgJZAArZDM3FPPNLQWgjMeFWjtnH7CpiY7/2qR8c5Jl//i9pyAp++L/9O+ZOnMePbTTgSuSmbeTqcqiZMfyF6fCOzQFdF1WZ59L+H3D4q19m4eIwTnMXlRzMzU2Qqd+KmhymdGIEt7Ed4YDr+1wdG2GkLk9V+KjyAjMjk5z60U9o2rGL9uYmlNYIKVBahdpuwv4YXsG946pYU7KL7WNVZoYvsjg9SXHzFsg5UAaPDPXr1+M0LiCVZvbiCU5Pz5DPNbHl138ZUVfP5MgoizMVdj79WXZ98jmuHjvGK3/5DZZmJxCOQxhSAWZmV16FpbERSlMzCM+zNqoAXGHCAJQA5RCQpa69k2J7O6KQt1KMuWKtM2TyzWTqWvDmlygHPjqI1dgoEsKV4C/A1EUmj75H4BZYt2MPLX0DADjFOuo7O/BLZUpTUxQrFagrGIua9qnOT3L59VeZvjhKsamfT/3rf4eSLvmWBvDG8fZX0F6WpsFt7PvD/5bhv/sGZ199Dae5iQeffx7XVXznS3/JwugoixOTtAQB2pVWVTbPmow0rVCdJXJgCAHTMzO8fvBtsvV17HlwH0uVSqLw090ZyMYcq8hkXNb19rJ5xw7+7u+/xSeee5au7i6zjbbhHFEsGZGX0HgUjWNGVJfQ41fxlwSNza24hbw9hwQpkUJQHT/L+Bv7GT19lvb+R+nctAG8edSVU+BmaN92P7s/9znm3nuNH3z3FcqleUNWNt4sZF+tq/hzk8xcuozwAurq8pQvn8ObXSKzsIT/5n7mHUFVBci6Jpr71+MU661KbrQJDTj5Ak3rB0A6lHP1LHlBjcnEOES6yTgO1fkpqgtzUduZJnHxp4c5vf/HjBw7y75nf4Etv/RriK4OgjpNkC/hI1io+jz5c79A2/puht9+ndf+9kV6H36Kx37+eRamL/P9r/4DkyfPMH9tgg5A2BhSLeKJL0lvIvq/hgHXDGuuxhoEVBYWUL5Psa4+tFjh54oUNm6BxTKZygKiMsfI6fNcffsd1j+xj8JAP0ElIHAbKGx7kOyzn6FBQ9V5gQbHARnG4IXqmiDwA66ePcHw4WNkKlUKGYHSHjrrQMYh8DReVVAOMgzu3cdAQz2ZYi4mg8i4awJSNeD5CrRL3KNxd+vAh8lxvPFJyNWT6+gh19pqfpYOMl8w2RFeBR2o2NCOwivPMz18Ga0lzQM7qH/wEbJNjQAsnNxPtQqBU0++dyv1D32SlmPHqP74AC3tfXQ+9gwlt4L7tRfQlSpB1bN2eonCt20cegvj2MMwIDfE5NQUFy5fpq2jg8aWBqrKj2PH9F2ctW1Ufy6bZeOWLez/h5eZm58HiKVMezlhYHbonwmNGAKMd7pUQgiJky0mgnRD1VFRHrnC2LEjTAyPct9zW3A6OmBpnqVrE1DfSmHjdgrPfhZvbgxR/CnalcbcIYxoZjRqI9UHpTlOvb4f5pdoaiiizp0kWFgkHwRcev015oRmtlRGtK7j/pYOGgrFmJgJydsxUimawEp+UibbPlyAXKODKsozzqPI+gKo2Ulmr47gB5LOfU/S8MnPWK2nzNzZt6jKLBW3QNODD5PdPoScGmWxUqWhd4iGJz9Nfvg9si/+iPLCEkHZHF+EE6N1eIXS6PWtv2uLe4DsTCcKoSjmi7S2dQAg3CzFoa08/j/8T1BoA+8a1/7+a3z73/5H/JERyu+9Rz4/j/QD1g1souWBh6CuyPTsJAt+lW19/SCydoBj2lwKquUyhw7sZ//XX8KfnKRegHY0PsoYXbWkUoWKLPCZL/4enRsHybY02MBUaSWI8OExvasD0EpGT5kW5q2Lxp+fYvrge0yfvUbTzl3Ub9gMzfX23l2E4yKkcbDKyFdgjNs6KFFZmEUU8jz4mZ8jW1cftZomT1U76EIjvVvvQwuBn8tS0Zqm/iHE4EZcb5Lm5kaqCwEZGxAvUCZUWgeRXU4BgbDhGlZkCHMLLl64xOjVcX7r934PKbP4fpwlIu/iOJYaVNWDugxPfuo5/u5v/oKz58/z2GOPAFZaFcJ6YePYShnJF6GEIUG4OMIhX2jBcY16aWIRFcHUOCMvfpUzB95iSbs89Ef/FLezk5mDf8/5cyO0dG+gc+cDICRTV05TqVZobenEzeTN8XUQTQZCKabGxvj2l/+apStXKUpY70KXMI71t//znzLlecyUfYqD2+jespO6piZkIRP7xJXEkY4J0XJ8tFQEwqQfRh4z5ZowQBTSlTGBCx1l2OhrI0gUnYNbqH/oYUt0AHkUWao4FFu7kZs2Q087lUwGp66N9i27kOs3oMsXyWSySM+JSCPs/sBO0VIsj3G4t7C2ZKexHgAbAKGNumKsyxKyBbQHwquAbED2bSBfX09RSBoKedTlyzjKJVffTKZQhPkZWJxByYDO/r7QCRcbb3RAvj7PM7/8K+zd9xgyUHF0uUlZQGuJUg7Kd2gdGKK+vSOaHs3zE7pna2dWIWRUBim5MHQwP8vcxSv4Sx69G7dQ19wc377S5n4FBEqhlDZKt81NFULiOIIg8FmYmaZNBSSiPwm0YqnqUfKraK3xgwpeUEVkMqA1qlzCq3pIlQ8FAxysqm4lBxN0q2yWSJSMFoVLjAyPUMxn2bJ5q4l3C8KEJxtQe5eku9D+VK1UuW/HNnwnx7GTJxgfH6ezsxM/ChuKPZ9agrJhEUIJe/NA2bMRFzK6fOE4IBRTl09z8FvfJVds5rFf/Bz5Yj3g483O4VUU+cY2ii0teF6Vi6dOEVR8MvkmcFwzw2mMh1WBkA7tfQP87h//zziBIt/cSOW9N5n9ySvML1R4+g//BdW6eioLi2i3kd7NmxFuxqSohVKdwI4/BXholMmIiQjd/uQYoTWsKG2aS4Y/Gc++VpQqJbyyX9u4WqB8RbkcoCse+D6Br6gqh4ovUApEoOL2Db27ocYeWQ+WpQuaSOtkD64p1liysyI6kMkW8T2P6fExALTWeKUyulImW59DBGX00jyB79ng4YBLbx+i4mUpdqwn19xGZfQ8kxePIbI+bZsHIedaG5QlMx0gHYf2TffRvmknsfivYmODFsbTpcxf7Ui0MvY4LUxajJICE4EWkpuNXLP9KrUwNj5vgdLl05x97z0Wqg7bnnqCxk3rY54MKqhyGaUEIpNBOKF32AGZAZEl42bI+vOMnzxGX6WCozRkNeiScTJIiRauHXDCVATJZCGbRQtJNVBkhBORmDAMYK4vIqsAh8Cq+yZnVyC4OjLO4fcO09LSzIaNGwm0WTPWmIlWrCN2F2CKevZ0d7Fx533sf/0Azz37DM91dtrfNUL5OCKwJG77QThWEldmEi0UqPgBCzNTtHkeAGr2GvPH3uHEf/1TmF1g075PsuXzXyRTV4SZMSoXLhBUfRq6e2kYXE/Z8xk+dZaC20pLVz9uJgdAIJx4eVyRI9u0js1PfhIyDmRamK14zLz3Fos+dD3zaahrhsqSYQ03TPMKQISZICTW4lUIoZChQyAcu6oKFJGOMNkhocitzXOEI6BQh+MKSjNXKZ05BPcNQWMjqApCBzjKtSezed4awDGpckKglUMQaJRO5MzqOLY4tvLosKfCX7gXiA7uBbKzSXeZXB2BUsxOTVr9P6A6N4memcbJZJDlSaqXL+JXqyjXRUjJ5Ng1qloicvVkcgWWrkwwd20EmRG4zY129ovjSrQAhYN0HBDS5DQmcmmF0pG0qZ3YlmW6Kox8Cmy4TNyBcYiuVfDCuD6vijc5xvS1cVQmT6F3HbK+QGjgEDogqJbRUiBzBXDigWa8vy5ONo9TnWRp5BLVhTkyjc1QroC3hJtx7EMR2510oPGDwBrlBZ5SCL18icMwd0whtJmxESakRmmr6gFz8/NcHR2lUCji5nL4KogS4O82ohbW4LkuQxs3cOzdtxkdM5OjFCZ3WETSUKhOOsRhuhqkA8U6PBWwtDhNYO1bzE8x/e6bTLx+gJ7OTnoHB8kNDuGVy2RmpnEWFskJSba+AdHciCqX8RbLNLQWKTa3Il03tg0aDwMg0GQhKxDWxuYLwYLvM+f7kLGqZCZnogBVYAg5uodES1tyE9brHElQQoMMgArSkbYAQLJ/7L1nCwjHISjPULlyCjU3hXJdJBVEEODoRPCx0vZZ0KbBAQKB8o2VNyK2iNRr9Zx7FWtuszNGZEn3zge5sPF1zo9PIEo+vl7kwv7v8c5f/lfWd3QggjJXz56ikq2jsHkzcuMAoy9eItNcz7otg+Q72zj28lkunrlCXdMgTX1bwc2ZDlEh6UmkcACJEibCPqItBVLGWbLahqgQSXWGBCQOWoUpMyENKmPzi7KnjOF/6doEZ7//I5YmZnnguc+S6RnEqH8KKLE4fZWxCxcptrdS3zeAU288ceaCJMXWbrZ88uc4OvUCZ97+MeJ/+RdQaEXksvTv6SVbXySQymZYaILARwtlIt21g5AOTi6LX/JQ0gOhjVkxDI/zfCqTo5THrlIoFsgMDIJQyIwLEl5/83UOHj3K5377t2jobGO2XEIJjRNKiUpHWvUdhzB2RRUE+CrHr37u87z75gGOnzgKgCMkuuqjfA81Ocbs1UvkOtspdvchMq6tACIh34QcHKJ1nWZq/BLVJePkGDt5jOG3XyezOE+mmOfKu29y6eIVpsqKweYslZHT4Glybeugrg49fAiv4lFsbaVl+xBkBX5Y/cS412xfCnCyJjwD8JSmEghKHmCrrijpENj8ZQnWVGJsctp6W4UyoU9SC4QvkTq0qtoOGDtDaalC98BO6jtMaJOMNF1FZmgfm598loXLw7z25T/nwpHDZJt6kPUN3P+Lj4IIULKKpmqqpqBQGY12PPOQOhkC18VDxOM84fEWGGUotBrFUYD3Dtac7MLWUsUGqoUi5aUJqmeO4W4epLWhgF6c5/zli0hXMDO/wMBDn2Tz00/jSsnF4SuUFzMsZQXkMszMLTA8sUR9T45AZHEDoxEC0SwU2qlsWr25hGheUknfkt0hluukFqBday4RIE1tsdH5RaanFVuW5o3qIEwxpZnpGd54423GR66x41eGkE4mPBCgKS/McvTdw7QPbEYW6s05dVjHTSFzGboffBQ9OcUPzp/j9DtvodwmWvvW03NfL9fmF7hw7RqTi3NsQDBXqXBppkTPYpmgtIS/UOby5BS6ssh2vwxAYPNpHZudcensaQ6+/DJiscSepx6nf+Nm6rfugEId01MTLMzNsH79eqq+T6ACowaGaZ93XMBL2N+sA0Urhap6DPZ205jPMTU2SuBXcdwswZUrnDz4JhePH+HK8CWe+vVfYUt7D7ihhO6AcnAyRTr