Question
The length of side XY is ______.
![](data:image/png;base64,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)
- 3 cm
- 5 cm
- 8 cm
- 11 cm
Hint:
Polygon is a two- dimensional closed figure which is consist of three or more-line segments. Each polygon has different properties. One of the polygons is quadrilateral. Quadrilateral is a four-sided polygon with four angles and the sum of all angles of a quadrilateral is
. Here, we have to find the measure of side XY in the given quadrilateral using the properties of the quadrilateral.
The correct answer is: 8 cm
In the question there is a parallelogram WXYZ whose longer side measures 8 cm and shorter side measures 3 cm.
Here, we have to find the measure of XY.
Since, the opposite sides of a parallelogram are equal.
![text So, end text W Z equals X Y equals 8 space cm](data:image/png;base64,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)
Thus, the measure of XY is 8 cm.
Therefore, the correct option is c, i.e., 8 cm.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Related Questions to study
The given polygon is called a ___________.
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
The given polygon is called a ___________.
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
The sum of interior angles of an octagon is __________.
Octagon is an eight sided polygon whose sum of all angles can be determined using the formula: , where n is the number of sides of the polygon.
The sum of interior angles of an octagon is __________.
Octagon is an eight sided polygon whose sum of all angles can be determined using the formula: , where n is the number of sides of the polygon.
For what values of is ABCD a parallelogram?
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
For what values of is ABCD a parallelogram?
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
The measure of side AB is ______.
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
The measure of side AB is ______.
![](data:image/png;base64,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)
Parallelogram is a four-sided polygon whose opposite sides are parallel and equal to each other and the opposite angles are equal to each other. The sum of all angles of a parallelogram is and sum of two consecutive angles is
. The diagonals of a parallelogram bisect each other and the angle into two equal halves. Here, we have to use these properties of a parallelogram and solve the given question.
If AEDC is a rectangle, then the length of AE is ____.
![](data:image/png;base64,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)
If AEDC is a rectangle, then the length of AE is ____.
![](data:image/png;base64,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)
What is the measure of
?
![](data:image/png;base64,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)
properties of rectangle
opposite sides are parallel and equal to each other.
Each interior angle is equal to 90 degrees.
The sum of all the interior angles is equal to 360 degrees.
diagonals bisect each other.
Both the diagonals have the same length.
What is the measure of
?
![](data:image/png;base64,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)
properties of rectangle
opposite sides are parallel and equal to each other.
Each interior angle is equal to 90 degrees.
The sum of all the interior angles is equal to 360 degrees.
diagonals bisect each other.
Both the diagonals have the same length.
The value of y is ______.
![](data:image/png;base64,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)
The value of y is ______.
![](data:image/png;base64,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)
The value of y is ______.
![](data:image/png;base64,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)
The value of y is ______.
![](data:image/png;base64,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)
In rectangle ABCD, the measure of y is ______.
![](data:image/png;base64,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)
In rectangle ABCD, the measure of y is ______.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATcAAAD/CAYAAACU7pFfAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAGTmSURBVHhe7V0HeBVFF6X33kGKgKAIiKgoIIqoiNiwoSiiFAUULICKioAgIEhvSei9dxFUEFGqQHongfTee0/uP+fubnh/fEAqafd+3/neS97bebO7M2fvnbmlAomIiIiUQRFyExERKZMi5CYiIlImRchNRESkTIqQm4iISJkUITcREZEyKUJuIiIiZVIKTG4JCQl06dIlOnr0KMPBwYFiYmIoKytL/4aIiIgIUXx8PNnZ2dEvv/xChw8fpv3799PevXtpz549/JoTx48fJxcXF0pOTtZbyJsUiNxAYNbW1jR06FBq3bo1Y9y4cfTPP/9QSkqK/i0RERERInd3d/r000+pTZs2jLZt2zLatWuX/d4U/fv3p+XLl1NYWJjeQt6kQOQWEhJClpaW3NEKFSowOnToQIsXL2btTURERASSmZlJly9fpkGDBjFPVKpUibmiZ8+e9PDDD/OrgR49evDrq6++SuvXr6eIiAi9lbxJgcjt33//pQ8++ICaNm3Kna1cuTLVqFGDRowYQdevX9e/JSIiUt4lPT2dLl68SC+++CJVr16d+vbtS3PmzKFdu3bRvn37+NXAjh07+BVmqaura76twAKRG+xisG6jRo2Yhdu3b88E17t3bzp58iRlZGTo3xQRESnPYpDb4MGDqX79+jR8+HA6ffo0xcbGUlxcHL8agNWHV6zRpaam5nv9Pt/khkW+BQsWUIsWLahTp06srb3zzjv8N8xUmKbBwcH6t0VERMqzmJJbw4YNaezYseTk5KR/WjSSL3KD/Xzt2jUaPXo0d/Tll19mNdLKyooeffRRqlOnDg0bNowuXLigHyEiIlKexZTcGjRoQGPGjOHNyKKUfJEb3D+wlQu7uXHjxvTNN9+Qv78/r8HBpq5YsSJ17tyZCU9EREQkJ7lBMbpy5Yr+adFIvsgtNDSUpk6dysSGLdvNmzfz/7Fl++GHH/JuSLVq1Wj+/PniEiIiIlI6zFIs7qFTzz33HGtoffr04YVBCE4A63BNmjThz8DO8G2BGSsiIlJ+xZTcsKHw/vvv0/nz51n5MYB1fADvsZFQUN7IM7lhBwO7pF26dKHatWszA2O71pBjx47RwIED2SXkkUce4W1d8XkTESnfAnLDstVLL71EtWrVogEDBrCD7m+//UYnTpzgV7h+AH/88QdHPeXXedeQPJMb/NemTZtGzZo1o/vuu+8/Tna+vr40Y8YMtqvB0BMnTiQ/Pz/9UxERkfIoIDcQ1muvvcY+sbDuoPw8/fTTrAzhFYQHPP/88/Tll1+y029BJM/kBhN0yJAhVLNmTd48MLfjgZgx+LzBNEVnEU8mIiJSfsUgtzfeeIN5AY68UIAQAGAAhAfAlQwhnX/99Zd+dP4kz+S2ceNGjgWrWrUqTZ48mRITE/VPbgjW5ECAVapUYR84BMZih1VERKR8imGWvvLKK6wYwdEf/LF06dJsLFu2jLFy5Uo6ePAg+fj46EfnT3JNbthIgNcwdklBWvXq1aOZM2dSUFAQhYeH8w4qbGS8hzoJcxRmKcxXmLHwixMRESmfYrqhYOyWOjs7658WjeSa3JKSkujs2bMczApXD6iRI0eO5MD5DRs28OuaNWt4DQ4uIK+//jqrndh0wPtTp07pLYmIiJQ3KdHkBo1s9erVHLFvZACBfYyYUjjsduzYke655x5+D7MVmp3xPfwfx6alpemtiYiIlCcxJbcS58QLfzU46EJjg80MwurevTt17dr1P+jWrRt/hoVBLBxifQ5makBAgCSxFBEph1KiyQ1mJTKAIOsHXrGxADMViSn//vtvfjV9f+7cOU5pcv/997P2hu1d7H7AvBURESlfYo7cSkRsKRx3sZbWqlUr1to++uijXGX8sLGx4UwhCKSHprdixQreeBARESlfYm7NrUSEX2Hh7/PPP+e8bXDctbCwoMjISP3TmwvM0Hnz5lHLli3ZK3nUqFFFvogoIiJS8sSU3OBFgRRpsPxgyeUE3MsAvMc6fZHlc0PCSTjlIgMI1s7guIuYsNxsDiA+DP4q0NpgmmId7vfff9c/FRERKS9ikBv4A9Yf6iMg5yOKSiHkyigwBRw5coSLyCAMC8oQSC4/cltyQxArUhoZO5/YGMDOaW4FpulTTz3Fx8IzGScEfzkREZHyI1CSEKFg1FDARiM2H/v168dEh1cDjz/+OL8iEGDVqlVFVyAGUfqI84KdjN1PJKTMi5oI0xSxpnfffTe7jcBMRe43ERGR8iVIsIH1enAJlrjg4N+8efObAm5ns2bN4kCB/MhtyQ3qJHY+N23aRLt3785zpAE0P6iWyCSCMCxs/4rmJiJS/gTZgcAlW7ZsYW+LtWvXsrKEAAC85sS2bdvYlM1v6GauNhRERERESpsIuYmIiJRJEXITEREpkyLkJiIiUiZFyE1ERKRMipCbiIhImZTCJbfMLEoLSaJkj2hGikeMQCAQ/B80foih9PBknTiKRgqV3DIT0yl4oQO5P3NY4QhdfebXm+AoXX1aIBCUaZid+7+Sm+KHq8/8QuHrXFkhKiopVHLLiEmh60NP0oUKixQW078VlufAMvX/JXS+wkI6V2GBQCAos/hZzfNFdLHC0v/wgPF/v0/PlSJyi00lrxGn6VKFFQor6XKF1Qqr+PVKBQuyrmBFNpXWk12NzWRfawsD7+2qbxIIBGUA9jX1uV1Tze1qG8mmwjo1960UB1jofGChCG4Fv/f/8mLpIjfvUX+rjmuEhhO5lE1ulmRfdytd63mCQoc5U8xEX4r+1IeixnlR1NjrAoGgDCD6E2+KmeBLkWM8KeD5S+Te6QjZ1dzEXGDwADgBrwFT/y195AbNDSfi3Hw3uXU4TI4Ntqu/Lcm2+kbyfPB3Cn/fnZJnxxCtUye2Ux24WwGvW3VsEwgEJR7GXN2usEsB83gTUdrPSRT7eQAFvHCZ3NofJOuKa8m68lpyaLRdKThbdIXHonSSG+xpmKH+z16g6Ak+5P/MBXJquotsqqwjmxrryKnZbvLuc1ppbdcofWGiIjl1MC7UZgV1cWijQCAo8cBcxZzdor9aZlHC1FAKBKl1PMJEZlN9PdlWXc8anP9z/5LH/cd4yQoEVyrJDZsGYOaQoY6UaZlOSbMjKOQtJ/Lodpxsqq3jRUWbquvItf0B8nv6vFJjfShjZZr2BMCFAtmtEQgEJRrrFUBq6jVlTgxFjHCj6w+dJPsGW/XNg5VKkdlFvv3PUsznPpQ0M5J8nzrLa274rFSTW/Ab9hpZKZU1fWkqa3F+A86Ra5sDZFtjA18A60prybP7cQr/4Col/xitSC5VIzc8GXDxzF1UgUBQPFirgHkJrU29pi9OprgpQUpbu0Qubfby5oF1pTXk0HgreXQ9RsGv21PyrGht2Ul9H+twGvGtKOXkpk6MSWqHgjqxzFXplPpTPEV9dJ2uP3KS7GpuZBUVWpxTc2Wq9lWm6thrbLMzwW1QwMUEzF1ogUBw54B5iHkJqPepc+MobLgreSqLzK7uZrpSyZJsKq9TJulhCn7NjuK/CaX0RWour1UEhvU4dVzAoLJEbmB5w9SECrtNnc/qdIqfHEhBL1mT+31HyLbaek2Lq7KW3DsfoaCXbSjuyyBNizPW4XC8uQsuEAiKHlA0sHmglJXUn+KUgnKNzU2XtvvVXF/Nm4hOzXeQT79/KHK0p/pOgqbYYO7rx2ZZZvG6W9kjN1wgQwvTNbK0hUkUPf46+TzxDzm32EPWVdeq41aRXe1NdL3XSYoYdZVSZsdQJtbjcAwulpCcQHBngLmK+cvzNYvSlyZRgtLGoJW5ttvP7hzYOLSrtZGu3vsLhbxuR4nfh6v5mq7NUwBtoK0yT24G8D99TS1jVSrb5OHvubGNbl1xDZ+4bY315Nxyj3oSnKGYiT6UuUIRnPEUMC6YQCAoOoCcME/VfEv+MYZC3nIgz67HybHxDrpSET6sK8mh/lbW4GK/8Ke0BQmUZZWpzVHMcdN5Wm7IzQBOHp9tVccuS6XoT3zI75kL5NrhINkoLQ4uJTBVPbv/RmHDnChhWihlrFCmKsxUMVUFgsIH5qQxZ9UrTNAYNS9BSlA2Liliwry0q7uJPB/4XWlr9pQ4PVybi7dSPsoduQG4ELgw6ns4+VTF/lEfepLXI3+SY4NtdKWyJVlXWEOODbeTd++/KFLZ+tiUyLLUnxCAkJxAUHBgHunzCZt/idPC2QTVogw28k4olA74rPoOOEdxkwMpY7lSNgxNDcebIzagXJKbAXwP2phSgzNWpLAzIFxJ3O89QjaVtLU425rrla1/kPwH/svbz1mWGbd+WggEgtwBxKTPv7TFyRSpFIzrUDAUkWmxoavJvt5W8nrsFEWO8qDk2VGUtVrNP8OKut38K9fkZgAXGTukirDSfk6kqPHX2dHXTZHalcpWrBLb1txAXr3+pPAP3ClxRoTmAIwLjONwvLl2BQLB/wOEhPmJeaOQviyF4r8M4nnrds8hNYe1OFAHZUF59viNvRjwOSIROKIISoW5ds1ByE0HCArHqfeZazKY5LBz6tHtGNlW20BXKllwKJdjk53k3e9vip7ow86EWevVhcJxt1KPBYLyDswNzBEdWWsytTk22pNjv+3rbKHLWA6qtI6cW+7VLCVFaumLU7QNA8wxIC9zTMgtB3AsnhDq+PSlyRT7mb8Wt6aeKtm7qrU2cLxa8Ku2lPBtyA1VWd/lMduuQFCeAVLD/FCvUApiPvXlOHCEQ2IDD3kX7WpvpOsPn6Swd10paYYyQbHGjXmMuYXjzbV7Kwi53QS4mPpCZ9r8eIr80IMD75F1BFoc1uMcGmwl775/UeRoD0r+IZqyLBTJiQOwQHADmIsGqS1KYhMz7G1n8uh+nEOmQGq21deT290HKeB5pa1NDqCMpanacUBBlAUht1vAIDh1gTNWp1HSzCgKHepI7p0Ok03ltexQaFNjLWccwU5O/FdBiuDU08ZY7DRgrm2BoCwD496YP1ZZlDovjv1Kr/X4jRwb7uAdUMxXuxpKW+t5gvOywWctE1YQjisosQFCbrkA2oOpqp5AcBvRfHAukqt62kCDu6h+27bORrr20AkKfceZEr4P1W6SocUJwQnKE0BOGPcK6UtTKPZTPwoYfIlc2x1ghQAbdEhL5NHtNwp+1Y7ipgRqG3SYs7qWZ7bdvELILZcwnkRoWyFVmapIgHmtx++8s3OlkhXfOMdGO8j7yX8o+mNvzTdujdLkcMN0DdBs2wJBWQDmB8a6AmK5EQUUNtyNPB/4jexqbeaU/3a1N5Nzq33k8+QZilGkB0d6nhuYV4U9P4Tc8gBcfLSNp5J6xYZDwlfBFPSKNbl1wIbDOtUHS7KtvYGzAQe+ZE2J34URGc6/uPlCcIKyBoxpAGNcAc64sZP8yffJs+TcbA/ZVFvPcxMhVAibQgA8iC87fhvzqbC0NVMIueUT+A3dxy1lXiyvGfg9dV49lfbyRYTq7dBoG3k/9heFj3Bj3zisPbB5K6aqoKzAeNir+YZY7Hj1sA95y5HdO2B6glRsq2+gq/ceZQd5POyzN94K0wQ1ByG3AgAEhZuD31uXRSlz4ihU3Vj3e46Qba31ZF3ZilVxeFzDKRihI1iDyFqbT78dgaCkIHvca5pads7EXqfYZ40rz1VZQ06Nd5JX79MUPd6boxD4WP24Ih/7Qm4FhKGO4/fU76YtSGTfuIAXbiygIr2xfb0tnGAvBE+v78O1XVUch76aa1cgKKkwiE2N37RFyRT1ibcW0XP3QY7kAYlYV15DHvf/SiFDHTisMWO5boICON5cu4UNIbdCBH5XX4+DqRox8ioH3js23aH6ptVTdWqqRTggVi7lxxjtGHUTWEUXLU5QkgFSwvhWQPB64jeh6mHtQB5djysTdB0vxeBh7nzXHk7tj021NKMYU1GboOYg5FaIMMxUQPUhc1WGluVgiA25tz9EdtU3kHUlZaoqc9Wl1R4KfPGK0uIiuKANrVEX3DhWSE5QkoDxiDmltC6EQoGwQFxwakcJTSSZQLpv+Kxd7fQLpwpLnRurWSfFOaaF3IoAuJF4UmHRVP2dqrQ4FIT2H3iRnFru5vxUuNjYPUIWhNB3nSlpRiSRlfo++g3VPWebAkFxwCA2NS5BVvFTQyjoVVvy6PKrMkG1eiS2VdZxqn54B8CnLW1RgjaGMf7xWlwPayG3IgaeWvpN5syibzvx2ptDIyy6WnKfnZprGw6omp36c7w2GKD+F+fAEJRvYNxiDPIDOotS5sVR5Jhr5NX3b/YCwNhF2JRr2wPk+8Q/FPnhNXZwzya1kjBuhdyKGMaTDzd9XRalL0mheC5Ldpk3HGyqrOf0yXbVodIfUf23o8TpylRVJm32sWKqCu4UMM4MU1KBl1amhyut7Aq53LWPbLC0UlGZoHW20PWHTvC6MuKqOSU/jsU4x5g11/adhpDbHYRhqlplUfLcGPaN833yDDk03qYu/DLV/5XkqLQ4mKooXwZNjwcLCkeXlAEjKLsw0dbg3pHwXRiFDnMmr0dPcU1QmKBwUsdDOUA9nOMmaa5N2dpaSRujQm53GMaTUVfdsaGAhHzuHQ+Tfb3NfA68q9piN284xH8dTGlLkygLGw4gRwwk0eIEhQlD41LIXJVGybNjKFJ/8CJ/IXb6ryggtPB6z5MU/r4bm6l8LI7DeC6JY1LIrRiAgQCiUk9J5Kxi37jP/dVNuEjOitQ0glutZSPt/juv0yXNjOTvlujBJCh9wDjCeFLjCr5oGIdcMAm7+7U28doa4NJ6n3oIW1PCN2GUvkJpawYhYq6V1LEo5FaMMAYI+qreJ82KYnMUCfscGhpmgAU5t9rNgcYoVJO2IF4zHdSNK3FmgKB0QV8mybLKoqQfItXYc6FrD/5BdnU2MRloY28P+Tz+N0WOvEopc0z8MjFuzbVZkiDkVswAwQH60xPFZZEXDmsa7h0OczYFmKkI43LrcJBC37CnpOkRXNCGjy/pT09ByQLGCcYLxs3aLA6JQsohw2pA1Tf4rNnX3kRX7/uVwwnZaihun7X8QMithAADBk9SBaQtT10Yx2FcSIIJ8/SSujHYVXVqspOuPfQHP2VT5sRqg01fvzPbrkBgCowXjDM1XrC2hiUPaGsO9eHeYcEPUZc2+9gnEyYqRxgoEuRjmBAVzLVbEiHkVsKAwYNBtENBnQfiUINfs+fK+PYNtuim6mo1APdSwPOXmADTFqkBiHMuiTtWguKH8eDEnFDjA7kIYz72Yd9KZLEBqaGUnot6j6gDZMxN+iFKOxbHYDzmbLM0QMitBAKDEU9YnagylqZwbnnO/tt6P9lW1X3jam7SgpPV0zdxeiRlLk/XjhNTVQDg/mMc8FjI4vxpSTMiKORNe3LreJh9LFHHgFMSdYEJ6sRLHpkr1Dgyji1NZmhOCLmVUCAUC4MKT9xN6n5YZFDynGiKHO1JXo/9pS/6ruDB6dRyJ6eaifjAQ2lxSdq5Q4vDwDTXtqB8AA85jB/1Pml2NEW878aJHBARg7mC+qBOjXeQz5NnKWaij9LoErQxhw2r0maCmoOQWykABhkG21asx2VyBSH4wLl3/oXs6m5WN20ZD1S39of4/BO+CaW0xYrkQG7GQDXXrqDsAWMF4x9uRlZajsHoCaj58a+egguktkKNm03k2RUpuBw4AoETqYIIcay5dksjhNxKCYxBqwB/NxSrjf3cj3yeOkuOTXZoi8GVrMi+/jau64ANBywYs28cjivN5oUgdzDGiHrNWpVBCd+GUeBLNuR2D3bdN5F15bVkXdGKN6V8+5+huC8CuIZBFjYMMD7K2hgRcitlwADUF4ezLDM4wiH0HRe61vMPsqu9iTccUDzauc0+8n1Ky6mVviRZM1OhxeF4c+0KSjcw5nUtHRsGUaM9NRNUERnGBLQ17Lp79/mLIkd6UNIMJEzN0OYJjiuLDz4ht1IKDEaYmwrsWa6ewtg9RRgXUtHgZmI9Dqlp4KuU8F24RnLGJMCruXYFpQeGpoYHl3rgpS9LyU5JBJ9I9llTcyK7YBHyB04L0441dtbLIqkZEHIrxYAWBoJTr0h4CZ+kGKWpIdDZtoaWa8um6jr1xN6uZXAYdZXSftbdRnAcBnZZHtxlGbhvuP+Aup+49xFjrtE1RLfU30pXKluyzxo0N+/HT1PUuOs3Sk3qD8Uyr8ULuZUBYKDjSYybuTqD4r9EuUEb8uh2lGxrbaSLFZbxE9y9wyEKfOEKl11LX5KUvRNb5gd5WQPGt15FDT6O0Z94s9Mt1tagrWMi2zfcQl69/mT3DtQw4DJ6uNdl1QQ1ByG3MgJDC8O5K7JC3rjYz3zJd8BZcrlrL9lUW8sEZ1djE3n2+I3ChmvZfzOQh0tIruTDuLe6xpWxOo2Sf4iisHededf8ijJBEaZnW0OZoO3VQ+zFy1xTN2OZur+4r0B5ITUDQm5lDBjE+pY+V/2Gf9MH7tqGQ82NfI2sFdGhUI1X7794w4EJDtcL1600TwCD4G8Fc8eVBuC+6ksJyHgLM9PniX/IueUeNkHhCoQdUfhAQpPDpgJvGJQXE9QchNzKKDCRYaoqZCxNZVMUpiqCobVKRUs4QNrj/mMU8qYDxX0dpCUe1HdiS9VkQF+heSKpJ8LWbgZ8jvPDMXCSztlOSQTOTd8wwHppzKe+XKsARY6xngofR9xPbBwhLyDy/7H7D+5heSU1A0JuZRggOAxuvK7PonRlokRP8GWNDZsM1lVQNHoNF9FFMD42HBCMn2mpnvi4hqVkcqRbplPs8lgKXBBI3vO8yfNHT3Kf7U7us27A40cPCvw5kNIsdDO8pJ8X+od7oMAa+MxoCn3bma7e/yvZ1dnMmwUgN8eG28mr72mKmeCjPZxwDI417ru5tssLhNzKATDQDS1uVRolfhvGC82e3Y+TbbUN2q5q9bXk2u4gJyqEczDqUjIJ6KaQ2XaLG/oEDl0USvvG7aPRj4+mwd0G09P3PU1PdnqSnrjniWwMuHcAfdTvI7ow9QIPetb0Sqr2huuNa6+QsSJVmZk+5N1XmaAt9rAjLhIn2NXYQJ4PYO3UhRJnIB5U3zDAfcZ1MddueYOQWzkCJg0mgJo06YuT2cThXbb2h1iLwwDAgjQ2HEKGOnIYV/Z6HFDSJg3uszqn63Ov0/cvfE91a9SlihUq0v0t72eCG9RtEA3qrtBjEP+vWuVq9H7v9+nklJOUZKXH4JYk4sb11QkKscQIYg9714Wudv2VNWw8hKC1QXuDT2PMp37aLih2TkvyQ6i4IORWzoAJpJsuWWszeXE6YpQHExqyjCCE60plKzZV4UpgRDhkrc/UJg+OLymTSCc3r7leTG6N6zRmErMabsWmaODiQApcorAykHaM2UFtG7WlOtXrMPHZfG9DGVuV+V0SCNu4JwooepyxJIViPvcn3/5nyanxTrpc2ZJskCABYVNPnmFSS1uYdCOBpH4dzLZdniHkVk6Ba6T7SoG8UG4w6FU7Tn0D0+dihaW8UI2Fa5R1i50ScMNUBUrCZNInNdbZZrw0g1rWb0l9OvShPz7/Q5v0e3TsV6brwlD6cuCX1LRuU6pfsz79/PrP5LPIRzuP4iQ4/D5MSU6KkMFZcQMGXyb3e39hLQ0TEvcBJigiTbCkgMpUfAy0vJJAziUVQm7lHJgcMGlgqiqSi/rYi3yeOMMuBtZVYAqt4pjVaw//QeEj3Ng3DiYTT6zinlwm5DbzpZlMbr3u7kUHxh2guGVxGgnjO+r8Ulal0J+T/qT+nftTvRr12Dy99M0ljVxw/ubaL0qgX3r/0pensAmKGqDXlbaM/GpwvLauvIZrhfo9c55iJvpS+qJk7Xrr5222XcENCLkJsglOXTfemeNCNS7k0e24ZqpWsCLrasosaraLTaXYSQHaAjaOM1Ack02f5DnJbf+4/RS7LFY7J50MMi0z6d9v/qVB9w9izW1kn5F05dsrd57c8HvG9VZ/p/6cQJEfepJXr1NcRs+m2jotHrTqenbvCH/fnVJ/itO0Nf1c+DVnu4L/QshNkA3juqmJh6SXsZM13zgE42OHDr5x0OI8u//G1xk+VTzpcAzMpDtNcHkgt3SLdDr/9Xleb2tYqyFNfGoiOc9wvrPkZvwWNgxWpisTNIiChtgo0/8XslFkdqHCYnWdV5Fr+wPZGwbpS00yuuB8zbUrMA8hN8H/ARPQmITqGiKMK2K0B13v+Qc5NNrKpiqIzr7uFvaXixrrRanz4jXfOBxjEIq5tgsbZsitd4fedGziMdbUsp13dxFFLYmiZW8to87NO9Pdje+mZW8vo6DFQdq5FnV/0T6uiyIoONimzo3TMiorE5SD3CtY8jqnQ8Nt5Nnjdy56nDY/Xjs/Y30TMNe24OYQchP8B5hIuIbQGNSkzFiWQonfhFHwm/bkft9RsqmyjgnOpuYGcrv7IAUMusQL4ZnLdVNVJx2zbRcmzJDbo3c/SgfHH6SEFQmatoNzUAT3z5f/0KPtH6UaVWuwaXrp20uUtknvr7m2CwvGtVTXEbubCd+EkP/Af8ml1T7O3AJiwxqb+z2HKfgNe0qcFk7py/S1NWPN0Fy7gttDyE1wU8DJFddSJ7nUhYkUPcGb/J69wOXfQHAYNPb1tpBnz98pdKgDJX4Xro5VgwehTiCXoiQ5E3L7cciP1Lpha2pRrwW90uMV+nTApzRl0BSa8rzCi1NoUNdBVKFCBbqrwV206M1FWqQCdlJBIkXhzGtoa9iRVu9R+zNshCtra0jxjetmU3kdF2rxH/QvRX10nd1y+Jph7AqpFRxCboLbAgRlTFb1mqLMKjiXIge/fV1lqiqTCruqMLGQvhobDulLkyjLSvcj048z23ZBYEJu816dx35s0Mxa1W9F9zS9h01QRovO1KFJB2pSpwn1u6cfLX5zMfvBJa3R60wUJgGjPfRLgdPBL03mmhdwlsaGDDQ1BLojbOr6QyfZPE0DqRkPksLuT3mGkJsgV8CEA0lBi1MTEBsO8V8h66sduXU4xNeetbi6mzk4P/AVG0qYig0H3W0E98RcuwUB2tTJbfYrs1kr69i0I00ZOIW2jNxCez/eS3vHa9g+ejt9O/hbDsXq0boHjXtyHJ35+oxGJuifufbzClwj9EkB540U8MGv2/H1QM1ZbBaA3JAlN1hdn7jJQbymycegD7i+5toV5A9CboI8A4Sg7+Cl/pzI2geK+Tq11DQThAnZN9jKGw4RH1zltEucARb3xFggN9duXmFCbjd14t2lQ/321dlXafyT46l2tdrUsHZDXqeLXBKpkUpB+oRjQU7qmmD3OEmRGnwC4S/o0GQ7+6zhmiDNlE/fvylyjCdvKvCxuB7oa842BQWHkJsgz8BkxoTEdVZApSUu9jvUgTygpdTazOmUuFBNqz3k//y/FKdMs3RUWkIJOf24ApOc3sb/bSi0f5QOf3yYklcm3yBTkJd6j98+9PEhDqqvVqUavfbga3T528ucVSRf/TG5DqggBSfo2C/8yfeps+SsTFBsvMAERXIC17YH2O0Dldw5zxqOLYxrILg5hNwEBYJhqqpJmrowQZlagRT4wmVyvmsPDyYMKrg4eHQ9RsGv2VHidyhQogZXYQR7myG3//i5Ge3rpvGV767Qe4+9x9obTFS4jSSuTMxfXwwNVr1PnI5K7g4cowvTXDNBrcj17v28YYAY3ZT5SlszjinouQtuDyE3QaEAkxbXHKbqvFgKe8eZPB/4nRyabmNTFQPLoeFWDvzWJnosB4kz6eTXVM0nuY3oPYLJDZsLv078NW/khu+gvyAo1R52OKM/9iHf/ufIsdlOPlfrKmvZ1QNl9JAFGTnysq8PXs21Kyh8CLkJCgWY9LjuOlGh2G+C0tKCXrMlt45H2AP/csXVZFt9o5bj/6UrFP91CJcl5AmPY/GaG4IxgGPU93OapTA9k1Ym3dCQTMbDLxN+4dxu1atUpyE9hnBIVq7MUnyG/ulAkDvWEoOVtuaqzgfnhYwqSOXu0f04hQ93paTpkVqYGo43+pGX8xMUDEJugkIFJi8msq7ZwBSLGudFfk+dI6fmO9lcAxyabKNrD56g0GHOTBJMivCNw7Hm2jUHnSyMDYUW9VtQn4596MTnJ7TP9irs1qHMYOR9Q9gVtLZ6NevRtMHTKGxRGGVtUIP9dsSG/intD5MlcWaktmHQ7x/eRIEbDHz+nFvuJr+nz3OePFSl4j6ICVp8EHITFAkwmaHlwBxUfyfNiNLWpJRW49hgO5MB7yA228VxlPAFS12coAajMlVBJLoG+J92TaGTG0jru8HfcbaPVg1a0deDvqZ9Y/fR8S+Oa5h0nP/+6rmvqFe7XtSpeSd6v8/7dGryqf/r43+A3wcxKSATCsxLpGn3e/YiObfayyYoE3W9LeTRBbUoHHnDgNcUcRzaFlIrPgi5CYoMJuSAnUo49iK7b9BL1uTC5GDB9wxxqh73HWUTFuFHWat1grsdOejkBs1t7pC5HKEAcxP+bvc2v5e6tOyioVUX6tysM5utL3Z/kdaNWEdus9woYXWC9htAzrbxu/i/+g3sBqMWrD8q+t9zhOxrb6ErFa24707Nd5H/sxcoFgkkFyRqu8E4Z71v/2lXcOcg5Ca4I8CEV4MNpAUNKOJ9dy5D59hsB2s/0OIcm+4gn8f/5szAKXNjb9xHHGuuTZ08opdG09mvztLSt5ayBvfFM1/QJ099Qh/3/zgb+HvSs5N4swHfZ3MRQBs5w6/we/hMkVvKnBiKHHmVUxJh1xf9RMUpu9qb6VrPE9k57ti9A4SMY4XUSgaE3AR3DDm0IWw4BCttjT3469xwn3Bpe4A3HNg3Dgka16rBmBvi0D/LUmYhNKhMq8xs4G/8P7sPeDVty/g/fkP1L2NpCsVDy3zFmlzbHGCfPWhrdrU2agkkB5xnU5pJDccZbRrtCYofQm6COwoQAAhEkRVcQVIXJVDs5wHk9/QFcmy8nTUjrGXZN9RMVRSqSVbaU7Y2ZY5AjDZxz+E/dytgfQ1ElLMN/A/jRiH1p3hOEun16J/k1GQHEy5MaOfmu9lBN2rsdUqeHaNlJDZI11ybguKFkJugWGAQEkxV9R5ptkMVkXn2+INJThuMy8mp5W4OOkea7ZQFcdpxxg6kuXbzAlNSVG0itVPcpEDe4HBtf1BpaxqpOaI6/yN/UujbTpQ4LUxNGD2U7GYbEYKSASE3QbEB5GJoTOpvZKfFhgNMUjdlmqLo8JWKyHe2kfOdBSHCAQVSUKgGx4CY8Ip2crZ9K5j+rnqPeNCUeUgg6cGFWBAuBWKzqbaekwIgbCoRZQ6Xqd/F8TgOx+f1dwV3FkJugmIHSALmndKeEKOZMi+WTT/vfv+QQyO4jWjZNLDhcP3hk5ypNnVBvHbMzczMWwHjA8eq40BqEWM8OXLCtc1+vSjOSnKoi8D/0xT10TUOcuddUByjH2e2XUHJgpCboETBIDlkrf02lLP/XlPalH39LWpwLmOic737AAW+aE1xXwRoJAeywf2GJnczbQr/x7jQ1+2wrhbzmb/SEq3J7Z4jXAQH7dvUWE9XOx+loJdtKH5qCG98cJ9u1fadAs4T52AO+Ky4+1fSIOQmMAtMFEwYA3dq4uB39MmK3c2MVWmU8HUI+T9zgatDcbaRymu4KtfVzr+wY3DyD9HaOpgxyYGbtam+B4fi4Dcc9F3aLZxs07rSGnJsuI3TNMWgEPXiZMpap9o02isBxGG6A8w7v/g/+lUC+lYiIeQm+A8wWaCpQMvBdQSgvdzJSYTfgsmJkCz1N3zJwoa70fVHTyotbhsPVC3kaQ+blFFjlfkILQ79xnEYA/BfAzHhb4X0xUkU/YmP+v5ZddxeHi8Y9Ha1NrG5G/aeKyV8F6rFg+LcdS3vP32701DnAEILXxzO0RiosO8334+CFwZT6KJQCvo5iD/j1OklhIhLBITcBNkwiEC9RiyJ4OSODtMdyH22O0UtjdImTXFMHtxPRVrIbhs3NZhNSXeltdnW3sjrY/BB4w2HIcqUhG+c0rqYjPU6Dhkr0yjx+3AKfduRrt5/lGz1Aje2NdeRa9v9rBWizB4mAhMafq8kEYQ691SLVC5qs+vDXYyto7aS5buWtOStJTT31bm04f0NTHwlru/FCSE3AQMTQl23rHVZrAkc+eQI/fDyDzT68dE0ccBE2jlmJ/kv8KdMZNQFwZlro6ig9437p34/bWEixUzwIZ9+f5NDA6RUsuCNAORRQ944Lo2nvsPEtjSVtTXvvqfJsfEOulLViqwrKBNUHeeltMBIREPMQfolfW0NuNPndzuoPiWvSqbfP/udlgxdwgVukACgb8e+dFfDu7gozms9X6MzX57RrlNxPIBKIoTcBDwRlMaStDqJfv3sV5ozZA6HMA17ZBh1u6sbNardiB7v+Dj9/MbP5POTT/Etruv9xL3NXJ3BGw6hbzvT9YdOMLFdrLCUx4B7h8MUMOhfCn7LjgLUwPa4/5jS0jYoLW8F2dbdSNce/INC1DhBvCh821hbLSkmqDmo8Yyi0tCgz3x7hkPNUBAHRXBQ0QtFpr95/hsueiPkZgIht3IOTASFqBVRdHLSSfr06U9p+KPDWWtb9NYiGvvEWGrfuD1VqliJHmj9AO3+cLeWK00/zmybRQ1MXPw2TNXVmbyryY637Q6Sba0NZFNxLdnV2MCbDtgsQISBrfobqb4Dnv+X4qcEUgYKs6ANgwzM/U5JA85bjWvkn1v//nrq2rIr1a1el8Y8PoZcfnC5oVULsWkQcivHwCRQ1wrrOXvG7aGRfUeyCQoC8/jRg3yX+JL1d9Y06+VZXKW9bo26XA/UcYajdiw0OHPt3glgEsOEVFoXdjURDhU6zIWu3nuU64FqwfhaWiX4yCFelVMSzcLOqokJirFSGsgAfdT77DnHkz7s9yE1rt2YE28eGHdAS7gJDfR251IazrWwIORWTqGTU7JFMhPY0EeGUqdmnWjZW8soelW0Foe5Q0GZa54/etLIPiN5Mj1939N0+JPDWhuYTDnbvVMAueH3FeAugqy+gS/bkJvS3rCmhsGMqlN4xeaBU/PdWmqiSQGUsSL1Rqwpxoq59ksacL7qXgTMD+ANBOStw3LB/NfnU/DiYO1Bc7OHDe41zlN/GPArvlvWiU7IrZwCA1sN9NjlsbTnoz1sciIfGrQAJjVMAEwoRQDQCha9sYjua3Ef9e7Qm7aOVv9EG8VBbugT7q8CNLDUefGcIunawyd4cwHEZlt1g3q/nRNhOtTfRrbVtXAqO/Xq0Q0bDqhrEEeZ0HaM9vBq7vdKAvQ+plml0Z6xe+ihtg9x9a4Xur1AF6devHGvcpIV/jbOT/2NWhFI9xSzLIY3KPg7+KyskpyQWzkGNDc1yE9NOkUD7x9IXVt15WpQtFP7jP3E9Ou4Zvgark/Qv3N/LnDMxxcHuaFfajIjHjTuqyAKHHSJXO8+SDbV1/GGAUxSj67HeaMh5lM/Chvuytk9HOpqRZGtq1iRS5v9XNAl+mMvSl+UpI0XEERJneSqbwhLs/vejnev61SvQz3b9KQto7YwUd10M8QgNvWZ73xf+u2z37hY9YHxB7ikYXYRHZ38yhyE3Mox1OCH1ztcPzaP3EwLXl9ATjOcNNLCxMB31MSBc6jFcAs2Sd965C06OuGo9hkIwbS9ogL6gt9S9xSe+YhICP/Ana73Osl54LCuZlNlDbm03as59I730oLclYLJJDglkAIHX+YsuiBBDHLUFL3a5SgFv2qn7ZrCVMWYAYxzLylQ9yB6WTTfn3aN2lGzus24/kPwImWOYqyjv6bkhvc6acG599D4Q5yoEyUNP3/6c1ry5hL2izvy8RFymulEiasTSza55xdCbgJ4vyetSqL4FfHscvB/g1xNLGw4LB+2nAZ3G0xTBk7hilHZEwivRTUp0C7upQKHHinCgpMuUiA5t9hDVyqvIevKVhxChfhT+LelzI3VEkjiOH2CZ63NpLQFCRT10XWlxZ0ix4bblYa3lq5UstAy6j50kovYIDEmvpv9u8VBcqbXEu/VOWRYZdBfk//izYOqlavSC91foJNfnNT6aO4Bo587ohfg7Nu/U38mxIFdBtLitxbTkQlH+GH29XNf86647fe2lLFeXbOSRuoFhZCbgAc1TBtjgd007bb6f8rqFFrwxgJ6+YGXOZW3zzyf/ycAvJpOysKAPrG5T4rYkAopeIgtF2LB2hrvgla0Ivd7j3CQe9zn/hxexZMd54I+oR3j3NT/kV0X2X/D3nHh1EbQ9i5UWErW1daSe8cjFKBM3JhPfSgdbiLQXnFcYZ/XrYDfQn+N39TPHxs6cNqtVa0WtWvcjiyHW2oRIzp5/18b+j0JXxrO2hmq6zet05QGdR3EZqzLXBcKXBJI7nPcafYrs+mVHq/QqndWkd/PfsXjoF2UEHIT3BJqgEBz+/K5L+mpzk/R/vH7Kd5Cz8ShAOJLWJGgpQQqDJJDuyAoBa3iVAxFK60KZfTs6m3mQQrXDudmu/h/iCmFVpZNhjebnMbnuqmK8nswYVHFyqb6Wl6PQx43VOcKe9eFK8hjF9boS5FOev2aYf2TC0Tjb4xf1dcEqwSyGm5FHZp04JKE454YR1d/vKr1ydy1VqSM+4EQLRSdxsYDNL5jnx6jdCullav7yVBtY+0Un41/cjxd+PqCprXjGuVss7RCyE1wS6gBkrAygd7v/T490u4R9o7P2q4Gh641IGLhwtQLFPhzYMHIDceBQPQ2MpencQ0FmKCurffzjidcOrBhgASSoW85cr3TzJV5KOqMz9FvBRAcfONQEf7aQyfIoc5WdvZFGBd2Wb0f/4eiJ3hrNRygyeam/fwC7apXBMK7znIl3598KcUiheJWxNGJSSdYu6pfsz6blSgqjSWE/2zmoF+qj9C+cI9Q5QvE1rl5Z1r9zmqKWx53g6gxN5RWCpMVBPjuo+/SH5//wQ8q/ty03dIMITfBTaEmHdZi4DT6Tq936Nkuz5L9dHV9sZuqm20gNvhdQaMLWRzC63fGZM01MDFBOuqecR43ZYKGvOXEpKNlAFnGO6HOrXaT3zMXKHq8F6UtVNoaJiJMRxybF9LB+ED/1fHpKATzVRAFv2bHwfjI/PuvMlVta2xkkzdg8GWK/SKAyZA1nqIwVXXSDFwQyD6Es16ZRT8O+ZF+eu0ner3n69S8XnO6v+X9tHLYSopYHqH1HzBtQ79+rj+40kf9PqKa1WpSg5oNaNoL08h7rrd2rXAM+q7ep1qmcjgdfBtfeeAV+u3T34TcCkGE3EoDMAnUdcQmw4kvTnBI1qi+ozhTCO1Rn6mBk7omlda+t5YDuBG4ffjjw+a1ipsBv4FJqb4PszZ1fgJFjfNmc5OD3JX5eaXiGnJosIXjQ5HVI+XHGO04/AZeAXNt5wY4FpNZtYVMIpEfXiOvx06RU9OdZFNN31Wttp5JFp8ha2/maqUpYnzhuLyS+M2gkxvcOqBBffb0Z/Ryj5e5en6lSpWoYoWK9M6j72gPFhCsOQJS1zFlbQrfD9RnrVG1Bg19aCjZTLPR2td/g/uu3vv95MdRDihk/WqPVznons1SIbcCiZBbaQAmg5owIQtDeG1mRO8RNPX5qVrg/G5FBlbpdH7qeRrx2Ahe6G5etzkH3LPfFTYBbkc6+Fz/DQxA5GsLfNma4z9ta21iYkMNBfyNmgrxU0O5qDMfiwkIUszZZn5gEJV6zVieyhXjw99z5d1XW0Vs7GZSfT25tDlAfk+f57W6jCXKVMVx6APO43bnmktgVzRyaST7s+0Ys4PD4RA7CpP0i2e/II/ZHtq4znnuqi9wtHac6cjH4H48evejbHZi/S1b2wQUkSM2GP6MT3R6gttGXVeYw6x147xM2y7NEHITmAWIR016VHOHAy+yhKx5bw0nSrSbY8dhWtg9bduoLXVs1pHefuRtNqkSV2mphm464fF/TE4QoHpNmRvLEQbQ1uwba0koQWyoZwAy4QLN0NZAQDimqCYfzhf9VkSQviyFYj/z44wiru0PsPaIfqFmqUf3YxTyhj0loFANsv+iTzgOx5trNy/QrzkQszyG/pz0J337/Le8fjb8seG0bdQ28l/oTxlrcrhtqD7AIXfF2yuoQ9MOTIhw2UGKKv6eQYZ4r84PZurkgZM5fAvV+S3etaDo1dHa54VE1CUCQm7lABiwuCa6hpKrAaxPNJDZ6ndX0+RnJ/PaGsyez575jLq07MIuBo+1f4xmD5nNvlKcCRZtm2vf6AOTUxalL0/hSlZBSltzab2faxhcrmRBDvW2kmdXbceS86ypwcnH3ImJh/ZNyCBVmaHhH7jRtYf/JKfGO3mzAbuq9vW3kg9vOPhQ2s+JWv1S9BHH4fic7eYFxvVT7cFhOWRRCG0bs40TGsx8aSZvFnDolEFY+K4iNywXvPnwm5y9pVurbrRv7D6tL+iXyXlhXW33R7upR5se7DMH30UO4dIfNv/pT2mGkFsZh+mEzQe5YW0GflBDHhjCKXbubX4vdWzSkUkNGUIQyoPdvYy1aoLjN8y1jf/hdzFhLTIpeVY0hb7jTJ7djpNDIySbtOR759x6LwUOvqS0Jn9KW6hMUPQhPxsGBQX6qmuf6cuTKREpzoc5k3vnI6qvemry2pvIrf0hnjhxk/QNh8LsK/qA+6XaC18WTle+u0L7x+2nv6f8zeug2b+jrhGu/e+f/U492/ZkMxNEiI0F7g/aQXs4H3UMwq6wflq9anWOFYbPXMTiCO27uN45+1GaIeRWRoGBjwGtrgMW67GwjCf2ua/OaW4BxndyHmdAJ7eABQGc+bVT006cGLFNwzbsOrDxg43kNttN+y4mBiZizjbQPv6v+oFBlvxDlDIzr3J1eee79vJgw06oAwqz9PqTIwzg3kHQ1tB33MfCIIr8AtcAGo2aJOlLkinyo2ussTm32UPWlazokpowtspUvf7QSQof4UZJMyM5iSb3HeddGH1HG/r1RZjc9TnXKXm10tzQNx1YQ0PM6D3N7mGtDT5ufI9BgMb31PFIHY91UWTuxYbDuCfH0bU51ygThXCK8zoXFYTcyhgwSHH+Culr0ylsURidnnKad+Ceue8ZWvjGQi0mEd/FoM95vAF9QmBC4emOxWcsUiMDLBIjwg8re+IAppMD7/E/nlxZnOobKYmQKNJFkRp81bjYctUN5NJyLyFrLldyBzEYx+Zss7iAfujXE8SVPCuGwt5z4Q0H1DblalwV15Bz893kN+AcxUz0Y1OVq3Hh/HFsQc9Dvx5cDcwy40blK/3/8EPEw+buJndzYgNoedn9Rh8U2SL7CzS/J+55gqpWqcr+bfgb7TF55vzNsgAhtzIETCIMZgxW9f7ytMs0/cXp9PS9T3MWCSxK/zrxV0pYnaAN/ltNOnymvoMwn3Nfn+M0R3D1wBpc9vW9mXaCtnXNK/lHRQbvurJm5thoh7pHqzgduEODreTb/yzHeyb/qLQ1TFj029A2crZZ3MA545xU39KWJHE2XxSqcWl3gMcddlXt6m7i4PzAF69wCnQ+DxSpwTnd6lrnFmjP9Nro9yjNMo12fbSLye35rs/zMkH2Ghr6rF6hsb/50Jvs2IvvLX97OYUuUX3EdwDT3ykrEHIrA8CAxyBWQB0EuBIgDTXS48AHrU+HPrw+hpQ32IXj62M6ScxBn4xYgEZGCvZfwzG3OtZkMiHOM/Zzfx5YLq338YYB1tZAau6dfqHgITYc4sS/g3uFds21WdJg9FedI/zekBvO67G/yAmB/BUtOEEm6jmgWn70x96UPC9aM1XxIMC1KQySM6CTG9qGWw6IDRsEf37xJyVYak7OEUsj2E/xg94fUP0a9alF/Rb01XNfsTnKD5PbjYPSDCG3