Question
What is the line of reflection for
and its image?
![](data:image/png;base64,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)
- x = 1
- x = -1
- y = 1
- y = -1
Hint:
Plot the graph and then retrieve the line of reflection.
The correct answer is: x = -1
* In Geometry, a reflection is known as a flip. A reflection is a mirror image of the shape. An image will reflect through a line, known as the line of reflection.
*It is a type of transformation that produces mirror image of the shape.
Given That:
![](data:image/png;base64,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)
>>>From figure:
the points of reflection for the vertices of a triangle A(-6,-4);b(-5,-1);C(-3,-2) are A'(4,-4);B'(3,-1);C'(1,-2).
>>>Then the line of reflection is:
-> y-coordinates of a points remains same on reflection. Then,
x'=x-2(d-x)
4 = -6-2(d-4)
10 = -2(d-4)
d-4 = -5
d = -1.
>>>>Therefore, the equation of line of reflection is x=-1.
From the graph, the line of reflection is x= -1
Related Questions to study
What is the line of reflection for
and its image?
![](data:image/png;base64,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)
From the graph, the line of reflection is y-axis.
What is the line of reflection for
and its image?
![](data:image/png;base64,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)
From the graph, the line of reflection is y-axis.
What is the line of reflection for
and its image?
![](data:image/png;base64,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)
From the graph, the line of reflection is y = x.
What is the line of reflection for
and its image?
![](data:image/png;base64,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)
From the graph, the line of reflection is y = x.
Find the reflection matrix on the x-axis.
The reflection matrix on the x-axis =
Find the reflection matrix on the x-axis.
The reflection matrix on the x-axis =
Write the matrix for the polygon.
![](data:image/png;base64,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)
From the graph, the coordinates of polygon are A(0, 2), B(0, 4), C(3, 5), and D(3, 1)
Write the matrix for the polygon.
![](data:image/png;base64,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)
From the graph, the coordinates of polygon are A(0, 2), B(0, 4), C(3, 5), and D(3, 1)
Find the image coordinates of the triangle ABC, if A (-4,0), B (-3,3) and C (-1,2), which is reflected along y-axis.
If (a, b) is reflected in the y-axis, its image is the point (-a, b).
(a, b) → (-a, b)
A (-4, 0) → A’ (4, 0)
B (-3, 3) → B’ (3, 3)
C (-1, 2) → C’ (1, 2)
Image coordinates of the triangle ABC are A’ (4, 0), B’ (3, 3) and C’ (1, 2).
Find the image coordinates of the triangle ABC, if A (-4,0), B (-3,3) and C (-1,2), which is reflected along y-axis.
If (a, b) is reflected in the y-axis, its image is the point (-a, b).
(a, b) → (-a, b)
A (-4, 0) → A’ (4, 0)
B (-3, 3) → B’ (3, 3)
C (-1, 2) → C’ (1, 2)
Image coordinates of the triangle ABC are A’ (4, 0), B’ (3, 3) and C’ (1, 2).
Find the image coordinates of the line AB, if A (6, 4) and B (6,1), which is reflected along y = -x
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (b, a)
A(6, 4) → A’(-4, -6)
B (6,1) → B’(-1, -6)
Image of the line A’( -4, -6), B’( -1, -6)
Find the image coordinates of the line AB, if A (6, 4) and B (6,1), which is reflected along y = -x
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (b, a)
A(6, 4) → A’(-4, -6)
B (6,1) → B’(-1, -6)
Image of the line A’( -4, -6), B’( -1, -6)
Find the image coordinates of the line AB, if A (6, 4) and B (6, 1), which is reflected along y = x
If (a, b) is reflected in the line y = x, its image is the point (b, a).
(a, b) → (b, a)
A (6, 4) → A’ (4, 6)
B (6, 1) → B’ (1, 6)
Image of line A’ (4, 6), B’ (1, 6)
Find the image coordinates of the line AB, if A (6, 4) and B (6, 1), which is reflected along y = x
If (a, b) is reflected in the line y = x, its image is the point (b, a).
(a, b) → (b, a)
A (6, 4) → A’ (4, 6)
B (6, 1) → B’ (1, 6)
Image of line A’ (4, 6), B’ (1, 6)
Graph the reflection of the polygon in the given line: y = -x
![](data:image/png;base64,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)
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-6, -4) → (4, 6)
B (-5, -1) → (1, 5)
C (-3, -2) → (2, 3)
Graph the reflection of the polygon in the given line: y = -x
![](data:image/png;base64,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)
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-6, -4) → (4, 6)
B (-5, -1) → (1, 5)
C (-3, -2) → (2, 3)
Graph the reflection of the polygon in the given line: y = x
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZoAAAE9CAYAAAAyH6Q1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAJ0jSURBVHhe7f0HeF7HleaJ69mZ3untnpn+d0/bvRN2Z3v2vzsdnGTZcpTcTkp2O7QtB0mW3Xbblm3JLVs552hlUdmyLMmSZeWcI8UAgjmAOQeAIAGQBBNIADx7fwUUWfxYqHqvDUoiVed5Xn4fv3pxKtyq896691bdfayyvr4+27hxI1+T1t/fL/Ew1afKgzNt2jRXhpz19vbapk2bBv83tMFT67N161bZp8LDli1bZgsXLhz839C2ZcsW27x58+D/hja1jJjqU+VhCxYssOXLlw/+b2jr6elxyJnKwygjZc1ZHZ+zZ8+21atXD/5vaKPNaXvF4NJHcqb6rJP3jBkzbN26dYP/G9oYE0oZMbiM4ZzV4Sl544t4oPRNfCpxY9u2bTJX5akxc9GiRXbooYfa+vXrB3+JG2XcsGGD+8yZzzvHVXmYGjPpZ/Q3b0VoxPoUoclbEZq8wVUCqeqzTt5FaNJWhKYIjeMUoUlbEZoiNCkrQpO2IjS7UWjIhI5KBfmeApkoPKD6VHlwpk6d6soQSw9BwOFgxNJCwFPrQ3BSfSo8sHTpUhecOcCxdA8Gk+/YKahlBKpPlQfmz5/vxDNXH4IjiKWFUHmAMlLWWFqIOj5nzZplq1atiqaFoM1p+1haI+DSR2JpIVSfdfKePn26rVmzJpoWgjGhlBHAZQzH0kLU4Sl544t4oPRNfCpxA/FSuSpPiZmMF+LAIYcc4gJ0avxQxu7ubvcZSw/h885xVR5QYyb9jP7m/78Pg44/7OzsdActBZXHgKcxclw1b/zBmTJliuP74BcDaRws+DmeLyPliHE8vM+urq4kN/QZSw9BcGA2M2fOHHfwYhyAz7Vr17q8c/XxZUzxgPdJZ8j5VPIG1IcZAGdmufqQr5K3wgOeS1mH0ydnZMzQqFuMA+DRPrS94pO+keOqPj1PqTefBGaEM8UFlJF+nOMBuIzJ3BhSfOJD4ZEGh3igHEu1jIh2R0eH+4ylh/A+Y2khlPhGgOek5uCDD7b29vbk+KlTRiVvoPr07Z7zCY9+Rn/zx2Yf1BNFIxO+p0CDKDyg+lR4GIVlqkwZYpwQnO3Aj6WFgKfWxx/8WFoINW/Mz2iwGMeDQMcgiaWFUMsIVJ8qD2NG4y+dxTgedD4QSwuh8gBlpKyxtBCqT8zPaLAYx4M2p+1jaY2ASx+JpYVQfdbJO7x0Fkv3YEwoZQRwGcOxtBB1eEre+CIecNyV+ihxgzNvlavylJiJcdLJpTMCORbjAcqIgPAZSw/h885xVR5QYibGyQ/9zf9W7tGI9aGBVZ8KDyv3aNKm8jDKSFlzVsdnuUeTN7iM4ZzV4Sl546vco0mbzzvHVXmYGjPpZzvdo+EfNdirjYapPlUenCI0aStCU4QmZUVo0laEpgiN4xShSVsRmiI0KStCk7YiNEVoHKcITdqK0BShSVkRmrQVoSlC4zhFaNJWhKYITcqK0KStCE0RGscpQpO2IjRFaFJWhCZtRWiK0DhOEZq0FaEpQpOyIjRpK0KzG4UG5/yxL3wKHFyFB1SfKg8OHYsyxNJDMPB8w6UAT60PQUz1qfBAuDNACgRGAkosLYRaRqD6VHkg3BkgBYIDiKWFUHmAMlLWWFqIOj79OppYWgjanLaPpTUCLn0klhZC9Vknb1Zqs74hlhaCMaGUEcBlDMfSQtThKXnji3ig9E18KnGDgKtyVZ4aMznhRGhYRxNL96CMiBGfsfQQPu8cV+UBNWbuso6GjkrBlRWkKo+Dr6wgBYpPAgMcvzMA/mM84PNmxXSKB9Qy4geFxmcs3SPMO5YegqCIyOR2BvB5swI6VZ+wjCkeIJ2OoPhUeID6MANgwOTqgz/8DlfedXwqPECfY6AwQ6NuMQ7AD21O2+d8ei59JMVVfdbh8clKbVaeU7dGTgiljB6MH8ZkLC1EHR55x9I8KBcc4gFlzZVTzZsACpfPWHoIlafENwL9zJkz5Z0BhjNvUMcn7Z7zSf+iHvQ3f2z2QW28SqFoKfjZRywthOqzDg8OZzD+rCjGA6T5A6Xw8JviAdJ9sFF8woulh4Cr7HXm8+aAKbxcGQHpdAbFp8IDpCt7nZGGP/zmeHXyVn0qPEB6OKOJcQBptDltr/iESx8ZDp91eHwinIhsigsYE7kyesD1M5BYuofCI03JmzR8EQ+U/o7PXNwA/swebiw9hMpTYiZGHGBGw0lDqpyUEQHhM5Yewued46o8yuVjZizdAx4ndH5Gw2/lHo1YHzq26lPhYeUeTdpUHkYZKWvO6vgs92jyBpcxnLM6PCVvfBEPlL6JTyVuEBRVrspTY2Z5GCAwtdEw1afKg1OEJm1FaIrQpKwITdqK0BShcZwiNGkrQlOEJmVFaNJWhKYIjeMUoUlbEZoiNCkrQpO2IjRFaBynCE3aitAUoUlZEZq07S6hUcpYhCYwXyDFVJ8qD04RmrQVoSlCk7IiNGnbHUKDIQwPPPCArVy5cvCXXe1tITRkpAQoCqLwMNWnyoNDx1Iag06odEB4an1oYNWnGpgJyorQEEiU4KiWEVN9qjwMoVmxYsXg/4Y2BEERBZWHUUYl4NbxidDw5sGc0eZqYIarBFzVZ528Gfisg8gZY0IpIwaXMZyzOjwlb3wRD5S+iU8lbmAqV+UhLscff7ztt99+tmTJksFfd7XFixc7oUFEcqYEekyN1yoPU2Mm/WwnoeEPGXgk8D0FBrLCA6pPlQeHBUCUIZYegs7HmUEsLQQ8tT4MaNWnwgN0PIJzLC0EB5YOGEsLoZYRqD5VHmAdDWuDYmkhGCgglhZC5QHKSFljaSHq+GQdDQvPYmkhaHMvIDnApY/E0kKoPuvkzc4ALHCMpYVgTChlBHAZw7G0EHV4St74Ih4ofROfStxAsFWuyrvzzjvthBNOsB/96EeuP8U4gLFzyCGHuHVOsXQPyshsgc9Yeggfr3NclQfUmEk/o7/5/+/DitSWlhZ3dsD3FFQeGG6fcMaMGeP4sfQQKOlw1wefNFwsLYSaN51uwoQJ1tzc7L7HOB7kq+at8IDqU+VRB+oyceLEYauPygO7w2dTU5NNmjRJqg9tH0trBH1D4ao+69Rn7NixLjjn6kMZlXEGVO5w8+AQD5S6161P7PdGqD59HzrmmGPsiSeecILSyOG3F154wQ444AAXE9gtpJETQi0j5VO4Kg8oXPoX/Yz+5n/bhzMiFJJr0XxPASVTeJxlqD4VHmegXMKYPHmyKwP+YzxAGmcF8HM88oYXSw8Bl5WuOW6Ydyw9BHWig3F5hjPxGAf4vP0WETEOUHlgd/ikPtSFGVquPpztgFzeCg+QThmH0yf1IYhxH43vMQ7wedNOOZ+k0zfoIyluHZ6St09jyxYu5aTqA8ibsZHy6cHYhRtLC+F5OZ9K3qTBIR5Q/1x9yJu4EUtrhMpVecwA2F3i5z//uRMR/h/jEMAPOuggd3xS4weQd+z3RqjxWuX5ds9xOR7Uw884+c3do+EaHdNvxVSe6lPlwWHgK8b1Ww5ezuCp9WH6p/pUeBj3aLgJmDOmtFwqyJlaRkz1qfIw7jcp92iYqoOcqTyMMlLWnNXxyZklgS9ntDltrxhc5V6F6rNO3gQzgkrOGBNKGTG4jOGc1eEpeeOLeKD0TXWMYyq3jk8C7amnnupOxIYyLqMfdthhLkjnDCFSbbjro8ZM+hn9zVt56kysD8FJ9al2hPLUWdpUHkYZlaBTx2d56ixvcBWhq8NT8sYX8UDpm/hUxUvlqjyMNv/pT3+aPFEujzcH5gukmOpT5cEpQpO2IjRFaFJWhCZtu0No8MnZPY83t7a2Dv66qxWhCcwXSDHVp8qDU4QmbUVoitCkrAhN2gi0KlflqTGzCE1gaqNhqk+VB6cITdqK0BShSVkRmrQVoSlC4zhFaNJWhKYITcqK0KStCE0RGscpQpO2IjRFaFJWhCZtRWiK0DhOEZq0FaEpQpOyIjRpK0KzG4WGTOioVJDvKZCJwgOqT4VHA8ChY1GGGCcEAYeDEUsLAU+tD8FJ9anwqJPyKmfAYPIdOwW1jED1qfKoAwtQEc9cfQiOIJYWQuUBykhZY2khVJ/UgRXObEGTqw9tTtvH0hoBlz4SSwuh+qyTNwOfxZ25+jAmlDICuIzhWFqIOjwlb3wRDzjuSn2UuIF4qVyVp8RMjDiA0BCgU/WhjDzFxmcsPYTPO8dVeUCJmZSfxcb0N//bPgw6/tCvsE1B5eGTxshx1bwZSHBY2Qyfv4vxQJi3youlh4BLB2BFueITXiw9BAeM2czcuXPdoIlxQJ28FR4gnY5A0Mn5VHiA+rDAkTOzXH3wh9/hyruOT4UH6HMMFGZo1C3GAfihzWn7nE/S6W/0kRRX9VmHxycrtVmlTt0aOSHwmSujB/XJjUmg8EhT2wcO8YDj6U+GhoLPO5YWAtFmgS6fsfQQ+FR4SnwjwHNSc/DBB7sTm9T4Ic/hzBuo9fbtnvNJ/6Kf0d/8cXQzGhSNTLz6DAWVh6LRWDluHR4cP6NJKT5pBAb4OZ6SN/A+aTAlb3ix9BBw/YwGi3EAPB8YcnkrPEA6g5NOoPjM8QDpfkaTqw/+yD+Xt1JGUMenwgOkM/gZMLn60Oa0k+KT/kYfSXG9T5WXy9unIZyIbIoLlDJ6wGVMxtJCwGO8KXnneKTBIR4o/UMtIwGf4Kyc2as+lZiJcdLpZzRYjAfqlFHJG8BTfPp2z/mERz+jv/ljU+7RiPWhgVWfCg8r92jSpvIwykhZc1bHZ7lHkze4jOGc1eEpeeOLeKD0TXwqcYOgqHJVnhozy8MAgamNhqk+VR6cIjRpK0JThCZlRWjSVoSmCI3jFKFJWxGaIjQpK0KTtiI0RWgcpwhN2orQFKFJWRGatBWhKULjOEVo0laEpghNyorQpK0ITREaxylCk7YiNEVoUlaEJm1FaIrQOE4RmrQVoSlCk7IiNGkrQrMbhQbn/LEvfAocXIUHVJ8qDw4dizLE0kMw8HzDpQBPrQ9BTPWp8EC4jiaW7kFgJKDE0kKoZQSqT5UHwnU0sXQPggOIpYVQeYAyUtZYWog6PsN1NLF0D9qcto+lNQIufSSWFkL1WSdvBr5fR5MCY0IpI4DLGI6lhajDU/LGF/FA6Zv4VOIGAVflqjwlZmKccCI0LIjEYjxAGREjPmPpIXzeOa7KA2rMDNfRgH3oqBRcWUGq8jj4ClflEUDgvJk7A8DNrboPebH0EAQHOtdbfWcAfCqr86lP2RkgX076G30kxVV91uHxyUptVp5Tt0ZOCKWMHnAZk7G0EJ6X86m2D5y3684AahmVvIHq07d7zif9K7ozABWjUHxPgbMIhQdUnwoPRYRDwSlDjBOCwECjxdJCwFPrQ+OpPhUedVJ2BgB+IMXSQqhlBKpPlUd9lJ0BAJ0PxNJCqDxAGSlrLC2E6pP67G17nfEqYQJzrj6MCaWMAC5jOJYWog5PyRtfxAOOu1IfJW4Q8FWuylNiJkYcOOSQQ9xJAxbjAcpIsOczlh7C553jqjygxEyOB/2M/uZ/K/doxPrQsVWfCg8r92jSpvIwykhZc1bHZ7lHkze4jOGc1eEpeeOr3KNJm887x1V5mBoz6Wc73aPhHzXYq42GqT5VHpwiNGkrQlOEJmVFaNJWhKYIjeMUoUlbEZoiNCkrQpO2IjRFaBynCE3aitAUoUlZEZq0FaEpQuM4RWjSVoSmCE3KitCkrQhNERrHKUKTtiI0RWhSVoQmbUVoitA4ThGatBWhKUKTsiI0aStCU4TGcYrQpK0ITRGalBWhSVsRmt0oNGRCR6XwfE+BTBQeUH2qPA5AnQWbviOkAA+/sbRGEJxUnwqPg+oXbPI9xvEgbwJKLC0EPPX4MEAVnyqPOvgFm7n64A+/sbQQat5A9anygN+CJlcf2py2j6U1gr5BH4mlhYCn+KyTNwvo2BUhlhYCn0oZAVzGcCwthMpjPCp548uvPI+lhyBvJW4gXipX5Skxk/7FCadfsJnqb5SRNuIzlh7C553jqjzAscnVB9DPEBr//304UBRc2apA5eFT2apAzZuBBKfOFjTKli1KGQFcOgA+Y+keYd6x9BDUic7FFjRenGLwebPSNlcfX8YUD5CubO+i8gD18VvQ5OqDv9w2MHXyruNT4QHq09LS4mZofI9xAH6UbWCA59JHUlzVZx0en8wAEM5UfYBSRg/GT25MAoVHGjylfeDsji1o4PIZSw+h8pT4RoAPt6BJjZ86ZVTyBqpP3+45n/SvXbagQT05O6BQoSLFgPIpPO+TgsfSPdS84eGLgUIZUopPmlddlRdLD6Fy6/pUtqCB5wcS32McQJoPICke2F0+lS1o4NH5yD+XNzyg5L07fCozGtJoH9pJ8UnfoI/kfMLL+SRNyduncYaJyKa4QCmjB2OXMaz4zPFIU9sHX8QDpW9SRuJGLC2Eny0oXJWnxEyMOMClM04asBgP+DIqsw+fd46r+vTtzjGKpXvAo58xg/bHptyjEetDA6s+FR5W7tGkTeVhlJGy5qyOz3KPJm9wGcM5q8NT8sZXuUeTNp93jqvyMDVm0s92ukfDP2qwVxsNU32qPDhFaNJWhKYITcqK0KStCE0RGscpQpO2IjRFaFJWhCZtRWiK0DhOEZq0FaEpQpOyIjRpK0JThMZxitCkrQhNEZqUFaFJWxGaIjSOU4QmbUVoitCkrAhN2orQFKFxnCI0aStCU4QmZUVo0laEZjcKDc75Y1/4FDi4Cg+oPlUeHDoWZYilh2Dg+YZLAZ5aH4KY6lPhgXBngBQIjASUWFoItYxA9anyQLgzQAoEBxBLC6HyAGWkrLG0EHV8IjR+HU0KtDltH0trBFz6SCwthOqzTt4MfL+OJgXGhFJGAJcxHEsLUYen5I0v4oHSN/GpxA0CrspVeUrMxDjhRGhYEBnjeFBGxIjPWHoIn3eOq/KAGjPpZ/Q3/3+3MwB/yGpPvqeg8hjINMZw+SSAsFqZlcDw8R/jAdI4WPBzPMoIL5YeIvQZS/dQeYDgQOdiZwAOXowD8MnZgV8BHeMAlQd2h0/q43cGyNWHTghyeSs8QDplHE6f9Dl2BlixYoWrW4wDfN60U84n6fQN+kiKW4en5O3TCMx+Z4BGTgjyZmykfHowdhmTsbQQ8BSfSt6kwQl3BojxPNQyItpw+Yylh1B9KvGNAO93BuD4pMZPnTIqeQPVp2/3nE/6l98ZwB+b7Xud4YDvKXAWofCA6lPhoYhwGCiUIcYJQWCgkWNpIeCp9aHxVJ8Kjzqpe51xsOgEsbQQahmB6lPlUYc6e52BWFoIlQcoI2WNpYVQfVIHBj9bguTqQ5vT9rG0RsClj8TSQqg+6+TNGSaBOVcfxoRSRgCXMRxLC1GHp+SNL+IBx12pjxI3OLNXuSpPiZkYcYAZDScNqfpQRk5A+Iylh/B557gqDygxk/LTz9gZwP9W7tGI9aFjqz4VHlbu0aRN5WGUkbLmrI7Pco8mb3AZwzmrw1PyxhfxQOmb+FTiBgFS5ao8NWaWhwECUxsNU32qPDhFaNJWhKYITcqK0KStCE0RGscpQpO2IjRFaFJWhCZtRWiK0DhOEZq0FaEpQpOyIjRpK0JThMZxitCkrQhNEZqUFaFJWxGaIjSOU4QmbUVoitCkrAhN2orQFKFxnCI0aStCU4QmZUVo0laEZjcLDaY0GqbysOH0CYcFgaopjYbVqY/qU+WxqIkFgcNpat67wxAZJTDvKcbgZ81Czuq0+XD3oTp5z5s3TxLjN2uMY3XyVuPBm1kfTOG2trba5z73OVlkVXuz6kM/o79524fVzyysmThxolsJnQIKpfCA6lPhzZw503EeffRRx+f/MZ4HZzqTJk2KpoWAp5SR/FjlqvpUePh8+eWX7fnnn8/Wh7wnT54s8cg7xyOdVdX4jKV7wPN5x9JDwH3uuefslVdeyeZP3mC4eKRTRrixdA943mcsrfH/Tz31lI0ePTqbP21OO3leig+XPhJL8+Dvvc9YuofK83jsscesubk5Wx/GRK6MHnAZk7G0EHV4Svvgi3igjAt8ErtiaSF8fFO4dX3G0jxYGPzCCy/YAQccYOPHj0/Wp04ZlbyBygNKzKT89DP6m6/LPkcccYR985vftK9//evG9xxUnupT4R155JGOg+LD5/8xnsdw5g3I7xvf+IbEVXlHHXWUffnLX7YvfvGL7nuM44FPkKu3zzvH8/UBsXQPlQeoA3WhTsNZH4W3O+oD9/Of/7x95StfGbb6AI6PUs7h5Hkwfg4//PBsOfHJ2IilNULlDieP8sOhPkq7161P7PdGqDyQ4x599NFu7PyX//Jf7Gtf+1q2vw1n3h4qj3bMcTke9DOOjz82+6xcudJN27hMwPcU2traJB5QfSo8tgGB8+qrrzo+/4/xPLgctXjx4mhaCHhKGcmPy0I5n/DUvOFyNoby5+rDvZwlS5Zkeb6MOR7pis+QF0sPAZe6MFvI+WTrHTAcPEA6ZaSsw+nTz2ZyXNqcts/xAFz6SCzNAz/eZyzdQ+V5vPbaa26boFw5GROUUakPXMZkLC1EHZ7SPvgiHijjQs3bxzc+Y+khVJ4SM7mEzkzm05/+tLvPmaoP/rivO1x5A5UHlJhJ+eln9Ddfl+33aNSbfyoPG06fcJhiqqZex6xTH9WnyuMAEBwVU6+hvpnXb30Azxn3FZR7CyoPU8tYxyeDng04c1anzYe7D9XJm3saysMib9YYx+rkTTxQjvubWR9M4XKywAxAuYemPvyBvVn1oZ+F99DKU2difdQnutS8MUSmPHU2tNV5Qqw8dZY3rsWXp86GNk5AVK7KU2Mms4TyePOgqY2GqT5VHpwiNGkrQlOEJmVFaNJWhKYIjeMUoUlbEZoiNCkrQpO23SE0mBLA90ah4f6mtz1OaDAa+p577rHLLrvMxo4d634LTQ32aqNhu0to6GDY448/bqeddpqdfvrpdscdd+w0KPdUoeFvH3jgAfduitDUYF9HFHaX0HR0dLjvL730kl1yySX2zDPP7BJg6gR7uEogVX3WyRuhYeyQ/yOPPGIXX3yxe0Q47GsYY0IpIwa38e9jVoen5I2vRqHhhnq4dsMbPhVRINCqXJVH/7n++uvtqquu2j7WY7a3CQ3HhePDEg7Ku0cJDQMFPgftyiuvtGeffdaOO+64naZoGI2hBFy10bDdJTQ8NUOA/P73v29XX3213X333fbEE0+4enpTg/1bTWjuvfdee+973+vqGZoa7OuIAmXcHULDwH/xxRddPyMon3jiiS5Ih1Yn2MNVAqnqs07erGeg7rfffruddNJJ9uSTT9oJJ5zgjlNojAmljBjcsK8OZXV4St74IpBxzPn+0EMPub7GiUCj4VMRheEWGupx/vnn24UXXmi33HKLHX/88e7tlDHb24SGp/yIaZ/85CfdAzV7lNDwFANnLGeccYZ7lJbFjuPGjXOvfw2NxlACrtpo2O4SGgIzjwz+9Kc/dY8D8khto+2JQsNCwnPPPde+973vuafRQlODfR1R2B1CQ39jkCD89DPsxhtvdGeoodUJ9nDpIzlTfdbJm0sZzC7vvPNO9/gpNnLkSCeeoTEmlDJicBnDOavDU/LGF4s2MRYQMn6+/e1vu5lno+FTEY/hFhpe0/6jH/1o+4yeuBUTQmxvE5qbb77ZraVh/COub9lXOTcavxHECMa8W5uzfwIZZ2Q8h+45gIDDwfD/HwoqDxCc/lCfjcb1f0SSKf9hhx3mznoYMFdcccX2oMnfEUR9x06BMio8oPpM8RoNwaQ+BGeODycF55133vYZjf87giMIfcWg8gBlpKyxtBApn43GGhUfJOinl19+uQsGBDbM/x150/ahr6FA3+DYxtJCwFN8pvJuNMQFv97gcHxuuumm7f8HahkBY5e2iaWFUHlD5R0LggRyBIfxT5+79dZb7emnn3Zp4d+SN7Er/C0GfKncHA8bNWqUnXPOOe74YJyk/PKXv3TfG7mcpNG3uLdBXcP0EL6MfMbSQ/h4neOqPMCxgRtL86D8XA3gJOaUU05xs5t9GHT8IarjB+FQoBMoPAa86jPG4++5ttnU1GRjxoxxnyzOYqp/1113uefNKTwVOvnkk+1Xv/qV++7/lv2p8Mn30G+IkBdLD+G5BNFYukfKJ2mc2TNjoU6cIXNfhssydDI6JQeRtTWsDOYgcdD4OwYRefO90a8HaXTSHA94nwTR39cn/6fcYX24tPT666+7EwAuFyCgrCRm8MP3IF/yb/QZwvNyZQTD5ZPBwXHgvh997v77798+k4HPVi+Izdlnn71dCPid9qGdUnkD0ukb9JEUV/WZ4iFAnPFzfKgPuO+++1wdMMrPPc5TTz3VnfDQ9/zfKmX0gMsYjqWF8Lycz1jefOc3Fjj7+nCcfvvb324XG4xL6vRBHwtCn9Q3/C0G2oy4o3BzPikDY5uxwPHh/8yER4wYsUv5KD9rgjiBRjQR5DA9hC8jn7H0EJSPcua4qk+OgxLXGRccL8bOv/7rv7rZ2j5UeqhZRSO88sXSQnifVDSW7jFU3hizF87sL7roIjcgOPPiZjn3MLjW6Y2DxzQN8z4ZNOTN99BvCM9T6+N9xtI9UjyMy30EYG7CUieukzM4EBX/oAP2wx/+0F0WxPDJAaYT5OrDAc7VG9T12cjjO8a+ZlyD5iY59eESDDMZjtXPfvYzN9vcd9993QMOdDyMv6Uzkn8ub99xUzzwh/rkO+ASma/PpZde6gbJb37zG1dPVk9jnOBwIsDAxPg72px2Cn3G4Ln0kRRX9TkUj++MVQKxrw849thjneiTP/9HNOFhoV/GRK6MHnAZwzku5czxSIvljdEHubd0wQUXuGNDXKA+jB1vxAJ/aSr0i0/qGf4WAwFf5eZ4GLtkcIWCfokx9nk4Bmvk8vSpn9FgYXoIyshYUmYflI9y5ri+3jkex0SN63A4WSMGuBkNlSIDDmTOcKLwMNWnyoPDNWbOWo855hgnOFTku9/9rk2YMGGQNWA0MMEkZ/DU+tDAqk+Fh3FJiQDGLIDghRA9+OCDrnNy1u2Ngec7a8rUMmKqT5WHMcOhThxTgh9nPhwrbkKHRhrImcrDKCNlzVkdn8xwGNRc0uT6Og+dXHvttS7YUUdvtDltrxhc+kjOVJ918uY4wKf87OPm7wlSz9AYE0oZMbhhWwxldXhK3vhqfOqMkzauejQaPoldOSNAqlyFR1vzEAmxiisy3Bwf6smzve0eDRziMycDxLg9RmjoUP7pMgSHgf/zn/882rHUYK82GrY7hIZ7Gjx1hnGZhlkAs4HGrXb2FKFhsHD24o1je9ttt+2yLY0a7OuIAmUcbqHhsgyCz+DnkgdnZ9dcc80ua2to8z1BaHi4gbJzIsNmlNyo/ta3vuUeDgiNMaGUEYPLcc5ZHZ6SN0GReBAeS3YL5nJto+FTEQ98qlyVx6VKZvrEKsRmKNvbhIYyMgHgvhmXd/e4dTT+4PJ3QwVANdirjYbtDqHh7D9csMnfxQbjniI04VNn3mKdVw32dURhdwgNZ/r+QRNsqL5Cm+8JQkNg5ooA+dMG1Ac0/j2/KWXE4Mb6bKPV4Sl546txRkNfi/U3fCqiwN+qXJWHcTks1+f2NqGhzvQ373OPFZqU0RhKwFUbDVODuJo31ig0Q9meLDQxU4O9ysN2l9CUnQHSBlcVEJWn5I2vRqEZyvCpxA2CospVeXCU/ra3Co23IjRifYrQ5K0ITd7gKoFU9Vkn7yI0adtdQgM3Z0VoAlMbDVN9qjw4RWjSVoSmCE3KitCkrQhNERrHKUKTtiI0RWhSVoQmbUVodqPQ4Jw/9oVPgYOr8IDqU+FhcOhYlCHGCcHA8w2XAjy1PgQx1afCw1jASXDGYhwPAiMBJZYWQi0jUH2qPIyV54gnFuN4EBxALC2EygOUkbLG0kKoPjGe/vMPA8Q4HrQ5bR9LawRc+kgsLYTqs07eDHweBsjVhzGhlBHAZQzH0kLU4Sl544t4wHFX6qPEDQKuylV5SszEOOFEaML1ZjFQRsSIz1h6CJ93jqvygBIzMfoZ/c3/9pbcGaARBBA4LICiDPiP8QBpHKzYavZGeF4sLUToM5buofIAwYHOxSOnHLwYB+CTs4OhVrN7qDxAOh1hOH1SH+rCmVmuPvgj/1zeShlBHZ8KD9DnGCjM0JT60E45n6TTN+gjKa7n5XySpuTt0wjMCCfHqpETQimjB+OSMRxLC6HyfN6xNA/KhS/igdI/yJu4EUsLgWirXJWnxEwCfZ2dAfDHZyw9hM87x63jU43X1MPPOPltHypJxXDA9xRUHspIZx4un17FeSYdPv+P8QBpVJRGTvGAWsbQZyzdQ+UBuH5Gg+LHOAAeB4tOkKqP5yn1ruszxwOkM6OhTrn6+A6Zy1vhAdL9IBlOnwx+1gDl6kOb006KT7j0kRS3Li+Xt09jSxoCc4oLGBOMjRwPwGVMxtJCeJ+xtBAKj3LBIR4ofVMtI7MkuHzG0kOoPpX4hhEHDjnkEHcSlOpvlA0hVsqo5A3q1FuJmRwP+hn9zR+bco9GrA8HTfWp8LByjyZtKg+jjJQ1Z3V8lns0eYPLGM5ZHZ6SN778GXPO8KnEDQK8ylV5aswsDwMEpjYapvpUeXCK0KStCE0RmpQVoUlbEZoiNI5ThCZtRWiK0KSsCE3aitAUoXGcIjRpK0JThCZlRWjSVoSmCI3jFKFJWxGaIjQpK0KTtiI0RWgcpwhN2orQFKFJWRGatBWhKULjOEVo0laEpghNyorQpK0ITREaxylCk7YiNEVoUlaEJm1FaHaj0OCcP/aFT4GDq/CA6lPlwaFjUYZYeggGnm+4FOCp9SGIqT4VHggXbKZAYCSgxNJCqGUEqk+VB/wWNLG0EAQHEEsLofIAZaSssbQQdXwiNKxwjqWFoM1p+1haI+DSR2JpIVSfdfJm4PsFgSkwJpQyAriM4VhaiDo8JW98EQ+UvolPJW4QcFWuylNiJsYJJ0LDYswYx4MyIkZ8xtJD+LxzXJUH1JhJP6O/+f+7LWj4w9y2AkDlMZBpjOHySQBha4rh3ILGlxFeLD1E6DOW7qHyAMGBzsVbHDl4MQ7AJ2cHua02VB7YHT6pj7oFDZ0wtw2MygOkU8bh9Emf49XHvAWVusU4wOdNO+V8kk7foI+kuHV4St4+jcCMcPqTh6FA3oyNlE8Pxi5jMpYWAp7iU8mbNDi7awsaPmPpIVSfSnwjwO8JW9D4ds/Vh/5FPdi5wR+bN3ULGniKTxQRDgMFPn8X4wHSqCiNnOMpZQR1fcKLpYegTrEtaPARYlsFDhadgP+HPkKQppQRkJ7y2d8/wCHvHjpKJm9AHcIZTYyDD+A7pP//UNyQF+N4kE5dqFOKW8cndaizBQ1tn/OpcuvylHrzyRkmgTlVH8CYoB+nfHrAZUzG0kKoPhUeaXCIBxx3pT5KGZklweUzlh5C9anEN4w4wIyGk6BUfSgbJyBKGZW8gVpv3+45n5Sffla2oBk0eGp9OGiqT4WHqfdoKq+2pQo6OVPL6Gwbr/NV7r0wELR7AOUeTd7g0kdypvqsk3e5R5M2AqTKVXlqzCwPAwSmNhqm+lR5cPZ2odm0pd9ufnG5nXLPPDvl3nl20j1z7bwHF9roWR3Wu3X4hGZjT7/9bvRyW712w+AvO9uS1Zvt3AcW2MlV/ifdPduOvb3FXprROZg6tOWE5qUZXTZ6zlrr76vOWHu3WtvaLfboeO6BDBIarAhNEZqhDF9FaNLm8y5CU5nKg7O3C01H91Z7/2lNdsglk+ynd8y2n/xqln37xhn2odOb7KmJKwdZQ1t/HzOf/MC7/ZUVdvLds6xnSzzg/vrVVvubn4+x4+6YVYnMTPv2DdPsmSkdg6lDW0ponpy02v6vY1+3q59eUv2vmqL3VlPwzX1VHrPtqclx30VoitAMZfgqQpM2n3cRmspUHpy9XWhWrdtiB5w73l6buWbwlwH7/q0tdtT10wf/N7T1VrOEzZvTebd29djh10yzSfOrGUp/PECdcPccu+DhgReyVUeoghZ0YkKzsafP+TrgnPH2f/x4pN34PC9G23Ep8MXpnXbUiOm2oeI1WhGaIjRDGb6K0KTN512EpjKVB+ftIDQHVkLz+qydhea4X820Y6vZTcweHd9un7tssh1+9VT76lVT7CtXTrYvXD7Zzn/QC8XORqD//q0zq3bcWgXmXQMufe2b101zs5nTfzvfjrhuqj04tnUwNW0xoVlRCdtljy+yCQvW2ZGVWPoZjQ/2PVv77UtXTLGnqhlPoxWhKUIzlOGrCE3afN5FaCpTeXD2dqHpWL/VPl6d+X/u0slOWH5y+ywnIJ88b5xNW7yz+HibvLjbrn92qd3y4nK78bklNuKZRTbiuaXuUlWj0Y+OuH6aXffM0up/fe6JskbrrMrw/lPH2tevnWb3jGqzyx5dYO8/Zazd/XpebBYtXGCrVq4Y/N+A9QedFwG76qmdhQY7+Tdz7aQKjVaEpgjNUIavIjRp83kXoalM5cHZ24WGII/QfKMK8mffv8DOun++u4x1wDnNdtWTC6ugPUgMrLf6cXM1KwDdG3usa90G931L767kNRt77ZPnTxi8J9LnBim/rVq31WHdpl5bu6nP7nyt1Rat8nXYZpc+PNf+ofq72OWt0FrmLLCps5fY6u6tri6Nh4p6xYTm1kokmdU09vMiNEVohjJ8FaFJm8/7LSE0OOePfeFT4OAqPKD6VHlw6FiUIZYegoHnGy4FeGp9CGKqT4UHvNDwvfrH2tf2uEtnI2d2DR6eAXt4XJv9zfGjrGU5T4nt+Hu+31PNND5wWpN9ovq7T5zbbAeeM84+dMY4+9mds91sIuS2dfU4IXP3gLb12brujfbD22baB09vsg9WPs7+3byq0+3obAN/12cvTWmrOONsxZoqQAc+Q+D/uifm2L4njbKPntVs/3TlFFveWQWBgOOE5snF1W/cSxpYnc/f3T92pX3qggnufo7nAjielwMBFwGJpYWo4xOhKTsDpAGXMRxLC1GHp+SNL+IBxz2WHgKfStwg4KpclafETIw4gNCwRibG8aCMiBGfsfQQPu8cV+UBNWbSz+hv/v9lZ4CKF0sPEfqMpXuoPEBwoHP5nQH6tm62pe3r3OzlxWk8YVad/W3jDL3XJs1bbf/juJH22oz26ucdq7p7Nm+ymUs67eGxy+yJ5uX2yJgl9vCoRfZo03Ib1dJuG4P8erdstmWruiuhabYnJ7RZf0/V7l1r7LXp7fZI9fdgyoIOGz17tR09Yrrjkrdt22QjnppTCWCzdaxd78pJGcjb+3b+t26xl5tn2a+fnWFPjG+15yausM6KD49LdDwNd/jVU+yyR+db7+bu7avzrX+L3frCYjv44gm2fkMVNCse/kiD43lhXo0gnQViOW4dn/S5sjNAuj6AscuYjKWFgKf4VPImDU7ZGSDO8fB557iqT9/uufrQv6I7AzCQ6NR8T4EGUHg0nOpT4eGPClJwysD/YzxAGhWFr/Ji6SFUbh2fqPzOe531W9uazbZ/NRu56klunq+1cfPW2OhZnfb1KkB/5sIJ1tHNjGLnOlWRusKgVTOFbb07LnmFvG39fdazpde+eMVku+XFZY67ceOu62iWd26yD5/Z7NbOTFvSbU9XovSh08bYiGeXujJ2b9xiUxattfWbtuzsv6rD4oXzrbN9xz0adhggjXZhl4EvV3lf+lg1g+vvcZ2a3ynnOffPsx/c2uL885v/GzieF+bVCNL9oE9x6/qsszMAA0rxSd+gj6S4npfzSZqSt09jpTaBOVUfoJTRg7HLGI6lhfC8nE+1ffBFPFCOJXm7k7lIWghmSSpX5Skxk+NBHDjkkEPcSVDq+Pgy8hlLD+HzznFVn77dc/WBRz8rOwMMGjy1Phw01afCwxrv0azd2GdfvnKK7XtKk3sc+GNnj69mEhPs6Bum2YT5O19Oi5lSxvMeWmjH3jG7+obIx+9V8IDB0TfMsE9fONEOumiCXVMJX2/fwBR/butGt85n0sJdr/Wn1tFgrAu67WWEaMc9Gq7Ufe2aaXbXyF0fNoDjeTkj2DIIclbHZ7lHkze4jOGc1eEpeeOr3KNJm887x1V5mBozd7lHwz9qsFcbDVN9qjw4e7vQcE9l5dot7kb8wvYBsEq/e8Nm29aXD6JKGactXW+fv3yyLWxdl/TJ/ZL5KzfZ4vb1O+1K0L2p1+0YwGyn0XJCw4LU7s29trUSOB/seez585dNslbu/zRYEZoiNEMZvorQpM3nXYSmMpUHZ28TGoJyKDRDGdu1KANKLeO5Dy6wyx6Z57aCyVr/znuisdbn+WkdtqV31+OQExpvBPqtlSj0VdOZU++dZzc+z+PWu1oRmiI0Qxm+itCkzeddhKYylQdnbxMaglhbW359CgF0OIVmSUdPJTTzrWNtvu6Neae6Yh2hcXudrdniHnfmseqYFaEpQjOU4asITdp83kVoKlN5cPYWoelet9ZGvvKCXXX5xXbLjdfZvDkzB1PiNtxCg23c3GMbN+V9qnljdYQGMKNJHc46olCEJm9FaNJWhKYIjePsDUIzd9YM+/wXvmR//veH2n/44Pfs37/3a/bf3/Ux++XNIwYZu9ruEJo+8XLc7hSanNURhSI0eStCk7bdJTS+v6XGZhGawHyBFFN9qjw4e7rQdKxqs08e8kXb530/tj87+ln7ix+Msj//3mv27w690f7or95tv73nzkHmzrY7hEb1WYSmCE3K4KoCovKUvPG1JwgNRn3uvvtuGzFi6JPJt4XQkIEaoFSe6lPlwaFjKUbDKR0QnlofOrbqcyjepRddYPv8/XfsL3883t75w1H2ju+/Zu/4wUj7q2Mn2r895Ab72/d92Nrbdg3UHFwliKplxPCpBFw1b4wHG1jgmDMCoxIcVR5GXShrzur45NXUHR351yPQ5koQxeDSR3Km+qyTNwtQWQORM8aEUkYMrhKg6vCUvPFFPFD6pjrGMZWr8uhr11xzjX3wgx+0008/ffDXXW3JkiVOaJQgrnC8DXd91JhJP6O/edu+MwArcvmegsoDw+mTwQRH2RkAcFbAgqFYWgh4ShnJj4bL+YQXy5vB0L12jX3iM4faH33+dnvnj5sqkXl1Byqx+fPvj7Y//b8/YS8++5gLHKFPzg7wmap3WMYUD3ifykp6n3csPQRcAjNnZjmfyup8lQc8l7IOp0+/MwAiFuN40D60fc4ngEsfiaV54EfxWYfHJwscWbGd4gLGBGXM8QBcxmQsLUQdntI++FJ3BlDzJoDD5TOWHqKRRxkaQb9hhn/99dfbLbfcYueff76LBaSFvvjN7wzADDrV38hT3RnA1yeWFsLzFJ9KzKR+u+wMQAUZUKzi5HsKKg8Mt084Y8aMsZkzZ0bTQ7zV6sO79CdPGGfv2f8T9qdfe8DecczonYWmwn/6UbP98f97qN156/W2un2FzZ6d9hlDnfowrQWxtBCqTy4zjR8/3iZOnOgEJ8bxUPNWeWB3+GxqarLJkydn60P70E6xtEao3OHmgbFjx7pZAMcqlu6xJ9QHDvFAOZb4VOIGHJXbyGMrKWb0XD4GfGfcUz7+/9vf/taOO+4491tj+8N98cUX7YADDrAJEyY4X2F6iDpl9NxYWog6Pmn3nE/qRz+jv/nf9kFxUHtUiu8peOWLpTVC9any4HAGQxli6SHw6c90UlDzBn6mEksLEeNxhsILyY444kjb56Pnuktloci880dj7M+Pfsr+6D+/z0657lG3UJJFjSyoZO8vzlj9WXgKahmB6lPlUUc/oxmob5wHmHn42UcKKg9QRn9mn0Idnwyq1tbWbH1oc9o+ltYIlTvcPMAZpj9jjqV7MCYYG7G0Rqjc4ebBIR4ofROfStzgzFvlNvKee+45u+iii+yKK65wuPjii+2ee+5xx4YZy/PPP29nn312tO1JJziHM5pGjgdl9HuNxdJD+Hid46o8QLvDjaWFoB5+RgO236PhP4qpPNWnyqMR6tyj4WDlDJ5aHy5nqT6H4r347JP2v/63/e1Pv/GIvfMnEyqBGVthnP2nY5psn7/9uv35//yE7X9Gsx1+TYvd8tIKW7Ta++l3CxxzppYRU++97Cn3aCjjm3WPhjZX75PAVe5BqD7r5I1wIsY5Y0woZcTgKvde6vCUvPGl3qNRxzimcht5zFReeeUVe/311x1effVVF2h9XV577TV36Wwo4x7NYYcd5oJ+zhSOt9+3PkMZ9VG49DP6m7fy1JlYH4KT6jPFu+oXl9k73n2Y/cmnzrc/+cJt9seHXmt/st8/20GHft5GPPC6/eTORfaRs5rt/ac22Vevmmo3v7jc5q1YZ/29+QGllhFjgCodRuVh5amzvMFVBFH1WSdvLuMwm8sZY0IpIwZXEbo6PCVvfBEPlL6JT1W8VK7Kg4NfROjcc88d/HVXK483B+YLpJjqU+XB2RuEBjvizLvtL/b7hv31Bz5nB3/pG3bF1dfbotZO667ixYKVm+ze0SvtX26ZaR9GcE5rsn+6YrLd8OxiW9KRHlRFaIrQpKwITdoItCpX5cGhv7ELeBh4G60ITWC+QIqpPlUenL1BaOa3b7bDfjHDPnvhRLv3qSabOHWGE5jO6k/a125xb6Zcu7HX3ae5d3RbJTgt9uEzxrnXK3/16ql260vLbfHq+OAqQlOEJmVFaNK2u4QGYchZEZrAfIEUU32qPDh7g9DcO6rN3ndyk/3ojnk2bd5ymzJrkXVuHNi12cMLzpoNA4Jz92vL7Ts3TLOPnDXe9jttnB1+9TS77eVdBacITRGalBWhSdvuEhq4OStCE5jaaJjqU+XB2dOFhr29jr9zjr3npLF2+6ttNnvBUmueNs86NvTvJDSh4HRVYrNq7SabsbjLXVL73i0z7SNnNleC0+Te4/LLaobDqwQGc6gGXhGalNXxWYQmb3BVAVF5St74KkKTNp93EZrKVB6cPV1o5rVttIMummSfPH+ijV+0wWZlhAa0r9tqy1dvsBUd3bZuU5/NW7nR7qlmRd8dvIeD4Hz92ml2+ysrbOHK9dbfqwXRIjR5K0KTN7iqgKg8JW98FaFJm8/7LSE0OOePfeFT4OAqPKD6VHlw6FiUIZYegoHnGy4FeGp9CGKqzxgPu3dUq7335LH2/Vtn2qruXps6e5ETmtXr+6xtTU8UiM3SVettUdtaN8Pp6GaWs9W96fLuka32zzfNsA+5Gc44O/yqKe79+8s7g0Ba5d1fzaQay0OwJUg1/t4IlYfxiCcvc8NiHA+CA4ilhVB5gDJS1lhaiDo+WWjGCudcfTje9I9YWiPg0kdiaSFUn3XyZuCz7iRXH8aEUkYAlzEcSwtRh6fkjS/igdI38anEDQKuylV5SszEWBqA0PjHz2M8QBkRIz5j6SF83jmuygNqzKSf0d/8/7dvQeMXAaWg8hjINMZw+SSAwFG2oCGNg+UXFcU4wJfRL1RKIfQZS/cYiseiyw1VQDjuVy32rpPG2HVPL7SOdZucyIyZNMuWVTOWxSvXRbGkvdvmLeuwuUtXu++LBn9fsbrb2jrW27RFnXb7i4vt2yOm2f6nN9n7TxljX+OhgUpw5q9YY/1befcLC8B2LidnHH5xZ1jWECoPEOz8gk06Y4wD8EMn9AvtYhyg8gDplHE4fdLnGCjM0KhbjAN83rRTzifp9A36SIpbh6fk7dP8FjSp+gDyZmykfHowLhmTsbQQ8BSfSt6kwVG3oFHLiGjD5TOWHkL1qcQ3AjwnNQcddJA7PqnxU6eMPu8cV/Xp2z1XH8bOLlvQoGZUDAd8T0Hl0XB05uHyiT84nMHA5/8xHiCNitLIOZ5axtBnLN1jKN62bf02Z8V6O+iiifaJ8ybYmDlVUNzYaxNbFtq4qXPd5bEVnZuiaO3a7ARmYesa970xbdXazdbZ3WNzWjfYr19dZkePmDowwzm1yb5+9RT71cvLbFkHl/KY5ldnF1UZKScdgI6VayOFB0hnRrN06VJ3BhPjAHi+Q+byVniAdD9IhtMng5/HUnM+Od60k+ITLn1E8anycnn7NLYOITCnuIAxwdjI8QBcxmQsLYTqU+GRBod4oPRNtYzMkuDyGUsPofpU4hvGZedDDjnEnQSlxg9l4wREKaOSN1Dr7ds95xMe/Yz+5o9NuUcj1oeDpvqM8e4bs9JdNvvhL2cab5Zcs7HfJs9aLN2j8TMevg/F4aGB1Ws3VTOcLrv79Tb755tb3D2cD5w+zo64frrd+VqrLe/acUmtt6oPASpndCyFh5V7NHmDSx/JmeqzTt7lHk3aCPAqV+WpMbM8DBCY2miY6lPlwdlThaa3f5v9/K459u6TxtpNLyyzDZv73H2Z4RIaQJp7aGB1t63d1Gdz2zbaXSNb7Ts3tbgZzgdOG2dHVoJz12srrLUSOuvfatuE3QaK0BShSRlcVUBUnpI3vorQpM3nXYSmMpUHZ08VGtbCHHzxJPuH8yZY07y11Wymmn3sBqHxvFXVd7cOp8pnQHDa7Ns3IjjjqhlOkx01Yob96uUl7pJczorQFKFJGVxVQFSekje+itCkzeddhKYylQdnTxWa+8a02ftOabIf3jazmk302OrurbtVaDwvXPg5p3Wju3z27Rt5Sm2c7XfqWDvyumn2m9fb3NNtQ1kRmiI0KYOrCojKU/LGVxGatPm8i9BUpvLg7IlCE142u/mF5bZ+c58TgTdCaLanVRiY4WzdLjhH3zDdPaX2wdPH2bdGTHeC4y6pNVgRmiI0KYOrCojKU/LGVxGatPm8i9BUpvLg7IlCM3/lxoHLZudPsLHz1rqnzQj+b6TQbOdUGNhLrc9mLFlrt72w2L7DJbUzxjnBOfqGGW4xaDjD2bq1CE3O6gR7uEogVX3WybsITdqK0BShcZw9UWh+N2al29uMRZptVaDnshlB/80QGo9VVRnaOjfYygpz2jbZrwcvqe0fCM69o1ZWfqrAva1X3m2gCE3e4CqBVPVZJ+8iNGkrQrMbhQbn/LEvfAocXIUHVJ8KD4NDx6IMMU4IBp5vuBTgqfUhiKk+/YFgb7PwabN1m6rZzOCKf3YGmDxT3xkAAeF7jANUHvDcJe3r3GPR7DQwa8UG+9UrK+xbXFKrBGf/05vdbOfu15bZslXhQwPxemN7084AWNkZIJ4eAi5jOJYWog5PyRtfxAOOu1IfJW4QcFWuylNiJrY37QyA0c/ob/637TsDNK5mj0HlMZBpjOHySQCB82bvDMAipFi6R5h3f1+PzVy6xg66aIIdeE6zvTJtZTWDGBACwOwDkVF2Bpi/vHP7zgAxDlB5gPRwt4El1W8DOw102+QFHXbTc4vsiOum2gdPa7L9Th1jR143xX4zcpktrYRp29Ye66sQ7jQACHZv5s4Aw+2TPsdAYYaWq4+yOh+QTt+gj6S43qfKy+Xt0wjMw70zAFzGZCwthOpT4ZEGx7/KmWMV43moZUS01VX3qk8lvhHgmT3zKufh3hkglzdQffp2z/nkeFAPP+PkN7czAB2PTs33FGgAhQdUnwqPAwGHLQ0oQ4wTgorSILG0ECoP+EaOpYXA54aKV01I7b7Bvc14pwwr+du6dqzqZ1ah7gyAOMR2Bgih8gDp7J3WyG2twE4DHesqkVy+vprhLLejrp9mHzht7OBDA1Pt3teX28qqHtQP9A/Wm2Pkdwbge2O7hKBDg1haCJUH/KCPpYVQfVIHZWcAQN70j1haI+hD9JFYWgh4is86edfZGUApI2BcMoZjaSFUnpo3vogH1D9XH/JW4gazJJWr8pSYiTF2/M4Aqfr4MvIZSw/h885xVR7g2OTqQ/npZ/Q3/1utezRMgRQeRmYKV80bDgrpp2YpwydBJ2c0rFofDobik7zZ26y/KuaJd891rwTgabPuzX3uZjyiArgv4+/R8D4a/3sjuMTmZzx8j3GAygOkD1w6696Fu3LtwGfnhl730MD0JWvtlucX29E3ttj+Zzbbh85otu/e1GL3j11pq7iHE9ibfY+GY5SzOj7r3KOhLynmxTBn8JT61Mn7zb5HQ0zImZo3vvwZc87wqcQNrE45FZ9qzPT3aBDOnCkczOedK6caqzE1Zu5yj4Z/1GBfp0CqT5UHh46ldAIaQxEFtdEwVWjwyc3zBe2b7JCLJ9kneNps7hpby/2ZSmg83syHAUj3QpPisvBzZddGa+tcb7NbN7pXERw1Yrqb3XAf559vnuEEZ3X3gOAsW7zQVpSHAZKmCoPqs07eb7bQqDwlb3zVERolbvjArAqNwlNjZnnqLDC10TDVp8qDs6cIjfVvqQJwu713+9NmA4s0wyC+JwiN97l0Vbd1VbMbFn7y0ACCcySCU4kNiz+/d3OLPTJ+tY2fOsc6V7UNtsTQpgb7OqJQhCZvRWjSVoSmCI3j7AlCs61/oD4n/mbgstmNzy+z7s07z2bAniQ0nsfjzlxSW7Nhq81cPiA4boZTCc6HzxpvX71sjP3q+ao+69OBTw32dUShCE3eitCkrQhNERrH2ROEpmola1ncaYdeMrC32di5A3ubNQbxPVFotv9eobMSG2Y4MwdnON+6YYa9/+TR9oFTx7hZ3ENN7dsvqTWaGuzriEIRmrwVoUlbEZoiNI6zZwjNNrvrlSW276njXMD1e5uFARzsyUKzPb2C30ttdusmu+Lh6falS8fZh6rZDTtGe8HpqOofmhrs64hCEZq8FaFJWxGaIjSOsycIzdbePvvXO1rsPSc32Yjnlm7f26wRe4PQeCA46zb125SZ8+3lCQvs1yPb3SsJeGjgw4OC8/C4VU6UsG19W2xLEZqkqT7r5F2EJm1FaIrQOM6eIDQL2dvsogkDl82Cvc0asTcJDaA+zVPnWsv8SlyreD9z+Ub75csrKsFha5tmdw8HwXl0/Cr3FJttywfHIjRFaIYyfBWhSZvP+y0hNDjnj33hU+DgKjyg+lR5cOhYlCGWHoKB5xsuBXhqfQhiOZ/Y/WPb7L0nc5+ixVZ09bi1JrFtYFi/MqnGFjQssOR7jANUHiAd8UCUFJ85HqA+LD5FPDs29LnZS1eFlmXr7baXltsR1w3McD5SCc73bppmD45dsX2GM2C7tidBBDT+HgMBFwGJpYWo4xOhKVvQpAGXMRxLC1GHp+SNL+IBxz2WHgKfStwg4KpclafETGxv2oIG0M/ob/7/27egYQsCvqeg8hjINMZw+SSAwHmzt6BJcXt6qgC2abMdf8dM+7sTRtk1Ty60VV07tpxpBDMFREbZgibcLibGASoPeO6cJasknzkeQJCoy/jp8119Fq1c6373W9tMnN9hNzy7yL5xzVT3Lpz9Tx9r379lhj0werm1VunbenusdyttONCetDmdFaSOIyCdlcg5bh2f9DkGCgtQCeQxDvB5cwaX80k6fYi+lOLW4dXZgoaV9MO9BQ3jkjEZSwsBT/Gp5E0aHOIB9edYxXgeahkRbbh8xtJDqD6V+EaAZxeKgw46aNi3oMnlDVSfvt1zPjke1IP+5o/j234LGrU+vpFjaWDbtn6b17rBDr5ootvbbNSsLuvs7tlp65cQzBDezC1ohtsn9WmaMsfN0hrrw9+uXtdjHd1b3AznpueX2NeumTJ4D2ecE5yHx7W5rW+Y2VST+eqYD1xSBbH2boQf9LG0EKpPP/jZgoYzshgHUM4NG7TtYgB9iH4XSwuBz56Mz7p5q1vQMCaUMgK4jOFYWog6PCVvfO0tW9DQv8ItaFL9jTJyYsFnLD2EzzvHVXlAiZkcD/rZ770FDQ4UHqb6VHlw3ur3aB4a1+7epPndm6bv9EqAGPbGezSI5pTZS4asDz7WbOyzlV0bbPLCLrvt5RV2BA8NnNFsHz17vP3ol7Ps8Ymr3H0tbFvfVhdQFCPYKlwGClBMvUdjfVtsW792T4M+RL/LGRuXVg0w+L+EbaPO+TGBqfdoercgXOUeTcpUnhozy8MAgamNhqk+VR6ct7LQcIxOvmeuvfvEMXb9M4vcKwF4GisWcMHbUWjAQN7dTmzWbOqzluUb7Fbu4VSC8wF3D6fZCc4TE1db+5oNVafTbnS/kUKzcUu/PT5hlV322CL7xROL7bFxK2zTZk0QVaGZvKDTXm3pGPzfrsb2QLTbuffPsWcmtw/+mrahhGZTVR/em3TRIwur2eYym7d8TfXrwDgbM3etTV869N5ajB9VQFReEZqhrQhNg6k+VR6ct7LQLFq1yQ67dPLAKwGmV2flDXubNeLtLDT4I39ewNa1YQCNgsMM5we3zLBHxrW6dTo5e6OEZvaKjW77nSOum2Y//fVsO+6O2e5VED+5faZUzp7Nm9yO1ynbuKXPjrlthj09aeBBhEajHb953XT76tVT7ce/bLHPXDDeRjy7dDB1aIsJDXlRj89dNsn+tfr8xrXT7NCLJ9icFQPi8mpLZ1W3WdZdnRTEjPGjCojKK0IztBWhaTDVp8qD81YWmoea223fU8bZt2+Y5p78Sl02A0Vo1m/3ydY2PKFGoEZwbnlxuQuk+53WZB85c5z9uAp0T1YznLWJQP5GCM2GzX32hcsn2zHVjCvcZmfygq7q2I9x5c7Z1i1VYMxcEruvml38y01Tq/4Z5yHIn7pggps1VyPIHhiz3G0DtKIrXf+Y0Dw3tcP2O7XJ5rQOjANma1+4fJKdft8893/s+Dtnu5fixYzxowqIyitCM7QVoWkw1afKg/NWFRqOz8n3zHObaF779CJb2bUjiA6FIjS7thGXGnnjpxecG59bYl+7eop9YPAezk9+NduenFQJzuA9nNDeCKHhctnfnzjaFq9uCG59W6xpTodNXRK+iXTAeKMqsx72hPvOTTPcO32OGjHNvaNobtuufW9Lb38lstPsntcWV/+L9/UZy9bb5EU+r173UjrWbdGGKYsJzfyVG+21mV2D/xuwf71jlv3g1pmD/zN7omrzf7pyipv9NBrjRxUQlVeEZmgrQtNgqk+VB+etKjSLVw9cNvtENdhfa1nt3qQZBtAYitAMLcbMcAYeGthok+Z3VWfwK+wb1Qxn4JJasx1bCc5Tk1cPntEPGE9o7W6hOe/BBXbIJRMH/7fDBvpFPIiyJ9x1zy61Sx5dZJc/ttguemieXfzwAndvZ1nnrkFy8uJu149mLems/pcOzGxs+uPbZth7Thwz5IwjNAb+pg27imFo+NzvtLHuwRZvrV09VZnGW/P8Xe/vMH5UAVF5RWiGtiI0Dab6VHlw3qpCw6Dc95Qm+5fqLHDp6o3ulcexABqiCE161jeQ93pr69zgXsA2Y9nAJTUvOB+rZjgIztOV4PBSOffkV1/+wYE/RGhO++08d2bfaK5fJC6HMX49Nm5kJT8LFwcTG4yb8p+5aKJ1rVtfcfqst3+buz+CqK6rPnv7dvzhlMXr7eS7Z9mXfzHZ/vnGFrdwNmXTq4G/or1ru7+erTuPpZaqjcn7+DtmVPnsqE9fVYZDL51kd41sHfxlhzF+VAFReUVohrY9Vmhw7oM931NQedhw+sTg0LHgYzEewEKhiXEA5hstlh4C80Kz8+9V+atBePK9A68EGPHcMuvqHnhNcuPK+Uawkt4LDUE6xgEEXS8gfI9xgMoDpHuhUXzmeMDvDIDQ5OrjhSaXN5zFgyLndhqoZgdcNrr5xWXuprUXnJ/+eo578qtj3c4nAuGxGjheOwtNY3oIrFFobnx+qR147njr6R0IMAPcqh9t2WwL27pt2lLEYeBv/eeyjs321aum2ifPH2+frYI4N+4/VX1nd+/pFR8L82QXhc9Vs+MNVb+sQoCNm7/WDrpwov1DNaP4zAUTbOQsnggLrRL5NRvt41U7XPfMkoGfBv2FfqsfbczEGfaPF4+1T14w0T52VrPLy9urLV2ubqfeO8/WdW+o6DuLwteumWpXPsnlvB3lBYwfxmT4Wwye1/j3jYDnhSaWDjB8hUIT43moZfQBl89YegjVJxy4sTQPrFFoYjxA2RAapYxK3kCtN6bETCwUGn7bvjNAatW7h8rj4NNgw+WTwADnzd4ZgEVI4e+8SXPu8rVV0JhYDfRme3V6uy1vX+NW0hPwUyCAIzLKzgDzl3dKOwMoPEC6utuA6hNRCHcGiHGAzxvk8m7kLanQurrbWjvW24R5q+26pxfY4VdNcTezP3zGWPvRbTPs8fGtbkcGZjgIwObNOx/HujsDrFixwp1kcKwnzF1t7zpxjD09kZe7VbOnvkqwtm2xno3d9p0Rk+0Ht85wN/vZJWLAx2ZXlgdHL7XfvLrY7h25xO58cZ7d9fJC++3rS2zZqnXutd8+T16Y98sXl7in2FZ1dNqWTQPteO9ri93f/3bk4ur/a+2GZxfb7S8hKr3Wt7m7KsIGdwP/nN/NcT4oa+/WHavlqStPu42fNM3ufnG23TNyqd358iLXhvAfHddqB5zTbCOeXjjw9z3d1lPlzd9RPmZh/3jZxKq9B9K9X8D4YUyGv8UAj/GWa3eFRxoc4gHHkmMV43moZSSAqqvuVZ9KfCPAc1Jz8MEHD/vOALm8gerTt3vOJ8eDEzR/IsBv+6BQXNv2K0NTUHkoKZnluHV4cFgJTBn4f4wHSKNy8HM8JW/gfdLIoc9q1Nn9Y1rtfaeMdW+ZXNaxyZavXm8LVnTttDI+Bs7Y38ydAZh1vVE7A4TweYNc3kPxWiusXrfZ7SQwbUm3W/uB4Ly/Og4fPXuc/eT2Fntywkpbs56z3Wr2UZ2d9w0eRwYfAyrVNwDpM2fOtJUrV7pAwCPJrMQ//8EF1WxgnD3W3Gbz2tbb7BXdduGDc+xdJ4y256eurs