7uhkbucTixDXaAM8PmFqocHF6nhZALFXxnXME2Qa8xiyL1y4xVc4QZDPgK+avjnFleo58xaPqhldrUwqNsYOwoIRSMnIG4WRZUpLpxRLBwiKyviGuGEZsTSGUtoGIPjzNdEVzaW6JqdklBquBCdPSksmTJ5ibr1LX3kuh0dqFLfmiFTLr0LPvcRYuXubdb3+L4RPHwB2lZcNWKuWA4ekZ5maXKC/NU6zUM1MKuDCzyMTiLBt8j7nFRS7OTOEHGe73vZXdFF7mPYy1JbvIKCFo7FtP/+7dXD13hde/+XWe+lf/hpZdD7P3t/+A+ZERZM6FTJb+vY/SvO8x8JZ49Lf/ECWLdO57BIDBR54lW2il0NQLbfXGYw+x/cNaUqMkIts5yXis8LIiVVUmvtMiNp/YUenk8jzy3/1LKr5D34N7SQr0hbYOdv+T3wcyDD33S1BXtAPYQc1eY/r0SYavXOX53/0iuXVdaCe0y5gzCpmjuGUP6+ubebSlm/mxaQKdp6FzHQ33b2f70Fbadj1D784HkbkCXU8/zzM00P/Qs1AskJNdPP77/xTlu3Tu3Y10wzxa+wy4LnVNLbT39DN99jzDx44xfuIobcePUK1r5Ngr36c947Czv4+MX8bVHlq7KK1NbNXNjO7YqlCjooWWHuMoUdYmaKVrWwJMaokTKDIL8/Tms+zq7ebUm/t55W/+gnUNLcyeOMX0/CzVIKCjp4/G3gFENvSS2hIBIoOTaWLT05/irVfeYOz1A/Q/8BCN2/ey8Td/h47Hniabd/ADMOmgeQp5F1UpMZhtou+JR0G65Pq38Yk//l9pH9pGc28vEJcuFIkxZiqtiChbp2FoCzv+0RfpmpgB14k0ViHCtKs4HSG0q5ojuSAa2P3zv8LAA4/Que9hO14DgslRTh/4CUGmQOfO+6kb2mguRJpcaqUFwsnTtOdxttS3ktm8k9JsGRXkaOkZoLBpF0/8wf+IN18h2zOALjTS/fSneT7XQt/TzyKzLrnBrTz7R/8MXzl0bd5k75P4rwyzZMOnRSzXwdcc8URicbdXa9JhdbDKDCPff5kf/ec/Zy5w+cMXvkWUEqNV3LLXa7hkqRxz4Mg2VmskTeyfsD1Eb0TNFyRj0GqL8NrjWsdkqE7oxPfmcmL7nrLOAClcSqff4thX/5xvf+U7/N7/8SV6n34MVXAwnunwwmzbhCrY+yFqo2T71NrXwlSxMPhMaGWyNmbnuHr8KEde+yGXDr9LW6HAhbkFvn/wPXItXfzJn/4Z1cYiJQm+cKkELj4uSsoPP46XkV046YR2NSV0RHaSwITIaIWLIKMldVrSEPhUp8b4iy/9GS9+46v86hNPsLGpjYW5efr37mHHo4/Tu3U72f5BE5KhtTE7KInUATiC8y99iR/82Zfoau7mqX/zb2navu1D3oSo+ahF7e+xtpDoE23JW8jEb9aRErWNGT/J+pqGrMO+W3bMYInyidf47v/1nzh3WfOP/9W/Z92TD4KyVZelNHZqbV1UliBjOfJG7k8nnj/ze+TFDgvdrWK3W0uKW754+qOPPrr2aqxAgAog10LD0Cb6du/ipRe+xckfH2Dg/r3kG+uIicTO8toOluTzv7ywWjQelhPAqhex7I14/5+TJ1hx2sT32gxlrbWxDyYKbx4+dIgfv3qApg0bWffIPsiYwOfaceYkzmVgngcrByXvedVyS+b3eAKLpVQswQjHRbS3se6xJ2jb9yCqvEA+4/LPfue/4er0LFua2jjwtb+i7JcY2DREW88g+fZegsZ2lrIFKlEy+40hrIoRzrJSJ5wPmHhHRwqECpBakwGKwiE3P03l8gUWrk1w6MQpJudmUYtzzMkCdK/n53/ndyhu2IiobzLxYK5jpei4mrHJ4TSFITofepiOVw7wk5d/QPf5czy4fRuBsiWVxLKH/Trtmvy4csSssn8YILxs29rxJWq/i35bvp+5Rm9piROHjvKj/Uf5hS/+EV1bjdQVlmeKJlpbBkxo63Fd5fLCsbWcKFYWLRSryh73hvx2faw52RkIwCPf1s6mp5/hGadIU3OrySlU1kSkFUqYqr9Ociq5p1tY2RkWO1iFediAdQMbePQXf418YweyPmvrhSVrosVHWS5t69XI7iZgPJdmspGOTw4JuRZwC4z6glx3L48++ww7N2/k0snDzB47wvjRE9DeT8eeB6nbch8il/vQnrjQCSNUUhqw0hdhgUxwtcCpKqbGx7n61n7E5dMUVUAxk6dlaIDOzBCth0/gFxvJ9Kwn39FlCkg42CrVSeJISlcB+aYmdn36OTKtXXT09prrUNrGW4YP/A1MlGsM4bp0b9rGJ37z19j61OOIfA58rPQuViFi62UNvw1jQ++yRrcWWHOy02FUYiDJNLXTtfcBHl83QLF1nVkjQBvPaJjPuUxfuKcR10C2D13ovfJ9ugY30dreTqZQb/JyFbYIp47DO65zq7dKcvEFhuqJROGaUmYiy8LCPBenZ1m3eQeP/vyvsq6xwKLymR4ZZuLyVRauXiW3foaiVlG2x421h5XgBLbsPFEpckNwGqRxQggNjgIRaEpzC4wMj1JXqlLsaKW1b5DWLdvQTU0MvP4uF6dmGS5V2CYzaBs5rIQtbBqWGNKxhIMGka+jd98+mjduI9/eg/