UgxjcCvARypscZjmBDrgM87Nhh3NT576hEN2EB7FazU4Jg8T7P9MIIPYTI836QMmPAZT6k9q0o9w5aLHdtU3chFlOMMij5r/cxcpbrJWw4DjUUGIaDcPfSpWoJ/or95nhH8lz4qi0GFOXCSaU5xXXM3hYnBn0c43gIP2s4/LeQ0LArSjSBP+iNjVxgMNmT6gbUODw4YP3HSQFQTrpXDpwcMP44Wvvbk2DRj3tTD7eych5FZKgcGGJ686T2hXSIEDR0/EHyIYGhEDCOG5+M1FbX0MZgo0BwxUc+3dCvgtAzk/w7VGP1T7mMAIjfJ7+hznVjPMNccmO1iTiRzjyU6ybILi/tzMrC0tADno58HlBj/xIb9nLioS38u7qpfVudvX30zXevxOoUMdKWmGiaZ6O2LJC9Q9gO+b93xvJrMfXvqBq2HBfQdhc0h4MKTHEA63cpjhcIPYbnXt8RnuqyKIfI+b4oaQWykDBp3+9I9ZGcPJJZHa5t1e79IDdz3AC8UzXppB/3z1zw2XAXy/MEnE6INOTthJTPo+gt0lPLoc5QV2XoOqs4muKhM06BUbSpgWzgOtSPpT3MDEx7VQ7xGMjw0HVLCHbxyC/Zngm+7UIhwm+LA5yxsOII3CIni9D4gQOfH5CU5nhPAquIVgEwmbSlhe4OuP797qN9VneGAiagE+cLyGh/8ba6Kl5d4JuZUyqIGJMBm4aOwbv4/G9x9PPVr3oIfaPMQmBwKgA34OoGRLkxAhDGZzbeUHGNhoTwE+aylqMsMEvdbzD86zZlMFpfQsyLHRdvJ58gyvO6X+FK9NZvSlsPtTEoBrYlxrpZWmr0yhREX2yD+H9UaMy8sVLDnCgcsLDr7MGw5ZFmqSGeRWUMIw+qBe4QYCQoJjL6rQw2Rlx19c99s9WPCZOg+4jaD4zJAHNY3PbZab9llh9fdOQMitBAADJTeDTg1Oo1rV1EFTOREhTNC3Hn6LU1BzkDS+Z5ighT0A0Uf96Z06P56ixl5nbcRV3zHEPUA8qGdXLcidQ5Tg3IoJgYlf2P0picB5YodUnXMKQstGepBP37/JudUedY1W8SSzb7iVvHufpogPrlLSbGWmY+0R1xXXyVybeQGuMdrB+IdJibGA9/hfbh4q+vFIt4RNKWxSwBr4oM8HnL0Xpi+3hf5iPJhro6RAyK0YgcGGyaAPEl5gz/kdA/iuQvzKeDr+6XHOGoEqSFg8Bqlxuhr9OzxAC5NITPqJ4HLscoYMdSD3TofJtso63gW1qbmeU3979z3NweX/l2etPJCaKXC+xr1QGiucl0H2yGyClOiXK1pwlS6XVvvIf9BF3lWGbxx8Apk4CvogMO5/Tpj7rjno9yxoYRAH8KNuBlIuwU/SWMeNWqZIGd9DX40xZ66t4oSQWzFCJw1kboD/GEyBmw5E/f/IxgGT9JeJv3AONRRP5gyrhTEpzMEgKNU2QqLgpe/9uNJEFJFhFxQmqEPD7eTd5y+KHO3BGwacFgj9AXC8uXbLOnAfcD9wDdT7tMWJHKYFh2VNi7NU186K7Opt4l3W4NfttOgMHGMs4Bf2vcwt8Ls64Epy/uvzbJq+3P1lDr9DwoTtY7Zrgfn4HsZHSbzPQm7FADUg4BkO94xTU05xQPrXg75mR0se2Bjg5o4DDLLBoMJ7g9TMfbcgMK6hAkxLo+gxEjpiXQ0L5QibuvbgH3zNE74O1kxQHAOTBf0z1255BO4Prou6JnAbQeUu7z6nOeMvJh1845ya7eQIB6RUT54Tc6Osok6OZtstamB86ZseSES6c8xOdivpdXcvrpmK3XlkgkGapuz7jnFjrq3igJDbHQAGpynUoMEC76VvL3EEQdvGbbma+6phqyhzY6Y2oM21Y0Bvg2G0ae57eYXRrk6emRbpnEASmwLXe/1JdsizVhE+a+t4oTxg8CWKmxKkFVTB8aZ9ytl2eYZxXXVkrdFM1eBXbbNrriJWFT5y8I0LeOEyP0y4PCFMVdwP/Z6Ybb8oYTImsPThMtOFlr69lMkNgfdIgY7detR14BKBIPLi6mtOCLndARgDBK86EA8In6N1763jtTOkn4H2FrVcX8u43eAw2jL3WX6BPuJJrX4fJmiUIjWk9XbvcIhsaqDo8UqyrbmRd0ahfSC7B6f7ARkDON5cuwINuF+4TljkV9cKKZVQY9V3wFlyarGLtWHWiBspjfihExy2loLQNFxXHIdxYa7dOwHDXFbn4LvIl3flURoQ0S/d7+pOI/uMpF8//VVzPypus9qAkFsegJuFtjHQoIIbO1w3m9TGYFbHcApnfA/9UgMFT0GUX/Oc50nfDf6O2jdpTxMGTOCyeRwVcLM2iwL4rWxSS+QIguA37LlyOzztMTCsq1qRm9Iy/BXZYQE8Y7m+roZBfyf7WlaAcaSuOTaRkmZGcITDtZ4nlKm/VT1EVqixvEppx3vJ79nzujtNnHYMiBHXvbiIA/da342Hmwl86FBbA65IyCeHXXtER8BU5XFcnAQn5JZL4KYqcK7/1akcawmC4tTMuIE5b6I+4eE4CQ0NRXUdZzje8DdS389cn0kZmzJo54c7OQYUmTuwQXDH0j2jz9nnlcnJIaEteCDjRYNtylRao8xQK7JH4WKlrUWMvEopSluDfxsfhz4W5+AtzTC59jA9sbscPzWEd0+dW+zmzRoUnLauupZdbYJft+XNmixEF2Qfp3Cnrz9+D/ddPdRAXsgAjCLdM1+eyTn+7m1xL0dGoJI9ZxwpzjEi5JYLYBChPfXqNc+La0AixQxqC+DGIp0M30DTm6iebKhBie89d/9z9HjHx7mSEWpQYreTNSVoftuJA9oRHoMaBe6z3W8MCtM+FDbQV/RBaQFw74j9wp/8n71Irm0OciV3DAZcT7f2B9kZNf6rYC6iwtcCxxXHxCqLMO6DGl94cGLDIXKMB/k88TeHreE+cOWv5rvIp+9pzoeXrB5CfFxxLuDj96G16/PCfZ47rRi2gsO9Zr08i5Nloq5DsfUPEHK7DXSzy2u+Fwelg5yQfx557UFYYx4fw5oX8qZlm6gKKWu08BU8xVBQF0HL1atU54B21CSIXh6tqfeK3P7+8m/O2gGVHp7gbMIW1aDAoEQ/1YTChgG0gYiR7qyZIcida4NWW8euHgghQl1PmKo8AcUELVrgnuPeKI0ocXo4lxv0QPKBeiiYs5ozq7i2259dbjBtUZJ2DEgO96a4HjYYE2q+Yb0NxZ2xURa+OFyLYb1VnwyCRP8xXwv7PITcbgFcZNUWnBlXvrOSvbQnPDWBpjw3hV578DXOaIrakAhMRprnLOxs4eaoAYrc99DIkKIbxVQWvr6QEwWiniS+jwDnrLXq+4rcYK4uHbqU1o1Yx4kgYfYWOrnhXDAI0a56RdFjTBCOMGi7n7N2wLHUoc4WDvRGDQNUpMpYiR07dYxBbIU18AT/hT7ecK2z1mbypk7MZ37k+/Q5ToaJ+4PkmNi1vtrlGIW940wpc/Wsyrg3xXV/8Jv6+MDYRfaZ/0uqeRNAU8X3UHsDYIsFnxXWOQi53QT6hHad7crFcCc9O4nmDplL+8fup1Nfn6JdY3axCg5yQ54sFO/IrjaknkCB8wPZfD3+2XHOneU/359TQffr1I9rRWIrHdWNUGsSmwgIdcHnRUJuGCy66YP+Jf0QSaFvOZFn99/Ivu4W3gVF+Tp40Ae9bENx8Jg3tDVol4VNtIJbw7hfahwhF1zizAhe70TeOLu6m+miGuuXsOGACmFPnaPIj65z/C5rfcV5vwySA25FUOozEB+c1k9NOsWbEt+/8D2nbEKNB16Xxrncqo3cQMjNDBQBZKonZ+SSSL7wKI6Li++3wE8jL9U2Knaf+eoMm6cgq2G9hrFKjouJQRmzNIacZzqzaWqsyUUui6RNIzdxuu6GtRrSe4+9x3Ginj96stZW6OSGvmKQqLYMnzV4yfs/d0HPiqtMncpryanJTi6tF/2Jt0ZqGFT4fRxf0AEmyD9w7XEPYK6p96jE7z/wIvsY2tZez2Fv0OZcsS76mj0lfhdG6StStOP0+2623eKGOieQG5zYkUF4TL8xHCMNy2bSM5M4TXraWj18ryDjT8jNDNTAQA40lFF75YFXqGndpkxy/DRVF8x4TbFM4aymICpsgyM9DJOb+hwqNgp3YFeVY0bRJ/V/3FCYqsjk0a5RO158Repvi3csOI6v0MgNgwJtKMAZNHZyIK/VIAsu0mHjWtlUWssRByFvOlLS9AjKXKEGFI4xJkZBBpagcIB7gPGmgMwq2NGOHnedfJ9EVX6kVLJQpiqysOwkr0ewRurG/nN8nG4qltT7CPM1YFEAkxksF9R/6NKiC29MQBHgfqP/+D7e5/U8hNzMQE1uEAzKqA3qOoga1m5Iy95elu3fw6ExeK+eqLNemcU56WGWcjAxnrIAbgr6YQwuQFfZAxYGMKl1ataJHSBh3qL4LsgNmh7X/8Sx5vp2O+B3QE4gWEVW8HQPUSYonELt66Po8TKFlRzfCJMm+mMvpa0laH3DueX3dwVFB4w3476qsZVloUzV78O0pYUevystbiNPXt5wuHs/+T97Qd1XH0pbnKTNAzyQS+J9xdxABhX1iiUaOASjFi7qO8RaKGsHnxvA+DQeuubaMgchNzNQx0Pb8pvvxzuYbzz0Bu0du1e7uMYFVkQQvTSad06hhSF0KmJZBMWtitMC2Y2bkvNpoxOc/Qx7XsfDLioqhMNdBBodXEHytYWO38Exqm34rCHLRNRYL16ncWi0nYO0YYLa19lMV7v8ylk9UhCobZAuXnP2VVCyYNwjjCs1DuFIDRce3wHnyKXVXrKrvkHNAeyqrmGNPGy4K6ddysDDEsdjfOR1XBUlcC6KgIJ/DmYloW2jthy3CqLL2qYISB+XKFLkOceT89LxDqy5tsxByM0M9EkO7Q1e2FCbAxcE3hhYitiQV+305NP0fu/3eQ1t4lMTae2ItbR77G6ym27HmT6yCc60bX1gpq5LJZvvbDjnfe1qtXnnFX5u+XbixfdVuyA2lMkLGmLDWXBRVxM3FesziDAI0n3WUn9W/cP5QMs0yM1cu4KSB30M4n4jWQGyiXC2lj5/qYfXJp7I2FV1uWsfr6VGfujJ6608RnBcSbnXOI+dxGvTiFFFnQfMByzNsEanj0tYUN8O/pZLTHrP8869H6iQ2y2AQYDBABPURLuJXhnNqZwRT/dIu0doQOcB7IQ76P5B1L9Tf07vDAff4IXB2g00N5jQP/UZr+upGwty+/yZz7nCO38/NzcP30O/9LbwlNZSEp3m+ESE8IDUHJvtIK9HT3FyxDSQmmE65+Y3BCUXxv1X4xOWRvzXwVxW0L3TETZVsQsOLc7tnkOc6j1+ciClL9N3Iov7/qPvaswmr0+mA+MOUOfmnTmdEoLwOfWXMUbV+SFJZoemHbjgNExW+NDlan4Lud0GICe0Zwwk9er8gzOvmSHcBIugcNRFfCgy4mKTAJoYwqngy8aBxGgDyNmuag8mLMzR3u17c957Xrcz931ToC/okwJ2nbARgKy30NaQxprzrFW25LApzhX2qi0lfBdGmSuVuYtzwLFoH+2Ya19QemCMBXVfMRaw241db98n/iHnprv0AtgWWgjdg3oI3dw4rdwgxoAxFsy1XZTA76q+w9xEVmmUHHz1wVc5bIs/U0pF+pp0dpOa9sI0ql+rPtWrWY8+6f8J+fzkw8R12/Er5JYH6AMImW+hIuMpcujjQ2T7vS3Zz7TnepG4UdhdrVKpChfngMptDL7/tIcnqFK/943bx1lO4U/HW+D47q1uHD7H+anvwNEWu52eD/xOjk019w5cB9f2ByjwhctckIR3z1S/DVPGbJuC0g0QlH5/M1amUdIPEVxTFcH41lXXcSFs6ypryaWtMlWfOMMp4jmcDuMIGtLtiKKwgb6q118n/EovdH+BNTc83FMtUol2qc/UnMHyDrwRjDKV454cx47xsSticzeOhdzyADWAoP7jyYF1ARTi4IuMG4UBon4TTyJEMiASARsNvBEBMtJv5v8B/1cmxbbR2+iJTk9waBe3Y+7GYfDpv4U+pP4cz97rSElkxCByupyG27LDpjRS04/DNcnZpqDsAeME40pNbGhnMZ8HkO+A84rU9pNtLWR4wfqrFbnfe5RC33biQjYZy1O08YExeqfGiRrnSDyBtOX3t7qf466RXALKw9UFV2n/uP2sKOChj822n177iZxn6YpCbvso5JZ3GOEi/LTEQDIuuLqYKatSOFgeTxv4vy0eulgjF5CWaTs4Fv9Xr2veW8MhWXDk/Q+5YbAC+L56zViRziYmzvOqGqB2NeGztprL6WEBGQkksxMdGgMdfcN7098XlF0Y41IBBJc6Tyvmgw0Hh/rbeB0WyRGcGu8gr8dOcT1ZjnCAPyaO08ea2bZzC2PMmmsL41H9DpJQwPm9Vf1W7HVgO82WraKFby6kl7q/xMDyD9Kcw6EejvV5GstCbvkAbhh+I+eNU8SEJw+eQMgz37pha1r8Zg5yg88SgL+V1oZt7iVvLeH0zfvG7tO+a0pu+rlkqfeJ0yM55tNLDVKnFsjDv5pvGgr/evf+S88YEc2aHT+FMVALOkgFpRcYnxgHCjBVEeEQ/IYDedz/K9lUXUuX1NhBkgS3jgeZAJCnj1PFY6cS47MgY8eYgwD6keP/cJL/ZcIv1LdDX95MQ5QCslJjt3T8E+N5nQ0RO6yt4Xi0YzovcgMht3wCFxwXG4MHryASdTHTLNNo14e76I2eb9DQh4fS0QlHtc+MG4MBoxC2LIyT+mHdDmtzXMXqOxut7/g+XnGM+m76kiQOcvd/5iI5tdzNT16cq33dzbwzxnUwp4aoG6mebMZgElITGMBYwJhSSF+cQtHjvcn3yTMcxoWYYkx8kBwyw0SO8qDkH2O0hAnGGMSruXZvBvV72EiDW9P/FXQGVFsJlgnsJfDh4x9S6wateb3t/T7v06i+o2j4Y8PJ6j0r7Tj8LuYX+p+f8Szklg+oCw1HW5TZQwgJX3h9IGA9DunCsYaAkBLO3QayMQYIBovCsc+OsetIm0ZtOMQLawzQ4vh7+kCEhpcyJ4bChruQZ7fj5FB3K58j4NhkF3uiI2suIgzgtc7H6IT4nz4LyjcwBjE+1GvmqjTO7Av/NxCabbX12ckTkOrK5/G/KWo8Nhz0lEo4LjcEY3xHHYNNNpiaM16aoRV0VmMZ/pvIsHN+6nnW0rq27MomKQo/IwIIFg88EVCMhtvDWDZ+O+dv5QZCbnmAyQ22+96O5r02j+a9Oo/zvKGW497xe1kDG/X4KF43uDb3mpYGyeQ4w0yAH1z3Vt2pc7PONP2F6Zw5hG+mHtYFbS16gg9vGDi32aO0NZDaSt4R9ep9mr3PsVPKgxZmhEFqMHlN+ywQmALjBRqUmvggOUQ4BHLM8SFOe8VanDJZr953lF2I4DuH7/ExGLs4/mZjDJ+pMZhqlcpVsXq27ckm57u93uXEEz+89AO7TGG8YxcUFsucIXP4uy6zXDTndYxlw/ow9xt5gZBbHgDywEVXwHrBA60foOZ1m3OUAtIhwQl3+KPDuTpQdqQBnjymbaBvChemXmBitHjXghx+cKTM9eqCK4LCzhVIC2trV7E2UmW9Oq/VZF9rkxZh8LINf46bxm3pAyqbPAWC28EYL/rYTFuQQFFjr5E3KuM320PWVdZoY67uFvJ69E/ODJzyY6y2Hodj8CA1Rz76WETKolOTT/H62YNtHqRe7Xqxczt2PbFUg/U0EBoe6Ngx5b6YjmMgZ9v5gZBbHoELr55g2NV586E3OR5uYJeB/DTaOmora3EcImKa6z7n8Qoxy2I4djV0cRilrVeDRrUJ8zLifTcOckcdS/glYZBBW/N7+hxFj/finS9uB09SQ1szbV8gyC0wT3Siwhpb0syo7Icq6mdo1c6UqdpqN/k+cYZdj7Lg/GsasWPanv43wqMQRYAkrKennOZonhNfnODcbVhnhu9ndgFyQyMsiPl5Mwi55RG4AWpAgJyOTTxGi95cxM63yMSbHX+KAYM+mDveAG4qnBUROrM0leK+CKCgl6w5NxcSEcLp0q72JvJ84DfdHylcK8yCgYC2C3sgCMov8ADGfFFjEo69qLbFGZrVWIQWd6HCYjZVEeEQ/p4rJUwP491XHueGqZqzTZAVSBBmpgFFNsayC39u7rjChJBb/oFNBajgAPu94f+4YcDNyAefoX/AqixK/TGOwtXTEllw7WpoedagsSGBpO+TZ3nDIHOF0uyMY2/VtkCQXxhjSwG77gi0jxjtoayIP9g8Rc4464prOYccYpejxikrQn0HBaazx7PpuMR7tGd8Zoo7NYaF3PIBLKji5uCppT/xDPX+ljcNn+N76qnFg2eUB3n3+0ep/fvYDLhYYRnZ1lhP1x85waEzSTOxtqbMANP2zbUrEBQWMHf08Za+PIXivwri6mfunQ6TjSI3JGOwrbWe3DocZhckbDhkuyAVhWlZEAi53QGgPyBCBWwYxH8ZzCaoW4dDitTgTKkGTM0N5Nb+EAUM+pdiJwdQ5ipFajgHkJq5NgWCogQepLr5mKpvOPj2P0uurfezFoekp3Z1NnG+QATj40HMiRkwznFcSXgQC7kVIUxUc0QNIN0QUhIhe6pdrc2cPNKmyjpybLqTw2Cw1pG+KFl7EuIcANHWBMUBk7GL95lW6RyihTU3uInYcrYRS7Kpuo6c1PhFFpLYz/woYyniVBV54FigODU5IbciAm4stK6t6lqqJxpCW/yVVubW8RBdqWzFF9q+7lby6nWKwrBIOzVEe/Kh33j6CakJSgownxRRQCNDrdSYib4UoAjDtcNBDsIHcdjV3sDV1ELetKeE70IpE07lGMfFaaoKuRUicBPx2yA19YoaBsmzoin8/avsCQ4nSVQPt6m5TjNB1UWHicq5tXBMSVuzEAhMgQeuPkahxSGWGUlQnZru4pxx7LbUaDv59DtNkR9e4zCu7PW44nhgC7kVEkBKuHkKuKBpCxI5l5p3v7/JsclOjt1D/+zqbGbHyKgxnpQyW918I2wKEG1NUJJhPLz1scq+cd9HUMgb9uSuLBJUU0PcMx7ezi33KlK5yMH6nEsQD28cb8Bc+4UNIbdCAEgJTyZ1AxGPB1ILeP4SeXQ5xqSGvnEOrc5HKPg1O65hkLHcJDBZSE1Q2gCC0515ocVhvRixzsgbB+dfFI62r7+Frvf6k9fpEqeHaQ7A2GzAXLkTBCfkVgCAlHCT1e9lcvbTKAob4UqeXY+RbVVUIrIg62prWW2//vCfvJmgLbhqx9zRp5hAUNjA2MUc0MczgvE5yUP342RfD75xVvxQx4aZb/8z/NBHqFcW8rJh3gBFOf6F3PIJ46YqzQuJIaMn+JLvU2fJpc1+3kFif6Cq68mzx28UPsKNix5zGhncUGhrBrmZa1sgKC3AGMZYhjamXhHhED8liIJeukJuiHCogDhVC7KtvYGudjrChWoSpiktTpEOzwXMo6KaB0JueQRuBG4kwqYsMzksCjUMPLodJ9uaGzVSq7mB60bioiIeL2OZ0tagjqNPYoIKyiow7zDO1RxJmRvDKZVQr8GpxS4mFvjGISU+kq1qTupR2nEwb4vCVBVyyyUME1TBKHoM9w6fJ/9RKjhSN1tx/J1Ts13kzfmwvHhTgRdTcWxRPqEEgpIAjG8AY13Nway1WewtEPy6HXsHIAifK7NVsOR5gg0Hbf055eZhXAWBkFsugIsNYkOb6j1qFCCSwB1Fj+ts4AgDpCby6HqMQoc5U+I0ZYKu0E1QXV03265AUBaB+YKlF91SwYYDfOP8B13kZRu4jMAlyr7BVnZoD3nLkRKnh2umqrFkY67dvELI7RbAEwgXW5EUdjdxA1BMw6v3X5yx46K6YPDvQbpmBLljxyhtsTJBcQyA4821KxCUF2Au4gGv5kLynBhef77+yJ/k0EQrGg7FwLH5LraAsOGWMjdWO0YRE8+hgmhxQm5mgAsKYlLgsCnE1ikzE9kQoE4jbOpKRSuyrbGRd0bD3nHWEkiuzNCOw+8LsQkEN+YS5oQConDg+xaobzjYVt/Au6owV13a7KPgV6zVXIqgTMt0dWwBl3SE3MwATwz1tEHwOrIe4EagjB7qPkJb+7fCSnJutYd92eImBXDMaLYqjt8uyNNGICiLMOYHNhyUwpAyL0aZqloafUelMGjks5zjVOHkHvaeC7tW8XG6P53Zdm8FITcduIj6Ghk2DFLmxHKtR+zsIJ8VVGg8XXAjUN0dCSRZhcYNw3GiqQkEuQPmCuanmjvJs7Hh4EAeXX4l+wab1TxDZbfV5NxyN/kPvMibdmmLdOUB5i3mWm6Vh3JPbrhQAI5RFz2LtbUQzlWFnFUwPa2VCWqnXj3uO0ohbzpQ4ndhvMOTTYj5VZsFgvIIY95AMVCmJ4LxkZQ1YPC/5NJ6vxbGVdGCM+fAYgoZ6qAt+6zO1OaaYR3dbs6Va3LDxcEF1p8i0MTC33Ojaz1PkEOj7douqLrQcD6ECRozwZdS58drNya/qrJAINBgzD+YqmuyuKB45GhPLi3o0HArExK0OKeWuzhAP3yEu5qjcZoGh7TlmOfm2jVQLskN7A9iUkCmW6yZIeNo4MtXlDqMSu4WnBnXoeF2vqhwRsR2Nh+ra3i3fWoIBILcAXMJc0pfj4NlFPiiNbkry8muLkxVuI6sIudWeynoFVtK+DaM0pYlqWMVSenz2Ox8LHfkhouAzxVQmyB+aggFDbGhq/cpm78+1tYsOWTEtZ1WRi/h21AOr8omRBwrxCYQFC4wp6DFKSDyBw7wsZ/7kd/Ai7zODYK7ouDYaAd59viDQoc5UfIPUUxePC/NKRzlhtxw4rgI6umARHqIb0NhY/isOTbdxU6FOHmHJjvI+zEtPASbCtwW1GC8mrYnEAgKH8Y8xfxV75G+HI7x13ueUMrHZjVPV/I8d75rD/kNOKcVqoG3AuYojjGdp2We3HCx8Le6YPBZS1+cQjGf+pFP/7Pk1HwXWVdEOIiVVsNAqcFBL1uzH07G8jTtaSAmqEBwZ4H5BmDuqbmLuRg/JZCjglCY3K4mqsSt4qUj905HOMIBGw6cRgzHGRbW9rJObrhAUHfVe34KDHXkMnpw74AdD3UXySSR0YM3DObFs1rMFwgQYhMIigeYe5i7UEyUtZUyP5bnqO+TZ8i+3mYtQqiSpZ5S7CSFj3BV8zdOm7dYvyuT5IaTw26KrqamLojnlERIpufcYjcT2hX1XYfG2+gaYtvg3jE9XLuguChCagJByYFBcpjTSllJ+C6Mgl/BOvlRsqu3iZeUMKdd2u2nwBevUCwc6xcnEu1U31dzGW5dZYLcQFRMUFvVOaxOV+pqFPvJ8IWojYpTa1itRZaCwBcuU/yXQfqGgTphaHxihgoEJQ+Yk5ifUDzWYHkpmWK/8Ce/Z8/zLqp1FVTj0nzjkH4s9F1nLkmIuV0mNDdoY4jzhMaWsSKFg9y9e59W2toedsTF5y6t9pD/MxcoaqyXVsMAJigWIwEQm7kLKxAISgaMZSY1X7ExmDQ7iuumIhgfySxAYIj9drprN4d2ofA5wrmg3WEzolSS28UKS5m8sOgYPzWUSQ41C5CKyAYn22IX1waNHO1BaQuVygon3D0KuxSg7m4TCASlApivwG6FfQqK7LhQjbLa4Cbi1GynrsVt5KSx0Oy0XdbVFPjdJXVA0UmRkJtmd1uQe8fDdO2hE+TcbDddqWLJO6GODXeQT79/KOYTH0qbn0CZq9JZY2OszuAAeYFAULqATQZsGGAeI39i2vx4zt6DKvj2dbawsmNdZa1SbtYpflil/rakgK8uUlaastaKSHkrEnK7rDMzYkARD4oTA1vDIde+9hZFekeY4GB/+w+8wD4yvk8JBILSDr+nz6t5fZECBl/iOY71dKyrg8y0zcMbr17vnqIkh0jKSsnQGaRwpXDJLSaVrg/7k0uJwTQ1nHENG9sA/occ7hcZSwUCQZnDMp7j2vy/MfcBfI5NBY9nfqW4E/6UmVQayA2a20hDc9NUTw1WrLVZq1e8hyYH9oZ6KhAIyiY0Dc1Cn/83oHGDBXm9A80tosg2FQqV3DKVehl9yJsCvlfm5tdKNf32MgXOsBYIBIJsBMwAL1yh6CM+lBGdqrNH4UuhkpshWRlZlJmYTlmpmfp/RERERO6sFAm5iYiIiBS3CLmJiIiUSRFyExERKZMi5CYiIlImRchNRESkTIqQm4iISJkUITcREZEyKUJuIiIiZVKE3ERERMqkCLmJiIiUSRFyExERKZMi5CYiIlImRchNRESkTIqQm4iISJkUITcREZEyKQUit7S0NLp+/TqdPXuW9u/fTxs2bKD169fT5s2b6cCBA/T333+Tm5sbxcbGUlZW0ZXwEhERKbmSnp5OV69eZY7YsmULrVu3jqysrMjS0jIb4A5wBrgEnJKUlKQfnX/JF7mBqMLCwujUqVM0a9YsevHFF+mee+6hhg0bUqNGjahJkybUqVMneu655+irr76iPXv2kLe3t360iIhIeRIoNyC0Ll26MEc0bdqUmjdvTi1atOBXoHXr1vTggw/Sq6++SjNnzqSjR4+Sv78/ZWTkv75CvsgNLDx79mwaMGAAtW3blipUqMCoXbs2E1u1atWy/4cTefjhh2nNmjWUmSmZeUVEyptAEZozZw7VqFGDOQGc8dhjj9FTTz1F/fv3Zzz00EN01113MYfgtW/fvjRjxgy6fPlyvq2+PJObp6cnff/999SmTRvuaIMGDZi83nnnHZo+fTrNnz+fvv76a3r33Xe58x06dKCaNWvSlClTWD0VEREpXxIcHExz585lDQ3E9cUXX9CuXbvo+PHj2di2bRvzyksvvUTt27dnbsF3wRv29vaUkpKit5Z7yRO5Qb1cuHAhq5P48WbNmtGYMWPoyJEj5OvrS+Hh4RQZGclMHRAQQFeuXKGlS5fS22+/TatXrxZyExEphxISEkI//vgj88YDDzzA62sgvOTk5GzEx8czb9jZ2dGiRYvokUceoYoVK7JyNG3aNHJ2dtZby73kmtxAbH/88Qc9++yzTGzQxj744AO6ePHiLVkVJIdFQldXVzFLRUTKoZiSG0gLa/C34gystS1btoyJDVzTuXNnXtZKTEzUv5E7yTW5+fj40KRJk1i1rFy5Mpuc0NhEREREbiWm5NazZ0/avn07xcTE6J+aF+yYjh07lpUoENzo0aN5SSwvClKuyc3W1pYJrVKlSkxwWFsLDQ3VPxURERExLznJDetr0dHR+qfmBW5mW7duzTZPwT3Hjh1j8zW3kityg0188OBBdvcAi2LL9s8//9Q/FREREbm55IfcIFh/g/aGTUtsYGLHFctcuZVckVtERAQtX76cdy9Abi+88ALvYIiIiIjcTvJLboGBgTRv3jxq2bIlValShT788EN2Q8ut5Irccv4INhLc3d31T0VERERuLvklNyhV2FiAUgXTdNSoUXninduSGxzosA375ZdfsoNu9erVWVXMC4OKiIiUX8kvucGtzCA3KFUfffRR4WpuIDe4e0AlhO0LL2P8iGhuIiIiuZESS24QLOx99tln1LhxY9bchNxERERyKwUhN2OtH+5nRbLmhqD3H374gTsHBoXPiZilIiIiuZH8khsiFhCt0KpVK6patWqel8NyRW6mC3vYLX3jjTfIyclJ/1RERETk5pJfcvPw8KCpU6dy8o369evT5MmTycvLS//09pIrcktNTaUdO3ZkB8s/+uijdObMGf1TERERkZtLfsnt9OnT9Nprr3GmEIRgIU4dbeVWckVuEORuQ9AryA0RCkuWLKGoqCj9UxERERHzkh9yQ+AA1tuM+FL41oKDEhIS9G/cXnJNbi4uLjR8+HCO9cK62/PPP88J5SQYXkRE5FZiSm7I24bYUiTiuJmAU6ytremtt97ijQSEfCKNGtopkthSMC06BeYFk8IGxsbC7bKCoEPnzp0jBweHQkkdLCIiUroEHIDktiC3Xr16cTrxm5EUuATm6CeffMIWIrimT58+dOjQoTwnrcw1uUGQigS5leASgh9FZ7E9u3v3bt5gQE43xH4hgwh2NZDqCOYrElkuWLCAcziJiIiULzHV3O677z7enERggJ+fXzaQ8QPJOXbu3EnDhg2jWrVqscYGZWrlypX8nbxKnsgNbHvp0iUaP348O/SC4JATHR0ePHgwTZw4kXc3JkyYwCrl448/Tu3ataO6desyCUodBRGR8icgt59++omT22JZa+DAgfTxxx9zll0DUIB69+5N9957L/MFuKVbt26sFIE38lNLIU/kBoHa+O+//9I333zDNRSwTYuOAGBa7GyghgKcfRHNAB+Vfv360apVq9ilREREpHwJMnQjNt20tgrW0sARBoz/w58NhWSgHKFCFtxB8it5JjcIbF+YmL/88gv7noCJ0SH4waGKTceOHTn/EjYgUB0LGw8wV/Nb6EFERKT0SlxcHJf0Q2428AMArjAFrL9nnnmGRo4cyYqQo6Mj75gWRPJFboYgcRzCsC5cuEC///4753wDQHqoWQobGiplXrZvRUREypagdgrW4U+ePMmKzuHDh7O5wgCKxJw/f543HoOCgvQjCyYFIjcRERGRkipCbiIiImVShNxERETKpAi5iYiIlEkRchMRESmTIuQmIiJSJkXITUREpAwK0f8AxMWeoSW1h7MAAAAASUVORK5CYII=)
Which of the following is not true about a rectangle?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARoAAACRCAYAAAAcs3cVAAAXtklEQVR4nO3df3BTZboH8G9ZnIr8MCEKWJGJpVwvy3JbICxYSk0FbaEyFgoEdIU07g9bnCnFXWXAOwF3Lmsdd9uuQoWLSesioSOC6FJ+m0oAka2SIsL1QtoiDDLSNJmKy3S58N4/NK+t5zQ5aXJyctLnM9OZNG9z8qTwPn3O+573PUmMMQZCCJFRP6UDIIQkPko0hBDZUaIhhMiOEg0hRHaUaAghsqNEQwiRHSUaQojsKNEQQmRHiYYQIruQiaapqQlJSUmiX0OHDkVeXh42btwYi1gJIRI1NzejpKQEQ4cO5f01LS0NixYtwpEjR2IfEJNg9+7dDAADwMrLyxljjLndbmYwGPjzq1atknIoQojM3G4302q1DAAzGAzM4/Ewj8fTrb86HI6YxiTp1GnIkCGC59LT01FXV8e/r66ujkLaI4REqrCwED6fD1qtFnv37kVqaipSU1Oxd+9eaLVaAMDixYvR3Nwcs5giGqNJTU3lj30+X8TBEEIiU19fD4/HAwAoLi6GTqfjbTqdDsXFxfz77du3xyyuiBJN14xoMBgiDoYQEpm///3v/PG0adME7bNmzeKPP/zww5jEBESQaOrr62Eymfj3a9eujUpAhJDe6/rHX2zIoyuv1yt3OFzYieaFF15AUlIS8vPz4fF4YDKZ4HK5MHv2bDniI4TIpLGxMWbv1T/cF5SXl+P555+XIxaigLIdeQCAinl7FY6ExFpubm7M3osu2CMkgWg0Gv740qVLkn9WbpRoCEkgOTk5/PHhw4cF7ceOHRP9WblRoiEkgcyfP59fK7Nt27ZuA75erxebNm0CAGi1WsyfPz9mcUlKNB0dHfzxZ599JlswhJDI6HQ6bNiwAcD317Y9+eST8Hq9aG5uxrJly+DxeKDVavH+++93u8ZGbiEHg5uampCfn8+/r6urw9ChQ/mHIYTEl0WLFmHkyJF4/fXXUVdXh7vuuou3mUwmrFu3rtvFtrEQsqJJT08HY6zbFyUZQuJbVlYWtm3bBsZYt6uBJ06cGPMkAwBJjEV+X6ekpKRoxEIUsPzd76c4Kwv3KRwJ6a1QXdjr9WLMmDF8mZDH44m/ioYQom46nQ5btmzh35tMJjQ1NSEvLw8lJSUxiYESDSF9wOzZs+FwOKDVatHY2IiMjAxoNBr88Y9/jMn7y3rqZDabUVRUhOzsbEHbI88d5Y8P/Fm4+IvEBl0ZHB+C9YeGhgZUVVWhoaEBfr9f8NoodGHZyVrR1NTU4KGHHsLUqVOxadMm3LhxQ863IyRh+P1+rFmzBhMmTEBOTg7ee+890SSjFlFPNHa7HdOnT+/23CeffILf/e53uPvuu7FixQp8/vnn0X5bQhKC79JJlJWV4f7778fatWvhdru7tRuNRtjtdoWi672onzoFDnf8+HHYbDbYbDbcvHlT8BqdfipSfjEbw//tYTp1UhCdOinP7/fDuPQNNH9sw7dXzwnaNRoNSktLUVBQgIyMDADifS6eyZZoAvx+P+x2O2w2G06fPi147YAh92Dlc8/AYrFg5MiRkYZCwkSJRjmtra2oqqpCTU2N6GmR0WjE448/DrPZLFgAqbZEI2lz8lDww4bHoQ5XX1/P5s+f3+3nu34tXryYHThwIBohEYk2f7yGbf54jdJh9Bk+n485nU6WkZHBNBqNoA/0Tx7EjEYjO3nyZNDjSO1z8UL2ikZMS0sLZjzxEi6f3o3Oa1cF7RMmTEBRUREsFgsGDhwYaXiEKM7v96OyshK7du0SjLsAwO1D7sGoiQuQMm42nK+H3idGbRWNIokG+HE678r/HMDwziM4dOiQ4GcGDBjAE86kSZMiDZOQmGtoaMCuXbtET480Gg0yMjJgtVqxdnsn+icPAiDtcg+1JRrFL9gb8e+P4ODBg/j000+xbNky3HHHHbzt+vXr2LBhAwwGA2bMmNHt6kZC4pXf70dNTQ2fmq6srOyWZDQaDaxWK5xOJ5xOJ4xGI08yiUrxigbonsGvX7/OZ6vEtqRISUnhVY4Si8MI6Umw6gUIPrgb7gWsaqto4i7RdHXo0CHYbDZs3bpVtL2wsBBFRUXdtrEgJJb8fj/cbjfKyspEx140Gg0KCgpQWlrKp6bFUKKRcpAuH3rmivDv6xvqF3v58mVe5bS0tAjax40bx6ucwO5ihMiptbUVNTU1qK2tRWtrq6A9WPUipmuikeLgX7L4Y0o0EoVzwd727dths9mwZ88eQVu/fv1gsVhQVFSEzMzMsOMgJJRg644Cg7sVFRVBqxcxiZ5oFB8MDtf8+fNRX1+P06dPY8WKFd3+Wty6dQubN2/GtGnTMH36dNhsNgUjJYki1LqjwODuyZMn4XQ6w04yfYFiYzTRcvPmTX5adfz4cUG7TqfjVc7YsWNjGhtRNymDu6WlpTAajTG9dQmgvjGamF4ZLDeXy8WKiop6vPJ4zpw5bMeOHYrGSOKbz+djdrudZWRkiP4f0mg0zGq1hrxyV27x0uekUn1FI6atrY1XOV9++aWgPS0tjVc5I0aMUCBCEm/cbjdqa2t7NTWthHjrcyFFI1shjrPrrl27WEFBQY9VzpIlS5jT6VQ6TKKAruuOxP5vaDQaZjabFa9exMRznxOTkBWNmHPnzvEq55tvvhG0T548mVc5ycnJCkRIYiWw7qinqWm9Xo/S0tK4qV7EqKHPddVnEk1XtbW1sNvt+OijjwRtgwcP5tfkpKenKxAdkYuUdUcVFRXQ6/Vxm2AC1Nbn+mSiCThx4gSvcsS2GX300UdhsVhgMpkUiI5EQ6hV02KbSqmB2vpcn040AR0dHbDZbLDb7Th16pSgfdSoUbzKGTVqlAIRknBFsu5IDVTX56Ix0AOVDUwFs3fvXrZw4cIeB49NJhPbt2+f0mESEVIGd5cvXx6Xg7vhUlufo4qmBxcuXOBVzsWLFwXt6enpvMoZPHiwAhGSgMC6o6qqqoSsXsSors9FI1tBZdk1XA6Hgz3yyCOifyWTk5PZM888w06cOKF0mH1KoHoxGo2iW2JqNBpJW2Kqldr6HFU0YXC73bzKuXbtmqDdaDSiqKgIS5YsUSC6viHU4K5er8fSpUthNpuh1+sViDA21NbnKNH0QmdnJ5+tamxsFLSPGDGCn1alpaUpEGHikbolZuBWr4lOdX0uGmURVFbGRdOHH37IfvWrX/U4eDx37lz2/vvvKx2mKqll3ZES1NbnqKKJkq+//prfv8rj8Qjax44dy6scnU6nQITqkehT09Gguj4XjWwFlWVXub377rssPz+/xyrHYrEwl8uldJhxRc3rjpSgtj5HFY2Mzpw5w6uc9vZ2QXtmZiavcvr1U90eZFERat0RVS/iVNfnopGtoLLsGmu3bt1imzdvZpmZmaJ/rbVaLXvuuefY6dOnlQ41ZpxOJysoKOiTU9PRoLY+RxVNjB09epRXOWK/q9mzZ8NisaCwsFCB6OQldd1Rok9NR4Pa+hwlGoW0t7fzKfKzZ88K2lNTU/m2FSkpKQpEGD1SBneXLl2KgoICOj2SSHV9LhplEVRWxsWbDz74gM2bN6/HweMnn3ySHTp0SOkww+Lz+djOnTtpalomautzVNHEEY/Hw6ucK1euCNonTZrEq5wBAwYoEGFora2tqKqqoqlpmamuz0UjW0Fl2VUN3nrrLZaTkyNaDQwcOJA9++yz7LPPPlM6TMZY96lpGtyNDbX1Oapo4lxjYyOvcjo7OwXtM2fOhMViweLFi2Mem5R1R/G+JaZaqa3PUaJRiWvXrvEFnWKdeuTIkfyaHLlnbGjdkfJU1+eiURZBZWWc2u3fv58tWrSox8HjBQsWsD179kT1PWndUXxRW5+jikbFLl68yKucCxcuCNrHjx/Pq5w777yzV+9B647ik+r6XDSyFVSWXRNRXV0dy83NFa02brvtNvbb3/6WHT9+XNKxaN1R/FNbn6OKJsGcOnWKVzkdHR2C9uzsbBQVFcFsNgvaAlti0rqj+Ke2PkeJJkH961//4ksdTpw4IWgfNmwYP626fPkyqqqq0NDQEPR+R2q6HUmiU1ufk5Roynbk9foNfpHyIJ6eau3160nkPvroI9hsNrz11luSX0PrjpSVaH2ub+5N0Mc89NBDqK2txZUrV/Cb3/wm6GlPamoqamtr0dLSgjVr1lCSIVFBp059gN/vx3vvvYeqqirRa3DEmM1mFBUVITs7W+boSG+orc9RoklgbrcbtbW1QaemH3zwQfzzn//E22+/jba2NsHPTJkyBRaLBRaLBf37949F2OQHiXT6JDnRJNKHTmR+vx9utxtlZWU97vlSUFCA0tJSweBuYPD4yJEjgtfdeeedfEHn+PHjZYuf/CiR+hwlmgQRakvMcNYdffzxxzzp3Lx5U9Cel5cHi8WCBQsWRC1+Eh61nUXQqZPKSVl3VFFRAb1eH/a1L36/ny/o/OKLLwTter2en1bde++9EX0OEh619TlKNCokdUvMgoKCqF37Ul9fD7vdju3bt4u2L168GBaLBTNnzozK+5HgVNfnonF5MVR2ObRaOZ1Otnz5ctE9XwAwo9HIKioqmM/nC3ksl8vFTCZTt9cbDAZWXFzMPB5Pj69rbm5mL774IktJSRGNYcKECey1115j3333XTQ/OvkJtfU5SjRxTsq6o+XLl4e17sjhcPDXFxcXs7a2NuZyuZhWq2XA93dlcLvdIY+zZcsWNmPGDNG4BgwYwEpKSlhjY2MkH5/0QG19jhJNnGppaWFWqzUq1UtXHo+HHyM3N7dbm8vl4m2jR4+WfMxPP/2ULVu2jN1xxx2isT788MNsy5YtYcVJglNbn6NEE0cC1YvRaJRtS8zi4mJ+vN27dwvaDQYDbw/3bprfffcde+2119jEiRNFE05KSgpbvXp10FMzIo3a+hwlmjjg8/mY1Wrt8fRIr9czq9XKWlpaIn6v0aNH8+O2tbUJ2svLy3l7eXl5r9/n4MGD7IknnhD9PABYYWGhaKIj0qitz1GiUVCwwd1A9bJz586wT4+CCfVv1TXRrFq1KuL3u3TpEnvppZfY/fffL5pwxo0bx1599VXW3t4e8Xv1JWrrc5RoYkzpLTHDSTQ/HcOJ1DvvvMNmzZol+rl/9rOfsV//+tfs2LFjUX3PRKW2PkeJJkaiOTUdiXASTSSnTsF8/vnnrKysrMffRVZWFnvzzTdlee9EobY+R4lGRvG4JWZgChuA6KBs10TzxhtvyBrLjRs32KZNm9jUqVNFfz933XUX+8Mf/sDOnj0raxxqpLY+R4lGBoHBXb1er2j1IqbrRXoOh0PQ3nXf4VjODh0+fJiZzeYeB4/nzJnDdu7cGbN44p3a+hwlmihyOp2soKAgru/W2PVamZ+OwbjdbtnGZ6T65ptvWHl5OXvggQdEE05aWhpbt24du3LliiLxxQu19TlKNBEKNTUdGNyNxtR0tHS9liYws+Ryufg1NAaDQXTqO9Z27drFHn/88R6rnCVLlrCGhgalw1SE2vocJZpekjK4a7fbFTk9ksLhcHS7OC9QxZSXl8dFkunqyy+/ZCtXrmTDhg0T/V1PnjyZVVdXs87OTqVDjRm19TlKNGHw+Xxs586ddLdGBdXU1LDs7GzR3//gwYNZaWkpa2pqUjpM2amtz9E2ERK0traiqqqK7tYYRz755BO+OdeNGzcE7Y8++igsFgtMJpMC0clPbX2OEk0Pum6J2draSvc7ilMdHR38hnmnTp0StI8aNYpvznXfffcpEKE8VNfnolEWQWVlXDBS1h0pNTVNgtuzZw9buHBhj4PHJpOJ7du3T+kwo0JtfY4qmh9I2RLTarUiIyODTo/i3IULF3iVc/HiRUF7eno6r3IGDRqkQISRU1uf69OJJtT9juTYEpPElsPhgN1ux4EDBwRtycnJ/LbAkydPViC63lNbn+uTiSZY9QLQ4G4icrvdvMq5du2aoN1oNMJiseCpp55SILrwqa3P9Zkxmnhcd0Ri7/r162z9+vWCa4gCXyNGjGCrVq1i586dUzrUoNTQ57pK+IqmtbUVNTU1Pd7viKqXvsvpdMJms2HLli2i7XPnzoXFYsFjjz0W48hCi+c+JyZhE01DQwOqqqrQ0NBAU9MkqK+//pqfVnk8HkH72LFj+V06dTqdAhEKxWOfCyahEo3U+x2ZzWbo9XoFIiTxbseOHbDZbNi9e7doe2C2atq0aTGOrLt46XNSRT3RzFwhvG9zMAf+HPk/mJTB3dLSUhiNRjo9IpKcOXOGVznt7e2C9szMTF7l9OvXL6L3euS5o2G/5uBfsvhjSjQS9DbR0NQ0iYVbt27xpQ7Hjh0TtGu1Wl7l/PznP+/Ve1CikXqQGCYat9uN2tpampomMXf06FFe5Yh1m/z8fFgsFsybNy+s41KikXqQMM8Xu/5ipSSaruuOeqpeCgoKUFpaStULkZ3X6+VVztmzZwXtqampvMq55557Qh4v3P4AqG+MJrKTS5n5/X6sWbMGEyZMQE5OjiDJ6PV6VFRUoKWlBXa7nZIMiQmdToff//73OHPmDD744APMnTu3W3tzczNefPFFpKSk4KmnnoLT6VQo0vgRlxWNlHVHFRUV0Ov1dHpE4sL58+d5lXPlyhVB+6RJk3iVc/vtt3dr6wsVTdwkGqlT0zS4S+Ld3/72N9jtdtFKZuDAgTzhBP4fU6KRepAIEs3qOTdo3RFJSP/4xz94ldPZ2SlonzlzJiwWC2yNo/hzlGiCHSTMD53z7D58e/Uc/tf5V3x79ZygXaPRwGw2Y+nSpVS9ENX79ttvYbfbYbfbRav15MHDcO+4fKT8Ih+u/y6UdExKNEEOF1h39F8v/xn/1ym+gpaql9gq25EHAKiYt1fhSPqG/fv3w263Y9u2baLtCxcuRFFREfLy8oIehxLNTw4XmJpeu3Yt3G43rTuKM5RolPHVV1/xKufChQuC9vHjx/OxnCFDhgjaKdH8cLhQg7u3D7kHKeNm4dDW/6R1RwqiRKO8/3jsJVz+Yje8rScEbbfddhtf6jBlyhT+vNoSTf9oH1DK1LRvSC60901A/+RBlGRInzf8gRkY/sAMXLt6HlOGnoTdbkdHRwcA4MaNG9i4cSM2btyI7OxsWCwWLF26VOGIwxf1C/ZycnJQWVnZLcloNBpYrVY4nU44nU7cnTYd/ZPVuVcrIXIZdHcaKisrcfXqVVRXV+OXv/xlt/bDhw/DbDZj+PDhCkXYe1E/dSLqsvzdXABAZeE+hSMhvaWGU6e4XoJACEkMlGgIIbKLymCwGko3Ii4w60T/hkROVNEQkiCGDh2KpKQk0a+8vDysXr0aXq9Xkdgo0RCSIM6d+3E5T25uLhhj8Hg8KC4uxr59+7Bu3bqQVxzLhRINIQlC7A4Nqamp2LBhAwwGAwCgsbERR46EtwtmNFCiIaQPUPo2MZRoCOkDzp8/D+D7zdSzsrJC/HT0SUo0Xq8XJSUlSEtLEwwwbdy4Ue4YCSG91NzcjEWLFsHj8UCr1Sq2rWjIK4O9Xi/y8vLQ2NgIg8GAuro6AIDJZEJjYyMAmhpVszePrwUAPD3VqnAkJBp6ukrfZDJh/fr1yp1Chbo5t8Ph4DcTd7lc/HmXy6Wqm4wT0hcE+mRubi5ra2tjJpOJP+dwOBSLK+Sp01dffcUfB1aUAkBWVhYYY1TNEBKndDod1q9fD61WCwAoKSlBc3OzIrGETDSZmZn8sdVqVeyCH0JI+HQ6HVauXAkA8Pl8ePXVVxWJI2SiycrKQnFxMYDv5+DHjBmDV155hRIOISrx9NNP86qmurpakapG0qzThg0b4HA4MHr0aPh8PrzwwgsYM2YM6uvr5Y6PECJR1z/+gels4Puq5k9/+hP/vqSkJPaFQriDOg6Hg2m12rgYYCKE/KhrvwTARo8e3a3dYDB0a3O73TGLrVcbX3m9XowZMwY+nw9arRbt7e1RTX6EkMTSqyuDdTodH7fx+XxRDYgQknhCJpq8vDwkJSXhlVde6fY8JRhCiFSSK5qXX34ZTU1NAIBt27ahuroaALBq1Sp5IiOEJIyQYzRHjhzB1q1bsX//fng8Hv68wWDAggUL8Pzzz8seJCFE3aJyFwRCCAmGtokghMiOEg0hRHaUaAghsqNEQwiRHSUaQojs/h/MFj1jncXM/AAAAABJRU5ErkJggg==)
