Question
Find the scale factor of dilation of the following figure
![](data:image/png;base64,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)
- 3
![1 third](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAKNJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLcATibUD8DYh/APEtIJ4AxMKkGrQfiIOAmA1JzACId1DLpZ+oYYgSEN+gxABxIE6EhpMXNbJMAaVeEgTiACA+CcT21AgjHqhhVAE/qGGIHjTASQIHgTgUiFmAmAma0u8DcTypBtkC8RaoV35AU7oPPg0ArQs4erRAu/EAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MzwvbW4+PC9tZnJhYz48L21hdGg+q+QgMwAAAABJRU5ErkJggg==)
- 2
![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
The correct answer is: ![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
The scale factor of a dilation is the ratio of a side length of the image to the corresponding side length of the original figure.
(x, y)
(kx, ky)
k = ![1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABIAAAAjCAYAAACZ6FpfAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAJFJREFUeNpjYMAP1IC4FogvMFAIFgNxGhD/Z6ASGDVo1KBBYdB/LHgUDCbwn0w8CgYLsAbiNUD8CYh/QaujaHIMOgjEkUDMA+VrAfFRqBjFQB6IL1HLyz+oYYgl1HsUAQ4gPgmNBLKBIBBvAGI3SgxRghqiQokhGkA8G4i5KDFEHIhXATELpYG7BeoimhZyWAEAI3M1I31CbrEAAABidEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtbj4xPC9tbj48bW4+MjwvbW4+PC9tZnJhYz48L21hdGg+ND6jrQAAAABJRU5ErkJggg==)
Related Questions to study
If we multiply each coordinate point of a polygon by 2 in a similar transformation then 2 is called the
A scale factor in math is the ratio between corresponding measurements of an object and a representation of that object.
If we multiply each coordinate point of a polygon by 2 in a similar transformation then 2 is called the
A scale factor in math is the ratio between corresponding measurements of an object and a representation of that object.
If the point (16, 20) is dilated to a point (4, 5). Then the scale factor is
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent.
If the point (16, 20) is dilated to a point (4, 5). Then the scale factor is
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent.
A polygon with a point A(-10, 4) is dilated with a scale factor of 0.5 then the coordinates of point A’ is
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent
A polygon with a point A(-10, 4) is dilated with a scale factor of 0.5 then the coordinates of point A’ is
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent
Which of the following expression represents a dilation?
Which of the following expression represents a dilation?
A dilation centered at O is shown at the right. The image is ΔA'B'C'. If OA = 16 units and OA' = 8 units, what is the scale factor of this dilation?
![](data:image/png;base64,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)
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent.
A dilation centered at O is shown at the right. The image is ΔA'B'C'. If OA = 16 units and OA' = 8 units, what is the scale factor of this dilation?
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)
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent.
In the figure if dilation is undergone to form a similar image or a dilated image then which side corresponds to the side DE of the triangle DEF