JjM4hIpgbey8NNaxyZoWVgK4/9ehONQ/dBNmf9EqZfTQy8im2i2MZPHOPjgnugeCeEddWUm0U2tdHa0AGqYLdR6Cg7ISHKr1G814dBFFWOLbUeLsKCINfcRq6lFaSLhwnhcOOdWKEY3QLBXW9f04ImpMF4gU3A6NEjRxkeGeOBR56hf98zTM1O0frJHnqEov/KFS6NjJJtbyeQoR3ywyFakCW0+yTsU2FopNCSQBlJvq6xie1PfYKuzlba2tvJNDRSEg5OocCmvY/w9S9/mVcPvMW2bdtMYLS0JenDGEoI01ZRjglhcR2XTHsnLa1dIPMEWmBWEBO2+vG9DmFVzgzZ1m7amjvRbgbfEpnJxLHic+glXmaPiZ0oHw+suWSHNOWzpQJExgR/iNjrqSOPnJmX4jpfH6Fu0sYeZQzE9sETrl1YRaKkQGplS33HRv/bJ8DFhLQq8WnM2gzWnXjgwOto4dLZvx4vB6NVHwnkCMi0tNDR0ozKZqlKF73CeH19hCp6WPnbCFI6+s3R4QMokZjAaN91KLS3UexoQTkOY1LgLVbQGZfGbJ7NO3axOPN/c/zYCcA4z7VKmAMscemENGNS9LNEodY2sUKHZctDMrjXh5gQZnEdrcFxqNo0RrOOiTD2x1VgVjML61WHh7rXb/bWsfZkFyl7ArQT2XMis1zC4RfbXqyt6SPRP+YipRDRMnSmrLWw4RvYwakTxGFDY5ZJTTc7IKM0svc7jhDR9+++c4ie9QN09fWz5IMvwEFQ0RKdyaBciS8dgpswKQhsvGLSLQuRvdLRYe66MEHEjsRxjRPExzhVPNumFc9jYHCQQiHP2MiwyaN240OGZzFjSkdpXKYbnKgqiEBGo9BUZ4pLqd/rCIs3mIBe08fO8nzUGtng+vd1u2zB9yruVvz7dbFcCdJhkUwhEoMxaWr+qHWEiNOYIKqIEsozJn4sfODjskl305KiEyE3lUqZ8xfOsWnbFtrWdbBQKts1RzWBgKoUlISgLAwJ3gxE9C+6gPi30K6JIJAQSKhIQQVllgeXRs3Uwqw61r2ug3VdPUxPTnHkyOGIzRShnTexFI/9HMazaVvDLqTFsB3CBbo/CjA2UGEnz2Vq6aoE91F7fm4f1pjsjIoaLjYnAReB1AIljZE51HeihT2Aj0qHxTmZYWCpBhGAUEhhFyNWJrNVCoyt6A7MqtqGE6w2YyuhUDJAO5pqtcLbh95kbHyEnXu3Mbihl2plgTDvQklJ1cmiyKDVDcT+XQdSJ0ltGawzSgkIpMCTAl8KAktKQmmkBqk0vq/o6GjlocceZXR8lP/3S38OgC8CfFmxKXKmJHnoeDaWX7P+rwydEdZQGG0jxb2vwmLDeKSw167JakEWiYu01x8V47JRAKF6LiJJ/nrj4mcRa0p2IcGF6wOE3jOhQ2KI7TmE6UJhEnukn9y7CFWMcMYVBJhliqM7SWrshs514vNtGpDXPU7CIiARVKs+Fy8MM1+tUlfXgPYVQbVq7acCJaShCZXBVRmc4OayKJZ3X7ikoxIaJbVxfESB2qa/pXVaCC0RyuSI6kAxX/HYsHUbdQ0NHDtxPLqt+GRhfKOOSEFobVVpESV1RaYSERr39T0/vsA+N0LjoEwubLhIuDAhNsbenXiuiJ+75T33s058ayvZaaJimGG2AJHSET/0tQ/HR2AERogfJvMprrlmCtuGdxWrdQLiEkF3/OrsPzvrl0olfvrTt2hu62Z93wYyMhtdh5HBJWhDdJnARUbe5RtHGEMXRYTUfG9U5UDEISKOFjhamsWccUA75nqtfWNucYndDzxAz+AgZ86eoexVcXFwyCACJ374sSfVoSprzxs2OGHbJ+2J9z5igcGsFCtqHpaPgERwF7HmNjsIbXEQE174/bKHflW9517HysSh+J7WfjCGJYMAPM/nzOlzdHX00NbaQUTPonb6EdrkqcbxaB8OK+208SsMlAilLWEJTyQZMhJJJYulJTrXddHR2Um5UmV4ZBQAB2nIuGbKXHbvKz5/NEMxrOAdNeL73sNH8RG6TVhjsgtnW2nfWqNy6JTQEqEcq75Ea7yvwoL3KhSSIJldSzQX63A+Dr1poUIPd5ME48BnuHjxMieOHWbv3p00tzZTqlbwhSawHmJHmRAZJXx86aFsovmHQtjlIl4rAmJ7mtQJm56xqpl6fELjywDfCQikIrAE7JcDCnUN9G/ezGIgePlbL9v7MjF1Wig0Nn4uWsGZqC6bsPbBUBAyWR2RX/aehkkvtFODssSeaNNw4ghCgdYuq2jaI+73jwvugdCTG1AbIqOKrv14jyPiZJ38prawVCjNhJkEIrHW+l1TZoWgXC5z7MRxlJulo6fHTDxKRVVyhQ6dQwot7WMiov9u8szxX40NCVkmmZgpTkde+RrPrd1ysVqhoa2VzVu3cOTIEcCG+mhLcwkv5fL4snhMieiIH43xlTAARBVdwt9CyRe0vt4acB+Nu7yduCfU2HglJbDFKezDlLBl2VkXNFooUx3jHu8rgan4KuzDqpF25agwtMa8lEhUEpbKVl28C7NuwiM6OTnJi9/6Jg3tbWzZeZ8tM24ka8LV2dAgA5T0UdJDyVqzw43App6GJf0ihLftKhN07NiagUqAL410IrFxeMucOEvVCp39fey4fzfvvPUWkxNT5lz296gGidUiauyjdsvwXxizFoRa8z2N8M4ESpqXjgQ88zCFIVyhSKvuAdPJWmHNye4Dm33ZgPtIKoZ5LwAAHTxJREFUddXyC40koXvvKVpYWuLQ8eMUmxtpbG0h9BklbXph62sRmIrIt5hXGbWCjj9LYjU2dGYoGRNP+HucSaMpe1VydUVaOzuoVMssLZbiM1yHscR1XuFR770eSnGrWFuyqxll4VAPZ93VjMVmvYWPjhl5+WO0XJ4wtiqXZCiAxAQ/3ETX6JWvSFXWGs/3jWqnFEoFJhfUXtrEtUnGhq/y2COP09rWyWKlau1iSYU7JDfrGb3pfkhKhLGcpRDGGytBSaPgC7SV5mz+NEQl80MFLagGNNU3sWXTDkan5vjOD3/I7OycqYCPjhcCjyz5ybYNJb24TxwkYu3lgA9Awv7LahYF85tZSCDeXH5EqrncCax5jybtDDHNrdJvIt74I9NVyUjWVX+vvbVEAMQduhy5LAUtrl126PAR8sU6NmzciOM6+IGPliJyIsRXFMds3fK1imV/w/eJwyY/6sQXNXOkBqkE7Z2dFJqbOXz0CKVKefXzvd8l1xz7IzHCMFcqlz8i0S8RjUeD7KPqc751rDnZQdhBsTyX/FfTi0IghKztxHsaArMos4jLb5O4HZZ/F0u3t5PwwjSo2moeMQlXKhVe/s7LrB8YYNuWbWTcDH6gEtedDAcKHy4Z5bN8KKwgs5BhzKsmTXBZGyV/j+7NzhKucOjrW0//4AD/f3tn9hzHleXn796sKqCwEjsIYiFIgpu4iRQpqqUOT8xiWT29eKInJsJuPzjsF7/5aSL8J/jVTw4/OsLT8oRj2hN275amtTS1UyTBFnc2SYCAsO+FWjLzXj/cm1kLQVHqFgUw634RCRSqshKZicofTt77O+f89r0LJrKL93erz1LlLpVfMy89K4mJ0eer5hNjj7FaBCNTuaw+J3XEjhA7x9fMYyIYUfuv3/75S6US41evMjZ2kIZsI8VSyTRb/obMzX8sGk2gFA2NDezp72duepp8wUZ2f0jpeEcicWJXBxivGqYoZuXzQlAoFBm/epViYZNXv/Ma2aYmCqUiCLauXht54HRk19gBCAgCn2y2kRdffoWCgnfevUCxWASeoQktx1PFiV2SqNGeRy7yLa76XC7HzVu3SaVSjO4/gAICP/gSeZI7ROgoj68FfsjQyAg9fb385q23WFxc2uY9c+wknNgliMiqUWvPqRyzqWV5dZWbd+/S1NLKrq4upOehlDZjO4IqA275zrjy685AIwhUSG9vD/sPjPHBB++zvFwhdjtpZx3bghO7OqJS7KLH09PTXL4yzt4jz5FKp/BVGOdwRF25ygbnpzOB8scSiXyhWKK5pY0z586ymVuPx+2SXMnD8eVxYlcPVBQFBarSpyYmp7hx8yZnXjwHNqrDGomjZs/WSrzjcymLvk8qnebwkedoamrmo4ufxq9pew5qF0f94MQu4cT+NIu5yAEh2MwXuD8xwfLKKsdOnjJ5qLY0vNaRxAE7Se62TKEx0q1ChZQeAwODdOzewz+98y7rm5tbb8YJXd3hxK7OUBW9WmdmZpidnSXT1ET/wADFUolouF8rjQ4rxG0n3Al+gT5FudQhAi+V4uCRI9y4cYOl5RXMSzvhABzbiRO7BPGISXmrdUw3GwDe/KffcPHSJc6cO8eewWF8pUwVIFE2o1Z9QKrSFr558djq2CoDPQ3kNnNIT/Laa99hbmqS8SvjVsRrtpXwqryOR3FiV2dEGQIAE/fvM7+wwN7RUYTnEYZgDHZWDKSsMSHvLETNT1JKUyJKSvp27yaTybC0vEjB+u1qcbey9YUTu6SxRTGASlUwYmCemJx8gNaKU6dPE6qoYJAw60SRj83Nqt3k9lA+kMpDi3KKtRCEWiE8j6GhYbJtHVy6cpXJycnHbtEJXv3gxK7OiIpjFv2AxaVVuru6Gd27l418Do2OhVBDPEmx5Xa+sT2uZYtI0+bLKqUJwhDf90mlM+we2sv9Bw9YcOZiB07s6gKBiEs7eZ75k7/91ttcvX6NU2df4NCRIxTyhdiwJuxsbGUP22ehjqCwCf5aShqzWb77g+/x7oULXLx48ZF1XURXfzixSxyPv4gri308nJ5CpjP07xmiGISEYUhFKZKq7zu5Ckh0KyvAuqAFSkMpDOns6cUPFblNU8zzy09IOCFMIk7sEkTshKsp3hl3tbDXer5Q4NInnzA4PMThU8+zWfLjLcR9HG1PPhG3GawsCbRdcV6l96+M0CruDRsV+CyFirEjR+ns7eXGnTvcuHXbrq1Aq7iYQVRHsHxEz0oc6/iqOLFLDF90gZorOxKuufl5Hk5NMTI6yvDoKLl8Aa1BynJ3s6juKESRU0U/kIrXvlG28NYIymOLQkSmaEmuUGT30BCDwyNMPJxk/Oq4OTKNMRtGYW7tKdsZMzGOp4ATuyRSY0Yry5QkDEOuXBnnzt179O0eorunz+bA7sSb1C9HuTBlefHDkFRa8u1/9ifMzc3z3rvvlt8gJShljNM7v6uO42vCiV2i+KILVxOJ3YMHDwilR0dPL8VC4Y/tm7MjqJpQ0RopBPmCz779+2lqbmJ9zVQulsJ95OsV95dPDFsLnah5VCwWuTJ+