Which of the following is not true about a rectangle?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARoAAACRCAYAAAAcs3cVAAAXtklEQVR4nO3df3BTZboH8G9ZnIr8MCEKWJGJpVwvy3JbICxYSk0FbaEyFgoEdIU07g9bnCnFXWXAOwF3Lmsdd9uuQoWLSesioSOC6FJ+m0oAka2SIsL1QtoiDDLSNJmKy3S58N4/NK+t5zQ5aXJyctLnM9OZNG9z8qTwPn3O+573PUmMMQZCCJFRP6UDIIQkPko0hBDZUaIhhMiOEg0hRHaUaAghsqNEQwiRHSUaQojsKNEQQmRHiYYQIruQiaapqQlJSUmiX0OHDkVeXh42btwYi1gJIRI1NzejpKQEQ4cO5f01LS0NixYtwpEjR2IfEJNg9+7dDAADwMrLyxljjLndbmYwGPjzq1atknIoQojM3G4302q1DAAzGAzM4/Ewj8fTrb86HI6YxiTp1GnIkCGC59LT01FXV8e/r66ujkLaI4REqrCwED6fD1qtFnv37kVqaipSU1Oxd+9eaLVaAMDixYvR3Nwcs5giGqNJTU3lj30+X8TBEEIiU19fD4/HAwAoLi6GTqfjbTqdDsXFxfz77du3xyyuiBJN14xoMBgiDoYQEpm///3v/PG0adME7bNmzeKPP/zww5jEBESQaOrr62Eymfj3a9eujUpAhJDe6/rHX2zIoyuv1yt3OFzYieaFF15AUlIS8vPz4fF4YDKZ4HK5MHv2bDniI4TIpLGxMWbv1T/cF5SXl+P555+XIxaigLIdeQCAinl7FY6ExFpubm7M3osu2CMkgWg0Gv740qVLkn9WbpRoCEkgOTk5/PHhw4cF7ceOHRP9WblRoiEkgcyfP59fK7Nt27ZuA75erxebNm0CAGi1WsyfPz9mcUlKNB0dHfzxZ599JlswhJDI6HQ6bNiwAcD317Y9+eST8Hq9aG5uxrJly+DxeKDVavH+++93u8ZGbiEHg5uampCfn8+/r6urw9ChQ/mHIYTEl0WLFmHkyJF4/fXXUVdXh7vuuou3mUwmrFu3rtvFtrEQsqJJT08HY6zbFyUZQuJbVlYWtm3bBsZYt6uBJ06cGPMkAwBJjEV+X6ekpKRoxEIUsPzd76c4Kwv3KRwJ6a1QXdjr9WLMmDF8mZDH44m/ioYQom46nQ5btmzh35tMJjQ1NSEvLw8lJSUxiYESDSF9wOzZs+FwOKDVatHY2IiMjAxoNBr88Y9/jMn7y3rqZDabUVRUhOzsbEHbI88d5Y8P/Fm4+IvEBl0ZHB+C9YeGhgZUVVWhoaEBfr9f8NoodGHZyVrR1NTU4KGHHsLUqVOxadMm3LhxQ863IyRh+P1+rFmzBhMmTEBOTg7ee+890SSjFlFPNHa7HdOnT+/23CeffILf/e53uPvuu7FixQp8/vnn0X5bQhKC79JJlJWV4f7778fatWvhdru7tRuNRtjtdoWi672onzoFDnf8+HHYbDbYbDbcvHlT8BqdfipSfjEbw//tYTp1UhCdOinP7/fDuPQNNH9sw7dXzwnaNRoNSktLUVBQgIyMDADifS6eyZZoAvx+P+x2O2w2G06fPi147YAh92Dlc8/AYrFg5MiRkYZCwkSJRjmtra2oqqpCTU2N6GmR0WjE448/DrPZLFgAqbZEI2lz8lDww4bHoQ5XX1/P5s+f3+3nu34tXryYHThwIBohEYk2f7yGbf54jdJh9Bk+n485nU6WkZHBNBqNoA/0Tx7EjEYjO3nyZNDjSO1z8UL2ikZMS0sLZjzxEi6f3o3Oa1cF7RMmTEBRUREsFgsGDhwYaXiEKM7v96OyshK7du0SjLsAwO1D7sGoiQuQMm42nK+H3idGbRWNIokG+HE678r/HMDwziM4dOiQ4GcGDBjAE86kSZMiDZOQmGtoaMCuXbtET480Gg0yMjJgtVqxdnsn+icPAiDtcg+1JRrFL9gb8e+P4ODBg/j000+xbNky3HHHHbzt+vXr2LBhAwwGA2bMmNHt6kZC4pXf70dNTQ2fmq6srOyWZDQaDaxWK5xOJ5xOJ4xGI08yiUrxigbonsGvX7/OZ6vEtqRISUnhVY4Si8MI6Umw6gUIPrgb7gWsaqto4i7RdHXo0CHYbDZs3bpVtL2wsBBFRUXdtrEgJJb8fj/cbjfKyspEx140Gg0KCgpQWlrKp6bFUKKRcpAuH3rmivDv6xvqF3v58mVe5bS0tAjax40bx6ucwO5ihMiptbUVNTU1qK2tRWtrq6A9WPUipmuikeLgX7L4Y0o0EoVzwd727dths9mwZ88eQVu/fv1gsVhQVFSEzMzMsOMgJJRg644Cg7sVFRVBqxcxiZ5oFB8MDtf8+fNRX1+P06dPY8WKFd3+Wty6dQubN2/GtGnTMH36dNhsNgUjJYki1LqjwODuyZMn4XQ6w04yfYFiYzTRcvPmTX5adfz4cUG7TqfjVc7YsWNjGhtRNymDu6WlpTAajTG9dQmgvjGamF4ZLDeXy8WKiop6vPJ4zpw5bMeOHYrGSOKbz+djdrudZWRkiP4f0mg0zGq1hrxyV27x0uekUn1FI6atrY1XOV9++aWgPS0tjVc5I0aMUCBCEm/cbjdqa2t7NTWthHjrcyFFI1shjrPrrl27WEFBQY9VzpIlS5jT6VQ6TKKAruuOxP5vaDQaZjabFa9exMRznxOTkBWNmHPnzvEq55tvvhG0T548mVc5ycnJCkRIYiWw7qinqWm9Xo/S0tK4qV7EqKHPddVnEk1XtbW1sNvt+OijjwRtgwcP5tfkpKenKxAdkYuUdUcVFRXQ6/Vxm2AC1Nbn+mSiCThx4gSvcsS2GX300UdhsVhgMpkUiI5EQ6hV02KbSqmB2vpcn040AR0dHbDZbLDb7Th16pSgfdSoUbzKGTVqlAIRknBFsu5IDVTX56Ix0AOVDUwFs3fvXrZw4cIeB49NJhPbt2+f0mESEVIGd5cvXx6Xg7vhUlufo4qmBxcuXOBVzsWLFwXt6enpvMoZPHiwAhGSgMC6o6qqqoSsXsSors9FI1tBZdk1XA6Hgz3yyCOifyWTk5PZM888w06cOKF0mH1KoHoxGo2iW2JqNBpJW2Kqldr6HFU0YXC73bzKuXbtmqDdaDSiqKgIS5YsUSC6viHU4K5er8fSpUthNpuh1+sViDA21NbnKNH0QmdnJ5+tamxsFLSPGDGCn1alpaUpEGHikbolZuBWr4lOdX0uGmURVFbGRdOHH37IfvWrX/U4eDx37lz2/vvvKx2mKqll3ZES1NbnqKKJkq+//prfv8rj8Qjax44dy6scnU6nQITqkehT09Gguj4XjWwFlWVXub377rssPz+/xyrHYrEwl8uldJhxRc3rjpSgtj5HFY2Mzpw5w6uc9vZ2QXtmZiavcvr1U90eZFERat0RVS/iVNfnopGtoLLsGmu3bt1imzdvZpmZmaJ/rbVaLXvuuefY6dOnlQ41ZpxOJysoKOiTU9PRoLY+RxVNjB09epRXOWK/q9mzZ8NisaCwsFCB6OQldd1Rok9NR4Pa+hwlGoW0t7fzKfKzZ88K2lNTU/m2FSkpKQpEGD1SBneXLl2KgoICOj2SSHV9LhplEVRWxsWbDz74gM2bN6/HweMnn3ySHTp0SOkww+Lz+djOnTtpalomautzVNHEEY/Hw6ucK1euCNonTZrEq5wBAwYoEGFora2tqKqqoqlpmamuz0UjW0Fl2VUN3nrrLZaTkyNaDQwcOJA9++yz7LPPPlM6TMZY96lpGtyNDbX1Oapo4lxjYyOvcjo7OwXtM2fOhMViweLFi2Mem5R1R/G+JaZaqa3PUaJRiWvXrvEFnWKdeuTIkfyaHLlnbGjdkfJU1+eiURZBZWWc2u3fv58tWrSox8HjBQsWsD179kT1PWndUXxRW5+jikbFLl68yKucCxcuCNrHjx/Pq5w777yzV+9B647ik+r6XDSyFVSWXRNRXV0dy83NFa02brvtNvbb3/6WHT9+XNKxaN1R/FNbn6OKJsGcOnWKVzkdHR2C9uzsbBQVFcFsNgvaAlti0rqj+Ke2PkeJJkH961//4ksdTpw4IWgfNmwYP626fPkyqqqq0NDQEPR+R2q6HUmiU1ufk5Roynbk9foNfpHyIJ6eau3160nkPvroI9hsNrz11luSX0PrjpSVaH2ub+5N0Mc89NBDqK2txZUrV/Cb3/wm6GlPamoqamtr0dLSgjVr1lCSIVFBp059gN/vx3vvvYeqqirRa3DEmM1mFBUVITs7W+boSG+orc9RoklgbrcbtbW1QaemH3zwQfzzn//E22+/jba2NsHPTJkyBRaLBRaLBf37949F2OQHiXT6JDnRJNKHTmR+vx9utxtlZWU97vlSUFCA0tJSweBuYPD4yJEjgtfdeeedfEHn+PHjZYuf/CiR+hwlmgQRakvMcNYdffzxxzzp3Lx5U9Cel5cHi8WCBQsWRC1+Eh61nUXQqZPKSVl3VFFRAb1eH/a1L36/ny/o/OKLLwTter2en1bde++9EX0OEh619TlKNCokdUvMgoKCqF37Ul9fD7vdju3bt4u2L168GBaLBTNnzozK+5HgVNfnonF5MVR2ObRaOZ1Otnz5ctE9XwAwo9HIKioqmM/nC3ksl8vFTCZTt9cbDAZWXFzMPB5Pj69rbm5mL774IktJSRGNYcKECey1115j3333XTQ/OvkJtfU5SjRxTsq6o+XLl4e17sjhcPDXFxcXs7a2NuZyuZhWq2XA93dlcLvdIY+zZcsWNmPGDNG4BgwYwEpKSlhjY2MkH5/0QG19jhJNnGppaWFWqzUq1UtXHo+HHyM3N7dbm8vl4m2jR4+WfMxPP/2ULVu2jN1xxx2isT788MNsy5YtYcVJglNbn6NEE0cC1YvRaJRtS8zi4mJ+vN27dwvaDQYDbw/3bprfffcde+2119jEiRNFE05KSgpbvXp10FMzIo3a+hwlmjjg8/mY1Wrt8fRIr9czq9XKWlpaIn6v0aNH8+O2tbUJ2svLy3l7eXl5r9/n4MGD7IknnhD9PABYYWGhaKIj0qitz1GiUVCwwd1A9bJz586wT4+CCfVv1TXRrFq1KuL3u3TpEnvppZfY/fffL5pwxo0bx1599VXW3t4e8Xv1JWrrc5RoYkzpLTHDSTQ/HcOJ1DvvvMNmzZol+rl/9rOfsV//+tfs2LFjUX3PRKW2PkeJJkaiOTUdiXASTSSnTsF8/vnnrKysrMffRVZWFnvzzTdlee9EobY+R4lGRvG4JWZgChuA6KBs10TzxhtvyBrLjRs32KZNm9jUqVNFfz933XUX+8Mf/sDOnj0raxxqpLY+R4lGBoHBXb1er2j1IqbrRXoOh0PQ3nXf4VjODh0+fJiZzeYeB4/nzJnDdu7cGbN44p3a+hwlmihyOp2soKAgru/W2PVamZ+OwbjdbtnGZ6T65ptvWHl5OXvggQdEE05aWhpbt24du3LliiLxxQu19TlKNBEKNTUdGNyNxtR0tHS9liYws+Ryufg1NAaDQXTqO9Z27drFHn/88R6rnCVLlrCGhgalw1SE2vocJZpekjK4a7fbFTk9ksLhcHS7OC9QxZSXl8dFkunqyy+/ZCtXrmTDhg0T/V1PnjyZVVdXs87OTqVDjRm19TlKNGHw+Xxs586ddLdGBdXU1LDs7GzR3//gwYNZaWkpa2pqUjpM2amtz9E2ERK0traiqqqK7tYYRz755BO+OdeNGzcE7Y8++igsFgtMJpMC0clPbX2OEk0Pum6J2draSvc7ilMdHR38hnmnTp0StI8aNYpvznXfffcpEKE8VNfnolEWQWVlXDBS1h0pNTVNgtuzZw9buHBhj4PHJpOJ7du3T+kwo0JtfY4qmh9I2RLTarUiIyODTo/i3IULF3iVc/HiRUF7eno6r3IGDRqkQISRU1uf69OJJtT9juTYEpPElsPhgN1ux4EDBwRtycnJ/LbAkydPViC63lNbn+uTiSZY9QLQ4G4icrvdvMq5du2aoN1oNMJiseCpp55SILrwqa3P9Zkxmnhcd0Ri7/r162z9+vWCa4gCXyNGjGCrVq1i586dUzrUoNTQ57pK+IqmtbUVNTU1Pd7viKqXvsvpdMJms2HLli2i7XPnzoXFYsFjjz0W48hCi+c+JyZhE01DQwOqqqrQ0NBAU9MkqK+//pqfVnk8HkH72LFj+V06dTqdAhEKxWOfCyahEo3U+x2ZzWbo9XoFIiTxbseOHbDZbNi9e7doe2C2atq0aTGOrLt46XNSRT3RzFwhvG9zMAf+HPk/mJTB3dLSUhiNRjo9IpKcOXOGVznt7e2C9szMTF7l9OvXL6L3euS5o2G/5uBfsvhjSjQS9DbR0NQ0iYVbt27xpQ7Hjh0TtGu1Wl7l/PznP+/Ve1CikXqQGCYat9uN2tpampomMXf06FFe5Yh1m/z8fFgsFsybNy+s41KikXqQMM8Xu/5ipSSaruuOeqpeCgoKUFpaStULkZ3X6+VVztmzZwXtqampvMq55557Qh4v3P4AqG+MJrKTS5n5/X6sWbMGEyZMQE5OjiDJ6PV6VFRUoKWlBXa7nZIMiQmdToff//73OHPmDD744APMnTu3W3tzczNefPFFpKSk4KmnnoLT6VQo0vgRlxWNlHVHFRUV0Ov1dHpE4sL58+d5lXPlyhVB+6RJk3iVc/vtt3dr6wsVTdwkGqlT0zS4S+Ld3/72N9jtdtFKZuDAgTzhBP4fU6KRepAIEs3qOTdo3RFJSP/4xz94ldPZ2SlonzlzJiwWC2yNo/hzlGiCHSTMD53z7D58e/Uc/tf5V3x79ZygXaPRwGw2Y+nSpVS9ENX79ttvYbfbYbfbRav15MHDcO+4fKT8Ih+u/y6UdExKNEEOF1h39F8v/xn/1ym+gpaql9gq25EHAKiYt1fhSPqG/fv3w263Y9u2baLtCxcuRFFREfLy8oIehxLNTw4XmJpeu3Yt3G43rTuKM5RolPHVV1/xKufChQuC9vHjx/OxnCFDhgjaKdH8cLhQg7u3D7kHKeNm4dDW/6R1RwqiRKO8/3jsJVz+Yje8rScEbbfddhtf6jBlyhT+vNoSTf9oH1DK1LRvSC60901A/+RBlGRInzf8gRkY/sAMXLt6HlOGnoTdbkdHRwcA4MaNG9i4cSM2btyI7OxsWCwWLF26VOGIwxf1C/ZycnJQWVnZLcloNBpYrVY4nU44nU7cnTYd/ZPVuVcrIXIZdHcaKisrcfXqVVRXV+OXv/xlt/bDhw/DbDZj+PDhCkXYe1E/dSLqsvzdXABAZeE+hSMhvaWGU6e4XoJACEkMlGgIIbKLymCwGko3Ii4w60T/hkROVNEQkiCGDh2KpKQk0a+8vDysXr0aXq9Xkdgo0RCSIM6d+3E5T25uLhhj8Hg8KC4uxr59+7Bu3bqQVxzLhRINIQlC7A4Nqamp2LBhAwwGAwCgsbERR46EtwtmNFCiIaQPUPo2MZRoCOkDzp8/D+D7zdSzsrJC/HT0SUo0Xq8XJSUlSEtLEwwwbdy4Ue4YCSG91NzcjEWLFsHj8UCr1Sq2rWjIK4O9Xi/y8vLQ2NgIg8GAuro6AIDJZEJjYyMAmhpVszePrwUAPD3VqnAkJBp6ukrfZDJh/fr1yp1Chbo5t8Ph4DcTd7lc/HmXy6Wqm4wT0hcE+mRubi5ra2tjJpOJP+dwOBSLK+Sp01dffcUfB1aUAkBWVhYYY1TNEBKndDod1q9fD61WCwAoKSlBc3OzIrGETDSZmZn8sdVqVeyCH0JI+HQ6HVauXAkA8Pl8ePXVVxWJI2SiycrKQnFxMYDv5+DHjBmDV155hRIOISrx9NNP86qmurpakapG0qzThg0b4HA4MHr0aPh8PrzwwgsYM2YM6uvr5Y6PECJR1z/+gels4Puq5k9/+hP/vqSkJPaFQriDOg6Hg2m12rgYYCKE/KhrvwTARo8e3a3dYDB0a3O73TGLrVcbX3m9XowZMwY+nw9arRbt7e1RTX6EkMTSqyuDdTodH7fx+XxRDYgQknhCJpq8vDwkJSXhlVde6fY8JRhCiFSSK5qXX34ZTU1NAIBt27ahuroaALBq1Sp5IiOEJIyQYzRHjhzB1q1bsX//fng8Hv68wWDAggUL8Pzzz8seJCFE3aJyFwRCCAmGtokghMiOEg0hRHaUaAghsqNEQwiRHSUaQojs/h/MFj1jncXM/AAAAABJRU5ErkJggg==)
The measure of
is _______.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWQAAAECCAYAAADJtq1nAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHNTSURBVHhe7V0FeBXX8w3u7g7B3d3dKe4hBE8I7u5uwYM7AYK7uwbXFner/Ove/s7/ntlsSOlrgZJAZOb7zvcib3ff2717du7cmTNOUFNTU1MLEaaErKamphZCTAlZTU1NLYSYErKamppaCDElZDU1NbUQYkrIampqaiHElJDV1NTUQogpIaupqamFEFNCVlNTUwshpoSspqamFkJMCVlNTU0thJgSspqamloIMYeE/NNPP2Hr1q0YPnw4Jk6ciAsXLvj/R01NTS1s2e+//45PP/0U8+bNw+TJk3Hw4EF89dVX/v/9q/G9V69exZw5czBgwADMnDkTn332mf9/398cEvKXX34JV1dXODk5IU6cOPJB1dTU1MKi0QHdtGkT8uXLh6RJk2LQoEG4ffu2/3//aiTfgQMHIkWKFIgWLRo++eQTnDx50v+/728OCfnzzz9H3bp1hZAJLy8v//+oqamphS378ccfsW7dOmTOnBkxYsRA7969cfPmTf//vjJ6zbNmzZL3kRdz5swJb29vvHz50v8d728OCfmLL75A48aNAwiZbrmamppaWDTbQ86fPz+SJUuGwYMH/81DJmlv2LABJUqUEE50dnaW8EZQkjHtHwm5SZMmAYTMp4KamppaWLQ3ETLjxocPH0bDhg0RMWJEJEmSBH379sX169f93xF0poSspqYWru1NhHzx4kW4u7sjUaJEEtJo0aIFTpw4gd9++83/HUFnSshqamrh2l4n5CFDhuDBgwfyP8aNx4wZg5QpUyJq1KioU6cOdu/ejR9++EH+H9SmhKymphau7XVCHjp0KJ48eYLvv/9eFvsYNyYZFy1aFCtXrsQvv/ziv2XQmxKymppauLbAhExPmPUXd+7cwdGjR8Ujjhw5MrJmzSrZZi9evPDfKnhMCVlNTS1cW2BCTpcunRR80BPu0KEDEiZMKCTNuPK9e/f8twg+U0JWU1ML12YTcsGCBZEhQwZ07NhRMirix48vi3hubm5Srfznn3/6bxF8poSspqYWro2EvHnzZhQuXBipUqVC7dq1kT59euG+mDFjinzEr7/+6v/u4DUlZDU1tXBtNiEXKlQIyZMnl7hxqVKlEDduXESPHh3t27fHlStX8L///c9/i+AzJWQ1NbVwbXbIokCBAkiTJg26du2KSZMmSdgiXrx4oltB/QpmXgS3KSGrqamFawu8qJc6dWqMHDkSly9fxqpVq5A7d27hQL4uX75chNeC05SQ1dTUwrUFJmTmITPtjelt9+/flxJpLu5FiRJFQhk7duzAH3/84b9l0JsSspqaWri2wIRM+U0Whjx9+lSI99KlS2jQoIHwIGPKHh4euHHjRrBlXDgk5K+//hrNmjULIOQZM2b4/0dNTU0tbNnrHvLrWhY+Pj4BoYuMGTNi9OjRePbsmf9/g9acKJDxOtszTmJ7yBEiRMDs2bP9/6OmpqYWtuxNhMzFPEptUnIzUqRIQs4sqQ4WcSEqGd29e/cvYhmUlatevboQMtNAGMxWU1NTC4v2JkKmkRNtxTdKcNarV08kOYPanFgiyBptesHsJcV2JFxlpGtO77h8+fLYs2eP/9vV1NTUwpa9DSH//PPP2LdvnxSNkJBjxYol6XEsp6ZeclCZEHLz5s2RKVMmlCtXDjVq1JBcPK4q2nXdDGKrqamphUUjIW/cuFFCEfSAmXN869Yt//++sm+++UYSHCg0xOhB9uzZMWXKlACpzqAwJ5Lt+PHjkSVLFjmIDSZDc0WRHvN3333n/3Y1NTW1sGVsz7RmzRopl6ayW48ePf6xkzR77dFJTZw4sfAkeXP9+vX+/31/kywLuudTp05FtWrVpJ67SpUq6N+/P44cORKk7riamppaSDPqG5Pr2GmfEQJ22X/8+LH/f/9uFBrq1q2b6COXLVsWvr6+/v95fxNCZr4dE6GvXr0qB7t27RoePXokrryamppaWDZmmTEcQe+Xi3fPnz//VxF6Cg0xTEGuPH/+fJBqJDvMQ1ZTU1NT+/CmhKympqYWQkwJWU1NTS2EmBKympqaWgixNxIyRZm//f4nPH/5tYXPv1EoFArFv+GlwYuv8flX3+HX394+U+2NhPzbb39gvs9h1HebZjAV9TvO/EfUUygUinAGR1xYv8MM1G8+EV2GrcT1W28vbP9GQv7pl9/g1mcRnKJ/AqdodeAUv5FBQzglMK8JG5tXA/4epz6cYpj3RK0Np8g14RSllkKhUIRdRDd8GLveX/nQRjzzN6dqSFm0Ow6cuO7Ppm+2NxLyz4aQOwxYahExD5K8OZySNfOH+TlFCzilbAmnNK3glMENETO2RSSDCM5t5HeFQqEIKyCvCcdl8ue4tK5wSmX4jzxIbkxqeFHQ1DindZChdB8cOvWpP5u+2d6KkDsPWWGRrzlQpIxtzAcxH44kTFJO54oE+TyRv+4YNO61DL28dmKw90H0m7kXPaftRI8pOxQKhSL0Y+oO9Jm+GwPn7MegufvRdvg6FGs8EUkKdUfEDIacUxtOJBGTF/lz3IbIVnEAjpxxXIbtyN6ekBM3EULOWmUIyrp4IUulIYiRqZ14xrFzuaNw/XFoN8IX0zecx6YzT3Do5jfwe/ILzj//TV5PPfgRJ+7/oFAoFKEGJw1vnXn0M849+9XgNxy/9z22nn+GRbtvGHLehbItpyJhXk/xkumspizeC2lL90W0LIYbY9ZD1grBQsjLDds3EEJu3m8lFu/5FAPm7EOJJpOQsEBXRMncDrGzdUCyIj1QyBCz25A18PI9h52XXuLUw59w5vHP5vVHIWV+QUdfXKFQKEIKTt63uIq8ddpwGHHo1jdYtv8zdJm4FaWaT0Gqkn0QN6c7omRwQ7Ss7ZG92lB4jNsE97EbkaJYTzhFqoks5fsHEyEzeJ2kKTzGbpYPuevyS0xZ62c+wGaUa+WFRPnMUyJRY/GkE+btjMINxqPVIB+MXX4CPsfu4fCtr+VL8Qlz6ObXOPDp/ykUCkWIw8HPvsbR298Jz5GvNvk9xpQ1fvCcsAVV2s1C6hK9rNBEnHqIboi4cL0xaNF/JYYtOISt555hxsYLyFBuAJycqhpC7hdMhMwsCkPIrYesxZHbVjiCT5K917/EzA0X0HLgaokjM54SJUNrOKVojhjZOqJQ3bESa5nmexa+Jx9iz7UvDDl/i2N3vzP7+Va+vKOTolAoFB8KBz/7PwmzHjWcRF7ad+MrQ8RPMH/nNfSYuh2lm09FkoLdZM0sYnpXxMvljkwVBqGWxzyMWXYcW84+FU67/PmfmL35EtKV6fdhCNl18Brxds8aQj5pCPn4vR+w+8rnWHfiAWZtuoROozchb+1RiJyxrQS3ozq3QdJC3VCowTi4DV2LaevOmqfIU/niR+98J96ykrJCofhYIBmTgw7fIiF/hz1Xv8CCXdfRZdI2lG89HelK90UMxoSZSWEIOWP5AWjccylGLzmGpftvYufll8Jlpx/9jMtf/Gl48OKHJWSSKMMP+2+YL2K+EJ8o1sLdT1hvvOARi4+i5YBVKNJwPBLk6QynBA0lnEFiLtN8CjqO3oCpa/2w/tRDOQmMLWsoQ6FQfEgcEhL+VriH3i2JePHeT9F/9j7xfDOQVNO2MrzXBDGztUe2ykPM3+ej38w9WLL3M9kHeZCRAovQv5XFv5kbL3wcQra/GD8M3X2Sq+3xbjv/HFPWnkUj8yTJVHEQ4uToJMFvrkbGze2Bkk0no+uELZiz9Qo2m6nBfjNF4PYkd76q16xQKIIDr7zhb4W3dlx8gWXG0x2z/Dia9FomoYioWdojkvGGo2VuizSl+6Bah9nob4h4xcHb2Hf9S+EpbkvYXBViCDkwGF/m6iRXKXebJ87yA7cwbsVJtB7sg1zVh8MptQuc4jdA1IxtkLZ4L5RsRo95I+ZsuSyu/7G73+O4gXrLCoUiqMHwhO34Hfj0K2w8/RgjFx9D7c7zkbPGcCTijD51K0R0NvxUqg/KuUyTxbw5Wy9JTJmkS24jT73uNIZIQrbBL84vzXAEP/za4/cx2PsA6nguQB5DzPFzeQgxM5SRsmhPVG07C90mbzdf5iI2n32CI/zi/tsqOSsUiveBcBFT2B4x1PqVhCaGzDso61qF641DZNZUJGkiXnHqkn1Quc0seE7cgkk+Z7D+1CPZnlxEMne0fyJEEzJhTw34Zfjz7itfyOLfuOUnUK/LQqQq0VsyMiKnt5Aof1fzRPKSapglez7FdjOVOPDp1zjyWjjE0bEUCoUiMALzD0MLdubEjPXn0azvCjiXHySZYFHIP5naImmRHlJb0X7kelmY23LuKfZe+zJgP4HDE44Q4gnZhu0tSyjjwQ/YffVzLNx9HYPmHkDjHkuQvfIQawUzdj1Ey9gWmcv2R4XW0yUBe8HO69hnTgq3tRb+/vkJpVAoFASJk5xDnuKi2wbj5Q5feAQNDd+wRiKpcf5EDiJRE8TP0xmlW0xF5/FbMG3dOfgcuYt917/CiXvMIvteZuvkMEfHCYxQQ8iBwRPFYLpNrqsO3ZZVy8ptZyFTuQGIm7OTOUmNZPqQxnjQdTvPx4BZezFvx1UpWWR6CdPt7JQ5R8dQKBThDzYJkx9IpsyaWHnwDiasOiVeb77aoyVtjepsEdK4IGXx3ijaaCJaDfbBxNVnJFRKXrFDE29DwoERKgmZ4PY8cfzyPInbLzzD0n03McT7AGp28kaywt0lGyOiOXmxMrdD8mI9hbAZ81ktT6+3n0YoFIqwDd7/5BRygR3a3GacN3q7jXsvR+ZKQxDPeMFWlpeL1EjkqjEc7UdtkKo6xohZS8Ht6SySWP8Lp4RaQrbBL330DkMZVv34jksvMHfrFVFVqtFhjnjMImkXq65kZeSqOhQ13eehl9duyQM89Nk3IvyhoQyFInyCHEKPlpo5dPB8TzzAmOUnDE/5oHjTSUhA4Z94DQx/1UP83B4o3WyKcNjopceMc3dPeIPbkkNI5o6O8bYI9YRsgyeVoNdM7DVTDaopdZ+8HWVaTpOpRays7S1ZO0PQaUv1RdPeyzBm6XFJq9t+4YVU2JDUuf1/ebopFIrQAZsrmB7L1z1XvxRZhhkbLqDjqI0oWG8sorKyzvBFZOMVJy3YDTmrD0fTPstFf2eL8Z5trrFCE+Qfx8d6F4QZQrbBkyMxHAP+zpjOvO1X0XvaLlRuMxOJC3S1PObULpI251x+IGp08saIRUckn5DeNk8KS7ttkn/9GAqFIvSC9zT5h/c6CZViPl6+59F2uK9UBlNLJypDE4aMmUucr85odPKvDF5z7J6EJritLNaZ7YOSI8IcIdvgSbJCGT/KU5AnnV+SynIVXGcgfck+lkC+mYZEMSe9gDnpzfuuwNAFh7DMeMwk9rNPfxWPmZ+VJd6OjqNQKEIHWObM0IRdpsy6BuYIdxi5XuQYUhTpIfzEVkqJ83WR9LUW/Vdh1JJjkmp7xPAJc5CDs64hzBIywSmE/TQkwRIscZy79TI6j92M4uaE82kYPWMbEcmPYJ6KmSoMhMvA1fBafx4bTj/Crisv5SQFx9NQoVAEL8gBvO/t0AL/RueMVb3u/hxAGQYmAHDBjjHi7FWHiRQm9dg3n33qzyHW4j+5JDg5IEwTsg37opBU+XRjfiBzCrk62nnCFpRpMQXx83a2no4pW4hEHtXmGvVaKsF9FpecMU9Ga+FPCVmhCC0geTKEycyHnZdeYMHOa+jjtRtV2s5CmlJ9ETVzW3PfN0FEQ8a5a46QxhgTV5+WTKw9176Ue/5DriuFC0IODJ5UnlyqylGdaeOZx5i85gzchq2VKUoK4zEzrYXqcjGytEexRhPRacwmCeTzIvEpaes4a1aGQhHyQAfMDlfSAWPmlfe2K+g9fRdqe8xD1kqDZTbMQrKE+TyRt9ZI1Ou6UGQZGCMmgUt3oke/4NTj38zvP0ipNHUrHB0vKBHuCJmwpyD0mvnK3zk14RTFbcha5P9kNOLm6Syl2JHMhYud0x15zEVrM2wd5poLywtML5vfwZ4KfYinp0Kh+GfY96PtzfI+XXHotnThIBGT4KJmboeomdoiVg53ZK82Ai36r8akNWfhe+oxDt78FieMo3byoXG4HvyM/de/xPZzj7D78vO/3d+vOOQ7HLnzPY7e/cGQPx8AP8rPR27babQOeMF/W2s7/20M6R++zYYb34c/QrZhhTLMRTDeLrH32hfmCXkfk8yUhSuuFAyJlZ1Vf40llJGiaA+UbDbZEPNaqcrZfuG5CErzSWydfMfHUSgUwQsSpOXZWotuKw/fFj0b1hxkqzoUcXO5i0ccwThZWSsPRtO+qzBh9TmsP/0cx+7/igufA5e/Ai5+AZx/AeMd/445vgfQdcgkzF67P4AwA45HQjXkefweCfw3nH7yB/ye/k9w5smf5m+/CuE6ctSsz/qDvOfM0z9lm9OP/8Dx+z8LObOpc7gk5MDgSaLsp1xQc2HXnXyI0UuPS0PWAvXGIjH7/UmL7ibSeqV08ynoNnkbZm2+JInk3Ae31VCGQvFhEJiEed9xrYe1ByzYoPBP1spDrNCE4Rx6xexRV8tjgXR6nrh8HyYv2Yyx3qsxdNpC9B07C71Hz0Qf89pv3Gz0HOmFSnUao0CxMhg2fanxmH/F0Xs/ynEtz/hb7Lz4FCv3XsDU5dsweOoi9Bkz0+xnNkbMXI55G49gq98DIW4Wn9mfl7/z540nb8NrxQ70Gz9HtuM2i7aewN6rL3Hx5Z+GkD9SxxD75IYEWKT8aspjL/7RY+YFzlFtGGJk74gIaVshasa2SFyoG4o2noBOozdi/o5rot182Hwvq4vAq3CIo2MpFIr/Bvv+skOFjO9uOP1Y0tNquntLbUFMc59Gcm4jIQp2si/dfLJU764+9hBb/B5h4ERvFClVHinTpkPKNOmQKm0GQUr7NU16pEidDqUq1cKUZVsNIf8i4YVDN781M+nP4XPwKsYv8EXbHoNRsVZDZM9bSLblNhmy5EC1+i0wcuYKId4DN0jiDG1+h0OGyNcfv4kh0xYL4afJkNkcKwNyFyoGF/c+mL1un3EIv8bszZeRvtzA8E3IgcGLzScvQYGR5QdvyZOXbaXy1hyJaOZCOyVsBKc0Lkhbojcqus1E5/GbMX39eel0wu2Ys8j9ONq/QqF4d5A3WFfg9+RncZyW7vsMfWfuEQW2vLVGITaFxZI2k871iQt2Q9V2xtuduhNevmex8cwjnH32Pxy59X/oOni8kG7c+AlQvHw1uHUbiPa9hqF1lwECt64D4TFgLMbOWwvfY58GxHcZZlh98DJcO/dDfuM9Z8tdAFXqNoUbtzPbNHT1QPY8BZEwSTIUKV0Rw7yWYPu5xzhuPGyGI/bd+BLDZyxDxdqNhMibteuOVh59Ua9le5SvXg8NWnXEoi0HMXfrNWSsNFQJ+XXwCUxPl1MiTo+YTE6BovrdFiEHRfL9cxhZZJLEeMwVW0+X2BUlP7lQyKc3m7haKXNKzgrFu4IeMdPWuFZDEqZiI9slsYtQ077LkZF6NWlaCQmz3JmhiZLNJokCGzWJKaPAjCri9OPfsfvyC3QxhJwlZz7kK1JSSJNEe+4FJI4bGJZXbN239HDPvwSmr9wpXq2TkxPyFi4pBLvv2hcSS9596QU6GyJPnCwFIkaMiJqNW2HNoas4a/Z9xJD6huO30KJTL+Q1x+01arp4zzzO2sPX0ai1B9JnyoK+o6fAe/t1ZK02UgnZEfhZScZcLCBB77z0UtJj2Lqb6TLpy/azYlVmUMTM0l7yG1kNSB2NxXtuiLKcXd1DaBhDEZrA8foxxqw4QwaUMZAQhSFjFmsNW3BY5A6yVBqMeHk8EDGtqyzYRcvaXkqfGZqYv/OqNEumODzJnGRMTeJTAYQ8AVlz5Uf+oqUwYvoyIWou7J0wxByAB7/g2D0rTMHPQy/5nCHkqcu2IlU6Z6RIkw7dhk42HvRnOPnoV+N9Qxbppi7bZrzn0kLY+YqWxrJdfrj4JcQ5W7L9NBq7dUaZqnUweekWIXguJHIhsPuwKRI+6dx/uBBytmqjlJDfBCuU8SP8Hv8iWRkLd13HIO/9aGCmTNmqDEHE9K0trdR0rZGpbH/Ucp8n+Y/e269i+8Xn8pRnKMOKUzs+hkIRUkDvkGlcgT3FDwHeZ5xZUomRXMGQ4bCFh2QtJ1+dUYjGdknkk0SNkbxId5mZUq94/MqTEprgjJYZULYTZe/35CPjxQYi5LyFS2DQpPny3UjAgT/D6+CCHNPiVu27KNkXXACkZysZF/6pb8yWmL/pCMpXryuEnCVXPizedgqXvoIs7q3ef8kQsicKlSqPkbNW4txzyP+4f/e+o8xnymc85KmWh1xVPeS3gjy5/b1des4kV5+j99B3xh5UaTdbpkyxc3SyQhnm6c3+WjU7ekviOadazI/kfrgtEdQDnfvjADlyRzM+FO8Hzu52XXomubj8PTg9ZXrDvJdIoiRkyhysPf4AU9f5SfghW+XBUlHHFNTobJdUuLsI/7gNXQPvbZex5+rnxgs2Y9+A9yY/6+tOz+uEzJDF0GmLhYzprTJ0YXnGP4lH/E/f96AhV95bhP0eEjI95Nnr9qN4+SoBHvLSnX6yb+6T57LLkAkoXKoCGrfxxMSFGzF91U7J7KjTxA21G7tiztqdmLvtGjJVGqaE/C7gd+DgsfOQ2T+LLb6HLzoiq73JKVZCAaPULoiTvaO0Bq/RcS76z96L5Qduyj4YW2YKTVAOdCHk29Te0Li14t1hEZkZj+wfd+oOZqzeJaTBn+3/BeV4Jbg/kjAJmU4KQxOjlhxFk97LJe00iSHfCOw2b/gjRrYOKNl0koQmGCMmaf+tXZKDYxCOCHnI1EUSmmDIga8EydUi5L/ePww78H4V4jaQ3GT/cyWE/Ox/mLxkE3IVKILYceOhZiNX+By8Ar9nf5rv9YN40wu2HEe7nkNlMTFjttwGucz7iwohj5y5HHsvP8bsLVeQofwgJeT/ChIfifnc01/los3ZelkGDLuXkIiZjUGRa1b+5agyBA26LxaPefGeTyUmzSmWvWjxXwc7t+Oxt517iMXbT2HexsPYcOKWDBYZNA62USheB8eypHddeYnZa/ehXssOqNHQBRMWrseOC48NIVnpW462fVfwWMz759g/YLzZVUfuYvzKUyJlULjBOOPImJmm4Qx6xckLdUeJppPRahDbJZ2Sjh5S4mx4hAtmbxMCtAnZY8AYZMyaE5my50LTdl0xcNJ8uPcfA1fP/ugyaLxkVzCbgtvQsXl9P6+DxExC3mVmEh5mP0x/y5m/CAZPWWjux0c4fv8XOac8b0ybW7TtJDwHjkflT5qiQs0GaOTWGSNmLMfGk7dw7vlv8qBJV7a/EvL7gN+JT3kOMpIjp2CrD98xxLwTpZpPlnzI6FnayZM+UsY2yFh+ABp2W4yRi4+KTgY7anM7kjLB/Tk6jiNwu2NmQDBZfbrxaFp07Ikmbbtgps8eGeh8Mv9XoleEL3D8knT3Xv0ckxZvQp5CJRA/YWLUd+mIhVtPiKdH8nG07dtA7g05hjXO6d1SU8ZrwzmpkKV0QZxc7oiQobV0c6aMQe7aI9F6yBoRkKda26t9/DVs8CZIJsSVF+g1ygs58hZCslRpUbhURUOMTZCNv6dMg9RpnVGoZHl4DByLFXvOi5NDT/mfjsG/s3CERD/Wey1KVqyJDJmyS2rcuiM35P88n4HfTyeJn2P7+ccC3rckap4TrdQLYvC7MZTBBQkOOE6/KG7CRqyMMVPQhCk6Im6SywM5qg1HvW6LMGzh4QABI06/KJDytgONF5IrxVxkaNNtIFKnc5YnNJ/0fHoHdVhEEXbBccIHOKfuK/aeF+84esyYyJA5OwZM8BZHg/9zqNPwBnDfHN+8L5g1sfPyS7k32o3wRaEG45GiaE9EZApb0maIlbMTCtUdI0Q8YdVprDl+X7ImOJskSMaOjvFvYBx33/UvpNijar1mSG+Is4rxUpn6Rg+1Y5+RKFG+uuQRZ86ZF56DxknaGtdjJDzx2v74fUi2PB9cvKtat7nss76ZVbD0+rB8179ux224P6t02iq3Zuk109+Yq0wPWQk5mGCTs9/jn7HPDCZKfnLwlWo+FelK9ZX4MkMZLO2kSH7L/qukAIWxaBakvI3830FzY5BweUFZjlmwRFlEjRoVxcpVxQyf3Th2nwUqSsiKdwOn9/Tahk9fJt5k9Bgx8Umztuahf02m3offYipvg/fBkTskru8lRkwvd8bGiwFhPYYjpL2aIeMk+btI3Lh5vxUSR/Y5eldI7VV20n8fx7anylS1kbNWoG33wVJRt898T2pYcN+jZq2SWUHkKFEkfY3padS2sB5Cgff3tcwUmIHCmUOLjr2ME1RUCkV4H/LccXGdD6C/bvfP4H0absWFPgQY17I9AmplcHq248JzSZfznLAF+Y0HEDNHR1GWI6Jn7YDsVYcaYl4pJdvrTz2Ule5Ddi6m2dfrA5JPbsanNp28I094JqWncc6EbsMmY8Pxm4aof3qnQaFQEDaZrD10Dc3ad0e8BAmlMo1ZCdv946JvIkfe5yQZjv99ZprOlmrsYTl0/kGpbk1auIdUvUZK4yr3Qa6aI9DcjH1qElO2wAoXWEQVVE4F92HFcr+Q77Hz4jO5f+g9M0ti44lbhqiHIEGiJBKqYQGHnXkReD+MLfMzkdxdO/dH5ux5UaNBS3it3ClZKbzvrHtTCTlEwvaWGcqgl8C2MJPWnEGnMRtRruU0xMnpDqfY9SSckTR/VxT4ZAya9l2BMctOwNcQM7c5eZ9SfX9Nx2H8ijEuxvuKlK5kvONoKF+jPpbsPGPdEGZQBMVAVoQvcMyQdI4aYh41e5Uh4/yIFTsOajZqheW7z4nX+G9kw7HH2R3zgelMLNx9Ax7jtqBy21nIYZyO6JQfMHxAzYlM5QeibteFGGKIetmBmzI7PPXAXrAjETs+xn8BvxMzKpj/ywo6ziz5XQkWjjCkMWrWSsnC4KzAxb23caKeyIyAxM198L0MOWw8cRtdBk1AweLlULpSLbPdCvMQ+VL2eeLhL0LKlurb25GyEvJHAgcyiZXJ78yymLbuLJr1W4k8tUchRcFuiJi2lRSYMAG+SIPxEuZg/y/mO9PLZihDUnwM2bJKaOvZB3D17IeEiZPJCi9jX3uuvpQB4ej4CsXb4PCt7w3x/iaLW8wEiB0nnsSSR5hpvp0CFpiUbaeDWRMSmjj/TGQEhi88jIbdlyB1iT5Wk+FkzRA7WwdkrTJEJDK58D1vxzXsuvK52d5a82CsOvBneS/4Ey4/8+bTdyVXeI4BF9MooWkv2vEhQ8959JzVsgYTO058uHTqLfeX9V3p7bNq9wfsOP8Yw6YtQfHyVVG6ci0JfWw/91CImueEaYIUIeIrF/zsz+Dw8/lDCfkjgReGXgNTfugB0CNgG/LpG86j48j10sWAmRhc+ItqXuPl8kDumiPhNnStXCwKGPGiW3GtrzBrzV4RM4kdJ66sGM9au08u7t/jXgrF2+PgZ99KnJRT8PHz1yFnviIiyNOwtQeW7DgtY4z/53jmeCT4NxIfdV8GzdmP8q4zkLJ4b8TO3hER07WGU/rWSF60p7RRGjB7H5bs/VSIm44G7wneD+QHR5/nv4KLlPxcLB6ZsXq3EGiRMpUw0/zMcAQX2Zg9cvrpn9hy5j48+o8V9bZkKdKg96jp8h254Ma4sRSNmH1NWLAe1Ru0RJkqteU9288/EkLnAh21LbigznxnynxKDjfPj9nO0eezwf0qIX9kCLEar4Lng3FmiuRzYc9l0GoUbzhe9JfZHdspYWPpjFuq6SS0HrIWU9aexa5rX2P9sU/RoddQ4x0nFe+Y2q588vPiEo6OqVC8HSyv7vi9n0UYp4GrO+LEiy/FDP3Hz5H30INmPjBDcRTLmb/jOrpP2Y46nguQs9owREzvBqcYn0jmhDPlBDzmoee0nZi56aIUUx01HjHDE6+H4oISQsh3vg9ITWMWUoSIEUVpjesszHSgQD0X6CYs3IACxcsiZqzYKFG+Gqav2iVES0Kmh8zPyMyL5h16mveVQ9ehEyX/+Oo3wLVvLXDdh9KcZavVxcCJ8yS0IQ8sJeTQAcbILK+ZcTtO2b7BZr/HsrjRuNcyZK82FInyeCAStTISN0GMrB1Q1sUL/WYdQNcR80QKMEGC+KhUqz6W7TiJM4+t+F5wDXBF+MLJB1bB07DpS5Ajb2HEiBkLtZu6SZ4tY6s7Lr00nu5nGLX4KOp2WWhVqTI0YWZ49IxTFe+FEsaR6DJhqxRD7TEeJD1hEhDHaHCPU9tDZm71TJ+9KFO5tnmwJJBsCmZaUNt4hiHewVMWoU7TNkjrnAV5CpdA3zEzsf7ETfGgGQs+brxpFlt1HzZZquwoMtS66wDxurmYN235dqlsHDR5AfIVLQXnrDnFQaJYvRJyKAQHJgcqPWa+slhk1eG7mLDqFFwH+SBXteFw4rQvaXPEzGYGetGuSJGpAmLEToDM2XPCc/BEc/Hv44yZNpHUlZAVQQG7hZHPgcvGM+whGRc58xXCMK9lWLjjMgbPO4wKrWcig/GA41KTmDou5l5PkLeLaBJTLmDe9qtSALJf9mfJYVpj1PExgxaG9P0dFMZ1Sags4ODCXbqMWQUkz4xZcyF/0dKo3aQ1hnotEe/ZdmxIlswbXrzjtFTXRY4cBZGjRBXVt8w58sA5S05kyJxD9pM6XUZZEOR+B06YJ9kc9K6VkEMxeI64cMcFEg6IlYfviBZzg+5LUOCTcUiUvyucElY0Fy2OgRNSZSyEuu5TZPFv1+UvZYWa59iaCjo+hkLxNpCwGtXXHv8Cr+WbkbdQUSRKkgTFKtZDdbdxyFNnHJzSGkeBoQlDxsyaqNRmpnRsZ3UdBbU4jt9XHuB9we/B8MLyPecwxnstPAdNQKPWnVG1XnNUqdsMnzRvh84Dx4qXywo6xoulKtHMDrjIyHjzmsPXRe2NlYsNWnVCrcauqGq2tcH9VG/QAnVbtEenvqMwf+NRqcqThUNzfEefy4YScggHBy7PFQcSB7Islhy7j5FLTqBG+2lI6Ezd1UgG0eAUuwDi5nZHOdeZGDBrn3RTYAK+7ZEQ3I+j4ygUjmCPOwr28OdDt3+El88hFK/cCFGjxUSEqPERIUlZRM7UFjGzd0Ligt1RvMkkiSFzsW7XlZcyhukJy/ZmLH8sMnYEprjtMZ+Ri5YCQ5zMsuD/+HklXe21z8t7kEUfDH8Qe8w2AdsH4IUsIHL/fH/g7f8NSsihBBzEJNRTD34yXvOP8D1xF91HzUOGbPngFCEKYibOBqfkNQxaImY2d2QwF5MxZs8JW82NcVMutOWdWNMvR8dQKAKD44RkzNRM/r7KzNBGLj2BOh5zkTx3YzhFTCgzM6fIGZE0fxvU6ETt772YveWSyAXwHmceMsNvJOTX9/+xYH2v7yVXWDpGP/5DCkIIZkgwbY3ZSY7CCyRXhh6o9GZv82/ggqeVh/x295wScigCBwOnTxw0q/adR7O2nZEocSIkTZkWNVv2Ri332chedThi53CHU4KGcEraVMqzucjC9CLv7Vew/QL7/f1opp6WzgZDGftvOD6eIvzBJmESKTttMEeeue+sGqXKWt7aoxAjuxlfievBKVpmmZ1FjJ4YZet2xvQN57D/M0u5jSROcnF0DMU/Qwk5lIFPbj7Z2ccrQ5bsiBIlCspXq4t5G49i7YnHGOx9UNrbUBQ/SqY2kpUROWMbJC/SE5XbzhQBI98TD7D3+pdC8DIdNeD1cHQ8RfgAiZhl+VZowSqgYJuysctPoN1wX5RoMgkJ83eVqrro2TyQsEA3pCvYBMnSZEL0WDGly/LqA5dx4gGrUK2Ktrf1ChWvoIQcSiA3zK3vcNCcN9+jn6JJ266IGTuOpN10GzIRuy89NVOkP6RgZP6Oa+g3ay9qeXhL6IJasuyQHTNLO2SvNgy1PeZJI1Z2L+FK99knv5ibSG+g8AqKuYtXfO97IWXqp0xZ6ydFSIUbjEfKor0QmZ06UrRE4gJdUantHHiM24oBXhtRt6U7EiVJjNwFCmH8/DXYffmZ5PLqWsV/gxJyKAHJ0mrQ+FxEr+06+2r1mmPhlmPi0bAElPE6TjdZ+Tdvx1VptMrVbqYjxRDtgCZwSt0SGcv1R9M+y6VRK7uXMJTBaSaviZWVoeQc1kHytdUEqZnNmdPkNWfQcdQGlHOZhqRUYEvlAqd0rkheuLuQc5thazGdmsT+laIUrc+Zv7AUizB/d9HWExKDfV1yUvF2UEIOJeBqL3MgqXdcq4mr5D8mSZ4KPYZPlZVeW5mLU056O7KIcuP/sOPCCyzafR09p+5A+VZeSFKoG5zSuyKSucli53SXbiZ1POdLZeAmvydW+xtDxrIvAyXmsAXr2lpZD/ZC2/aLLyRH2HP8FhRvPMmMke6WApvxiuPk8kDe2qPRxnjL03zPYv3pR6AmMQmXbYnYVYOpX3HixheNCzoLXAzjopmOnXeHEnIogNTAG1CzYvyC9cY7zodIkSKhdJXa0mLHrsUPvA1zJo/7l2MzHMGEfLaF6TZ5Gyq6zTDTUP9KqoSNReQlv7+y3LAFh7Di4C2zv+9w9ukvsg+9scIO+LDmohsXdSnk4+V7TjziCq7TZRYVgWXO5h5lrDiPaKeswbgVJ6XzDbfntlbREkWtfpOcXirBsXqPpcYkZ8aSOWZYTPL68RX/DiXkUAARNrn3I5buOG0GvDvixk8o1UADJnpji999GfhcRHG0rV2SzTAEp6a8CXmxO4zegFLNpojoSzRz87HENVLGtiKL2GrgajN19RNxGHZ0sLflzazkHPpATzggNGF+X3/yoSiwMfOG4axEBbpazXgN4uX2QK4aI1Cz0zwMmXcAG41HzIczH+rcT8D1N69c0+C4W3/8Jpq27SrVe3QWBk6aJ6E1pnwF/hyKN0MJORSAHjBJmfXxLM2MGj0GajexdAQYr7Nukn8mSv6fF9oux2bi+5azTzF32xV4jtuCYo0nIm7eznBK3QqR0roiQf4uyF1rBJr0WY7xK07Ie21VOl437k+JOWTDfhDb4Qm2xieJLt77KTzGbkLJZpORqkRvKb+n+hoLO1IU64la7vMwxr9jDdvwc1t73HBfrx+HlWz0lodPX4rseQqKl0yR9tUHLsm4tcuVX99O4RhKyCEc9EA44ClowulgjJixkSl7HmldzsF+5smfsqDnaFtH4M3BzAq/x7/IjeZ74qG1kGM85tItpiIJy7HZSidxY8TP5YEiDcfLajuJ2efIPblBOd3liryjG1Tx8UEy5qyGLY8oDr/twnPR2+42eTuqd5yL9LzRGa6KVRdO5gGco/pwNO61VBTY5m67LMI/vDcZnuD1dnQMG5ydMQ1z+Z7z4iVTLzlNhswYMGGuzN6kY4YhGUfbKv4OJeQQDJIn1aVYU0+hk2x5CphpYSJpp+Nz8Ir8n4t5jrb9N7zuPXE6u/PSC1m0YfJ/wXpjZfEvSobW0vMvZvaOKPDJaMlHpS4Bp7G8aS3vyfKc1Qv6+OAiLK8HwXZJm848EQW2/rP2StZEwnxdLNGftK0Qx1zTNKX6omyradJ8lznH3AevJRUHOTbe5prSYSCJcNZF2cpc+YsiQsQIKFq2EqYu3yYNEpgG52hbxd+hhByCQc+CmRUr9l6Qzr9Ro0WT2PHoOT4yVZS85PcgQhIzb0DGFuktU1mOIvlsxNph1AbkrzMK0bK2F2+K/f6SFu6OIg0mSBfgKWv8jOf1TMicBPC2N7Ai6GE/YJkhw+vBFLYFO6/JrKdMy2niEcfM2kHuPV5LhibqdVmIEYuOYMGu66JJTDK3xwGvpaPj/BN4bOoFM4TGWVzESBFFxL736BkSUqNT4Wg7xd+hhBxCwUFOQmbseOy8dUiXKRuiRImK2k3bYMWeC/B79j8JZTDzwtH27woej9NcvyfsA/aDLOix4y9F8hm2SJDbQ3SYef2SFOiKMi2mwWPcZlmlZ/4qs0CoLnfiHhcYlZg/BOSamTFAcXfmkLMoaM7Wy+gzY7e0RUpToreUz7O5Aas2c7BdUidvdJm4VQibxM2wxklzva0sHsfHeRuQeCnMM2bOammvX7FWQ4yf7yuOg3rIbw8l5BAKTgV5k3C1epjXUhGgL16+GkbP9cG2c48k6+J9b6LXwRucYQjCeiB8I14w5Twb9VyCbFWGIk4ud+Mtu4kmcwIzBS7ZdBI6j9skC4RUlmPuMz+XNfXVBZ3gAO8desO8efk7M2Eo/ENpVrZF4kyGC3URDWJkaY9kRXuinKsXBs3dJ6EJFg1xH7xOvEZB8QA9ZGZr7JKx/thnWLTtFJbuPCOtkOxedY62UfwdSsghFBzEBGX+Vuw+J7meU5ZulQaN9v9f3yaoIKW0ZmDQ4+XCDlPlVh66jUmrz8B1yBrkrDrMEslP1BhRnNuIJ1am5VS4j90ouc5cneeiH6fAQXGzK16B113CTMYj5u9sqd9/9j4p7mFZfKxsHaRMnp5xmpJ90KDbIgz2PhDwwGR4iR41QxPBMoZusG0/iZ5l/kHrMIQHKCGHcPCmsb1lrlgzJzSoPeN/A8mZg4SZFZT+lMaVcw+gnrnRc9caafX7YyjDEEDKYj1Rpc1M9JiyA7M3X5