7e+nfyM/Aos59VVN+2MlMZuMTHS/JCbvWDvTRttZtZLFzR4cSC38K/5/vN1czqvSeNsZenr66EuLMSiAXuCb2muV2Ov3Dl+qqNBmYGwNd1xvTptmVjeJ9lm01csMb+5/Gj7Od3zba5VX1mLl1nY2eutEXVcefvKGNnNUtnRuUet26oH+OHMRn+FgM8xluu3RUeaXD8zgCKT6WMBHjOxPmMpYdQfSoxkzN+vzMAJ7P8P8YDdcqo5A3gKT59u+d8wkOM/M4A/Fbu0Yj14SA0+uyvxv8p986zd5801q5/dplt6Om3FZXYEJwJvCmUezT5ezS5MvK7e0ptY59NWtBlI55ZPHgPp9k+fs7AJbXnpna6VzV4Y1AxWBRrvHSGcdns2meWusecD75kkh188ST7xjWT7bkp8TUvjUYfot8NZVwixOczE7m5H+/rW/u22ZVPLnG8T58/3r58xRT3RJw31sNc8NCCwf/tMGZoBJTQqMt//dFIJ248hMClyH0rwb7iiYHLZBiX7z5zYfypNsYPYzhndXip9vGGr3KPJm0+7xxX5WFqzAwvnWFFaMT6xIRmacdmdz2dQTpqzhpbu6nPlndsLELzBgmNBws/2zoqf10bbcbyDXbzC8vs69dOs/1OHzcoOLPdehEnOP1cBss/nYbFhMYbL7TjHguPYbtLdZknxLzlhAY776GFduKdLdW3dF9ftGqzNc9dbW1VvUO745UVdvVTO4TCW0xo2tZscYtQedqM+188dNE8Z3V13Hf4ZBbHvZuYMX5UAVF5RWiGtiI0Dab6VHlw3mpC88j4Ve5ps+/dMvBKABbxFaF544XG++QpNV6bzTqcGZUI3ITgXDMgOB+rBOf4u+bYk+NbravhoYGhLCU0oXFfhv6hmCI0C9o32eFXT6mCf/pRZGfuPtEOf8SKF6Z1RtfoxIQmZtt6q+A9+DAAO16wrodXdseM8aMKiMorQjO0FaFpMNWnyoPzVhIaDsqpv51n7zpx4GkzHhkl4BWhefOExvt0Ow24rW163ayDezhfv8Y/Ft1sP71jpj0/raM6ZumAtnjx4uzAx+gXwyk02J2vLrPfjd71ceJGi+U9VLxQhYYxwT0t7LEJq+zu14cuh+OKAqLyitAMbZSxCE1gqk+VB+etJDRLVm+2z1022T5x7gQbNXuNravOpAlyRWjefKHZ8fuOnQbYGPKmF5a7nQZ4H84B51YznDvnVILT6baWCW1bX6/NmjHFbrj2Snvp+adtQ/fAy8KGst0hNPDWbcjfS6qTdx2h8WVkw82UwVUFROUp7YOvPUVolDIWoQnMF0gx1afKg/NWEhpeSbzvqU323Ztb3PV67hMQ5IrQvHWEZkf6oOAMPjRw/dML7evXTneX1LzgvFDNcLZW42z+nJn2g2N+Yn/90a/bn+13pP3nD33DDvvyEfbKi88OHvldrU6wh6sE0oHNNzVB2p1CkzO4qoCoPCVvfO0JQoMhHrxAj6e1hrIiNIH5Aimm+lR5cN5KQsPN0XedNNZueH6pW2XNPl0EuSI0bz2h8XAPDbA9UBc3vqsZzvPL7Gss/DxtnH3igil24u3j7cOf+kfbZ7/j7D8c+ZT9+b+MtP/47Rdsn4+fZ+/86/fapPFNg0d/Z9sdQqP6rJN3EZq07Q6hYX3KJZdcYscff7yddNJJNmnSpMGUne1tITRkFAbRoYyCKDxM9any4NCxlMagEyodEJ5aHxrY+1zW2WOf57LZeRNs9Nx11r253wU4VsezzsMHxxQIxgRlFjh2btwW5QB8Il745HuMA1QeIB0BITArPnM8QH0Qzalzlmbrgz/yz+WtlBHU8QlveccGW7up321t07J8o9384nI78uYF9l8O/IH9m/1+bO84dpK945hR9o4fvGbv+OHr9s7jJtk+HznbvvDFL7sFjI1Gv1ADM1wl4Ko+6+TNwE+dVXtjTChlxOAyhnNWh6fkjS/igfKoOj6VuIGpXJX3q1/9yk499VRra2uzxx9/3H7yk59Ey8z9QIQGEcmZEugxNV6rPEyNmfSznYSGdQX8ISts+Z4CnVrhARpD4ap5w2ElMGWIpYcgbxQ1lhZCLSOgA6xbt9bYT+uhpja31oBXAixuX28rqsDlAx0LDFnNzv9TQJAmzFhgYyfPdgsSYxyATxaA4tMH3hhIY2Fljge8T1b953wqPEB92BmAOuXqgz/8DlfedXyGPJ5SY+PO1d099trkRfbf9/2s/elX77N3HjPW3vH9V3fgh6Psz6qZzX/6fz5qc1qmuiAX9g36EP0j/G0o0C/pd7G0EKrPOnkTmDs6OqJpIfCplBHAZQzH0kLU4Sl5wyEeKOMcn0rcQABUrsobN26ceyU4xue3v/1tN8thFuo5nCjMmTPH7QzQmNYIysiiTj5j6SF8vM5xVR5QYyb9jP7m/78PlWcFNKs4+Z6CygPD6ZPHTOGMHTvW8WOcEC0tLVLeKg/Andkyw+bOmW3H3Nhsf3P8SDvrrvE2YepMGzWhZTtGNk+3V5um7vRbDKMnzrQXXp9gz73W7L7HOB74fG3ctGhaCJUHhtsndXj21XGuTrn64E/xqfLAH+KTmdjzz79gf/2+f7D/8K1nq5nMyJ2Fpvr/X/zLa/bH/+NAe/zh+23pkiU79Q3O3Ogf4W9Dgf6mcFWfdfJm/DD4GU+xdI+69VHGpFpvlUee1IeyxtJDqGUEdeoT8ubNm+cuf4VYsGCBA9+5ZPb973/fLr74YrcLQHgMFi5caC+++KIdeOCBNmHCBJs7d+72tEaQJ3nH0hqhcj1PqTfHJueTutHPOD7+t31QKKY5KBDfU+D6ocIDqk+VB2fy5MmuDLH0EJzl+L17UoCn1gfuhnVrbM6yLjvkovFub6iXpq601tXrtm+V4mczsxe37/RbDFziIsAxC+BsO8bxYK8xxafKA3DZky2WFkLlUR8Ehjrl6oM/xafKA7+Pz4WDv63oqGY8Kzvtg5/6kv27f7zd3vnjcTsJDTOcf/+NR+z//PuP2sJ5s9wZYNg36Guc5YW/DQW4flaTguqzTt5s2dLe3h5NC8GYUMoI4DKGY2kh6vCUvPFFPGCrk1h6CHwqcYOZocpt5D3//PN2+eWX2zXXXOPA9/vuu8+dzSNC3KO56qqrXB6N/YeZHkH+oIMOcseH/4fpIfh71nbxGUsP4eN1jqvygBozqQf9zf/f3aPhGh2VV0zlqT5VHhyUVDEubTANzBk8tT4D14177YlJnfb+08bZ926eaa1rt1rnhj537R9wQ9xfNvK/DQXuY/h7NF2bLMoB+OSyFD75HuMAlQdI594Ll48UnzkeoD7+Hk2uPvgj/1zeShlBHZ8hr2N9r7u/trijx25+rcve/cWTbZ//9in78++94sTmnceMqT6b7C+PGWf7/PU/2RFfP9y2Re4z0NfUexpwlXsVqs86eXM2SlDJGWNCKSMGlzGcszo8JW98EQ8I5DlTxzimcht5nLU/9dRTTnDA008/7WYxBNyTTz7Z7rnnnkFm3JZUs+TDDjvMBeWcIUSq/b71GcrUmEk/o795K0+difXhUVMeOT39vvkDe5s9s9RtaRI+1cQNZ4JYeersrfnUWcjr3NDrHnl+acbAO/H3P3OiHXDmaPv4QV+x//juL9kfHXSN/cmX77J/d9hN9r+861v2vv0+ZLNb4ic69LXy1Fna6vCUvPFFPFCCHj5V8VK5Ku+cc86xv/mbv7HLLrvMzjvvPPvlL38ZPV5cXiuPNw+aL5Biqk+VB+fNFBq25Ji7fI394+VT7IBzBvc229i7SyArQvPWFpplq7pt1ZqNtrB9s934/DL3Xpj3ndLkniK8b1ynda7baLfeeK0d/IXD7X9+6FD7+Ge+aKedcrKtWL50sCPsakVoitAMZc8995xdffXVdsstt9h1111nDz/8cLQditAE5gukmOpT5cF5U4XG+u13o5bZfu6yWYstZ2+z7p2DGoGsCM1bV2iYwbR2rrfnp7TbsXfMdlvSfOiMcfbzu+fYtCU7D/CN69fZ2FEjbdGC+GaSoRWhKULzh1oRmsB8gRRTfao8OG+m0PT19dpJd820d5/cZNdFLpsBglwRmree0KyqfmP2ySxmxLOL3YvF2NWBWcxvXm+zDT3xAMjTQNxoz1kRmiI0Q5kaM4vQBKY2Gqb6VHlw3kyhWbp6ox168QQ78NwJ9vrsXS+bAYJcEZq3ltDwfhfAK5B/8qvZ9sHTmxx+fvdcm9owi2k0dffmIjRFaIYyNWYWoQlMbTRM9any4LyZQvP4hHZ738lj7Ls3DbwSYHXDZTNAkCtC89YQGmYxvDJg8apNbjPNwy6d5F7pcOjFE+1XLy/b6WVoQ1kRmrzBVQVE5Sl546sITdp83m8JocE5f+wLnwIHV+EB1afCw+DQsShDjBOCgecbLgV4+bwHPk/77Tz7uxNG23XPLHE7Na9c02NtDSDAEZhZm9GY1gget+W1xwgNQTrGAfgkgOKT7zEOUHmAdAKzF8QYB3ifOR6gPggN4pmrD/7IP5e3UkbQ6LOju5rJVBg5c40dW81iPnzGuGoWM85tnjluTiUcfQOBufFYh8AQGt7hjsU4HvQ1HrONpTUCLv0ulhZC9Vknbwa+vxQYS/dgTChlBHAZw7G0EHV4St74Ih74E8oYxwOfStwg4KpclafETIzLtAgN64OwGA9QRsSIz1h6CJ93jqvygBYzzfUz+pv/bR8OFH/Iwi++p6DyOMugMYbLJ2sFWJjFlhPw8R/jAdI4WPBzPMoIL5bu0d/bYwta19phl0y0j53ZZC9MXWkrOweCbyMIdGxvwoLAWHoIBAmRYcGmnwXFgE8WgbJw0gfeGEhje5UcD9T1qdQHQaIurAvyM6sY8Em+5J/LG06OB7zP+cs73KaZc5atseufXmSfu3SivefEMe7Y3fz8IutcVwWxTd3WvW5g+5DY8fagz7EOYMWKFS6QxzgAP2wJwhlczifp9Df6Z4pbh6fk7dMIzAhnqj6AvBkbKZ8ejF3GZCwtBDzFp5I3aXCIB9Q/51MtI6INl89YegjVpxLfCPCsw2ELGo4PwTzGA3XK6PPOcVWfvt1z9WHsUA8WbPpjsw9qRsejU/M9BRpA4QHVp8qDQ8EpQyw9BBWlQWJpIeDl8q4mlvb4+Hbb9+SxdvSIaVUQ3VTNZja7hYyNYLEmQQ+xiaWH4MybGU3TlDnuck+MA/BJMGUfM77HOEDlAdLdyvhh9El9qAt1ytWHvEEub4UHSF/aXs0iO7rt1ZYO+8ntLbb/6U0Ox90x2yYv4nIRlzkGZgAgdqwbweBnwR2BIJbu4QNjLK0RcOl3sbQQqs86ebPAkUAeSwvBmFDKCOAyhmNpIerwlLzxRTwgmMbSQ+BTiRvMklSuylNiJmf8bEtzyCGHuJlAqr9RRk4s+Iylh/B557gqDygxE9DP6G/+/+4eDRVj8OWMBlF4mOpT5cHhjMxPzVJGxRh8OYOn5H3m7xbYu6oz42ueXLT9TZoxcPnIz05i6SG4j+Hv0eR2O/YzBL7HOEDlAdKZgSCKis8cD1Aff48mVx/8kX8u71wZETfuxazb1G/zWrvtxucW2xeumGrvPaXJDrt0st3x6ooqbef7AgQooFidezQMUsW8KORM9Vkn7zr3aJQyYnAZwzmrw1PyxhfxgMCXM3wqcQOjPRWu6lONmXV2b1Y4mJo3POqtmBozd7lHwz/qH6uigKk+VR4cOpbSWRl4SsPBy+XNjf8v/GKKffzsZntxart79wwBLgaCX3kY4I17GKBj/cANf54C/Nc7ZtkHTx9r+58xzn76a2Yx8e3wCUxKcMLKwwB5g6sIQx2ekje+iAfKCSU+lbjhA7MqiApPjZnlqbPA1EbDVJ8qD86bITRPTlpt7z91nH3r+qm2oHWdC26xoAcIiEVodr/Q8MbMtZXgL1692W5/eYV9/vLJ9t6Tx9ghPFH2CrOYoQNVEZoiNENZEZoiNI7zZggNl83ec3KTXfnEAmvvygfHIjS7V2gQelb4j5mz1n525xy3sn//M5rtR7fNsOZ5XYNHbWgrQlOEZigrQlOExnHeaKHh0Vkumx1w7gR7afoq97RZLjgWodk9QuNmMRt7bWnHZnfv5fOXTXF7lB1y8aRqFtNqq9dw3TofoIrQFKEZyorQFKFxnDdaaAYumzXZP9880xa1b7Blq/LBvgjN8AsNOy2Dpnnr7Gd3zbGPnNXs9injibLxCwYCZ3+vdpO/CE0RmqGsCE0RGsd5I4WGNj/r/oFXAlzz9FLrWj/wqG8uOBahGT6hca9a7txgK9ZssdtfWeFml8xiDr1kst360nI3w/FGwClCk7YiNGkrQlOExnHeSKFpq4LbFy6fYh93rwRYa6vXFaGJcTyGW2g61/dae9dGe23GKjvhN/OqWcx4N4v5ya9mbZ/FhFaEJm9FaNJWhGY3Cg3O+WNf+BQ4uAoPqD5VHhw6FmWIpYdg4PmGSwFeLG/MXzb7zo0zbFlnj7VWZ9YsHiQINm6B4kEagRleLD0Ea0MQGoIzQTrGAfgkKCt5KzxAOsHeC2KMA7zPHA9QH+pCnXL1wR/5x3yuXNtTzR63usfKb3tpaSX2E926mIMvnmg3v7BspyfKwmNGwEVAwt9iIDCBWFojWLBZtqBJAy5jOJYWog5PyRtfxAOOeyw9BD6VuEHAVbkqT4mZ2N60BQ3YY7eggTOcW9AAyggv/G3z5k3VwN1kp9872/7+hDF2+aPzbVXX+u1bsRDIhwIBVOEBAjizGbZt8eIUAz7ZhsVvAxPjAJUHPJdtW4bLJ/UZPXHm9i1oYhyAH/KN5b2sfZ21dXbbq9Pb7YS7Ztv+ZzTZ+08ZYz+8dYa93tJuvVs2W9/WXY8px5mtSOjcub4BJ8cD9DkGyvLly93ginGAz5szuJxP0ulv9M8Utw6vzhY0rKRHOKlbIycEeTM2Uj49GJeMyVhaCHj4jKWF8HnH0jwoF5y9ZQsaAv3u3IImlhaijk/aPeeT/rXLFjSoGGdEyrYCNIDC8z4pVCzdQ80bHr78FjT8P8YDpFFR+Cov/H3btn5b3rHJ/vHyyfbxc5rt1ZZO69owMANQtmwh4Kpb0ExsWehmAVxCinEAPgnISt5KGYH3SXDP+VTyBtSHLWiY0eTq44XF++Szs7vHlqzaaHe8ssy+9AvWxYy1z1ww3m58drF1rBu4JMaxCY+VB8fSD5LcMYcHUjxAut+ChjOyGAfAY0AzoBSf9Df6XYrreTmfpCl5+zS2BCEwp+oDlDJ6MHYZwzkuPnM80tT2wRfxQDmWlJG4EUsLwSxJ5ao8JWZyPBYsWLB9C5rU8fFl5DOWHsLnneOqPn27c4xi6R7w6Gf0N39syj2aSN7PTulwb9L89o3VGW0Xazd2bC3DJSKCagwE2HKPpt49GtqWxZfN89e5HbI/fFaz22n5x7fPtlEzV9m2wZ2Wc0awZRDkjCAGFCv3aPIGlzGcszo8JW98lXs0afN557gqDxsqZjbaLvdo+EcN9mqjYapPlQfnjRKas++fb+86caxd+/RSt1cW+2l5AckF5iI0mtDwRNnaqm25/3XPqDb70hVT3PtiDrp4kt384jJbs4Fg02tbt2iiUIQmb0Vo0laEpgiN47wRQsPTZl+sgt4B5463V2d2uZvPBMciNMMnNCs6Bh5bnrSo2065d2AW84HTmuyY22bZ2LlrBo9EPVEoQpO3IjRpK0JThMZx3gih4bIZe5sdzWWz6mybN2kSHIvQ/OFC41f3L1q53u54eYl9+cqp7t39B1000W58fpl75XJoRWiK0Axl+CpCkzafdxGaylQenDdCaM55YIG96yR/2WzgfgxBtgjNHyY0CDZ7lDGLOfHuOfbRs5qqWcw4++FtM