lZb2dg4fPUqxVErMzKRSZnRSa1NWdGN9g+PHjzMyPMLDz6dNnmzUcCa+F6859ieloDieWZzY1QNa245csLK2xu07d/E8j4GBgUSMS0kp4wWIx+6KpRK7Ojvp6Ori9q073Lx9BzB+PEON4zp6yo3XJRIndknjcRGJHZv6zdvvkPd9Dh19jta2NgqFLbpwPWNEt7CmRaSKx+2Mgdrj2KnTeK1tvPXW2wBIT5YjPPnI3C4urEsmTuwSyFbl2CWmjeKv33gTmU5z6OhRvHQaPwi2Yxe/drbul6HZzG+yf+wgQ7t387srl1nL5av9dltGcE7okogTu8RRncsaX822gc6F9y6QymTYMzRkU8OScb8mhIhvZSszPwrFIv27BxgZ3cf8/AJzc3Px+vFKjrrAiV2CEDaJX2lle8VWllM3Yrc8O0tPbz89/f0UiqWo5lNiqLSfAAQqpKmlhc7OThaXl7h15y5BEEQGPVwUVz8k65PuKCMqBuHt9fzZ9RtoYP/YGJ1dXeQLxXiVpKIRICS9gyNs+iHjV8eN2DnqDid2ScPaLso3s+Vsh//x+us0d/Zy7NQpdnV1USyVjNk4sWJny49KybFTp0hnm7jw3vuUfL/8Mrp6SsLNTyQWJ3YJo7oCb3VTmcufXmZg7wgN2Sx+GJrUKnZ0fc4/DgEKTaAU7R0dpNIZZuZmYz+eiH12iVV7RwVO7JKGEHEtOq1VnA/74P4kt65f47vf/z79A7vZzG/G0UuSL3UhJZv5PC2tbRw7fpzNfJ5fvfFmxQrbt2+ObxYndgkl7gQmJKViiQcPJvD9EkePHiWVaaBQLBkvGlvVEUkOSoEfhHipFENDQzQ2NvH2O++aiNcJXV3hxC5BaG0XW9TJXMuS2dk53n7nHXL5Is+dOElbezuB7RwWt1ZMKFprNIKGxgynTz9PX99u/uePf2xvZUWF3iX4JDgASG33Dji+HqIITdkBd1nRG6xQKvL5/CzZjk42CgVC25hGIqzXLjl+u1qEFKAl+UJIQ1M7XT09oMKKFQRaG+GL0sc0VDUSdyQDF9kliWg6UWnrODGX693f3+O9jz7mn3/ve2SbmlEhCCEBGTWb2Madfroo2yg3t5lj9+AeTp87D8CFDz6MJ2i0VlbwolKnTuaSiBO7RFEToQmBUpq5+UUWlpcZGR1FIQiVqqvrWQiB7wek0hm6e7rRIsXvPrtmZ2OjkvOVgp9c8a9nnNgljFqL2Nz8PJfGrxAqzYmTp1BKGbHTVPvKEoqU0ga7RsA6u7o5dvZF/u7111lcXjYrVZR7isY9VYKj3XrFiV1CqG06EzEzM8OdO3cYHd1HZ2cXhWLBeu8EyASrXCXaTFQUS0WyzU288u1vM/H7u8zM2zzZyFitBULIpOt/3eLELlHoCoew+f5wcoIrly9x+MgRuru7TGHLyF9nw5ikFO/cCh0bpwX5QoGWlhbOv/QtSqUit27eZm1jA4QXR3TmFApkYp3W9YsTu4RhM6AQtpBlbmOD1bU1hkaGSTc0mFtYhPHhRSKX6Ota2+bfEIQBGti9Z4AgCLg3McnqqinXXplG4nQumTixSxJRZFKhXhNTU3R0drJ/7KAZiwojf5kVPJFsrYsySRAChaAUBmRbmmkfGOLq1d+xFI3bVb3HmJEdycKJXYKIx55saDI3v8DPfvUGu4dH2T82RhCEaG17jYmKOcgEhzLS3pJGGROelyKTbeL8t17m8vgVpqan7Zr2H4CNdqW7MhKH+5MmkKg74OTDh0xMTHDy+dNks82UfN+IXNRiMeFRHdhk/zhfGEJtxjUPHDzE3PwS05/PALbrWDw97UgiTuwSRuXg+rXr1wmDEudeeokQKAZhlYPMVEiBJPvK4kjNCp6vFEU/YP+BMdKZNNdv3GJpeSUWuihb2FlPkocTuwRROekwu7jE9Zs36O/v58SpUwRhSBCGVBvrkt9Ky0Sv9rxICQgKxSJDIyMMjezl0uUr3L9/v+INW/YccyQAJ3ZJQmuk9c5du3adTy9dZteuDgaH9tgKJ7qcZFGuGpBkrYuPVUTHKwUh0NXTy8lTz/PpxQ+5c+umXdVEdGZCY1v32vEUcGKXKMpR2/T0NItLy3T29RMobaO6OiQSdAEIMwkRWPvNnsFBGjKNdobaJf8nHVf1JEEIzIyDHyguXb5MPvD50+98h42NDXOBS686dXb7dvWbIbLiSOwkhSl+pYMAX0pOnnqevv4+Jh9OxWZiLSremPwzVFe4yC4paKxhGNbW1vh8ZoYwCBnZu5dCqYQQEo0Zs0r2fWs1W82/KK0J0XT39NDa2sYH73/A/PySWV9IM4PrJigShxO7BOFZc9hHn3zM53Nz7B4aon/PHvJF35TzrLjyhTUUR0siMaXs0ELHfSeiaE0pyLa08MqfvcpHV65y4f334rcppero30H94MQuSVjRunHzJn4Y0jswgEinKQU+ujId6pFLOalqRzy7Ggl6NKoZBAH5QpEjx47jSZiZnXGl2hOOE7tEYUTsl7/8BQXf54Vz50k3ZikpU5ocLRBam5ay2jQR1Ehb2ziZmAwRM24X5Yx4WqCVItSK86+8zMjevYx/9hm3799HIPAgPkeO5ODELlEY0cqvrZESKbo7uwn9EE+YC9jTCk+D1OABUiW+nF2MUODZRVohU35Ia0sLTU2NLCwusLSwaNYVstxj3JEYnNglBata0w+nWVpa5eDYGHtH97KZ2zC9JqgOVGrK3lXZi5O0xHXq4orE5fMQokFo9h0+yvTnc1y8+Kk9l+6ySCLur5owrly9ylqxxPC+Udp2tbNZKKARVHZYUNHEBMleDEbRreahKs6FRpPLF9k7dphCsci9exWZFI7E4cQuYfzjT39KuqWZodF9NLe2oRAEaJQQKCFRkvIiykskDrVDVZU/b/Xakx5/mfVqBepJj7/SPggzYKeFJBSSUApCKQikQHke+TDg8LHn8LXm+u1bLK+umve4sieJw5mKE4QfhMw8nOTIoUN0dHWxsZFDgUkhq6zPFimBEPHYlNBbj9+Jxzz+ote+6np/6HaftO4jjsLK23abTZEvFOjo7KKjq4v19XVu3brNi2dfMG+sh8HMOsL9+0oIYRhy7foNpqanOXfuRYaGh8kXiggtzLLFeyRmsF5qYrtxkpbHU761LZZKtLe3c+jgYQpFn1//+o3yarUhquOZxondM0pU3ST6vpnP8/7HH/Nwappjx5+jv7cftEYg0KGyAqCqxaDqYt7uEbanswh0+ZgrhN8sAhUqsk3NHD9xCoHk//3q5+Z01Ms0dR3hbmOfQfQWTXIKhSK3bt1CNGZJNTaTyxdQWiNEVAnFPEZXX8PxeFhCvRbmsDRCi6oS9NHpU6HC9326erpp69hFcWnWvtEpXdJwkd0zSCR2laK3urbK5fFxTpx5gYGhYYLQJyrjJKUwQoe2g3NmKUc9T3pcu1AdMdVGUI997XHrbbXtJ+3Pl922XQTWPm1s1BLzMwL8MGB0bD/7xw6QL5Uohhqlkin+9YyL7J5xhI1ApqamWFpa5OWTp9jV0Y4fahoyabSUSM8jVIFpGB0Z7HQ0gB9FfX/Qb7ff9RY/b/Xa49arFJba9b6q6NRsu+btOvoiJRqFVgpPSnp7ehgZHeHNn63xycWLvHT2ha/4ex07HSd2zxim76uIH0sp8X2fTz75hIXZOVoaG5mbesjyypqpgiJNRy2tNSlPgja9sQUCrWzco3Wi+2XHdhWBmZUWEo1GS1M8YS706e/porkpy8LKGn//+uucPnGMbGPjtu634+vFid0zhhAiruAhrResVCry3oXfMvXgPv/9v/1XfvaTf8APgjjIKWdLmAfiMVFPoqkKNIU9fHMChNak02lWV5ZZmZnm/t07LC0ssGdwcLv21vEUcGL3jFE7C6u1xvNS/MWf/wX7RvehlUZIDxCESqO0wvNkLHZa6Ypu9+Uh2yQGdkKA0uXSTkKLKo3XWqOw50Mr0Jog8Dl+7BjpdHq7dtvxlHBi94wjhMDzPM6cOcPBg6YRtueljK1CawKlSKW8aFoSrZTx1AlBPcxPKR3GNhO0RAhrSBHmXCjsxKs243dB4NPT3UUmk0ErhXCZFInBid0zimmDaJo6p1Ipzp49u9275HDsaJzYPWNUihyYcbvIghJNXFRNhn4RtZOg8VMaG/MgtEBqgRIKLQJr6Uih8VBoBIG1dAhQKfu7BUiFsqODaIHUmAKaQtkoSyGUxhSbMs8jQ7T20NqURg9FiNAgtanboqJRNilAhUiNKTdvu31XGqV1zZDkF8VnttpfxYmonTV2JAEnds8oorLycK1v5Mteo9Z7F9sxEPG2rP8YAKXtJIcUCKGMUGnbYFuDErpi2kMgtELYSRRTITlyvWnQIVoLEFFBUbO/xvCsQSnzu4VES5P1oDFaKADlmT324q5h0dil3f9I7Ci/RnlKZuvT8MgrTuSSiBuQqHN0/PXRqdnaCUzT0EHGrwkkGg+0RGOqp4TSuDu0jgy8pqCSkVRlgjIbE2opiNwvcRvD2Hqn8OweiJq4yzwQJsLTW+157XHU07Sz43G4yK6OqZQ4bTMqIjkRVtS0fU1qgVCYWUsVomUKhIcXbUUFhJmUaTItTel3c3ep8XSA0AqlQmPiFSkQKRDCNKTWoFSAQIEyEwhCSAiFbW4NaA+kh9YCLbSNGO3eC2uf0/FNsT2WiuN56mfTsdNxYlfHbJXv8CjKqIgSCB3C5grF+Tk8BCnZQGltlTAsITp6aNh3kMA2rdGR7GhlblGLeeTKIoXPPycslUjt6iIzMEJpfQW9skBDtgmlQgor86SybWT2jaEW5/AX5gh8yOwZJdM3gBQ6Lr4pEWgheFJmlxM6Bzixc2BEo5xdajACoSCalNACPM3qw9tc//kvEPkS6VSawvISyleIvr2c+Lf/gebOdnRDNGWhEVISbqwx//Fvmf9snMU7t8n7Aa1Dozz3/b9mavwjli5+SFtnN0GoyS/NkG3rpO/MeRbuXif3cJLCRoHec3/Cke/+kHRXO9KTgCIacdRu1M3xJXBiV8/oqDODrnjKSp6IMmeN2VYAeCnm713nd7/+GfnpOdJNWaTyUZsKv3WAwZdeo/nsMWRjilBrtFZIIfHnZpn46U/47IMPWVxcYrM5S9vkFHtefoV7H77Hjb//Me3dvXiNTRAWQKQYvX6Lydkp8mtL5BaXGZhZZvjoaXZ1nEB6sioXBMBVKXE8CSd29U48+xCVedpqoiJ6PmRz8SFZVaK5uZVT/+pvaE2FTL71Prcm1gk3S0hpbl8l2szcApOffcLF//2/6BwY4cxf/w2Df/