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT0AAACjCAYAAAD4gMkaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHBwSURBVHhe7X0FgBzHta2T917eS15e8n9+4Cc/TE4cs8wgy7LFYDEz44oZLJZlWbLFssDCFe6KmRkssBgtZsbFmdnz76mau1M7mpVkyyvtrvpId7u7urumurrq9L1Vt6qegAcPHjw8RvBIz0O2REpKihGFPQ5wzxELngsEeE6vS3vsQs/fC+FxqGiYh0cHj/Q8ZGuQaPx+vyGblBS/EYDEw+O0ZEThtRSG6f3uvo3n/kgv9Ltp991jis/nu684PXw38EjPQ7aEkosK4fcnC8Ekmf27ISXFJ3+tRqbEpHGEx5ke3Ot4f3Iyf9t3R3wKhvF8fHw8EhMTg6EeMgIe6XnIlggnHZq2FBLf/v17MWv2DMTETsWkyeMxZ84MrF23Env27MDt29eDMVhtT++PRFT3C71XtUjF0aNHMXToUMybN88c87rbt28jISHhW/+Wh3vDIz0P2RJKWASJxudLNvu3bt1Au/Zt8Ytf/gy533sblauUR5myxVGocD68/MrzEpZTCDFG7iVRmVtMPEpY34SMNA0kM70/KSkJBw4cQO/evfHCCy/grbfewuTJk831LrmqePju4ZGeh2wJJRvCkg5NVuD2rZtoUL8+fvObXyF2xiRj7l65ehanTh/BsmWLhPzy4I9/+jWmTI0216eNI2273L0Q6ZojR46gTp06yJUrF0aNGoVz586lxknzlmYw9/lb2tbHfQ/fHTzS85AtQbJQMgmGmL+3464hqkkd/OlPv8G8+TNNmAuauE/96+/I9e7buHz5UjAOEh/jC5Edt+5+pC1BwqJmd/jwYRPXrVu3zPHFixeDV6QlViI8bg338N3AIz0P2RQkjTtJLy7+KqKa1cTvfv9zMWNjTRhJhVoVcfXqZZQrXwb/evqfQoC7TFggkCxita1wQqKoBkhRrYztclu3bkXNmjXxzDPPYPjw4U5aPDxKeKTnIZuCBBMiGautCenFXUWTZrXwuz/8AjNnTTdhJDQlvctXzqNM2RJ49rlnRCPbZ8Lo5qLmsZIct0qW4ebnmTNn0KJFC/zud79DxYoVMX/+fNy4ccOcS+8eDw8PHul5yKYg4aWj6TWtiT/88ZeRzdu9at7mNJ0eFtbEVW1ONbpwzY2dFAwj6Y0fP96QnZIpoUSp93t4NPBIz0M2BU1PklXwKLhD0mvSrDZ+/8efI3bGRCQmxuPW7au4fv0KNn+5HsVLFMYf/vQrjBk73FwfIk9LVuFERxeT2NhYVKlSBVOnTg2GpoUSnZKdR3iPFh7pecimULIK9YQS8QnX0LRFHTzxvSeQ4+V/oESpgkJ0hVCwUF7keOkZ5Mz1KmJmjpMrk5Fi2vFIVnQqtkSlpHf16lWMGzcO+fPnx7PPPovmzZtjx44d5hzJTbdKcpoOhnE/nDw9PDx4pOchW8ISS0jDUklKSsDefbswa84MTJ46DuPGj8TE6DGYNj0aa9Yuw5Wr54Mx0F3EangUF4x73759aNSoETp06IA9e/YEz9hzSmwKHofDI71HB4/0PGRbWOILCcnH77+3+4fPnyB6Yto2O46eiI4WYlyzJlV7i4uLS72GW9Xo3Ps8ZD54pOfhsYCSUUisNma0MLOlCUzSsr2r9Mkj6Ezcp08f5MiRA++++y4WL15swl3tjQ7FarpS9Dc8ZE54pOchW0OJzRUlJfKSipKcgmH79+9HmTJl8Oqrr2LYsGG4cOGCOee2zXFrSTLk6+cRXuaGR3oesi2U3JTsXFFicve5pRnLoWEEx+sePHgQZ8+eNceK9O7lse57yLzwSM/DYwESkQrJybbLcRICElQAmzZtRJUqlfHOOzkxd+4cXLt2FatWrcb589qxYUlOiU7jcbdE+NZD5oNHeh6yJEgqrmhYOAG5x9ynKNh+d+zYUTRs2AB/+9vfULJkCcyZMwc3b97AmTOnUbZcGZQqVRKXLgSJL9gOaMSGGGiY7nvI3PBIz0OWRSoBBUVJLb3jSNi7dy/69+8v2t08o/0p5A581Lc7nnjiCdSoWgnnz52x4YEU+BlvOvF5yPzwSM9DloXboeASnRIcOxbYs6rg6AlO59S4cWOsXbs2GJoWvF/dWiZP+wKFCuVCtSpl0LB+NZw6fsSE022P/Oj+roesA4/0PGRJuGRDoiLBuSRk2+wsKV67ds2MnsiXLx/+8Y9/mNETx48fT71Oe131HsX8BbFo3KgSli+bhPZtq6Ba5YK4cOGYOef3hX5LxUPWgEd6HrIkIhGOklw41q9fj3LlyhkNb/fu3SbManTWmVjv4da9f926NahQIR9mzf4Yly5tQFSTPKhRoyDOnDllzuv14enwkLnhkZ6HLI1woiLoZjJ37lzjWExwsZ2bN2+afYKaXbhmSEklQdqvgqOHj6BO7ZLo9VEZOdqDC5dnoX6D91Gh/Ac4dfK0uSZEfCGz2kPmhkd6HjI1DAkFtanw4/CwY8eOoW/fvnj++edRokQJbNmyxZx3oSas3ns3XLtyFR3a10HzVrnhT1kqIYtx+tRERNV9C3WrF8OF85fNdf4UH5IDSfDJVlJiJipIkfR4yJzwSM9DpgRJTLUx7rtEFYmwaMJymFjOnDkxcuRInDplTVCX5FRcEr0b6Jw8aFAP1Kz9Fs6cnyR0NldCV+D86Slo0iCvmLoVcO6c/R0f08v4+Y+kZ9bX9ZAZ4ZGeh0wJJToKyU/3FTx/5coVM+if+zRlly1bhsuXrfZF6D0kOG55HcGt7t8LMdMnoFy5t7H9q5FytFwYlxOPLhXzNgZ1a+dFzZqFceaM7dxglD6fkKqfZB2aPNRD5oJHeh4yLVQrI2FxVmINo9nKSTuLFCmCDRs2mHAXvEZF73fDVO4Hq1ctQ8kSOTF7dm85Wi/xTZf4Jsn+Ipw8MUtI73VUr1FYCNgu9JOcLMwnWl5KwCO9zAqP9DxkSigxuaTFeetq1Khh3E44EcDs2bNx6dIlcz2voahWqPfpvRqXCsPvBrnc4OD+vahRrSg+7lNDjjZK/FPl3HgRLhG5VLS86ahTNxdq1CwmabFjdgMm7vsjVQ8PHx7pecj0IEkRmzdvRqdOncxQMZIbQTJTAlPCI1yi0303XI/Tg54+f/YMWrWoibbtisLnXyThMQikTJTfIfFxke5VOHVqJmrWfg+165Y2CwsRKX7+hv09+RsUD5kBHul5yDC4xKIalsIlHxX3PN1MpkyZgl69emHnzp0mzD3vgvd+9+BvpSA5KQX9PumHKjXeweUbUyRsKvyBCfD7JsvvTpErpknYQpw4OVaI7yXR+ooJ8an2mSJE6ROSpGnOkSHJsm9HiGRIkj3cFzzS85AhcIksnOx4zK2an6qhMYxz1nH0RMGCBfHPf/4TrVu3Nq4oikhxZgQCKZwjzxLUhPETUbLsqzhwhIsFxQjRTZKECPn5oyXt0UKPXBBoBU6eihHiewf1G5TFpYt2rC6TyeUjff4kE1+KkB47OejX5+HRwCM9DxkKklQ4Ublh4Zg1axZy5cqFJk2amEk8Fbz2YREeQdLzB2znyeJFC1C85GtYtqqrHM0R0qOWN0m0vXGSFjF1U4T4Urhw+HocOx6DOrXfQP36xXH16hVzP8fyUjhRKQnQH0iQUK+j41HBIz0PGQYlNyUr91hBfzr62HGiTl7DRbFdtxNCNULd1/a8jISkWMjJanrbv9qKKtXyY/S4BnK0RM7RzJ1kCC8QGC8XTxRNbgKSkrl4+DocPiymbs1X0CiqBq5eu8jIjPAR/AE6MCdKHlhC9fDw4ZGehwwBCYzk5GplSl4kvcOHD5u1J15++WUzLla1Ovd6JUg1f3lOz7vEmRGwpGeJ6cKFc2jdpga6dC0uRytEJssF0UgJxEjaJsGXPFbSM1nSOAmJiXRnWYJjJ8ejYvXcaBBVDjdvXWM04CqSAdPBkRTU9jw8Cnik5+GBoMSk0GOSkxJcOBYtWoT33nsPL730EoYMGWK0PJcQ9R53n+C+Ep8bnhEIpEh6gqTn9yehb9/2qFsvl/zuKgmZLqQoWp5/mshUSY+Yuv7xsmWvrpi6sgVWYt/hGShX6TU0alwVN65b4vMlS/pTRNMz2p4JugMZ/WyPOzzS8/Ct4GpeLlm54Vp5GUazVR2MOXHnvHnzcOLECXNM6P16n977qMDJQlOc5SInTByNkqXextlz8+RotuiBXBCcLishYTufFdECU2gCL8eRryegSuU30LhBVVy7Ztv4fD4uHZkoz2qf0xWCeeAh4+CRnodvBVZQrZzhFdettJs2bULVqlWNU7FO6+SC15MUlSzdeB45nGdZsHAWSpXOhXXrBsnRXCG98bJNj/QmiTYn2l8K3VnWCPHFoFqVt9FUNL6bN65KmCVVQp+dcJ87Uzx/NoVHeh4eGKy0rKQkCN3ftm0bKleujL/85S8oWbKkmerp1q1bqddxqxVe9zVct48U8vMB0fR8ki5iy5aNqFAhP8aObS5HK4T0aMKmT3oUn5i6yT66s6wU4puIGtXfRItmNRB3O07CQiSnz6/P7iFj4ZGeh4hwK2QkcQkqEjhqolGjRmaoGK9zEYnUNMyN+1GCv+9LDmlhJ04cRaOGFdGjRwU5WidaXFqCo6QlQJHAZNH4JsAXmCBhy7B33yhULP8amkfVEo0v2MYX7OxRITQfPGQMPNLzEBFa8dIT123k+vXrmDhxIkaMGJG6RiyvccEK7WpzFLeiExoWfu8jgSTB9rTa9CUkxKNXz9ZoUP8dOVompzkG926kNw0B3zT4feOFIL9AcoBtgMuxd+84VCr/Flq1qI8bN25LGCcpoMOyzVPtqc4UeZBN4ZFeJoVb5pUMFO4x97WCuBXF3Sfc61y44ZH2lYTChbh48SKio6NRqFAhMwlAly5dzAQAbloV7n3u9l77jw6ShoA8P9MSDBk16jOUL5cDV67SEZkaLDssQmZtiPQ4YmOK2P3TJQ6awWOF+EbDH2Dnxjrs2xeNihXfQuvWzREXZ2d0DgTkg2B6jFXz46+GC+Hue/g28Egvk8Kt9KwE9utvwwNSMejhb/dD2hIrCrUG1RRUiEj7FL2f97gahu5ruP4GoddMnjwZr7zyill7gj2yBK9jGtzrsyKo4QX8ooFBtsGw2bOno2Kl3NiwaZgcLRch0VHjmxIUS4Aw7X0UzsTC7QSJZ7wQoJBjgA7Mi3H48AiUKfca2rapg6QE28ZH3z2fL17yL0muYxr4DkIiueuIfQcevjk80sukIK+o3A+shkAyJOGkHbGgJMWtCknJDddjd9+9hjh9+rQhN643wfBz586lcTsheI9LnlkXzAs+R4j0NmxYjQoVc2PylA5ytE6EWh1JL9iGJ4RnSc8SX0oKheFCiAG5Lij2viXYtXsCSpd+CW1aNYAv0brzMN/sRyYt4al4pPfg8EgvE0OJw47b9OPWrRtmdMDJU8eFbI7gzJkTOH/+tGgG8eY6C5JfEq5cuWza2khC4UTELcMIPU9ohdNrdc1YDvjv3bs3cuTIgYYNG6ZOxe6CcWi8up+1IaQXNDX9wUf5+shBVK9eGL16sTNjswgJjBoeyY4EJxqdmWfPmrjW/CXRxYiISZxCLY8mrmh9RgtcLaauEF9J0fhaRSE+zr5HfrQ4M0sk0qN4pPdg8EgvE8OasJaQjhw5jEaN6iNfgfdRpWoFVK1WAaXLFMO7ud9CseKFMWbsSCHF6+ba06ePoXbtmmjRoqUQo53tg1BS4lZJSQlOG9EVep4mLMnu9ddfTx09QfC83muIIYxUdT/rQjU9+YzYDlxcvXoZrVvXRJMmecX05ciMGLmMmp4QniEyzrFnTV4bTi2PpCdkJ8RnSY+EyOsnCrFJGFZi756xKF3qZbRr0xhJSdbUJekZ8gtKOPFpufDwzeGRXiYFCzVn5GABJ3bu3I5nn3sK+YX0Vq9ZIcfbsGz5QkybHo3KVcrhZz//H7Rq3RQ3bl7B+Qsn8Y9//F2I6g0cPXrU3K9ERHJS4gsnK4LEd/v2bXOOWLhwoSE+naGY4D28jtdQtMeR0LizPvgMfD7ReH2yL//ZdDBwYFfjb3fhPB2PZ0o4yY2ENy4obMMTciOhGedkanYkOgr3JUzIL8U/Hf7kafAHeM0C7Ng5TD5iL6PLhy2F+BIljHkZIr07ic8jvW8Lj/QyKWybDgnEksn+/buQ4+Xn0Diqfqo2oPD7E9CuQwv84pc/xaTJY6TiJaFGzWqIiooS7cSOAFASU1JS0nMJas2aNWjQoAF69uyZRkNU6D0al8bjhrthWRvyDGCPKh2U+Tw2dMqUkShf/g3s2jVCjuZIOElvglwXJD3R+oxGl4b0tENDtUBqfjNEaPJOhC9lrIQvws5dI1GyxMvo2KEZ4m6zV1c/Upb05IbU/cikx0QynNusnv8ZB4/0MinIK6xotnCnYM/ebXj5ledQt14NITIuQkOi4WwdVitYI9rfr3/zK9RvUBeJiXFCWqdx6tRp0y6npKQama1IlqC4Xbt2LerWrWvcTjh5J0dPUNtziUuJTCX7Q/JGSE8+KfaZgxyzYuUClCiVC7Pn95SjBZJ/0+Q8zVjbcRGgQ7IJU1M2PZkqJrJoen4hTIyVXyMhLsWWLUNRuuRL6NK5mZCt/VGuoUut3/TqSkL4QbTkFg6bXrbr2q2HSPBIL5OCU427vlr79u8wpFerdrUg6fGaRKkYdoqilSuX4v/99teoXac6bt6y2h1BglOSCicrHpMUBw8ebMbHcvaTxERLooSp7OnI4wB5UvlHciHR2LA9e7ahQuWCGDCothwtMe11gQA7LIS8AiQ+uqWwHU97adMT6+ZC0uM9AdlP8on2h03YuWMkSpR4Ft27dTFkR9Bn0OfjB0vSIvlPDfRO2LRawvNILz14pJdJobxiv+opOHhoN17M8TTq1a+FW7eD87OZiSht4Y+JnYKf/PTH6NqtkxzZdh8lPG4VCQkJZjp2rj/BdWN5nrOfUONTqDbokly4ZHfwCUUXFrHTuyvOnz+FVm3qo0PHkqKpzRGJhS+ZpEehCUvzlZrevUiPmh2noYqWvBaiRAz8KTPhC8yR8IX46quhKFbsbdH4miJJNHfCl8w2V5rb2izhihKeG+YhEjzSy6RgmaZwlX2CGkaOl55B46h6jiZHMgtg1+4dyJsvN556+u9Yt569ivY+l7jYtjdp0iQzeuLPf/6zabejS4uC1/B6NYEfB2K7G/j4fpMHkhew7iNEcnIC+n7SHTVrvoO4W1PkwvnGTA25rWhnBdvzIpGdFUuSbOsL9vSKZuinueubIqTG8GX48ssR8r7+hm5dGsOXZN1ZuFCRn1Rs5vqz7z8t4Xm4FzzSy6RgfbPCwiykt3crnnvhKTz5jz+jSdMGaNe+FVq2bmrM2Zdefk5M3xcwb/7soGYY0uxIXjRZe/TogWeffdasPcH1Y0luhJIcNT1udd8jPSU9dhqIJhxcxYwYP2E0SpV6AWdOfi5Hi4SwREvzsz1PTFWOujDER4lMeBROPeUT8cv1Pt8E+UGaupyMVAgvIMTno9a4AFu2DhJT90UhvtYSZt8rNVCfWV2N75CipOfhfuCRXiaFJZ2QXLp8FsOGD0Tz5o3Rtl1LtGnbCk2bNhYzqx0mTBiLs2dP87ZUnD59yjgV03QlsR08eBCHDh26g8x4rOIeP+5gHvgN+QupcPUy8yGx+bJo8UIxPV/H6hVdJWieITyzWJBpp+MiQbKlBhdGdK7Y69WBmcJ9aoCi9fnZGcJV1kh8y7B9x1Ah2Rzo1bO9/Jb9WHGcLjuyLOmRAKmd2zR6r+/u8Egvk4IaHqcpt8sQhircvXDy5Cn07/8pXn31VXTr1s3MWBwOj9TuDea/bcvjlvmvW2Dr1m2oUrkkxo9tKUcLkZwySrZWWyOR+dkzS1+9MKJLK2zT40SknHaK+2oW090lVt77VDGl6f/Hc3OwYdMnKFkyBz7u01W0SavVBdgMIfs+jhGWtFIb5XBEGuTUBj1Ehkd6mRQkJmtmkvzseFrrn2XdVLiOqkLb4Dhigibs22+/bXpk6bLCc7bXz15jpygP3ujhLmA+WbJTUdLjGORWLRqgT69KcrRUzowT8iHpiZYm5OUXUrOLgEciOxWSGQmP7XdKetQOlfjYKzwdyewZ5sgPrMfGzWzjexF9eneCLzhEkK0ffKd+X5AIJYCuNpJ6c+zhTnikl4lBkqKwU8J8yYPE57bZ0XTV3ldO3DlmzBizYLZCnZwlNiE+3m+PNe705HEH88h+ZNISH8H8psbVoE5uOeJsK2KOms4HOirLvpCYXQA8EtmpkOhUNEyJz5JfIBArH7ip8oGbBB+HsWEdNmwYjiIFn8ZHPdoYTY9ISpJ0StL42sxHTcqH6H/mnIc74ZFeJgWJRzU0EholhAA2bdqI+vXrY+DAgWbWE4IuKArt0GClJWFyq5XYkufdic8D88ESns1DK0p8k6PHoEKZ1yTPacbGyDm257EXl5oZSc8ls28ithOE8QX83E438Sb6xgv58bfWYePGASj+wb/Qr38POaZfpe2E4nujSwuNW4/00odHepkUxh9LhE7KLMzU0pKSkrF+/TpUrVoZzzzzNEqVKoX58+enOhT36tUbFSpUxKFDX5tjEp9qh6EKzHjpzsIwS66RxAPzIfSRUPKz+6LfLV2ASmXfwuZNfeSIY3DtcpDU3AJitt6b9Fytjvvh560LTCDAXt2pSE6KFtJjJwnN5pXyu4NRqOgb+GxgV9ECOQOzfWf8NhraM9q9h0jwSC+DcC/ycAlGRbU5PQ4Hh4Z17doVpUuXNmTHhWsIeukTw4YPwI/++z9QsHBus6YDYeMl8XFCTNmmsH1Qpy26Mw0qjztsPtiPBEVCTJjVoIFtWzejapV8iJ7UTI6WSrhoZcZdhaugUduLRGThYrW6SOc4cYERmsuMO4V+fBzbG/TtwwqsWj0E+fL/C/37icYXfGemI4PvO/ge03ufkcIeF3ikl0FIr7ApIpmX4WZsfHw8Zs2ahQ0bNph2JMJO4Gl2DejBEKyHWLp8DooUewcvvvJ7NGxUHQcO7Dfh1OyMi4NoLuwECaRw6Frodzx8cxw7/jXqNyyLnr3ZmbFGcpPuJnYYmnVZuR/S+6ZC8gtpgMAqrF83BAXzP49BA6hxsmCIVSAkzWIUXr60jHH7OMMjvQyCFrL0oOdDvaqhdhmOnpg2bRoKFy4sZuwzGD58uNHyXFC7c+8lOD63Zp1SiJ7yGVq1qYryFfLj6NE95hzBRm7bu8cV9oNM6eFbIS7uNrp0aYr6Dd6VoxUiMZK/9LejlsZe3Eik9eBiSS9aPl50jRGzWkzdNWv7oVDBpzHg04/kWCDFgR9Ct0yZYDlmx5eWl8cVHullMFjgIokWyHCQ3Fq2bGnIrk2bNti3b5+53i2s1twi8fml8NOFxbYzJSUloHrNUhg5pjtu3NiKRo1zo2rVPDhy5IA5z9v8Uhv8ounR1PXwYPh8+GeoUP4VXLtO8pkl74WmqJDSQyA9/hZHdCSncJW1uVi+qgcKFnwRgwcOlGOLSCSnZe9xhkd6GQyX6MJFcf78ebOyGEksLi4OGzduxP791jQldLGftMRH4Vfcts/5OdGloF2HKDRrWwa34pcLgS5Dg4Y5UbNmYRw7ZomPbT1ytVTK9LVQD/eHubNno0KFt7Fly6dyNE9Ep5ki8UUmrQcVS3ohSQ6MkXB2mizBihV9kTfvUxg+rJ8cW7CcscxQ0it/jxs80stghBc0LXwEF9Xh2hO5c+c2jsUkvHC4BdZodiLmfvOfvYvxcl7MVTFdiWGff4KaDd/HnkMD5GgNLl5eiIYN86FKlaI4cvSguYb8aMeVengQbFy3AZUqvoupUxrL0RIRuq5MlbydKBYmh5BFJq4HESU7o1HSGZpuMrAO0UzDyjV9kDffMxg2hO/flh9Cy55Cy+DjCI/07hMsJK4odD/Sed1X4tIwupj069cPL7zwAnLmzIlBgwaZcbJ6XXgcuk27bwu01fYk7uC5hYtmolyF/Fi+ursczRdZIVrkQjRulAs1auQTU1eXarTx2TgljUH3DPd3Hm8wD5i/kcQ2Sxw+dAh165RCn74V5WiVEA+JyM6Pd6+xtw8m1h3Gkh5/Z5oQLYmQ7ixLsWxJZ5Qo/hRGjeaECAqWQ47kCc6XGOK/xw4e6d0nlAzCxSUpd1+Pw8EwdlSQ9IYOHZpmWnaeu9+GZoleiMru83L+HrFz5xYUKVIAsbHt5Wglkn10aF2KK5dnoH79N1GzRmGcOG7dWUzHhtxsffaoRSaJ2JmWPTAP+BGIJLY99PLly2jbtiGatywipLNMrqarCtvYhJiMP104WX23oqY0tT725gaM8/JckUVYvqwT8hZ4EV98MUiOLXy+BPjpusTy6ZGeh3tBiUyFIEFxn8ShRKXHLthG1717d8yePdt0VOh9LjSO8PD0wKvkarPlLSQwhl67dgHlypXEkKGc2XeRhMQiyceB7Qtx9uxs1Kn1nkg5nA2Src7Ga+Pg1lZqurg83mB+hpOdiiU9jn/9tH8PVKn6Fi5dmSF3UKzbCgkpElF9V5LaaSK/Rb89uxXS49obKSS+FViwqCfy5P0rRnz+iRxbBMyM3Cxrj+/79UjvPkEyiiSciZjtbHqNtrmR2NatWycmZQ08+eSTKFmypFl4R0dPqEanouC9lnxY6e4G+Q3jhJqWYDmbcvNmjfFhl9K4foMVgb2KE5HsZ4P3Uly4sBA1a+YSKYvjx4+Ye8wU5EGtTyu1HJlzjy/uTnr6fqZMHoNixV8SDZszrSw27Xl2oW86EUcmrO9GrMMy5+Lj1FYMM+tziLYXCMyU1HMG5sVYtLg78ub7O8aOGiLHFkajD9hlBh5HeKR3n2Ahd4WkRUntWAgD2+jq1KmDDz74AAsWLEglO16rROfe7xLd/ZAe+2AlBtneSZKffNwHDRrkxcFDXLFrsZyXypDCysH2n5W4eHEmatTOjVp1y+DUadu5YUkvmDZD4nf//ewPPr9LdK6EmiBWr1omH7S3MWcOx8GuFtIj2VGzzpiODBVr1nLLYWr8Pav9+XwSbmZypqnLNTeWYsnSXiiQ/ymMGztMjvmuOSlqsG3vMYRHevcJkoorLPQkLQVHT3BhnZ07dxoiI8mpG4qC9/DYEIuIS1SEG/+9QNJLMes3cFgZ42L89rcmR09EhfKvY+MG9uBtlnTOkHOsEOPF1KX2twDHT85HtToFUK9RaZw9bzU+WsgSlREP9yI9m9e7dnyFKpUKYdiwKDmyIzNgVjcLtu1lmNC0nSLpoMbHzhOO0iDRyoeNkxSY2ZzZrkiNb5V8eHujQN4XMXb0cDl+vOGRXjpwSYnk5hISRc9znQkuhv3+++/jueeeMwvuuETnwo1Tt98WtheRmiKJjxWRx/Z3N27YgNKl3kHsDHZmiPbBFbt8HLY0TYgtWrQRagaLce7iZNSq8xoaNSyPc6dsG59t87HxKTStTD+FeND0ZwXYPOXz8llDEgoHzpw6jZbN66Jjx9KSt0sM6aUYTS+jzVsKiY+/o725+pvyrsX05SwtAWNuU+tbgrlzOuP93P/A+DG0ACw4bJtNJMb9idYDn0seMzu/Xo/07gI1P1nRdUtohT916pRps3v66afRtGlTM3pC57bLaFKwFY9pIiGHtBDi6NEjqFy5CEaMqC+FeK6UYZo7sfL1t1MfBaRC+kzFnIuzZ2JRrfLbqF+7Ei6cPWfut+RmfQL1mTUP+Fwq2R3pPacNt/mSmJiET/r2QL16eXA7nlqV5LNpb8uIsbffREh81PQmyEeOmqednWXunF7Il/tZjBxuR27w8Vhm+fGUtyzb9Jtssgs80rsL+OLDCwA1OwrD6LKwePFi7N69O3jW4mEUGCU5d9ooO+0RO1fi0ahBFXTtUgY3b7Ows20n1nz5zRAm0QySAhOQbNZmXYWTJ+egevWcqFO7FM6ePSVhEovUaT67Ep+7T8nOlULBZ4z0nAyzveUWk6MniGb9Kk4cp1Y1X86LZi15fScRPURh73HQbcbnH2eGrLFZA/gSc2d3Rf48TyI6mumVkiPvlaN+kpNZluzHlKZ9doVHeneBajkE/ek++ugjvPnmm2aG4vDKoERgK0TovoyC1TQs0SkBqqlLdOnUBvXr5hFtdKwczZUbOCCebUB2rjc6s/oCk4X4WDlXCdnFonqNN9CkcUWztisR/kz6XBqW3ZHec9owORckvqXy4fugyCtYvYoznSwRkzFGzmWkc/L9iNX0rGuLaHuBifK+qeXPknPLsXDBh8ibNwemTKapa99rchLLEfc80nssQa2G4GzEffr0wcsvv4y33noL/fv3F4I4m0oC/ELqvlaQ9CrLd4lIpBfS+oBRI4ahSsVc+OorjgudLzdwunFqeuPlq88B60ECTKHGRy1gOY4dj0GlSq+iSVQFXL50ltGkaneEPuPDeL7MgPSe04YxX+x0Xzu2b0PlinkxenRdOVpqSM+scxGRjB6e0I+PS0pqJ5bPPx7JxmeTZWERZszsgfz5n8S0qcHODXms5GQpS/JsvuCzZUd4pJcOWLBZ4Y8fP44OHTqY6Z0uXboUPGsJQEmAW7b/hZNDxoIVMkR07pZYNH8hKpXLjcVL2JlBs4aVkOQWLQWaa61KZZBK4A+Ms0LNAOvF1J2P8uVfRVRUTdH47PPqs6rID5nw7A6+w0jvkUHsNU+BHSt96sQJNG9aAT16FJWjZfIpYl4/WtLjhAd0nzEdGaaDgyM2uHjRRNl+Icfs1NqAmTO7IF/epxEzlWRon83OxGMXHsqOeADSY8WmVqEaB80rVnzbnW8qRxBaeLQARSpI3xRufOmBpKXXKSlRNFy3Ljh6ol27dtiyZYs5HwmRns1F+PF3C8bN39c8Ve0rtCW+/no/KlXMh/HjuUzhKrmcDex0axgnhZ0VYKqYYKL5CQn6ReOzIwis6XPqxEhUqfoS6tSriIsXbecGZ3Ex75XEKknI0EfMCmAGmPIP46Des1dbNIrKJ0cbkUS/SATH4N5FIpHVdyl2+Ujuc6u/acNYFkh8JOk5s7qjUL4ciJ1GcmTpSpaPIGfvsXXcdnKwTtOpWdfaDblrZTU8AOnxhVvSI9GF2pPssa2AaWsGySJS+LfB/cTD8yQuihKehqmPHY85NGz9+vWoVauW6YktVqyYmIVfpfkN3XfDHg3420p6d6ZL05aQcBv16pXBJ5/UlufmJJcz5a7xss8px6UimNk5WOjp10VTl86u3GenxyIcPToNZcq/hmbNauD69auM0iwzyNg5Q4vTjv94gnkQnKafmDBxJMqWfwMXLs+RfI6VmjFeLrmT6FxxCerhC2eC4Sgd9jivQWxsd+R655+YOYvpkseTf6wnyclcLN7WbbUmDBFmQfOX9f/s+XPfnvSsRkfi4Iu3XwQrup+2Erqko2EPgvuJhy+N1+jvchsJBw4cQMGCBc3oiaVLud6Bvc6935V7/W7Ggr99d9LTnsWOHaPQqmUxXLlCDY6uK1xnlR0Z7MFl+x59u1jI2ejONRjEJPLRv4um2VocPRaDipVeQcvmNXD5krqzSGVgHph0PMYIlnPJCoNly+ehVJnXsWEjHcIXBvM3MtmpRCajhyXykWP7boBm7RxJ7ypMj/0QOd/5B2KmWeJT5cCWKS375lRqGctKYPv7vIULvj3phcjNiq2IkaGZ5lbM7wpunK64hKW+cwqOnti8eTPOnTtnrqF5Qp87bhV6L+OhcN+N49GBeXcv0rPpHDakP2rVeA9797CHbqEIK5toe8a0sS4VtnePWx6zt4+D12n2kvhWi8Y3ERXLv4BWLaqayQwITkRKebxh3wOduYmtWzegSrV8mDbNOoRzmqdIROfKnUT0MEXSYLTRsaKVsoc/VmQNpk3vgrzvv4DpU/mB5FPaZivWd3Msj6sLUWU1kPQWL1uaPulFqkxphVpe2oJPE5em0JUrlwxRpAdWSsbxXeDOdFkh+JVyCY89sbGxscibNy9eeeUVLFu2LPWcgvdqmO7rVolU43804G8zfUxH5OfXSQgWL5grhPU2li/juNBlIuy1lYJOh1X5wltv/SDJGdLjlqtw0QwWrc+M1V2Kw4fHoEKFF9CyZU1cvnxRwvi7ZvNYg9M0aTPJ8RNH0ahxefT5qLIcbZb8i5U8Yn7fSXYqkcnoYYmkgVp/CjuxxiLRN0b2Of/iOsROb4/CBf+B2XPYy8uyRHM2UdJsFQCWvfB6kxXwrUnPfViat7t378Tw4UNRp04tFC1aGLly5cTLL+cQc7EAqlatik8//RTbtm0zP6iQmIJ7D45I6Yv0Qvbs2YNy5crh2WefRbNmzUyadBIA1eZUlVdhmMalYbr/6MDfZpqYnjufn6Jp3rtrJ8qWehszYtrI0Uop1Pyyj5O76aU/TmKwHRh2/Cbb96bINRImlcC08fmmSGEnMQrxfT0R5SvkRPPmDeXjYdv4Hm/wYyjlJWjmxd2+hW5dm6B+vXfkaIOcmy2SeUmPv8/ywMkKOEuLXz5yST6eWyDvfgGmxzRDnrxvYt58avxsv2PbXoJIohF2amU13JP0WHG00lO0QulShPsO7EWNWtXxy//7CzzxxBNGfvw/P8Kf/vJH/OuZp/DLX/4c//7v/2bCf/KTH6NkqZJYvGSRxGm/jIyb8Sk0ft0n9HcV4ee5ddOm4QqasXaIjV/MtKOYMGGCIT8X7n3h92cl6HOkPo/wXsLteNSsVhyDB9WTK1YKmQm5saeWowXMjLtaAdJWCNvDx44N+nmRFEmIi3Hg4AiUKfM82rduJJXcumskS9nX2Vl0MlJrCmXdvLxvhD3iyJGfoWzZV3DpCtfLoNb0qLW5e4lNnyVgq+lb4fueg0mTOuL93H/FvDn88MnjBt+zj1qfIcKshXuSHsEHpBCqxvM4JiYG/3r6KUNo//nDH+CD4kUxfuI4bNi4HoePHMK5C2exb/8eLFq0EK1btzQEaMjvpz9B5y6dcTvulolLiU+FcZsKK9Awd98VIvx6BZ2HOXqibNmyWLt2bTA0BF6r96pkdbjPYsS+LrRv2xDt2pbE9Rt2xS5OOJBCszU4RCk9YUXw+61wZX3rx7cSB/ZHi/b4Klq3aiwa32UJs++BvXz6QeOx/DX72RZSZIKtCKmYMWOSWBNvYsfu0XK0WCSzk156QteVmVLnV2D8uGbIn+dfWLyA5cdCao/8y3p+fPckPSUkFmAlCG65sv5vf/tbQ2IkvgnR4xEXn3ZN1nCsXbsa+fLnNfd8/9+/jy7dPkR8QryJk9At4e5HgnsP06NkTJDsunXrhjfeeANvv/02+vbta4aP8VpXa+U9+kwqWR3us1B8wdXRhg7pi/r18+PAITqkiunCtjvTyE4Si1TgrdCHz2p5IkKAyaIhJvvZxrNZiG8CSpXKgRat6uL69fMSJh/FZMlPR8Fz05ItwccKe7YN61ejYsV3ETujsxytFtFZT7Ke2Ikp2C65CtET2yB3rn9h2RJqr1kX92XekhxIFkosX3/9NXLnfs+Q1y9+9XPMmhNif58/GVx/1c/pjrg1jbxUgW3B+Grndrz0ag5z7//62U+xcpWYW8FC4xKshoVXGD3vXhMO9sg2atQIAwYMMMsqKniPq1VqHK5kdYQ/j/