6tZzMAjt41WhKYIzVCGryI0afN5F6GpTOXB2d1CQ0D80hVT7eNnc9lsjbuHwG8E2SI0v5/QtFfgfgtrZO5+vc2+ctVUe597omyC3RCZxYRWhKYIzVCGryI0afN5F6GpTOXB2d1C88zg02bhZTMXLKsgW4Qm7TMmNLQfl8omLFpnp947zz52zsDq/u/eNM1GzewYbPWhrQhNEZqhDF9FaNLm835LCA3OfbDnewoqD/MFiqWHUHxicOhYvrPGeABj4HmhiXEA1tho5z44cNnsqqeWDF42G1jJTpBVBETlgb1daLhMxizmnmoWc/jV0+y9JzfZZy6sZjHPLXXv9bdtA8ExdmwAFopCjOOBEXByXKyOz1BoYhyA0de8yMU4HlgoDDEOwOrwcnn7tFBoGjkhGBM+2MfSQ8BlTMbSQqg+FR4GJxSaGM9DLaMPuHzG0kOoPtX45oWG9SxYjAcoG0KjlFHJG6j1xnzMjKV7YKHQ8FvZGaDi9W3tcavSv3D5JPvoWePs+clt7pUABG1AoPUr/v1vMcBjsWaOBwjgiIzfGSDGAT5vVtLzPcYBYRlTPEC63xkg5zPcQSAFhIudASa1LLCOdZts9KzVdtq9c+wjZ46zfU8da9+7abq9NHWl9W7psc0buod1FT/pLBAbTp/0OQbKihUrtp+4xODzZmDlfJKurvhXeUrePs3vDIAwNXJC+NX5KZ8ejEvGZCwtBDx8xtJC+LxjaR6UC47fGYBjFeN5qGUkgMLlM5YeQvWpxDcEYa/fGYBK0vH8ytAUVB4+ySzHVfNGaeFQcPj8XYwHfN40iMLDr23rtycnttv7q4B49A3TbdGqDbZyzY6V8KxcJ+jmVvyrPMAsgJ0BWE3P9xgH4JNAjk+/kj4GlQdIZ2W+stsAPuHF0j2WV6AOk2bMsfEzFtp9Y1baV67wq/sn2PXPLnXtOXB6wxnZwOr83PGBk+MB0v2gHy6f9LmZM2faypUr3RlZjAPwQ19jQOV8ei79LsVVfdbh8clKbQI5dWvkhGBM5MroATc3JoHCI03JmzQ4xAOOu5p3LC0EAR4un7H0ECpPiW/0r/nz57udARDOVH8jT04shitvoNbbt3vOJ/2LfkZ/88em1j0aGkDhYWSmcNW84TBVpgw5o2IEnZzB69m8yfB43oML7d0nDlw2W7+5z9rX7rhUxGUjf0lsd+wM0LlxW5QD/OUrfKYuX6k8QHrdS2eperO6v7tnmz3TNM+OvXWiHXDuRHcv5ge3znTv8280OivImcrDCLYMrJzV8Vnu0eQNLmM4Z3V4St7Elzr3aJS4gcHFd85Unhoz/aUzhDNnCgfzeefqrsZqjGOjcMNLZ9jb/mEANmlk5T8r03na7LWZXe4GdhhICbheQHKB+e10j8Y9UVa1VeuaLfZAU7t9/pJme9cJr9tnLpxk1z6zxDq64wFQDfZ1RKEITd72JqHBVx2hqSMKClflqTGzPHUWmNpomOpT5cHZHUJjfT32/NROdwbO3mbLOjdvf9pse0CtgmwRmp15iAgiM3XJejvzd/PdE2Xv/vlIO/r6yTZyVnxdjDc12NcRhSI0eStCk7YiNEVoHGe4haa/f2BGc+6DC93eZlc9tdi6B9fOhCDIFqEZ4DGL4Ykyvt8/tt2+cvXg6v6Lp9hpvx5vsxeuGGzdoU0N9nVEoQhN3orQpK0ITREaxxluoalq5G50sxUKb9J8pWVgb7Mw2LrgWgXZIjRb3UyPxZd+FnNA1WbvP22cfe/mFhszr9sWL1pgq1YWoUlZEZq0qXnjqwhN2nzeRWgqU3lwhl9ottnjzcvdZbOjbxh4k2bjZTMfcN/uQsNlMmYzvxu70r52TTWLOaXJPnXBBLvm6SW2avB9MYsXLXQvCsuZGuzriEIRmrwVoUlbEZoiNI6zO2Y0Z/52tlukScDklQBs/BgLuG9XoWnt3GjtXRts2tINdtYDC9yu1rzi+rs3tbgHJ0Lj5U1FaNJWhCZtat74KkKTNp93EZrKVB6c4Raatq5N9sVfTBq8bNYZvWzmA+7bUWiYxSzv2GC/eW2pffP66fa+ahbzyfMHZjHMbhqtCE3eitCkTc0bX0Vo0ubzfksIDQeKgrPAhu8pkIHCYyCrPhUeAQQOK4EpA/5jPEAaBwt+imf9W+2J8a32vpPH2BHXTbV5K9baslXxVfIEZBZC5lbIqzyAKCAyYyfP3i5OMeCzzs4AOR7wXFb9x7i0Q3vXemue21HN+Fjd31SJzFj7zg3T7NlJrba1atdtfVt2ak+C3Zw5c9yAoTOGaSE4JqzMpyPmjqNfxZ/igd3hkz7X0tKyfWeAGAfgh0V2LGLL+SSdfkn/THFVn3V4fBKYEU7q1sgJoZTRAy5jOJYWwvNyPtX2wRfxQDmW+CRuxNJCINp+hXwsPYTqU4mZBHpOatgZgOOTGj++jHzG0kP4vHNc1adv91x96F/Ug/7mj80+DCL+wyDlewoqzzfUcPnk7AUOK4Hh4z/GA6TRYH71apxTnQFu67Vz7p9nf/fzUXblk4uss3uzragCPkG/Eax+JwATnGPpHioPsA/YhBkLtu8MEOMAfLKK3+82EOMAlQdS3NXrNrvP341eYV+7eoq956TR9g/njbernlzifq8azvr7dm1XjtG8efNsyZIlbuA0pntwTOisIHccFR4gneDEwBoun9TH7wyQqw950+dyPkmnX+a4dXhqvflkpTYBhbo1ckKQN+M35dODccmYjKWFgKf4VPImDQ7xgPrnfKplJEDC5TOWHkL1qcQ3ZhKMHXYGIIin+ludMip5A9Wnb/ecT/oX9aC/+WPjLp35qVPOaBCFh6k+VR4cFFKZ3lFRGiRlHeu32j9dOcXtbTbwtBmPNQ+85KwRrIonyCIifI9xQMiLpYfgcpm/dMbOADEOwKe/JJbLW+EB0v2lM74jdKur9qANpi/bYOc/tNCti3E7WY+YZs9Nbh9stbSpl87o0CBnKg/jeNOhc1bHZ51LZwwoxSgn/TNnqs86ede5dKaUEYPLGM5ZHZ6SN77qXDpT4gZGeypc1acaM/2lM06CcqZwMDVveNRbMY6N4pN+Vu7RVPbc1A7b79QmO+r6abaso8ctQAzvT4QgOIcCEuOAkBdLD/FWukfDI8v8/kjzKvv6tQP3Yj51wcRqplfNYlavr3qidg+g3KPJmyoMqs86eZd7NGnzgVkVRIWnxszyMEBgaqNhqk+VB2c4heaC6qz9708YY5c9Nj+6SDMEwXhvFBpEhO12ZlSzGPZ646GI/U5rcjskvDS9c6Chtg1MlxUrQpO3IjRpU/PGVxGatPm8i9BUpvLgDJfQDFw2m2ofOWucPTupzdYO8bSZB4F5bxIa9nZb2bXR3fR/dPxq+8a109wjy588b4L94onF1rpmRyAmeBehSVsRmiI0Q5kaM4vQBKY2Gqb6VHlwhktoXpjG3mbNdtT1U23OsjXWuf7tIzTurZfVDG7qorV21m/n2CcqcUFkeD3CKzM63U7WoRWhKUKTMriqgKi8vU1olDIWoQnMF0gx1afKgzNcQnPhw4vcIs3LH13gHuNNBWZA+p4uNAN7lA1sI/PI+FX2zWt5d/8Y+4dKaK6oZjEruuLBtwhNEZqUwVUFROXtTUKDweUprFT9i9AE5gukmOpT5cEZDqEh0H7lqqn2sbPH2wtTV1tbR/cuQbkRoYDkgv1bUWhWVXVmMerM5RvsgocX2oGVuPBSsqNGTHOzu/5EBytCU4QmZXBTAdRbHd7eJDSU79prr7Vjjz3WLrzwQmttbR1M2dneFkJDRkMF5tAoiMLDVJ8qDw4dS2kMOuFQHfClGZ32QfdKgBZbtGqjLWdxYhWYU+ARYNab+MeBYxwQ8mLpIRAX3q8/fvr87OPNiJeSd4zXtbHXieuj1SzmqBEzbN9Tx9mnLphklzwyv+KmOzVGEFMD88KFC90Cx5whCIooqDyMMioBt45PhKajo2Pwf0MbfU0NzHCVgKv6rJM3A591KjljrCllxOAyhnNWh6fkjS/igdI38anEDUzlqrwHHnjAjjvuOLe+DMG5/PLLB1N2tsWLFzuhQURypgR6TI3XKg/j2Chc+tlOQuMDCQrE9xRUHh2fATBcPvEHR12wSd5UNOT19m51Cw3Pf3C+e9rsF48vtFVrNkiLKxEPZgq7a8Em32McgM/fZ8Eme5Tx7v5pS7rtokcW2gHnNLvHlo+8bqo9M6ndNm+qzhx7Bs4ew/YLQRqdmrOsFA/QAf2CTb7HOAA/DCaQy1vhAdIpI2UdTp9+wWauPvQ1Bp/iU12QqPisw+PTv8o5xQVKGT0Yl4zJWFqIOjzyjqV5UC44b/aCzZBHGWKYMGGCC7hLly61Sy+91G677TYXeENfiGa4YDPV3+qUUYmtoI5P2j3nk3rvsmBz1qxZbkDxI99TUHlgOH1yZgln7Nixjh/jhIDDwQ1/WzB3ljVNmmmHXjjW9jvldfv1M1OseXKLvTZumo2a0JLFyObpjvv6+BnRdA/Pi6WFGD1xpj0/crw991qz+x7jeKg+4Y1snmbNU2bamOr/tzw5zf7p8mb72+NftQ+fPsp+dus4e6Vpqi1dONdmz2rZpY1iYBsWhccxGj9+vE2cONFtRRPjeOAPv7G0EGreQPWp8qjPuHHjbPLkye57jOOh+gRwlT5ch6fm3dTU5GYBSn2UvAHjUuEONw8O8YCy5uqj+gRwY783otEn7/xnVhKCS8mceJF+6qmn2sc+9jEnNMz8/d8B/v/iiy/agQce6MbP3Llzd0pvBHWO/d4IyqfUR+UBhcvxoJ9xfPxv+3D2wn5Bq1atcmcyKaBkCg+oPlUenEmTJrkyxNJDsP8T19bD3zZuWG9PNC+zfU8eY9+szupnL+uyBcs7rGVBq5uBpMAsYc6SVTZzYZv7HuOAkBdLD8Hsg9kMIuNnQTHUyXve0lW2cFm7TZjbbmfcM6MSl9FujzL2cnuqmsVs2LDRtmzaYOur9mArEi4LhW0Ug8oDdCgGVywtBD5BLC2EygOUcbh9MqA4E42lhaCvcQYXS2sEXL8/WQqqzzp5szdYW1tbNC0EY00pI4DLGI6lhajDU/LGF/FA6Zv4VOIGULmN9UEorr76arvhhhscrrnmGnfZzPc36jRq1Cg78sgjXZ9iJub/lhk24vHZz37WHZ8wLQbyjv3eCB+vc/XxvFhaI6iHwqUe9Df/f3ePhmt0TIkUU3mqT5UHh4GvGFNRpo2NdsljS9ybNFnxvr5nm7Wt7dl+TyMFbty3dm12ixz5HuOAkBdLD8F9GX+PZk1V/RgH4JNLYam8V6/vtXWbt9nKytGj49rs6Jtm2n6nN9snz59olzzKuphd70kwpWWqnDOVh6n3aPwUO2cqD6OMlDVndXwyMyNI5Iy+xuUOxeAq9ypUn3XyZuZDEMsZY00pIwaXMZyzOjwlb3wRD5S+iU/VVG4jjzP4Bx980B577DGHhx56yM0g77rrLnv66acdh8uw3/72t93JQaMx8znssMOk+y/q/RTs963PUMaxUbj0M/qbt7fNU2ed67faVwefNuOBgO7NAwGcmUX4hFYM3FTnPojy5JfnxdJDIBrD8dTZ6nVb3Or+2a0b7aKHWd0/zq2LOfL66fb81I4hnyhjgCodRuVh5amzvPn7KTlTfdbJm7Nmzl5zxlhTyojBVYSuDk/JG1/EA6Vv4lMVL5Wr8l544QUnLgjOySefbDfeeGNUcMvjzYH5Aimm+lR5cP4QoXl5Rpd72uzIETNsScdm66hmAXu60PDufvZoe2rSajtqxHQnMNz0v+SxRba0qmPKitDkrQhN3uCqAqLy9iahwUaOHOkuqz311FND/k0RmsB8gRRTfao8OH+I0Fz8KIs0x9gVTy52a0oI2nuq0PDqZGYxc9s22qVVvdg6Zt9KZL5+zRR7auLK5LoYb0Vo8laEJm9wVQFReXuT0OBT4RWhCcwXSDHVp8qD8/sKDSviv3rVNPvoWQOXzfZkoaEuXAZkFnP0DTPcLObAc8bbZY8ttoVt3dVB0u6nFKHJWxGavMFVBUTl7U1Co8bMIjSBqY2GqT5VHpzfV2j8ZTMWLC5ZzWWzgcWMe5LQLG1f53aZntNazWIqUeGVyjxRdtT10+2ZyasHZzHaYiqsCE3eitDkDa4qICqvCM3QVoSmwVSfKg/O7ys0lz662D1txs7E3W42MxDA9xShYaflFau77ekpHfbtm1jd3+Q2w7zk0YVOOL0RcMJ6p6wITd6K0OQNriogKq8IzdC2RwsNf+wLnwIHV+GpPuvwqBwdy3fWGA9gDDzfGO6y2dW8EqDZXTbj3gYr8b0oqELDrCLHVXkgJzQDZdziXmHQsmStXfLwPPvkBRPtfYNPlD05cZWrX2gEWl/vWNt4YARbL0oxDsAUHsBCoYlxAEZw8AEixgGYwgMYZfQCEuMArI5PhIY1A1iMAzDa3ItcjOOBwfXCEOMATPGJqTw+Q6Fp5IRgPObK6AHXC0Ms3UPhYUreGL6IB0rfxGcubgACrufG0kOoPCVmYiwNQGhYc4LFeIAyIkZ8xtJD+LxzXJWHcWyU+oRCw2/7MOj4Q9YLcNBSUHkMeBojx1XzZiCxKI0FQPB98IuBNA4WfOvfas9NXmkfOK3J7VY8e9kaW17NDJhxsH7GL4bk/ynAZVFkjlvHJ4KEyIyZNGv7LChEa1VOyvrE+Fb71vVT7d0njnZPlJ39uzk2b8Waqm5bbOuWzTvVm4PLgqpU+wCVW8cnHZB1J5yZ8T3GAfhhoRvI5a3wAOmUcTh90udYB8C6oFx9yJt2yvkk3S+uTHHr8JS8fRqBGeGkbo2cEOTN+E359GDsMiYZy7F0D3g5n/hQ8iYNDvFA6ZtqGRFtuHzG0kN4n7G0EEp8I8Cz2Pnggw92xyfV3+qUUckbqD59u+d80r+oh98yjN/24cyABDo131NQeSgkGQyXT/zBoeDw+X+MB0hzAlY1SBWN7aKHF9jfn8ibNBda1/oeW9G5Y28wFkEiIPw/BbheRPge44CQF0sPwYxlYstCtzsAM5jtv3dVnbi7x2Yt77bLHl1gB57b7Lbz/9rVU+zJSatty1bOCvt3aQP+zwGlI6TaB3guHTHFVXmAdPZrYtUzAyfGAfDo0CCXt8IDpFPG4fbJ4Pd7ncU4gDTanHZSfMKlfyo+VV4ub5/GAkcCeYoLGGuM3xwPwGVMxtJCqD4VHmlwiAdK31TLSICHy2csPYTqU4lvnPGzhQ17nSGcqfFD2TixUMqo5A3Uevt2z/mERz+jv/lj4y6dUTE6a85oEIWHqT5VHsGBMzI/NUsZlevbWp0Vbui1r13L02bN9uKMLlvHK5vX7djtmFX8XObi/ynAHRCRde57jAN28LTdm/2lM797M+XtrPD8tE77zk0t9v7Txrkt/c+5f64taM1fW+eAqseHTkWnyZnKw9R7NAwAkDOVh1FGypqzOj7r3KOh7RXz4pEzeIrPOnnXuUejlBEjf8ZwzlSemje+iAdK3yRvJW5gKlflqTGzzu7NCgdT81Z5GMdG4dLPdrlHwx9zgHPGwVV4mOpT5cGhYymd1Q28/h4bOXvN4NNm023x4NNm/h4IgR1ReCs8DNC1qd/dO5q3cpN7YIEnyrjhzyuWn53SYT0Exr58cCTQqh2GYEswy5nKw8rDAHmDqwqI4rNO3nWERhUvuIow1OEpeeOLeKD0TXwqcYOAq3JVnhozy1NngamNhqk+VR4cVWj6qsbY1tvjHgN2T5s9vtjWbeyrhGBHoH+rCM3klvnW3bNtYBZzYzWLqQTm4+c0uxeULWwfEI3+voHtuXNWhKYITcqK0KStCE0RGsdRhca29dnyVevs69dMH7hsVgVxHmsOA/2bLTSdG/ps1rwl9krzbLvm2RX2KZ4oO2Wsm8WwGLO3b8dBV4N9EZoiNCkrQpO2IjRFaBxHFhrbZs9OXGH7n9FsR14/uEize2eBeDOFpnPDVluzqc/uH7nAvnLZGPvA6c32sXPG24XMYlbtKhRFaPJWhCZvRWjSVoSmCI3j6ELTb+ffP2f7Ik3WorQ3BPs3Q2jYo2zdxl6b377JrnxqiR14zjj7u5+97tbFPDZhlfX2xw90EZq8FaHJWxGatBWhKULjOKrQ8HjwV66c7C6bvTCt09Zt7tsl6L/RQsP+ZCwepTzfu4V7MeNs/1Net5N+Pa2axaQHSxGavBWhyVsRmrQVoSlC4ziq0Lwyo9M+cNpYO+L6Gbs8bebxRgmNn8UsqGYxV1ezmE9dMLBH2ZEjZtqtT063JYuXDJZ6aCtCk7ciNHkrQpO2IjRvgNBQ+JxRIIWHqQKi5o0vVWguf2yR/d3PR9tljy92jw2vXNuzPfCHQBRUoQl3UI5xgOd5n8xiwIvTq1nMzS3ukeUDzhlvZ98/35Z1bbXVK5dXQrNwsNRDG4FREZC6QqNwVR6mCg3BQQn28FSRU4Wmjs/dITT0YyWQwtsThIaxqwqIyhtuoaGMStzwQVzhqjw1Zu4uoVG4Kg/7vYWGjkrllK0KKIzCA/hkdWgsLYSSN0EJjt+Chs4V47ElS3vXevvqlZNt/9PH2FMTWm1lZ7cL/I1ANPx2MbH0EHDDLWhiHOB5c5euqvJdby1LuuyKxxfYP5w33q3u/8oVk+zB0ctsAwdqW2/VuRba3LlztwtEDNSVg8aK4aHqDVQeIJ1tWIbTJ0Fe2YLG5w1yeSs8QDplHE6f9DkGCsKZqg8gb9pJKSdjgpXVuXLCy/kkTcnbp7GSXt2CJldGD8YlYziWFgKfKo+8Y2kelAtffguaXDkpI3EjlhaCAKpyVZ4SMxHN3bkFTY5bx6cS1xk7fgsaf2x22xY0ClflobhwclvQbNvWZy/P6LAPns5ixym2YOUGa1+72V0ia4R/t7/fViYFuOEWNEMBXmvHBlu2co09P3WV/fON06tZzFj72NnNdk41i5nfxpkNZw39rk68J5xZAGcSsfoA6sqBotMMVW9Amh+AKR6o41PhAerDNhpsQZOrDx0a5PJWeIB0ykhZh8sn9fFb0PA9xgH4oc1p+5xPz2Ugpriqzzo8Pv0WNKn6AMZarowecBmTsbQQnpfzqeRNGpw3ewsahafEN8ZLuAVNavyQJycWw5U3UOvt2z3nk/5FPXbZgob/MPhyRgMoPIzMFK7Kg8NUmTKk7IonltjfnTDG7XHG+1va18YvdXGZC3FgJhJLDxHee2GbmRhnVcVhixvE5BePzbfPXDjR9j2lyQ6/eqo9MWG1bendtdzLli1zu7bmjA7DAc4ZB5RgqxidigCVM/JWeJh66UytDxy4ilFG6pQzNW+szqUz2l4xLwo5w6dSnzp517l0ppQRU7nwGOs5g6fUB1917tHk4oY32lMtp+JTjZn+0hnCmTOFg/m8c+UkXY0bHBulPvSz6D0a5Y9VUcBUnyoPTu4eDW/OZMHjh85osqcmtA3sbRYRBfD7Cg3fG9PdE2UVeMHa926eUQnMGPc2z3MfXOBetzyU1REaZUARmNQOo/pUeVh5GCBvqjCoPuvkvTvu0cBVhUblKXnjq47QKOLhA7MqNApPjZnlqbPA1EbDVJ8qD05OaEbNXmMfOrPZvnHNFJu1tMs61sdnH2A4hMa9u78St8WrNts1Ty9xs5j3nDTGvnrVFHukeVU1i0l3xCI0aasjCkVo8laEJm1FaIrQOE5OaC5/fGBvs4semu9uxsdmHx5/qNAwi1mzoddebumy7986c3CPsvF21n1zbcaSrsESpa0ITdrqiEIRmrwVoUlbEZoiNI6TEpo1G3vtm9dNt4+cNd6entS+24RmVfdW98j0olWb7Lpnlw7MYk4ea1+/Zpo92MQTPdWg79UCWRGatNURhSI0eStCk7YiNEVoHCclNKPnrLH9zxhnR1w/3ea1rrdlq/JrXuoKDe/tX7uxz16pZjE/qGYxrIthFnPGffNsXttggN+mva8BK0KTtjqiUIQmb0Vo0laEpgiN46SEhj3NuGzGIs2OdZttyRA37j3qCA2zGHzyKugRzy5zs5j3ndJkX71qqj08bpVtDXZa5kCowb4ITdrqiEIRmrwVoUlbEZoiNI4zlNDwtNk3r5tmHz6z2b3Xpau7xwnIcAgN92K4VPbS9NX23ZumDdyLOXtgFuPfFxNaEZoiNCmDW4RmaFPzxlcRmrT5vN8SQkNHpeC51Z5A5XHwFa7KIzDAie0MsK1vi708rd0t0uS9+sw6Fret2b6KPwW/M0Asjdc2c58Hf9c+tcg+df54e8+Jo+1Lv5hkvxu11Lo3VI3d11OVZUc5KRcdhcVK/rehQFBEZJSdAVgglVsBrfIA6XQEZSU9PpWV9NSnzs4A5J/LWykjqONT4QH6HANlxYoV2frQ5rRTzifp9GP6SIqr+qzD47POzgC5MnrAZUzG0kJ4Xs6n2j5wiAccT45VjOehlpEAqq6Qx6fCU+IboslJze7YGSCXN1B9+nbP+eR4RHcGIIHOyvcU6KAM0lhaI1SfCo8DQb5+Z4AwrdJj+8XjC+3vTxxjlzy60O3cvLS9220Fw4yFeysxkMbOAPAa09rXbLLV63rcLOZfbmF1f5N9+Ixxduo9s23Wcs44qjOZbbuuRu7r691+MBrTGkGd2BmAFcGcUcQ4gLeFbtq0UfLJAVV4gE6lcFUe9Zk3b57bGSBVH8AAALG0ECoPUEbKGksLofqkPjNnzszuDADIm7aPpTXCi0IsLQQ8xWedvP3OANQtlu6hlhHAZQzH0kLU4Sl544t4QP2V+jTGjRgI8MQZhavylJjJTIKx43cGSPU3X0Y+Y+khfN45rsoDHBvaM5bmwfGgn9Hf/G+1Lp3RIAoP89OxnKk8OEyVG6d36zf3uafNPnb2ePdAwKat25xYcElsqFX8gLTGS2d+df+Sjs124wvL7LP+Xgyr+8e3VQFKuyzVP8xPnfX2aqv4OaAEHcXoVIpPOqHCw9RLZ/gkUOQMDlzFKCN1ypmaN1bn0hltrxjlZLzlDJ9KferkXefSmVJGTOXCY6znDJ5SH3zVuXSmXBbCaE+1nIpPNWb6S2ecBOVM4WA+71w5SVfjBsdGqQ/9bK+6R8MiTUTmkEsm2Yjnltqc1k22spqR1L1H49fFjJy1xn542yzbr5rFfOTMcXbOAwts/spNNmXRGrdh51C2unuLPdDUbne8vMymLOgc/DVtOaHZ2NPvdhvoXEfQ6bH11f/Hzl1btUG84xCY1A6jCsjuEBoCvSo0qihQRkWU6vgs92jyBlcVGpWn5I2vco8mbT7vHFflYW9bobnqqSX2oTOaK1Fotv/fd1+2ix5ZZGvW99iShNC0rxt4kqy1a5MtWbnWPUywtJrF3PDcwBNl7zlprB1+1VR7sBKOviqoT1rcbd+/ebqtHEJoeNfMVyr+5y+bZF/8xWT76JlN9uSkfIDKCc3ljy+yvz5ulM1dsbbqYVts45Z++9mds+2pyXHfRWiK0KSsCE3aitAUoXGcRqHhstlRI6a7p82YgfzLLS12yMWTbNaybluxqjsqNKsrgemu/o7ZwdoN1W+d3TZmzlr78e0Dsxjeynnm7+ZXM6OB6Wl/1fj/cutM+93oFS7YNxqTC3YG+MFtM50oYZc+PNd+ftec7IFLCQ1l2u+0Jnfpbl7rOvfQA8YMjrVCiGOjFaEpQpOyIjRpY7yqXJWnxswiNIGpjYapPlUenEahGTN3rX3y/An23pPH2kEXTbRJi7rdu19uem6xrV6z684AXRt63auUEZUT7p5rp94zx469fYb7+7/6wWtuVvJA08qd1sW83NJpX7pyaiVKm613y66dmh0CPn5Os81escE29PS5+0Nu8Pf2uxcCpGwooWEPNQT0mqeX2j9ezr5ta7cLDWLGLgS/G9Pu/h9aEZoiNCkrQpO2IjRFaBynUWh4NfL+ZzTb/3Xs63bW/fPdbyffM88+f9lE93gys5dQaLgHg9B89+YWNwt6x/dftXf+4FX76+Net3++scVmLt/1Jttpv51rP6tmJ1Xtq069axDnAYRPXzDBbntpmR1x7fRqRjTO/vWOmdZR5Z2z5ZXQxN6wefI9c+2KJxbbiq4e+2wloKHQYBc9stB+WM2gGq0ITRGalBWhSVsRmiI0jhMKDZe/jr5hhru09D9/NtpenNHpZiIvzeiyvzthtD05odW9j8aLDPdl2A+trfp+9+utbvbCwsvDr5pij45ftf2yV2hMbODxBFp1iKNB/OUq3//9h6+6LWnGL1hnzfPX2iEXTbBjfjnLXVZLGTMa3rIZ2oPjVto/3zRwgCgzQrOorbvKfkcweaS53T0Rt2nLzgO3CE0RmpQVoUlbEZq8z7ed0Iydt9b+4fwJbv3M//HjkfbFK6bY166Zal+qPv/ie6/Yz++cNfDisypYu9X9m3rd7OPoG6e79L+sZjP/+w9fs/edPNb9zQnVrKUxcG/e2m8HXTzR7hvLZapttqXq1Bc/ushdpuNe0PkPLnD7nv3//3WUTVlcicGgvTil1b2uoG1NOqA9OGqxffKc0e7y2Lcq0WRXgwPPG29XPrnYJi5cZ78dvdI96PCb15ZZe9eO2RZPxnEvCQENrQhNEZqUFaFJWxGa3Sg0HCgKzgIbvqdABgqPgaz6VHgEEDisBHYN0rfVfvHYAnez/P/88et2zG3TbcQz86vf5tqIp+fbD26eZvueMtYmLei0Nd0bbd6Kte6+zUHVTOP/PX6UfeysJrv4oTl2y3Pz7epHZ9ulD8+x219caOsqbk/PQJ69W3psbfV//uaOl5daf+8mW7t2jT04Zpld+ODs6u9n2wOjl9q0RZ32gaoc4+Z2VM1ZDZD+zfbqlOX24TPH2cLWddbX22O9WwluO9eJ4PDShAV2+q/H2y8enWc3PzvfHmlaXs2GELEJduglE+3Ac5qdiH7kjLH29ITlVRm2uEtoz0xqs4+ePc6Wr+p2vvFHm7OQigVffA/zagTpdAS/qjrGAd5njgeoj98ZgM4Y4wD8+NX5ubyVMoI6PhUeoM+1tLRs3xkgxgH48avzcz5Jpx8TTFJc1WcdHp8EZoTTnzwMBXzmyuhBfRjDsbQQdXjkHUvzoFz4CncGiPE88EnciKWFQLT9CvlYegjVpxIzEU1OatgZgOOTGj+UEX98xtJD+LxzXHjUW/GpxmvqQX/zx8btDMAXDhgDKgX+SOF5nwzoWLqHmjc8fLESuLd3q61Zv9mOvmFaJRqj7W9/PtomLaSzbbG1G6pKVZWcvnhN9fsou/KJhdY8r8uOuZW3Xo51wf/0384bXN2PelfC0OvVmfd078iTFfl8HjVimnsttPUPrJ6tvgzQnW2zniq/71SzpG/fMNXa125yM4+jrp1U/TbDNlVlwueq6veNm7ds9+38V51rxbLFtmqFv3Q28J5wnoTrWl+188YtNn7+Grc79NhZq6rOwLvRq/Ju67PbX1rqHqXGZ3/1G/74WzoMQYfvYV6NIJ0Ok+PW8Ul9WN3MbgecIcU4AD8EEvLP5Q0P5PLeXT7ZGaCtrc3VLcYB8Ggf2knxSR9iQKe4npfzSZqSt09jpTYBJVUfoJTRg7HLGM5x8Znjkaa2D778zgC5vL0YxdJCECBVrspTYiYzCb8zAEE8NX58GfmMpYfweee4qk/f7hyjWLoHPOrhdwbgN3fpjIpxcHNGgyg8TPWp8uBMrxQSa17QbZ84d7z91x+NdPczuDQ2cON/q/FWze5NWytxmeZ2c/7cZZPdu/u/fMUUe2hc+05vveztzW/pf/XTS+zoSjS2VQF+SzUriRmba35rxAz3BNw/nD/eDr96yvZXOHN56ytXT3WX2Bott45m0arNdvDFk2x+NTMK79Hw6LR/+CE03xEU4+DTEXOm8jD10hkdGuRM5WF+0Oesjk/10pkPoIrBJdDnTPVZJ+86l86UMmKMH8ZwzurwlLzx5c+Yc4ZP5bIQpnJVnhozFy9e7C6dcbKUM4WDqXmrPIxjo3DpZ3vsPRoUErv2maVuUSVPg81ZsbESl4Gny/xOy2PmdNmR102xv/n5GPd02Zn3MYvZ9eAwQHN5z23bYIdewtqctbYtsbXMpi39NnrOWnt1Rod1rN2RV8/WfvcU2TNTdg1YOaHZXPlsWbbB1m3gcsGAgKyu6njopZOsad5a9//QCLRqhyHYKqKk8rByjyZvcBVhUH3Wybvco0kbAVflqjw1ZpaHAQJTGw1Tfao8OLNaZtj6arbCjXNukr8wvdMF8vZKZBCY5V09dutLy93N+n1PHmtfu2aa3TdmpbupHzO10c57cIFd/NA829anBKhttjVYb9O9ubcqQ5ubcTVaTmi89W7dEexvf3m5HX/n7OgTbUVoitCkrAhN2orQFKFxQWTZ4nnWtGC9ffScifb1a6e7S1YIDOAptJ/8apZ7QODDZzbZyXfPcosoU6Y2GutZTrxrlnt9QM7wGQZ7Hpse6jFnVWioOw8ndG/ut9OZnQ1RryI0RWhSVoQmbUVoitDY+nVrbORLT9uF9zTbe09psiuebnWzmdbBWQybanI5jXUv97y+3NbzvpiMqY2GdXZvtjXr8tdG8akG+zpC01MNKNYJxbae8VaEpghNyorQpK0IzdtcaO69+w773Je/af9934PtL999qP3lvl+1Xz/2uk1bsdWOvWP2wE7LZzXbKffMtTmt+Orf6fLVUKY2Gratnxvt+SCOTzXY1xEaZUAVoSlCk7IiNGkrQvM2FppLLrrQ/ui/fcT+zaevsH//zcfsP37td/bH+//Y/p/3fsw+e+L9tt+ZA4s07x+z0t2Qx3gMWAm4aqNhahDHp8LDitCkrY4oFKHJWxGatO0uoQGM9UsuucQ9Xh6zt4XQkJESoCiIwsNUnyney88/Y//b/zjQ/v1Rz9g7fzLe3vHDUfbOY8bYXx032f7tJ863P3vXP1azmDk2t23nv6cTKh0QnlofGlj1qQZmVWgIJEpwVMuIqT5VHqYKDYKgiILKwyijEnDr+ERoOjpYiJs22lwNzHCVgKv6rJM3A591NzljTChlxOAyhnNWh6fkjS+ERumb+FSCKKZy6/jkGF100UX2iU98wr3iOGZ1Hm9WAj2mxus6cV2NmfSznYSGA8YARUn5ngIdWuEB1WeMR8W3beu3o478pu3zkTPsr46d5DbA3I4fjLQ//8EY+9O/OdhGvvKCq8i24O8JJByw0GcM8NT60KFVnwqPOvLaY4Iz32McDzoqnSuWFkItI1B9qjzqwGupEc9cfeioIJYWQuUBykhZY2khVJ/UYdasWdbe3p6tD21O28fSGgGXPhJLC6H6rJM3ywNY9Z+rD2NCKSOAyxiOpYWow1PyxhdCw3FX6kPsiqWFIIiqXIVHubD77rvPrr76ajvnnHPcmMdCHkYcYMEmM4FUfSgjQZzPWHoIH69zXJUHlJhJ+eln9Df/2z4MJlZA8yPfU1B5gO07fl+fc+fOtdkzZ9hHDviE/fE//tLe+aOmnYWmwl/+ZJL9u/ccYVdeco4LbuHfkzdqGv4WA3krPKD6VHmcLU+cONHGjx/vtm6JcTyGO28AF8TSQtSpT3Nzs6uTUh81b4UHKONw+qQ+TU1NNnnyZPc9xvFQ8wYqd7h5YOzYsS44K/VhbMTSGsHYVbjw1Poo/vBFfeDn6qOWESgxCzT6RCgQEXbGAHxndv/UU0/ZGWec4frRSSedZGPGjHHc0BdXNV588UU78MADbcKECS7+hemNoM6x3xtB+ZT6qDygcDke9DOOj/9tH7YeYLuAlStXum0IUkClFB5QfcZ4qDr7in3ln75s/8snL7e/+smEBqF5zf7imGb707//kj33xINOYcO/5zooZ6LhbzHAU+vDJRTVp8IDbDvBQYilhSBvptyxtBBqGUEdnwoP0AmZ1cTSQnDfA8TSQqg8QBkpaywtRB2fDBaCRiwtBG2u5A3g0kdiaSFUn3XyJtixd1ssLQRjQikjgMsYjqWFqMNT8sbXpEmTpL6p5u3jG5+x9BCNvJdfftlGjBhht9xyi8PNN99s999/vx1++OF2wgkn2K233ur2Mrvxxht3qR8zFPraZz/7WXd8BuLfjvQQdcqocuv4pOxwY2khqAf9zf/f3aPBuOygmMrD/lCf11xxqe3znw+0v/j+qGpWM9be8YPXB+7THDvR/s3BN9i+H/2sbVq/6wp5pm5M8XIGTy0j0z/Vp8LDOBjcBMwZU1ouFeRMLSOm+lR5GGdmra2tg/8b2piqg5ypPIwyUtac1fHJzIyBlTPanLZXDC59JGeqzzp5MwvgpCxnjAmljNgfOsYbrU7enFkrfVPNG/t968NM5Ne//rXde++9Dr/5zW/cbOaOO+6wK664wi677DL79Kc/bdddd120nzIDOuyww9xl3ZwpHG+/b32GMjVm0s/ob97e0k+dre3qtC9+8Qu2z//9BfuTr/7W/vw7L9ifHf2M/dtPX25/8l/eY/fdc+cgc2cjkCgHA55aHzq06lPtCOWps7SpPIwyUtac1fHJJQBmPzmjzVUxhqsIneqzTt5ccilPnQ1tBFGVq/K8Ud4zzzzTzUBjVh5vDswXSDHVZ463bm2X/eynP7H/+rcfsj/7+8/ZX/zdZ23f/T9mjz503yBjV1ODvdpoWBGavBWhyRtcJZCqPuvkXYQmbbtDaPBJf+MYcXltqKf+itAE5gukmOpT5c2d3WJ3/+oWmzx+rK3pTA9+NdirjYapQVzNGytCk7Y6olCEJm9FaNJGoFW5Kk+NmUVoAlMbDVN91smbm+eKqcFebTSsCE3eitDkDa4SSFWfdfIuQpO2IjRFaByHjqUcXDXYq42GFaHJWxGavMFVAqnqs07eRWjSVoSmCI3jFKFJWxGaIjQpK0KTtiI0RWgcpwhN2orQFKFJWRGatBWh2Y1CQ0el4Cxo4nsKKo+DT4MNl08CA5wpU6Y4Pv5jPBDmrfJi6SHg8rQIC5pi6R51fBIUERlWAXuBiAGfHDTyztXHlzHFA94nC6lyPpW8AfVh3QkDJlcfv4grl7fCA55LWYfLJ32OgcJaJ+oW4wD80D60fc4n6fQN+kiKq/qsw+OTwMwCR+rWyAmhlNEDLmMylhbC83I+1faBQzxQ+qZaRgIo66b4jKWHwKfCU+IbosnCbRZ0cnxS46dOGZW8gerTt3vOJ/2LekydOnX7sdkHhSKBQcr3FBhwCg+oPlUeHApOGWLpIagcgy+WFgKeWh8aS/Wp8OhcbKTHSnq+xzgedAAOcCwthFpGoPpUedSBhzVYSZ+rDwMAxNJCqDxAGSlrLC1EHZ/sdMAq6Fx9aHPaPpbWCLj0kVhaCNVnnbwRGoJELC0EY0IpI4DLGI6lhajDU/LGF/FA6Zv4VOIGAV7lqjwlZjKjYOyw1xnCmepvlJETJT5j6SF83jmuygNqzKSf0d/8/92lMypKZ80ZUyuFh6k+VR4cCq5M7zhQNEjO4Kn1obFUnwoPUy+d0QEYWDlTy4ipPlUepl46o2ODnKk8jDJS1pzV8aleOqPNaXvF4NJHcqb6rJM3MzSEKWeMCaWMGFzGcM7q8JS88UU8UPomPpW4galclafGzL1+92b+4Y+VwnNw1UqqPlUeHDqW0lkZeEpjwFPrQxBTfaoHrdyjSZvKwyijIiB1fJZ7NHmDqwhDHZ6SN76IB0rfxKcSNwi4KlflqTGzPAwQmNpomOpT5cEpQpO2IjRFaFJWhCZtRWiK0DhOEZq0FaEpQpOyIjRpK0JThMZxitCkrQhNEZqUFaFJWxGaIjSOU4QmbUVoitCkrAhN2orQFKFxnCI0aStCU4QmZUVo0laEpgiN4xShSVsRmiI0KStCk7YiNEVoHKcITdqK0BShSVkRmrQVodmNQsMfUXBWcvI9BRrBb1WQAp0fbs6nyiMwwGHLCfh0rhgP4JPFQvBzPCVvgB/vk7+LcUDIi6WHICgiMmzbwvcYB+CTg+a32ohxgMoDpLO6eDh9Uge/BU2uPuE2MDEOUHmAdMo4nD7pcwwUhDNVH/oDedNOSjnpG/SRXDlVnpK3TyMw+y1oGjkhlLw94BI/Ymkh4DHeUuMHKDzKBSfcgibG8/A+Y2khqIcS3wA8pd7km/NJ8PZb0PAGzlR/82Wsk3euzVWf+MEn7RlL96B/hVvQ8Nv2LWjoWHxPgQagU8fSGqH6VHicvcCpswUNDRJLCwFPKSOgkRWu6pM6sV0LW9BwRhHjeHCg6ASxtBC+I8TSGoFPhavyqA/baPDu8+Gqj+/4sbRGUEaFq+ZNffwWNLn6kDdtH0trBFz6SCwtBH1I8Vknb96xT5CgbrF0D/JWygjgMoZjaSHq8JS88eW3oFHqo8QNZoYqlzio8JSYyUyCOOC3oEn1N8qIPz5j6SF83jkuPOqt+FTiG8eDfkZ/87+5S2d+6pQzGoROrZjqU+XB4YxMmd5RURokZ/CUvDEOgupT4WF1Lp0xsHLGAVWPD/VRfKp5Y+qlM3yCnKk8jDJSp5zV8Vnn0hltrxh9gz6SM3iKzzp517l0ppQRg8sYzlkdnpI3vogHSt/EpxI3MNpT4ao8NWbW2YJG4WBq3ioPU2Mm/azcoxk0eGp9CGKqT/WglXs0aVN5GGVUBKSOz3KPJm9wFWGow1Pyxle5R5M2n3eOq/IwNWYWoQlMbTSsCE3eitDkDa4SSFWfdfIuQpO2IjRFaBynCE3aitAUoUlZEZq0FaEpQuM4RWjSVoSmCE3KitCkrQhNERrHKUKTtiI0RWhSVoQmbUVoitA4ThGatBWhKUKTsiI0aStCs5uFRm0MfyAUU32qPAYUHUtpDDoh/JypIoepQVzNGxtuoakjctRnbxMaJeDW8VlHaNTADFcJuKrPOnkz8FkDkTPGhFJGDC5jOGd1eEre+KojNErcwFSuylNjphcaRCRnCgdT81Z5mBoz6Wc7CQ0dFRXNrV4FKk/1qfLoTCwA8jsD8HcxHiCNSsJXeOSd4oG6PuHF0kMQ7BCZ3M4A+OTsgIVcubzh5coISGd1vOozxwPUh7pQp1x9/Or8XN4KD5BOGYfTJ32OgYJwUrcYB+CHNqedcj49lz6S4qo+6/D4ZIEjK7apWyMnBGMiV0YPuLkxCRQeaUrepOFL3RlALSMBHC6fsfQQKo984cbSPDhBCncGSPU38uzo6Bi2vIFab9qPY5PzyfHwOwMMtPlG+/8AbDD3Dq59kEgAAAAASUVORK5CYII=)
If (a, b) is reflected in the line y = x, its image is the point (b, a).
(a, b) → (b, a)
A (-6, -4) → (-4, -6)
B (-5, -1) → ( -1, -5)
C (-3, -2) → (-2, -3)
Graph the reflection of the polygon in the given line: y = x
![](data:image/png;base64,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)
If (a, b) is reflected in the line y = x, its image is the point (b, a).
(a, b) → (b, a)
A (-6, -4) → (-4, -6)
B (-5, -1) → ( -1, -5)
C (-3, -2) → (-2, -3)
The vertices of a triangle are A (2, 3), B (6, 1) and C (7, 5). Graph the reflection of the triangle ABC in the given line y = 3
Point A is on the line, so its reflection is also on the same line (2, 3)
Point B is 2 units below the line, so its reflection is 2 units above the line at B’ (6, 5).
Point C is 2 units above the line, so its reflection is 2 units below the line at C’ (7, 1).
The vertices of a triangle are A (2, 3), B (6, 1) and C (7, 5). Graph the reflection of the triangle ABC in the given line y = 3
Point A is on the line, so its reflection is also on the same line (2, 3)
Point B is 2 units below the line, so its reflection is 2 units above the line at B’ (6, 5).
Point C is 2 units above the line, so its reflection is 2 units below the line at C’ (7, 1).
The vertices of a triangle are A(2,3), B (6,1) and C(7,5). Graph the reflection of the triangle ABC in the given line x-axis.
Point A is 2 units above the line, so its reflection is 2 units below the line at A’ (2, -3).
Point B is 1 unit above the line, so its reflection is 1 unit below the line at B’ (6, -1).
Point C is 5 units above the line, so its reflection is 5 units below the line at C’ (7, -5).
The vertices of a triangle are A(2,3), B (6,1) and C(7,5). Graph the reflection of the triangle ABC in the given line x-axis.
Point A is 2 units above the line, so its reflection is 2 units below the line at A’ (2, -3).
Point B is 1 unit above the line, so its reflection is 1 unit below the line at B’ (6, -1).
Point C is 5 units above the line, so its reflection is 5 units below the line at C’ (7, -5).
Graph the image of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along y= -x.
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-4, 0) → A’(0,4)
B(-3, 3) → B’(-3, 3)
C(-1, 2) → C’(-2, 1)
Image coordinates of the triangle ABC are A’(0,4), B’(-3, 3) and C’(-2, 1).
Graph the image of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along y= -x.
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-4, 0) → A’(0,4)
B(-3, 3) → B’(-3, 3)
C(-1, 2) → C’(-2, 1)
Image coordinates of the triangle ABC are A’(0,4), B’(-3, 3) and C’(-2, 1).
Find the image coordinates of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along x-axis.
If (a, b) is reflected in the x-axis, its image is the point (a, -b).
(a, b) → (a, -b)
A (-4, 0) → A’ (-4, 0)
B (-3, 3) → B’ (-3, -3)
C (-1, 2) → C’ (-1, -2)
Image coordinates of the triangle ABC are A’ (-4, 0), B’ (-3, -3) and C’ (-1, -2).
Find the image coordinates of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along x-axis.
If (a, b) is reflected in the x-axis, its image is the point (a, -b).
(a, b) → (a, -b)
A (-4, 0) → A’ (-4, 0)
B (-3, 3) → B’ (-3, -3)
C (-1, 2) → C’ (-1, -2)
Image coordinates of the triangle ABC are A’ (-4, 0), B’ (-3, -3) and C’ (-1, -2).
Find the image coordinates of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along y = -x.
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-4, 0) → A’ (0, 4)
B (-3, 3) → B’ (-3, 3)
C (-1, 2) → C’ (-2, 1)
Image coordinates of the triangle ABC are A’ (0, 4), B’ (-3, 3) and C’ (-2, 1).
Find the image coordinates of the triangle ABC, if A (-4, 0), B (-3, 3) and C (-1, 2), which is reflected along y = -x.
If (a, b) is reflected in the line y = -x, its image is the point (-b, -a).
(a, b) → (-b, -a)
A (-4, 0) → A’ (0, 4)
B (-3, 3) → B’ (-3, 3)
C (-1, 2) → C’ (-2, 1)
Image coordinates of the triangle ABC are A’ (0, 4), B’ (-3, 3) and C’ (-2, 1).
Find the image coordinates of the line AB, if A (3, 2) and B (5, 2), which is reflected along y -axis.
If (a, b) is reflected in the y-axis, its image is the point (-a, b).
A (3, 2) → A’ (-3, 2)
B (5, 2) → B’ (-5, 2)
Image of the line A’ (-3, 2), B’ ( -5, 2)
Find the image coordinates of the line AB, if A (3, 2) and B (5, 2), which is reflected along y -axis.
If (a, b) is reflected in the y-axis, its image is the point (-a, b).
A (3, 2) → A’ (-3, 2)
B (5, 2) → B’ (-5, 2)
Image of the line A’ (-3, 2), B’ ( -5, 2)