kqxY08fcdP8uD//AO7MykGhvdy+tXvsjZzl8/e/5D7V67wL/79v0OrTW5deIe7E3d4cP0GbaeO4aWJZ3KlEMlt8u34WnFiV+eUhcLMlppqKLLsl8MDUiACIKQ4P0cYwPCRkwz/+Q8IZm+RuXgJrRbQtjejtm1thA7A36A49XtUSTF47HmO/NWPyDx3CLW+gtzVRzGfJ93YTO/YSTpe+wFceYPi5UsUU420/9lrtPirrMxMcPf+B/i5vC1bZawoxr5ibTJRcYQK4XMa6KjEiV0doyu+RxYUY//QcXqVsj45oUMIixRm5/B92HXoGM3DB1mY+z1FESAy0NLWXPbPRSOAhRzB0grphjY6Rg4gDx2FxhZkYxaAUhCi0k1kegfhwAHU/BVyniTd3oUc3A+sku3uQOsAdFixwzaJP/qidXwr6yzBjq1wPrt6RthMA7tE2bJCl6MkhUBJgVYhrK6Qm3iI0pKWw0dhVzubK4ssryyTammkb3QPpGz5pEhCM2l0OkM61UCmsdVYSgB0EO9EgIcfSggUqlAiCAXtnf14qRSUfIqlIqEK0GEYR3blRUWHYjZbszgcEU7sHECUaiWsaVhYuVIgQuKJirUVNmbm8FJpZFMzEFJamSfwA1RjI3R1lMUIAUKCr5FByOZmjvWFRbTNrECYyA6tIVQEfmB+byhQvsbTnokurUk5DEKTyhHnhUVRnEZqY1Z2H2bHF+E+H3VNRZlzXa4MouNUBgWESEK0nydYmGVlfpnWzh4a2tthaZqVexMU8oJUWx80eGgpEVojNUY4W7tIDQ6iww1mrn3K9P/9R/TiLOvXLkMxRyadwvM0wlP2NjSF0BIdhnHWhZASz8uAtKMuotzvligDw4ZycUtIbSNUF+Y5LG7MzhHHSLWj++a21gqO9ilurLO6Ab3tHaSzTWwsL7Mwt0SuKGhu7nrM1rOk2nuQDSlWp+8z8Ztf0DCym/V79xBNbUhPEqLwCUELVCAolkIyumijRIUfakpalFvfCmwdOvND5LKrNtE4HNU4satjjEiY21SzeFXGYrARklAUNjeYnp5nWjfwreNnyXb1sLr8kHtLOfLZTkaPPl9+AyEIgSKFRHDw/Ctk//ZvufjGm3zw7pv85Jc/R3b282/au9nMpJhOp+mzOlsSaZYzjRRTKUKg5CsWRAMLXgNBJgNCEALKM+GcrIjaokCv/JPDUcaJnQPrN4lvB412SCN7WgIhXiZL68gBXv7Rv2bg5BkyzW00e90cf/UvCfIewydOmy3p0PpCPFMtRSm89l20n3uJI41N9J08TSGUyF09DIwdJKVztHT2s+fkCyCgZXCIc//yr0jLZlKNjXi6neGzL/GtTDd7jh5BSGm2CyZPVlfn9Docj+ORyL+2H6kjyURhkc021Z61m0DcalGbcTtVLBBs5Mgtr9PWtRuvtYXQ3yC/uARkaGztINXeiFYByBAhPEJlJhmkVFBaJ1xewl9bRysJjVky3f2U8msEuRzp5g4au7sIN1YorOWANE193QhVoLi6SCnn09DaS6a1hSAliAwukqhlYjmue6z1xOlh3VBb9uz8+fNO7Oqbqron8UysKVVufWx23Aylym+TaTszan1vtswTUqOFAqFMUU1b+snUt/PBVjUxb0kBsuydIwVSgjKzsmgBnrCvh2Y2QphKK8r4Y+z+PXrr6sTOsZXYudvYuqZ6lCt6KCt/ENZCUjtvLwWPPikQeESFlkTsEjHlmbam5iMoaxvdSCBdrt30yP49ukWnaY6tcNYTh8NRFzixczgcdYETO4fDURc4sXM4HHWBEzuHw1EXOLFzOBx1gRM7h8NRFzixczgcdYETO4fDURc4sXM4HHWBEzuHw1EXOLFzOBx1gRM7h8NRFzixczgcdYETO4fDURc4sXM4HHWBEzuHw1EXOLFzOBx1gRM7h8NRFzzSg6K2UYXD4XAkARfZORyOusCJncPhSDxCCCd2Docj+QghSP3whz/E932CIMD3fXzfJwxDlFJorVGVzZEdjh3KpQfXAXh+5Mg274ljJyGEKC+zs7M6l8uxsbHB+vo6m5ubFAoFisUiSinC0HRs11o/YbMOx/bxH//uPwPwX370n7Z5Txw7hUjkPM/D8zz+P0sLYvJM9CFQAAAAAElFTkSuQmCC)
An isosceles triangle is one with two sides of the same length. An isosceles triangle's two opposite angles are equal in size.
¶Triangles are three-sided polygons that are classified into three types based on their sides, such as:
¶Triangle of Scalene (All three sides are unequal)
Triangle of isosceles (Only two sides are equal)
(All three sides are equal) Equilateral triangle
¶Triangle's isosceles perimeter in units of P = 2a + b
¶The area of an isosceles triangle
A = 1/2 x b x h Square units.