awzZ49FRUq5JIPD10pVguB2R7aSAU9rUxDgC4sATtqgxqiT4jQ52Mv30rs3DUapcq+iM6da+H2bavxkfjMMCZhPzNdkZOe7Ac+k2V5fbzDhw6gdq2i6PtJNTnaIJJ1SY9pt358s6QsrcTE8e2F+P6Jlctouguy4Cu9L02PQijZREdH40c//BG+973voVqNqrh5+4Y5n+znTKxyPQlPhPvqxhLy5wNGjPpcTNz/McTHWYUvX75iwhX8DTcz+fv620ywOe+AnRFcOlEXxA6HG6akp9DKqJLVkd7z7Ny5DcWLv42pUzrJ0ZfyfuzKWbbtJlJht2KWFpTr/P4xosFNlK1ofMZ/b4ZsWZmX48DhcShX/nl07RqFa1ftu0z2JYuwp8++N7b3hacpe4Bl0bpy6LNduXwJnTrUR/NmheW56RCeVc1bef+SdtPpZcrKQvh9qzBuXEu8/95TWLGUDs1ZD+SQBYsX3U3Tsy9StTyuydqkSRP84Ac/wA9/+ENj1urK+twmsUdHiE50KivmnCU9bkW/wtr1a0xHB0nv+eefN75xhBYaJTXVElwzVAn4xo0bqaMn2BNboUIFHDx40FyjkhqPbBmHhmm4e61KVscdzxT8ely7dgWVKxUR7beBhKyREPlym17Fu2shZqgae3bp15fC3lyS3gyk0MQ1bi3UFtfiqx2jUbLEq2jTKsq8G8LPtXiDMzrrkESSQyrSye4s9R5MGWW7luR0sK4kJyZj8MAeqFE9J65epRXED8vdPy6ZVvjuORWZpJ/TUqWYVdbW44sv2qBQvpexPI2py+e3eZCZ3yHTduXq1XuTnhLF1evXULFyJXz/376P//nJj9NMr+QSi4ZR00tLfMDBwwfwVs43Den99e9/wc7dO0w4CZFCLdFmnsZhtwrGv3z5crzzzjtmoR2uPcEeWl6nWqFqdCpp0xQKz+5gfhL+5CQ0iaqBdu3L4toNFtS5SJYC/c1W4FeNRSpwsKfXurSwM2QFtm8bimIfPI+OHZvj1i1LfAHTu8d3wWYP+krahm96OrC/w+VAgu8k9O54MnIZcI+5S2ER1f2HB3kQllf5bf6+Ysqk8aJZv4bdpjNjnjwvp5miSxBdgcbLvl0tzY6CcfM4k4khvanybNHw+b+Qjxinv58h4csxflQjFMn3NNau5UeU+R78uNHaYz3kOzHvI1Tfwt/jo8Rd2/TcdJL0SpUtjSe+9wR+/JP/NpNnug8SPixFCY8Oyzoul24ur7/5Wirp7d67y1zL9r/0wHGx1ORu3bpl1FM6GO/duzdVAyUY7qaF55QEI2V4ZnoBGQUlPaJn93amM+PYMWodi8xUUqHB6N9GhPBEC/D5psq7Y+VdIe9kLEqWfgUdOjbBzZvXJEwrg2p7wQrBdyJlxbq58Jq074P32A+m+/5sedRjey+P7T7Brd9vr1XJWDAtYolYAyRI0ZxbbyFKFH8TCxbSIXyxfBg4jyE/Mtbp22jYZtRL5iY9dnT55aNGHz5q+jR1/ZylRcpP3K3FmPBFU7z3/itYuYoz+FhwUgpmRPCVyD0hwqNkFqRLegoll4SkRDRuEoUf/Nd/GDeVwYMHm0JMKMnwwTRMCS8piUO7rBa3YvVy/N9f/19Des+98CxOnjlhL5WcSkyIw/x5c9CsWRM0blAP06ZNNa4xHPxftGhR7NhhtUIX+puUtJUi7X5qZQteS8nukKc0f4no8aNRrtxb2LyZCz+vEE3vQUmPMl3yMQZJvrGiCbAyrMZXO0egRIkX0e3DlmLq2SF9Pp8lJ+Y5P050baGWpITIsqOkqO3ANt3cOipU6jHjstcrwt+ru59xYPqFyE31kHIWTCsXCqpUoQCGDa0jR0uQ4uc0/fzY0O+RzuBsWpgm+5nd7CUps/eW6WS6x8l7ZjMHtfslSE5agsFDm+H99/+JVStsGx9fX1KirWvMH/e9ZPz7uH/clfSYTiaWDyGPgElTJuNH//0jMXG/hypVquDaNftFpwMwryO5qNbFgknCU9OWGDRkIP77f35kSK923Vq4ci3o5yUlZ8Cn/fCLn/0vc+77Itz+4pe/NKMnjhw5kkpwIVJNC5cAVQitWLZyuRXtzpfiSlaH5JR8cW1FXL9mJcqUehuzZ9OVYqW8S7bVPCDpGT+/aSYenxm/yTbCpdi6bQRKCfF17dICt27flDC+G+a73VoHZpq7bpMItUBaBCwr9857rgLngvHwXn2/D+cdBsuKPJdJvzwTcebUKbRoVgudOxWXE/OlAHLdYesTaQmPW65Nm9lJj47s1Ehtujlyg1s2a3CtXWA2kn2rMGZMcxQQU3fzBnbcMC/4oWN7ruUEVzIL7qnpMbE6CuP02TPI/X5uQ0g/+9n/MRNrkuQIJRN9uORkO1aPQmzZ9iVeyPG8uff//PJn2PTlRjGN7DlqeaU+KGrO/bvID0S4/8tf/QrVqlUzQ9k4gadmHhfRpr/gl19+iRMnThjytVoEK05kUlTwfqbVhcbrSlYHV7dS7ePk0aOoVqUQhg2vK8+2SEJES3tg0mNlYKUg8U2FT7QYv6nIa7HjqyEoUSoHOgnx3bypDszsmCIpsUyQoOzHkWRFwpMrRPzYsGENevTsgg+7tEfHTm3Qrn1LMZlbm+OWrZqge4/O2H9gFw4e3Ivu3bthxoxYU9Ys4VkN0GqBD+Ed8idEqOdx/jkiOTEJAz/thQb13kFSHMmOWlCMPKslOUMiAZq8mbxNT8qHMcVJfnzHfLfcynNwFmY7bnuB7C/HyM+jUCDvc9i4bqmE8ePGj1oWJT0m1NWQmOyZs2fgz3/9kyGl3//+95g4cSLi4u2QpEhgAdy69Uu8l8eS5X/84N/RrUc3x6GZGRJA7NSp+Ndf/or/+v73DfHxWjoZk/BIcNozyPT07NkTRYoUMaZvgQIFULp0aTPywqRR0sy58MaNG4fx48ebezds2ICTJ08aUuR5vS4SGJ7euW+L7yK+bxqHcRuSqkjE3byFRg0rCWGUQ1zCbAmRSmhmWolU2CkuIbKyuloJzwVFSC/g4yI4sfJ7sp8yCclmQZyV+HLbGBQp8TK692wqJo8dgcNnsBqZNXFJdKEPI58vBf0+7SPWxA+Q69030blzO3QS6fyhbDu1RbPmjdG1WyccPXoIM2dOx/e//