LKP15nTokZ21Ry/m9gkQ9JmOeQYaVdlz/H0n03MXTBYTTpvQzZzcwlIrUmzL3F1vqZyg1ABbcZEpqgJjG9YD5cg42EA4FkbI/X4D5WWIQSciiATcaSQvQRvA7bK6McI39nhsXGM48wfuVJ1Ok8H2lK9ZE8VpbaRnF2M1PmHjJFZhrV4t03JIODn1u+h/8UmQtRrx9H8VdYD2P7nH0jJct8IE5YeQqNey5FxgqDJAOGC66RzHlPXKg7yrtOR98Ze4SwOVOxrx3xQcaOOR6PqWT836CEHErwsQe5rZnMAUNvix2GGYtkxdfQ+QfFU8taaYilLBe3PqJmamM8tf6o3HaW5L9SgY5ZHAxjEFzVf/0YilewiPQbKV3nvbL+1COMXX4STfuskLTEhFxkZb54ypbSQLSS8Yi7TdqGWWZmspmFPGY7yytWoajQBCVkxX8Cb3IOHsYyWcVHEXNKepKAM5YfgDhsdMlQRvJmku9ax2O+lOrO33kNW88/s9KsAlLmlJxt0BvmA4txXmbQrD5yR7QkmIZYrOEExGLzgdQukiOepDDbJU2UMnjewAxlWKlrSsKhFUrIiv8MXkPGNG0CINFykYkCRdU7zrE0ElK0QMR0roiVpb2ENqq1n43Bc/dj1aE7UkzAqfSrMEb4JBF+b35/CU8Y8JzsvvK5pKa1He6LPLVGybmMlsENEQxYtMNUxBb9V0k3cuaOc7bCNEheD55PDQmFTighK4IEJBFmZPCaMiuDfdUYqqjZYS4ylhtgTa9jfYJoGdsgV9WhqOO5QCrEluz7TEq/JYeZoQxDJo72H1ZBMiaJMgR08uGP2HLWSjNkVWSF1jOQqkhPM8toIecvfk53FGowDm2Gr8PYlSelie3uq8Yr5ixFQhs60wjtUEJWBBnE0zMgqTJtbt/1r7Bs300h5hJNJyNF4R7iKQs5p3KBc9n+aNJrKUYtOSae9Y5LL2VAMm5qLUKFTY+Z3ivPkVXl+L2Vv3vqkehI9Jy6UzSJY1D0hwp8aV2Nd9wN+euOQZPeyzFi8RGsOX7fX23tVa63esRhA0rIiiAHPTXGlUk4bDlFLWY2WO3jtRuV3WYifp7OVnw5tQsSGK8vY4WBqOUxHyMXHxVpSBakMKMjLJKN/dDiA4cPHoZt5m69jNZD1qJAvbFIWbyXzCKEjJ3bSEpbiwGrMH7VKSn+YGcXOb93v5NzpF5x2IISsiJYIaGM+z9KOINpWGz/w0Uoit2kL9knQHUsaqa2KFhntHiBQ0Qk/7aQF9XKrA7GoZt4+F3oDbNUmQ8qtsmfuPoM3MduQuU2M612SfEayj3ChgEkZ2auDJ53UHof7v/0K/8S6ZDVUl8RtFBCVgQr6N3yWsuClb/Hu+PSC8zbdgWdDRmxT1v8fJ6ITq+QSmTpWiNTxUFoNdAHU3z8sO74A8ke4ECl181X7sPRsUIa+Dn5na2FNiuEQyGfhbuuS6/DQvXHIwYr69K4IHKG1oiToxPSle4nGSmjlx3DuhMPJL7O8/cuCmyK0AslZMUHA8mJXiIX7/i778kH8Fp/Hh7jNqFciylW1V+CRpLLnDR/V+SsPgz1uy+WVvRbzz71j7laWQSv7zskgmNcvq/x8JmDzRxhpq+VNt81bam+VifneA3kQcTQhMuAVRix+KhIZrLPHUMSPFckdO7L0TEUYQtKyIoPDnrNDGVYObPfY7PfYxHJdx3sg6INJyBlkR5WgUmcuoiWqS2KN56IdiPWSxx19ZG7Zux8I1kJdtt6R8f4WOBnY2xYMkbMzywfpwJbb6/dqNp2NlLwuyVuDKdEjRA/t4f0ravlMQ/9Z+3DykN3JH7OjBMhYfWGwx2UkBUfBTKd9w9jkMQ4Nefin5fvebQdtk46HcfK2UmyDOhJRs/e0XjMwyUdzHvbFeNBPpfsBG5Pcufrx5rOW2GZVyEZguXii3d/it7TdknfuuRFe8r3IBgvZ0523a4LMXbFCVFgowct58TswzonZj8OjqUI21BCVnxU2OJF9CgJxllZ9Td+5SlpHVW0/njEztERTvEbwilZc6Qq2gvFm0wS1bnJPmew6/JLaUfFhUOSoqNjBDc4lrnwSG9/+4UXUibed8ZuVGMOdpn+IvjjlMB8/tQuyGUeKs36rhCpzIW7b0jONr83Fz0ZovhYDxVFyIASsiLEwPIQLXKm18sUuLHLTqBpn+XIV2c0kuTzFFKj7Gcs4zGXaTEVPabuwJzNl0Qkn9szK4PbBzc581gMKzCuzbG889JLif0OnLMfn3guQJZKg+GUppWk98XN0Ul+r9FpLgbO3Q8f4xHTCyaJ83sqCStsKCErQhRITiQpgmOECmfrqHC26hRa9FuBHNWGIiqLSwwxRzOeZ+IC3VC4wTh0GrNRpCbZBcOe8gdM/YMwj5mfj2RvhyhYsrzq8G2MWnxUGoVmqzoMsQwBR3Z2E5H4lMV6oZa7txR0rDpyR0IZFpm/+o6OjqMIn1BCVoRYcHByKk9Q8nP5wVtCbM0MMeerORLR2e+PoYwUzZG2VB8RNuoycQumbzgvXTTYjopjjMTpaP/vChIpszyYD8yCFy4wDp1/SLqp5K09CgnpwZvP4pS6lfSxq9Zhjn8n5ysSmmBpNL+LesWKf4ISsiLEw/ZKJTxw62usOXoXwwwR1uu6CNmrDkV8pssxPJCiBRLl74KKradLF43Fez7FZr+nsg+GMazwwruRM49NAuX2jBFT9IfdUxjjZrPXPIaIo7OBaMqWiJ6lnSzWlW/lBc8JW0XZjloTtsfPfYWlqkNF0EMJWREqwPHCmK2tLLfrktVHjo1Y2aYoY/mBVteMlC2kw3Ka0n1RzhBj14nbRISH25BQuR+Cvzs6jg2LPK330sNmiIGVhlxIbNRzKXLVGCEecZSMbSU0wRb7pZpPRs+pO7Bg1zVpwc/MEW5n5RGHrPQ8RciEErIi1IEEybAB83V3X/1CKt+otUyPOVulwYYk2wRkNTiXHRCgLOe9/aqQ6qlHlsA+vVZH++fYpDfNkAfJlKGJ0UuPScpdyaaTET+vJ5ySNpO2VYkLdEXp5lPQcdR6TPI5bTzyJ6+yJsy2byJ+hSIwlJAVoRK290rQC+XfqH/B9kVV281G+rL9peFnBIYyMrRG6hK9UaPjXIn5MuTArAjLg32lIUyCphfNm4LpdOtPPcSszReFiOkRR2PMOmVLRDaEn7xITxSoOwYt+q/E1LV+2Hb+mXwWbstXy8N2/NkVin+CErIiVIPjiCRKr5QkyM7KzLZgp2USMNsbOaVuKaGMONk7IkvlIajZyVuIe/mBm2b7b/wX2ixiPvHgB2y78BzsF0hxn4L1xhny7YGIaV0l3c4pnSty1xphPOINmO57Tjp6MNOCoRR61ZQd1YIOxX+FErIizMAmV3bIJknO2XJJOmCze4lzuYGIZMiULfIjpndD1kqDJTti2ILDEmOmkA9fJ6w+jY6jN6JEk0mIbQhcFNgMESfK5yldOhr3Xipe9roT94WAg7WlviLcQQlZEWZglTAHzj/+2hLJ338T3SfvQJmWU5HCeMwxs3dANGc3Kc3OWmWo5A9z8Y/hh/yfjJEYMcuboxvEzuWOjBUHChFP8z2LLWefyj5fHefjlWwrwh6UkBVhEhxf9GCpP0zi3HD6MebtuCqLfzXdvZGWWswZWiOCIeYkBbtJzJl6E1Gc20icOHaOTijeeAI6GW+ZTUaXHbglRSr0iF/lEjs+tkLxX6GErAjzYGz47NNfcfVLYM/VzzFo7n4UbzoJcdhK35CvSH5SBjOheU3cRBqJOlcYiLYjfEVX45zZ9uKLP6ySbPWGFcEIJWRFmISELwx5MqTAQU5ZS3q4842XTDW53DVHSImzU9pWBq5CwswnFoI2r2lL90WD7kswcfVpWSi0izs0TKEITighK8IcSMYkTuoSU8CHfegohM92SRXdZkgRSSymsBkijpvHA0UbTcAnXRagrMs0S684tYuktqUp3lv+13LAKoxZflw0NUjKpx78JN1LlJQVQQ0lZEWYgL2gJ7nEklf8rXi2LAahnkQlt5lIVqibkC29YpZbc0GPRDxq6TEs3nNDCjsokl+4/jikKOqf6pakibRZKtJgHNqN8MWUtWex1hAzvW27kasVT1ZyVrw/lJAVoR4kQ44nesX8mUUdrK4bPO8AKrSegeTFeko5NfORI2VqI12u63ZZiOELD0uRCFPkWCRCASDp8LHlsrRaYjFI5Ext4ZTKBVGd3aT3H9vxtxm61njc54TwA0Ii5vg8thKz4n2ghKwI1SAhsijDzgVefuCWFH2wG0eu6sOsvnWJG4tIfBZDxHU6z8fAOfuwcNcNqdZjxoTdMokhDpZLc19rjt03nvNxuA5ag+KNJiIORfI5fhM3kbBGqWaT0Xa4r2hbbDz9WLY/9VBzkhXvByVkRagDCU8IVMIF32Hb+efSfYPpaS4DViNThUHWAl1qF8TI0g4Zyg9A9Y5z0WPqTiwy79t/4/9k29e9Wvtny9vmIp7Zt/GCJ60+jQbdF0uVX8LcHlaBSdJmhqTdDTFPQdcJW6WBKVv77/Mvx7bCJrr4p3g3KCErQg0YJ7YJ0yZjymuOXHTUEK63EGaivJ6IwNivAUueuVDXfcp2eG+/EqDAJot9BvSuHR/HX3LzntXxedflz7Hq0G1MXHUKrQf7IGuVIRLGoLdMzztF4R4o2nii5Czb2sfcnp+PmR5Kyoq3hRKyIlSA3iZDAlRpO/ipFZpgCXOrQT4oXG8corJvXVwzvlK0QOrivVHRbSY8xm3GpDV+WH/qEQ6TYO9bLZO4v/2v7f+fQDJlGIJj9cjtb0Tyc8Dc/RISyVdjhFVeHaeehEXSlOiDKm1mwnPiVszYeB5bzj+TB4cqvyneFkrIihALjhESqE1mlNqk5sS0dWfRvN9KZCg3ABFZWZemldXOqVA3FGkwHu1GrsfsLZew9fxz//1YpdTEfyFFbmPtw9oPu13zc4xecgy1Os9H6lJ9EMscP7J/HnOCfJ6o0Hq6SH4u2nNDFv8OmIeI5TVzAVC1kRWOoYSsCJEgCdIrpndJD5ULZ8yKYANRtktKXKCLeMOssGMGRekWU4xnukWyH7ggR9LkdhLaMIM8KLxT7oNSn1b3kO+w49JLiV0PnX8QjXssQWbGrpM3Fy3mmFnbw7lUXwmZdJ20DYv3fipeOT8P9xEUn0cR9qCErAgxYIyYHqStF7H32hciDDRy8VFJNctfZzQi0AuNXQ9OqVoiTYneKNJoAloMWCUVdVvOPcWxe99J7Jf74f4cHScoQEIl4Z+4/6PIbfJz9p5utf7PVnGQaDFLCCVxE+mvV9d40n1m7MHcrZex/eJzIWZ+Tw1lKAJDCVnx0UFCojdsZyVw4W2j32NMXXsWjXsuFeGf6IbgGBJgGluMbB2Rp9ZIkclkaGLz2SdSqMFQQOD9ODpWYPA9R27TY+XinSFxg0M3HXcRsSGfldrJd/23MT/zeBzPTKNbceAWBs89gGrt54hYkXxmg6jpWiNxwW6o0m4Whi84DJ8jd2Xx74B8d5ZkawdqhRKy4iODBHfUkJrtLa478RAjlxxFk77Lpb1/ojydLWF4423GzeWOci7TDBFvwIRVp+Bz7J50f+ZiH0ukSYyOjuEIJP3Dt8xxH/+Os88h8Hv6P+NhW2OS///LNv6/c5uTD3+F37P/4eSj3+QG4ndgmttJ4y3zO1DgntkWvWfsRm33eXDmjcWWT2b8M5SRo/JQScPr5bVLFifpzfNeUG9ZoYSs+OAQL9OQJ6f8JCF6imuO3sPkNX7SLqlA3dGIwqyJRI2kfDl18V4oUG8sWgxYiSlr/USbgmlrjONa3rDj4/wTLC/3e2zxu4/Za/dj3Px1gilLt2Dt4WviKdP7tUmYsBfitpy5j/mbjmLS4o2Yt+Ewtp19KOTNfdqwu4fsufYFFuy8ju6TtqG863SkL91XCNkpoXnApGgO53ID0KzPcoxacgxL936GHZdeBIQygjvkogiZUEJWfDDYhMVrb03zvxHB92lrz8Jt6FrpUZcgXxdEZXVdahdJZWPc2GPsJhmg608/lEwLkhWJ3PZOHR3r32B5xn9g3sYjqFCrIZKnSivInDMPeo6YKguC9H4Db3P07o9CvN4bDqG+S0dkzJoTtZu6YfHWk+b9X8g+re/H/Vv9+QhuyyyLBTuvode0HahgiDlR/i7y/SKlb404OTohQ9kBqN15PsYuP2HOxxM5L4HxX76jInRCCVnxQUBSIYkyQ4FZBlvPPcXcLZelU0c5Fy9LZS25mdbHb4i4OSkOPxGth6yR6juK+TAHmGLz9CDfJTThCIwb+z0Dpq/cicw58phB7xSActXrYt6mIzhgiPXoHZZBW8c6dv9nIWSvFdtRrGwVeW+B4mUxZ91+IWTu83Xi5O+cBdil2dTJYH6y5/gtqGiImZ6/hDLiNZBFwILmgdTUeMzMr2a+M8MwvDm5D+7rbXOnFaEXSsiKYAXJk2REb5GERlLyZnx12k7U7DhXOndQiziysxsSG88xR7VhaNhzicSIt55/FrDt4Vt2SMDxcd4FJM8zT/+HmT57kK9oKUSMGBGRIkUSkk2RJh1auPfCyr0XcOLBLzhkbhBuw9gyP/9Mn90oX6M+YsWKjVKVakrY4p8I2Qb/zvHOBUB+n50XX2LWpovoNHoDijeZhGTmYRQ9YxtJ42MWSbYqQ+RhNH39efiefCCLhdzupH9hyz8dRxH6oYSsCBYICRlYZPoNdlx8Li2Uehkirtxmphls/WW6TinMaFnaI0/NEVKWzGn7yoO3sfOyRUL0iIMqj9iGTcgzVu9G/mJlECt2HCROnhIJEic1xBwZzllzYfj0ZdZ3uPWdjNXAhFyhZgPEjhMXpSvXeitCJvg/3myMLx8154RZIRvPPBYNDFYUljTEHDd3ZyFlxs0T5e+K3DVHSr8/Ppx2XHwhhMx98PNwfxpjDntQQlYEOUjCJx/8IOEJEsmcrZfRffJ2VOswB1krDUIkVteZqXqs7B2R15BOo55LJRVs1eHbQnpW4cU/a028LwITcr6ipRHTEHKWXPlRukptiSVHiRoN9Vp2wIo95+UzMMXtfQk5MPg+fj+GYPjQWX/yISavOYN2I9ajZPPJSFawq3+BSSPEMeeoWOOJosU8fuUpkRXlNmef/CIhDd5Hjo6hCJ1QQlYECYS4DFFYRPo1tp5/KpkDg70PoJb7PKTxD01ESOeKmIZkMlUchDqeCzBi0RGsOXZPyI6eNGF7gI6OExQITMh5i5RC5ChRUKhUBfQa6YXaTdwQM1ZsZMyeG33HzcaeKy8lzS0oCZnge/k9CX5nPsS4+Dd13VmZKRSoNwYJC3RB1PRuIpQUgw+vWqOEmOdsuSSLodRxtrxuFckPK1BCVrw3SAQkBIYXjpop+erDd9DbaxeqtJ0tUpjxcnmI3oSlwNYT1drPxqC5+7B4z6fiQQdse+fD6Dz8hZALl4RThAjGO64D7/UHMcxrKdI6ZzZeclRUb9ASaw5eNR77zzhuwG2DipBt2OfOLsfefeXzAL0ONlnlQh8LYZySNUPENOb8Fe2Joo0nmHvIB1PW+Mn5Y5qc/SB0dAxF6IESsuI/gURCj5gZBAQXnuZtv4qhCw6hae9lyFZlKCLQu2NH57StkKFcfymGYLx01qYL5v0vpMRZsiY+AAkHxt8I2ckJZat+ghV7z2PNoWuo0dBFYsmp0jqj37g5kmvMQhA+LIKakAPDPqdnHv8sr5w5UMCoZf9VKFR/HBKySIahjKRNkDCvJ8q2nIouE7bK4h9JnJ421fB4TpWcQyeUkBXvBF43enQEf6dW8LqTD6S4oWZHb6Qp1QeRM7ZFRJY4m2l2imI9peLOc8IWLN33qRA3F6O4n1fhCcfHCi44IuSSFWtgyY4zxtP8QbzkjFlzSfZFyQrV5X2s5ON2wUnIBPdhh274M7HpzGNMWHkKjc2DLnu1YYidyx2R07kiorMbEubvKh1N+KBjrjPPL0MrfHjwGtn7cXQsRciDErLircEbW8qczXVjpgAFdXpN2yVtkXLWGIG4Od2tKjTjFSfM74mq7Wej74zdosDG9C2SA6fXlgf3Yb3iwHBEyMXLV8OibSdx5WvA58AVNGjVSRb7kiRLgS6DJ4gGM3UuZq3dhwq1go+QbXBfJFSWhTOcIToZh25bXVEGrkbO6sMRialyiRtLgUnakn1RrpWXdNaeYW7mXeb9vE7c9mOea8W7QQlZ8a8QEjbTZ6qvkUhJDEv2fWY84qNoYjy2jOUGivIaJScp/JPeeMilmk9B66FrzKA6L4pt3JbhCV5zR8f40HBMyFWFkK9+A+y//iXGL1iPfEVKIUKECChaupJ57x5DvF9iwZbjH4SQA4P75Y3KrAzGmVcfviuLpWwrlbvWCMQzHjNjzAxnJC/cQ9IKGcNnvvcmv8eyvX39lJxDNpSQQzzsnNPgzTx4HTwWb16CP5OM2Hlj7PLj0jqf4vBsj0/vjC2TOI0u0nA8ekzZjsV7b0gWgJ05QUIPSVPnfyLkhVtP4PznMKT3IzaduoNWHn0RLXoMg+ho3rEnNhy/iSU7TqNirYYflJAJ3i+BQ0V7eT1OPsSYZeZ6eC5A+rL9RP8jYjpXRMvUVkJF5Y3H3GPKDtFi3n2FGRlWiIgxe75qHnPIgxJyCAcJ8cid7y1pSHOxHL0nqMGCDqqX8focMjfxioO3MGDOPuORLRFtCZY2s8SZoYnkhbujartZ6Dpxq4gDbTz9SDwxu8w5pJBwYPwbIfs9h2RUHDXvmbR4EwqVLI8IESNKAcmUJZsxw2c3KtVujDhx439QQibYnJWvJGWeX2LXZUskn+L9jDFnqTTYymgx1yeKcxszgxkg+d89pu6QvoJ8P71lQr3lkAcl5BCOvdc+x65Lzw2eyc+86YPjxuc+eaOTRPnKSjkWIUxcfQouA1chK2/0tOZGT9xEPDD2jyvaaCLaDl9npsaXZZpPBTZ6w8H1GYMK/0rIzxCgdbzlzD30GTMTKdKkR8LEydDIzRP9J8yVLIz4CZN8cEJ+HTwevV0JR5hzv8pcrz4zLJH8zBUHW5WQDGWkdkHaUn1Qy90bA+ful7ZS7NTN7Xm9NWUu5EAJOYSCF4avaw9fF+KYumyr6CvI/25/95f3vg84bZUb+5Z1c1NfmO2SWK7btO8K5K41Egnye1qt71O2QMzsnVCy2ST08dqFhTuvY+MZtr7/Ujxq3tj83CF9KvwmQub55QLemSe/Y+W+iyhWrioiRoyE9JmzoUnbLqjeoIUQ9McmZIL3Ec89iZW/U8LT5+g96bJS3RBzssI9xGNmQU6srO2Rrmx/IewBs/fJzIehKD5EuR/iY3wHxSsoIYdQ2JVh4xf4olZjV5SvXg8DJ86XRTK7SOF9IeEQ4w1zJZ6E7HviAcatPCmdnNnWnrmuvF70spIX6o6yLadJee9knzPYeu6JZEzYC02h6UZ+EyHboaGzz/8n55tZFukzZ5d4crY8BZCrQBHEjhsP5arV/eiEHBiMEZ9+9DPOPv0Vu69+Lt1UqB3CSknnsgOsHOa49aUhbM6qQ1G/2yIJRTHGzKo/CWXc/1FIwdH+gxo8X/oA+CuUkEMojj/4RQh5+PSlyJmvMKJHj4nq9Vti9YHLElP+r/E/KwfYImJ6RvzbhjOPMX3DeXQetxlFG4xHTE512cnZ2Q2JCnRF/rpjRK945saLolTGbSmHaXtUoW1x6G0JmeeZi6r0kpu1745YceKJpxwjVmxEihxZFvdCEiET/Ay2t8vrdNi8sisJG62WaDYZKYr2lKawFMh3StcamSoMlDZZzCNfeei25JVzfNDrZmoj9+PoOO8LHkNaZ92lM6CdUmwoIYdQWFq8X2PZTj80at0ZsWLHRabsuTHMawm2nXtkPOh3X5SxydjKeGBRx0ss3XcTXSZuQ7Emk5CyeC9LOyFlC8TO6Y7C9cei7XBf0VfwPfnQeIuvOjlzH46OERoQmJDzFCohhFysXJW/ETLPP9/L2crIWSuRLlM2ea+NSrUbhThCtsH7i9eKHi+vOUNL83deQ7+Ze1DJbQbi5XaX9QCnNC5IkMsDWasMRd0uC0VbZC1bY5nvwplPcGTHcH9sDLvXePE8d/x8IencfUwoIYdQcIBa5PkdJizcgJz5C4tMZI0GLbHIEMcp6ef2drFkubmMx8PwAosF2PNtmu85EUqv7TEfzqXNhU/ZUkITsbN1QK6aI9C0zzKMWnpMWivRk2ZJLvcRFm4ckieJd9ry7ciULbeQa57CxTFv01GpyAvIZjEzFL739NM/sXL/RTRy64w4cRMEEHKFGvWxZPspc054I4Xcc8ObnOp7vIZ8CLNQp8PI9Sjr4oV0pfpYC3+x6yJ65nYoUGc0mvVdLlkbLETZd/0rCWVYYa33D2XwHNErXn/sMylL7zF8iuR2c9FaiVkJOUSDA/T0kz+w+sAVNG7jibjxEiBthiwYNHnBKxIw73G0LcFFOpIpp578ne3nlx+8jSHeB1DBdQYS5O+KiM5tENlMXWMbLylL5SFC0PaCD3NdeZ04SMLSzUKh+NOP/8Bc34OiYZEkeSpUq98cS81s5MyTP18RsgE7hjB0sefqS1DQvsonTc37U8o2Lu69DbF86n9+zDYh9PxYMyNeR2t2xL+RmNnvz33sZuT/ZLQ0kI2WsQ0ipHJBZPOarepQya6Z5HMa647flxgzxwDH0n/1mnmOeK723/gSo+f4IGO2XHDOmhODpizAVr8H/qG49yf90Awl5BAMDnp2rdh9+TnGz1+H3AWKSTkvtXqX7z4r5bzSjPMftj1mBridb0plNXrE5VynI3OFQYiZpb0s8lB3gr/X67YIQ+YfxKLdN7DZj33drJQoxiHDmtfC70PPd/Ppe0KyY+b6SCsmhoIchh78Qz304tiHj+8nFm87id1XXsj/GGv+yzYhFHxIM0WOC7J82Kw7binLcf2gTIupiEVluXgNJGyV1Dyw89QaKfnNXOylpgYf8FbI6t2zaThWSbor9pxDw9adpUsLF0s5A2RKp7XP0BsKCwooIYdgkBjoMdCjY+UYF5biJUhoptm50HfMTEPUL3Dy4atmnHw/bzaeV940W849w+zNl9F/1l7U67IQqUv0lvPPtvpMgcpZYzjqdV2EPjP3SHxxz9XPJeZopa+F7RvDqiL8Dqce/S7hCzY1pWfMvzt6P8F0OL6P7yf4sPy3GUpIB29+ityzE8m2888waY0fWg5YhYL1xyEVexymaGHu2XqIkbUDijeegDbD1omWBtPq+ACydUnedqwcv/eTPLwGmxle5hx5JQRXq2lrkTg9dv8nGb/vSvJhDUrIoQBMcyN5jJi5QmLJMWLGkin26gOXAv53WFbUrakkNXWpdzBo7n5pIJq4YHdEzdROypxZXpvKEHPVdrOlSIAr8CwCscucOSB40/zNSwxzsFr302NjR+lXnvE/E7KEL8z7+H6CBB2azxM/O6+5ZGOYVy7a0gtmxg0LfigYFTVze0RK64ooGVqLeh/bSrUfud486C+JoD5jzG8zbjhGea4ZO65vZngxYsaWFMLBUxeKY8GHm6PtwhuUkEMBrBZCP2LVvoto0bGHlO0y9jZi5nIzmJ/hzONfceaJNaApweg5fiuqtJsjzTKjZGwLp1h15bxnKN1PPOJ+M/di7rYr2Hz2qdyMDGtwwY7X5PVjK8IHSKr0dun18ndWaY5Zftzcqz5WKqSZUdFbdkrWHKmK9kSxhhPQyvyPrae4SPxvC38k6RMPfsWuy88l1JM1Vz5EjRZdFknXHLoqM5N/Cr2FNyghhwJwWmwvNFFfIXfBYogXPwFqm+me94Yj2H31KyzdfwvDFhxGXc8F0pVDUpqSNEFs49U4l+2PMi7TRG+CsWR6NWE1Pqx4P9heM1PeOD42nKag1Ak07LkUuYzHnCRvF0vdL15DacVVruVUM662YMaGCyKSz+1JzgydcT+WbKkh+/u/iN50nWZtpKiGetMjzYyPM47QPtMISighhxJwUJ958gfWHbmBxm06I2HixEiXMSva95mAofMOoYbHfHMB+yNWtg6ivsY0NnYuZmiCUo0kYsaUKVDDG42LM1aIw/HxFOEXJEd7jHDcMQTmc+yelNOzewlzltkfkWMseua2SJC3MwrUGwv3MZtkUZgZGTaxM5+eayA7zj9B37GzkNY5C+LEi4/6Lh2xdJefxOQdedXhFUrIoQS8QS68BA4ZAh05axXyFiqOaDFiInOu8shVpY/E95ziNoBT8hbIXGEganvMQ7fJ2zFr00Vsv/hCppMiLG9uMvVGFG8LEgQX/ej1cp2Baw5s08XMi/y1RiI6s3Vi14NT0qZIV6ovKrSegU6GmL18z4t29qXPYRyJX81M7qCU/zN/O0vOvBjrvVbCbSy6Iek7OnZ4hBJyCAbPERt/ElzV3nv9K6w6dAe9Jm9AvlJmcEeIZi5YLERIUhpxc7ZHqpL9UbrFVNHAXXbgJigcQyLnRaakphKx4r+As6hXHi8f6P8nmRbDFxwWLeYslYYgfs5OImDklLQZ4uX2QMXWMyWffdWRh1h77C469RuD5CnTIEbMmGjQqiN8j30G6k4f+iw8LCC/PZSQQyAC3wCM5ZFYVx68IylHroPXImeNkYidppohZKtqLHay3CjbbCT6zNyPBbuuy2Idt2f6GhfrJDTh4DgKxbvAchAsVT+OL3rAy/ffxMhFR9Cwx2LRxWBncVb+xczWEWlK9UNFtxlo2Xs28peshugxYiBn/kIYOm2R7O/kw1//dozwDiXkEAZJ3L/3g4QYOEVce/w+xrOP2oBVKNJwApIW7gmn5C6ImLI+EqYtjkhRoiNZame07TsZ647flenh6Ue/iGes8WFFcIHOAsMYxJ4rX0jsuN+sPahjPObslQYjGkMZCanF3AQpstdErPhJESNWLFRr1BYLt502pPM7zj//U/bD/dni++EdSsghAIGng7wg9IhZrjplzRl0HLUBxRtPRHxKYaZrjehZOyBJoR4o3WwSarUehrSZcyNR4iQyDVy87QSO36cc5o/qESuCHRy3vI8JOgDMY2aMub8hZmoupy07CDEymHs+elqZyUWLlRQlPumGIfMOGkfjAXZd+Vz2w1mgtYCooQsl5BAALmpwUDK8wIopL99zIndJj5hyiVEztZVUo7i5PFCiySR4jN2EeTs/w9xNp1G3ZQckSJQIWXPkxqBJ3pIix5zl0FLKqwj94L3MMAZndSTpbRefY+GuG+g+aQsKVW6DSNHiCSE7xcyM+DlaIVv1UajpPk+6m6w6fCegupROCbd3dIzwAiXkjwR+f+YCn3n8swxmtsmn8DvbuLM5pXR6SNFS9CaSFOwqgvFuQ9ZgvL+mwNlnf+LIra8xZu4q5MxfBNFjxESdpm7wkUT7b3D4ttVBQqH4kOC4Pvf8T8nome6zF2Wq1pPYcZIUGZGhSCvEyNoOTombSaw5S6VBaNp3OUYsPiIi+YxJn3poNT0IryE3JeQPCDs0IZkPxpOlmtrOSy+wxAzGLhO3StfmBPm6ImIGN0QyiJfHE7mqD0fL/isxzfesdHJmOIP7oBfM/fge/RQtOvZE/ISJkTVXftEJoEiO6CyEc29D8eHBMcfWV3uuPEfXIeORzjkTEiVOippNOqHL+A2o0s4byYv2kgpStgVjCC5D+QHSyZwdtDeceiRrJ9wXxzdBrnj9OGEVSsgfECRSLtidMR4Ak+1Jsu1G+KKc8YjTm5MfybkNnJI2l24dmSsOEiIet/x4QO8zqYAy21veg6VYxrLq0XN9kD1PIcSMFQfV67fA8l1nRTRH8zsVHxRmTHLMsRBkyfbTqFirPuLEjYeiZSpj1Jy12HDmKRbuvome03aKSH6ywt3NDNB4y8maIl5Od+StPUoqAhljZijj6N3vZAZ5NBxV8ikhBzMsErba4vM7M2uCxRq9vXahYusZUuVklznHMz/n/2QMannMQy+vndJSh+R74r5d5vz6vi31sZX7Lkjzzdhx4iFdpqwYMWO5eBm8MQJr+yoUwYlDZjxS7Grz6bvoNdILKdOmR6KkKeDRfww2nryFUw9/ht+TX0XMasaG8+g0ZiPKtpyK1CX7IHL61sINkYznzFlhq4GrMX7VSSFmajfzHqJDYjsjjo4fFqCEHAzggOH3IxkT/BtXoBfvuSELckUbThDvgM0mI6RxgZMZjMmL9hAiHms8Yibd77j4QrbjACS4v8DHIKg+Rg+ZeskTFvgiV/4iAWWpi7adNNtY/399O4UiOHDkzg+SWzx73X6Ur1EP0aPHQL6ipaVVFjN/WEZtS7tyxrf9wnPM235VSq4ZrqNDwnuB5BwvT2eRh23WZzkmrj5taXSb7XgfcFwTYZGYlZCDAUfMSbVb5rAt+5Q1fjLoKreZhfTSLsnSmXVK7YIcVYagca+lkirEwclQBs8LF0UcecV/hVV9R69kw4lbaOTmgVhx4iJVWmd0GTIRuy6yNJVC5OEnBqf4OLAckO+w79oX6DlimvGOMyBx0uRw9eyHDcdvSocWexzyvQy9+T3+WcY4Z43s20hnhZWmCQwZy6wxWTMkyuuJIo3GSyd0ihytPXZfUuSkpdjdsBfKUEIOIvCpz6c/p1bsMMGmkmyRw9Seci7TED+3GWTsXZaqpZSZZqo4CJXazJCmk2wqecRsbylkWVOyd1lhPmG8EibWUz0rW+4C5iI6oWjZKvDecAj7jSfisAuGQhGEoPg8taTnbzoqzV+pd1y8fDVMX7VTmpk6cgw4xskDJFiGI3aaWSFz710GrkbhBuOQtEgP0WJmphGV5QrVGydazEwLZdNdihhx27CkXKiE/J7gILC8Ay5mmKnYja+wdN9n6DZpG0o3n4oUxXshBrVk2XbdeMQpi/VCva4LMHbZMSw/cFO0ZDn94qCykuPffSGOWrKHbn4Hn4NX0LxDD4klS6+yyexVdl8FXBTBCt4Dpx//ju3nH6HL4AlmhpYB8RIkQptug83fHotD8E/jj9uSTG1S5Qxxk98TEcDngneemiMRjfePuXeiZnBD4oLdUKj+OMnTZ6Ne3j/cjuB9yP2F5nQ5JeT/CHsgWeWjP8jAmMnFuum7UMdzPjKWH2i1wIldV9LYclUbhgY9FsliHUXkuejGaRcFwXkRHB3jbWENQjPgjZc8feVONHR1R8tOvTBrzV7jdTyVTg18j6NtFYr3AccVyfbYvZ+lA3e5anWlo03BEuUwcdEGcQYYP3a07evgvjhLPPv0V5lt+hy5K2EKt2FrUbTxBMTJ0RFOCRqamWZTJC/UXcIbHUZvwJS1flh/6pFxTL4VTuG2oXW8KyG/I/i57Scyf996/hmW7r+JgXP2oUrbWUhdvLcQsFM6V8TO2gFpS/cVgZVB3gfge+KBbGM/ze0neuD9/1dwP8yqYA4yU47WHLwmf1fPWBGckNZMZtxtPHkbPYZPRcrU6aUjd6e+I7H2yHWZvfH/jrZ1BCF4wtwbnHXSc+Y6zMRVp0TAKIdxbBLk9ZQcZob/uBBYqtlkeE7YgjlbLol3zQYMvMc44+Q+QhM5KyG/A3hheYF5ofebi77MEDFjxNU6zkXGCoOkO4d4xWZ6xb51dTzmYYj3QSkj5YoyBwnLS7kYwe/v6BjvA5IvPWXGjSlrKJ6xEPI/94lTKN4HVn/BHzB91S6UqVIHUaJERf6iZTBr7V5JuWQq3H9xCiwHw5qBkpR3XX4Bn2N3xRsmf2StPDhAWS56prZIWawnShpi7jR2k4Q7mFpHT1nCgGZfoSWMoYT8BtgkzItLMNSw8tAdDF94BI16LkX2KkMQ2dl4xImbIErGNnA2J7FSm1noOnkbvLdflYUHZkxwYAUHCb8O6/PyJtD8Y0Xw49hdKyQxfoEvSlSojoxZc6KVR1/pkn7q0W9SLOJou7cFF6s5pqnzcvbpL0LOzE0eOGc/GnRfIsUkscxM1CleAwllpCnZW2aqVnOGS1LdSlLm/RcaQhlKyP8Am4iZwsbXXVe+kMaPTGGjpgT7i8XM3kmmTlEyuCFZ0Z6iQdHNEPHCXddFyYrb0TuwXj/cQJBBF8IHniJsgAt2xPxNx9Bl8HgJVUxdtk1y4y2RK8fbvSvs+5GQ8W2Imv3+Ri89jpqdvA0R95FGrOys7pS2FZIU7IZKrWei7/Td0r6Mazz0krm9FTLkfhwf62NCCdkBKF0ZcOHMxd92/jkm+Zyx2tZ8MgbJzcVmeTPjxMmLdEexRhOkbc3crZex0e+xXGh7qvUhiVih+NAgORLbzj7E6gOXJdOHPzNMFhzrFzwW70vOOhn+23HppWgxD19wCE3MjDVj2QHiKTvFb4iYWdojY5n+qOg2E92n7MBC8z4WaDEHOqR6y0rIgUASJpHyc/HzsXR59NJjQrZlmk9BrJydzOdvIjHipIW7o1SLqWg30ldEUZgXyW2t0IQupCnCF0gk9IiZVcEu0iL/6i8SFFwgoTIcQYU45vEv338LPafuROW2s5C14iD/UIbhnGTN4GyI+pPOCyTvn6FErulIKMOQOl9DCjmHe0LmhbCmQpY3zKIOesTzzUVrO9wXOasPR5zcHpIDGcnZDQnydUH+umPRcuBqTF7jh/WnrQR1+8kdMKVycCyFIqyCY56LeLyPrIVkx+8LapBHeN8R/J0SnnSkhs47KLHkRAW6IlLaVlKOHdW5DVIU6yni+fw/37frykv5vBYHfNjQoiOEa0JmaIIXksI/zAfedu6Z1ep8wGqUMh5x6qI9rTLnBGb6k62DJKS3Hb4O41eeks4Iu698IWEJTp0Ya3Z0DIVCEfzgA8H2lk/c+wHbLz7H7C2X0HPaLtTu5G1JFrAcO049uZdzVB6MGubvzJJaZjxrbh8SFv7CHSFbgf1v5aKRSJmzyFp6lmN2m7hNOnJEzdzekHAjIeMkhbohX53RaNRrGUYuPop1Jx/Ik1Sah9IbUG9YoQhRsMj5WyFX3t+Ldn8KzwlbpZAkXYnesvjnlNDc3ymaS2PWpubeHr7wsIjkMyZNYic3HDXO2oe+v8MNIfPE8piM7xL0aCnrN3frFfk8uWqOkOlNtIxsl+QiC3aZyg+UuvrJa85gzbH7Mh06aPbBC0XP+mNPbxQKhWOwAQSJlVrKjGdvPvsEC3Zdk6yLCq1nWD0qUzaXrIw4UsDVD7U95mPM0uNYf4qLktY+7DDGhyLmcEHIPJksxuDxWJq56cwTTF3rh46jN6CC63Qpw3RK2BhOseoiRpb2KFx/HJr0XibVdSz+2P/pVwGrujxhjo6hUChCHixv2cpDZnhxy7ln8Fp/TlqlVXT1kspap8Tm3o9dD7Gyd0TBOhTJX4zB3hTJvyuOl6Us92EypsIsIfNC8MvxRPIpSf1VaqpS4rL75B0o3Xwy4uR2l2lLxLStkNA8MTNVGIQ6nRdIbuP604/8g/2vFuo+1FNSoVAELXjvknNkAdDcz2ydNnfLZXHKCjccj6SFuiF6ZjM7TtoUTmlaImvlIXAbvBaTffxEn3zX5c8lTBm4Y4+j47wvwiQh2+TJGno+HRlqmGNOvuf4LSjTcpqUNbPcUuQwU7sgmzn5rtRbXXESKw7eFnF4nnQ+UTU0oVCEDZATLCfN4gXGl9effCjk13n8Zim9jp3DSm2NmKYVEuftguxVh6JhjyWYtPq0pMpxhm1zgvCMg+O8D8IUIfME8WSfuE8FtW+w4dRjzNhwAV0mbEUlt1lIV7KPpTURvyHimBNfqO4YNOi+WEITTIFhRwJmXFi6xJpLrFCEVZAr7FAGPV9W/U30OS3KciWaTEYK9vszXMWsDGrUcLG/zdB1oj7nc+ye8MzZJ78IV3BfLPF2dJx3RZggZFmkM08tO7RAD5eCPj2n7ET5VtORuGBXMw1xRWQqsBkiTl92AOp1XQS21LcC+FZVkRXA1zxihSI8gPc5eci6960wxJZzTzFt3Tm4DV0j2VVUk2MNAitzo2Zuh9w1RkiYw3vbFdHJYA0CuYehUZt/HB3rbRHqCZkngDFiPrH2mpOzbN9nGGw8XsaCqcAm4vDMP0zdCpnN7037WOlrXKyzFKGsah0NTSgU4RPkEN7/dkn13mtfYI3xgimX0HbYOlnkj5GtA5wSNUYEwyNsMlGk4QS4DPKR1lN7rn0JP+Mtk0vel0NCLSHzBDLrgSeRQj5sIDp47n407L4EuWuOkKcZwxNxc7kjR9WhqNFpLvpM343lB2/Jk4wJ5JyyvO8TTaFQhB2Ig3eHWhlWh2v28KM0QvN+K1Gg3hgkzucpLaWYxxwvlwfKiaDYdswwBLruxAPZ1u/xL1Ln8F/IOVQRMk8WydT2ZtnuhUUd41aclEahWSoNFgW2qJnaSEdnisOzk/PQ+QelrRJDGSwMYaslKzyhZKxQKP4Km2fsEAQld7n4N97wDGfY2YyDFzNHR+n3FzljGyTI30W6ZjNpYInhGc7UqUZnh1LfJQwaagiZRMrQhK0t7HvyAYbMO4gGPZZIrCeROSmyYJemFdKTiDt5o+/MPZi34yq2XXgW4FHTKxbNCgfHUCgUChskUfIG+YYeL1PfVpgZ9qglx4zHvAJ5agxHFOP8SdWf4Z10pftJ0YnHuE3iMTO+zFAGeYek7OgYryNEE3LgE3Ly/o/iEVNDwo7t5Ks9GlEYmkjaFJEytJZ0tgqtp6PrxK1YuPOanBDGdYSE1RtWKBT/ETYX0SFkBd+qw7eNQ3gA9bsuRE5DzPFzulu6N8mbI0nBrqjcdib6zdor/TM3nnkshMxt3yTJGyIJmV9eVj4N5MP7K7BNNkTcsOcSZK86DHFzdzZPp7aI5GymDPm6oGC9segkq5+XZfWT+3kV3tDMCYVC8X4gF5FPCP5Oh49FI0wSqOu5EBnKDRBOipDGBdGztEdK4yCWbeWFHlN2iIARU+PsUCk5ia+vi+SHOEImcXKl88zjn+Vpwi88dMEhtBywSlY2Sb5OyRhUbyyVdhQM6Txus6i0rT1+T/YruYX++YGv71+hUCjeB9Y6lNXhmlzDwjOK5DO7iyHUrBUGIQI7lyRohIjmlZo4Nd3node0XaKdQ5XI03bHeUPMgfcdIgjZng7YMV5+wdVH7mCa7zm0GbYOOasPE0/YKXFTeU1dog8KNRgnC3mTfE5LV1puZ6edKBErFIoPAXINvV07TsyQah+v3ajWYY5IMcTO1hFOqay1rdTGY+ba1pD5h6RT/bbzz2R7K93O4q6PSsgU7bC+kLWqyZQR9r4at/KkVNCxb13C/F0ROYN52iRvjoiGjJnS5j5mo3SWXXvsnsSVSeb0iPmqZKxQKD4kyF8kVHLQfvP79osvRIKBIvjV2s8WUXyqRzqlcZGqP2fjMVfrOEdizKsO3RHOYrUg90O5h/PPf/vwhEzyvPj8dyFl/sx8v7ErThiPeC2KNZ4opc3SSTZ+QyTM2xklmk6Ey6DVoltKIpawBsuczdNFSVihUIQE0LFkOOL045+x0xAzRfJ7ee1ETXdvZChrCDa1i3AaY82sj+Ca2CDvg9KIdbd/VsaNryHaOx+MkNkaSUIMBhtPP5IP3cl4vfnrjEa0LO3hlLIloji7IWE+T8n5a9J7Kab5npUuACRfuvV8mhBKxgqFIqSAYkPkJJufyHP8nXUQnhO3okyLqUhVvLfI/DqlaolIGdsgU8VBaNhjMUYvOy7FJQzlMm3uwxBy0mZCyHTr52y9DNcha0RlKVXJPtL3ikpLjBMXqDtaQhPT1p2VeDLLGRmnYRDdTmPjF1UoFIqQBYuU6S2Ts5juxt83+T2RiuL+s/aiYusZxuH0r52g/G8eD+SsMUI623utP4/B8w4idcm+cIpQHVkr9A8mQmZbJEPILDf0nLAF1TvORcoiPRDReMPMJ3Y2T4QKrjPQfqQvpm84J11rr/8f8Ok3wJUv/sT5Z7/h3NNfFQqFIlTh4ovfJRRx63sYp/IHCVGQmOt141rZcKtDdhpDzAW6SuZYWZdpiJenM5yi1QkuQl4hZEzEz+eJ5EV7ImZ2rkC2hFN6VyQp3A2V2sxE/5l7sXDXdXHdGc5gUjVfqcrGVvu+5u8KhUIRmsDSa0p8ks82nDJ8Zn6n7APbwzXqtRTpy/QXx9Qprat0t4/MfGYuBMZpgGwVBwQTITN/mKTMAzG4TXedML+zNpwxE+Yak5grt50lnjSfFuwArVAoFGEBbJJBjmNqHH/OWmUI4uX1RATKfJIX2TiDAkapjbMaHIT808+/oXXvheJ+O0WpDad4DQMyKJziN7IQ1/weq57/e2rBKXJNhUKhCNuIavgwZl2L/wLzoXBifVnUS1GkGw6cuO7Ppm+2t/KQe4z0QSzzBIiVvjViZu/gj46IZTxjNhfk79GztkfUzG1FsCNKRgO+KhQKRVgD+c0gaqa2iJ6lnegtkwf/AsOHsZI1R/6aw3D87C1/Nn2zvZGQ//jjTxwzO/Rett/CqkMKhUKh+DesPAjvRXuxZtsZPHv5tT+bvtneSMhqampqah/GlJDV1NTUQogpIaupqamFEFNCVlNTUwshpoSspqamFkJMCVlNTU0thJgSspqamloIMSVkNTU1tRBiSshqampqIcT+Qsi///47fvjhB/zf//2f4JtvvsHPP/+M//3vf/7veDf77bff8N133/1lf/ybmpqaWli1P//8Ez/++KNw3rfffiu8+rYWQMgkyuvXr2PWrFlwdXWFi4sLPD09sWLFCjx+/Nj/Xe9mhw8fRt++fWVfRPfu3XHy5Mn/TPBqampqId2eP3+OxYsXC+f16dNHePVtLYCQf/rpJ+zYsQM1atSAk5NTAMqVK4dt27bhjz/+8H/nm42E+9VXX2HgwIGIFStWwL7ix48Pb29v8brV1NTUwqJ99tlnQsbkvJQpU2LPnj3+/3mzBRAyXexNmzahSpUqAQRKxIkTB4MHD8azZ8/83/lm+/7777F7925Uq1btL/tKmDAhpkyZgi+//NL/nWpqamphy27evInWrVsL56VNmxb79u3z/8+b7S+EvHHjRlStWlW82vTp0yNdunSIGDGi/I0sTy/6bez+/fvo168f0qRJg8iRIyNx4sSIFi2aPC0mTZqEly9f+r9TTU1NLWzZrVu30KFDByHkLFmy4MCBA/7/ebP9zUOuUKECEiVKhPr166NZs2aIFy8eUqdOjREjRuCLL77wf/e/G2PHDHXQu86cOTMKFiwo4YpUqVIJIX/++ef+71RTU1MLWxakhFymTBmkSJFC4r8kT3rKkSJFQoMGDXD37l3/d/+z0YtmnJjbZciQAU2aNEGtWrUkXEEPeeLEiUrIampqYdaClJBLlSolxDl27Fj4+vqiUqVKQsj58+fHrl275H3/ZFzMu3btGtq1a4e4ceMKEc+YMUPiKfS0lZDV1NTCugUpIZcuXRrJkiXDkCFDJPTAV8aC6TVzce/OnTv+W/zdfvnlFyxduhR58uQJWAw8evQounTpgpgxY8o+lJDV1NTCsgU5ISdJkgT9+/eX9A1mS5QvX14W5+gt792713+LvxsX67p164YYMWLIgqCPjw/u3buHXr16yaJe8uTJlZDV1NTCtAU5IXNRr3fv3rKI9/TpU7Rv3152njRpUglBOKo8YZ7y2bNnJSMjatSoqFevHq5evYonT56gZ8+e8jclZDU1tbBuwULIJFGWOv/666+yuBc7dmxJgevYsSMePHjwt2o75hYvWLAAWbNmldw7Ly8vyUd++PAhunbtqoSspqYWLizYCNku4GBiM8MVDDuULFlS3sca7cB28eJFtGzZEtGjR0exYsVw5MgR+Ttzkjt37qyErKamFi4s2AjZrs7j67BhwyR1jfFlFn0E1regDsbq1auRLVs2iTVTC4NeNI0xZHd3dyVkNTW1cGHBRsg26VK9aNWqVZJXHCFCBFSvXl08YtsePXokJM3ij0yZMmHmzJmi8kZj7rISspqaWnixYCNkxn9tO3PmDGrWrCkHYZx4zZo14hlzge/gwYOigcHsikaNGsniHkmcpoSspqYWnuyDEDLDFqNHj5biDoYuevToIX/7+uuvMXny5IC/jxs37i/xZSVkNTW18GQfhJBZEs2cZGpdRIkSRUqsudjHyrymTZtKNV/evHmxefNm/y0sYyGJErKamlp4sQ9CyExzo/Cyh4eHHIjeMMXnFy1aJOJBLJVmStzrYsxKyGpqauHJPggh2zZ9+nQhYy7u5cuXTwpASLT8mZV5zF0ObErIampq4ckCEzLX244dO+b/nzfbOxMydZEpGkTNZOYlM7OC4Qq7Ms9ezLNNCVlNTS082euETD2ft7V3JmTmF1MJjot4PCBBAXrKdbJt0+tGQu7UqZPEnUnIEyZMUIF6NTW1MGs2IZPzbOVMOrJUy9y5c2cAtm/fLtpAFy5cCCjC+wshr1+/HkWKFBHvlwptdnFHYGMp9ZYtW2QBzyZkig+tW7dO1N5et9u3bwc8LehNMwvjbYXu1dTU1EKbsYUT9X+YBkzeY8EcOZLSxqx0tlG0aFFJF6aQm5+fn2wbQMhs/09Spe4xmZ2Ldyx7dmQ3btxA48aNAwiZ7+XfHHWTZqUeS6f5PkpyMmTxepxZTU1NLawYowLkRCY62Bz5T2Aol4V29J5pAYRM75YFHWzVRI+W7f//yZNlnjELQyg8z/fSY6aQkCOjK873UrSexEzX3ZEnraamphYWjLzJBAdKEbMNHp3Xhg0bOgT1fxg1sCufAwiZ3i3DESz0IInSY359gc42vpd5yXwf8W9t/bkP7ovvY4yZ73XkSaupqamFBbM5j3zHBAaumb148ULAnwOD/yfnkntpAYSspqampvZxTQlZTU1NLYSYErKamppaCDElZDU1NbUQYkrIampqaiHCgP8H/Uutyys6YT0AAAAASUVORK5CYII=)
The measure of
is _______.
![](data:image/png;base64,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)
The length of side MN is ______.
![](data:image/png;base64,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)
The length of side MN is ______.
![](data:image/png;base64,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)
The value of x is ____________.
![](data:image/png;base64,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)
Rectangle is a four- sided polygon whose opposite sides are equal and parallel to each other. In rectangle each angle is and sum of all angles is
. The diagonals are equal in measure and they bisect each other. Here, we have to use the properties of rectangle in order to solve the above question.
The value of x is ____________.
![](data:image/png;base64,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)
Rectangle is a four- sided polygon whose opposite sides are equal and parallel to each other. In rectangle each angle is and sum of all angles is
. The diagonals are equal in measure and they bisect each other. Here, we have to use the properties of rectangle in order to solve the above question.