wSqVq0cbELhe+VHl2XVbjMcRsuzO+yt1nc0ZdJYVCj/Mi6dp5/bXJM31sS1pMFV6RgWytPMKHzH7HShdippNWvpUkPlh86+f87AzeF2Af8aDB0Shdy5nsaK5daPL/VdmPeRfn17FLgvTY9QjY6aFDsx2CZHYvqvH/4nipUohmkxU8W02WKGoZ0+cwr79+/HypUr0bx5c/z617821/7i579A165djfsLwbitdmgOhRy3YtiwYRg0aJAU+M4oVKgQ8ufPj5EjR4rGYE0lN/OuXr1q2vpWrVqV6ozM8yS5Fi1amPnx8uTJY3p7SZ5cxYzgItycAr5Bgwbo0aMHRo8ebXqFdZUzviT2CuuEBOHg+XuB1zCvuNXr9Zjg77jPovs8r/uaFncbSfRa95gcYl0p7PGHXVqjcVQxnDlL7WO6mGMcocEvOQsuKyQrIbc8pvnCLQu7XG/MM/ccpyKylcFUYiPOvqngNHU/Q/HiT6JP79ZCfLaNj0nyi3lqXVpIgKFmCeLTz/qIhv8TDP/cLlGYHjjv4ZNP/k3eYztzzApG81nj0nzOKOjvaLrd31yyZAVKlHhPPsQfydEcyeuxkieSdwFO0Mq8nxwkjEhkkzXETlQhz5DC8jBT6spSfNq/LvLnyZGq8UnJh08+cqzj5tjkD98TPxB3t8gyEvckPQVfqms67tm3Bx06tcfv//A7Q2j/9h//hp/9/H/jT3/+I/75r3/gd7/7nfHn47mf/vSnRhsjWSp5MgNU3MLjgiYtiZOkxt5bXkMt7pNPPpEv/UyzBKMLl1QI/hZ7ezmShEPUNP0MGzp0KFq2bGl8DytWrCiaRCejDRK8j2RYvnx5NG7cGK1atTKLA3GpR00ze5UZDwmc8/CRIPWcm4ZwuNdQmCbVprXi8FjDVAjNJw3TPNMwPe/nvTQlTW+mvWbQ4L6oXPldbN8xVI5mCRXSBYHaHitfJNKzpo0NV2GBV9IT80e+/LbdhxI03VJsgz2dmTmd1ZdbBqF4sefQo1vr1M4N28ZnCU9Sb9Kozzhk6Kf41a//R8zaZjj89UEcOLAbu/dsx959O7Fnzw75oJ5Asi8B5y+cw8KF87Fz51cmDsZH6PM+LKTmefA9Etu27USlikUxYUJDOaLmIxoT/RyTqQ1bvze2q4YTSZYSkp4ZpshJSFlmFkoebMCwIS3w/ntPY/PmJRLG/LGSzGGKJq/4/tkMZcvCo8B9kV54QdJjtmRQsxsz7gs0aFQfefPnMS4pL72Sw2hYJI1+/foZDc6doNOtsIRb8Ynw3yNshqUYzY4aGufEy507N2rXrm1IkfcrqaUHxq+k64JpI4nxfl5D2bVrl+k9HjhwoCFHCjVILdjUNOgY/f777xszu1KlSsbUV42U8a1evdrM2Uet9/Tp04a4Gff9pNNNC0XDmX491jxRSb2Hx7KlpsdwYs6cWJQrlwuLFtGVYoHQBMnrXqTHAu4SH495DwmTGh190NiLq6Qn2p/cy4kp7fRVvHc51q0fiIIFn0LvXm0k/4IfPaOV2XJgn8emc+iw/kJ6/40XcjyJEiULo0zZoij6QX7kL/Ae8uZ7V8zlzkJ8x821Cg53tJ0goTx5GNDfMnkeFOLYsZNo2KC6PG8ZOVoheWFJL8VvNWbmi23/dEgkqwnfd9DU5TtPNj34C5CUtBpDBjVA0SIvYNPGdRLGfJI67uPHWN67vHOfEB7bnB8VvpGmR/DFcj9JvraRwCFp7LXTAuCClVIrphYWhR5z6woruRIijxXsvJg1a5Yxg+fNm5dqitKHj6YqScaFTiaqcelvu3Hqb0aCntN0sI2RJDh37lwzZRWHw61Zs8aYxQSnoK9evTpeeukl0+5IM71jx46p6SI5LlmyBGPGjDGO3ryXhE4TW/MpPbjpjwSTRt4vj6LPc2D/PlStUggTxreQI5ofLLwsqJFIj8RGCSc+PW/vY9uUdby1Gp4lPfqjTRDzbaxUbq7GxUkK1hqNr+gHQnw92yAh2Aas+Wk1PkoKBg/9GL/6zQ/RrmMUdu3+SjT7TSKbJW+2yMdzIw4f3oeERGr9rDS813aEkED13eg2I8H4XdEwIj4+Eb2EnBvUzSVHyyWVzBfmHdv0RMuTj0Sy0YSzsrjPw9m4ubQotb4FiI9bIspCTeTP9zq2bwsSnxRXfu/4QU4OyEfKjGZ5NLhv0iPMCxbtgYWKEwzEJ8aJqZEkL1QKnBRabllwCVuYbeFztbBw0tOCEr6vGo2r2XDL+/U6Fxo+bdo0Mytyrly50LBhQ4waNQoXLlxI/V0Xeg+3us+0uiTr/qYeh8cTDl5HkuUML4cPHzYmOTtUqB3SJOZ5aoIjRowwE5vSD/H1119HiRIljHao4H779u2NsK2Tz3bo0KHUNDCd1FK1d92F0fKcdPI3GzeshH59ORiepMdxtC7pUViYSXQkPJ6LRIp6TXCEgXG4ZYM3SY/kJ19/0QDsWht0Xp4slYH3rcC6DZ+iSNFn0atHeyQGNX9JFv+K2C//gEG98Ovf/idGj7l7m17A9AAr4fHdhsoV5WGBvxXpdydHj0Xp4s/h8mXmH9tFqRlRw7PTdGX+jox7C985y4WdiScacUmfmy3bMZOTF2PAgFYokP9lrN/AWbtZ30SkSMqbQ1JWID2+WFP55R+3qbOqiPAr65OtTjpgCDBYGLRAaBwKN8wN1+vd87qv4ZTw+zScGt+xY8cwY8YM1K1b17QlUosieD3XxQhvCyQ0PldIuOG/Sei+bt1997pI0OsJxs82QXbIMM0kNO2lZjxcjpLaIZ+D5EhSnDRpUqo2STJt3bq1MbOjoqLQu3dvzJ4925A87+d7YgfPmbNn5J44tG3TEO3blpbf4DhKzpZCM5WVj24VFC4gRM2MJEZSY2cFPfKtxkc3F6u1UIPjzMtj5FhMWTMwnS4rvJ6VYJqQHit6LBKTokVIoox/M1atHor8eZ5B34+7icYWnLnaR8JiJUhB3/4f4j/+8wnUqVvFdIxt3rwBGzauxZatm0WzXi95sl7eoV2IXHt+ad6q2Uzw2SkPA+5vue922dKFKFPyNWzbxtltZku45J2PeTdZ6gjzMquTHs1avlc+B9t2bZnwBb6QcJaX+fLeN6PvJ3WQL9+L2LplvYRJHklWceJZeePmWHLPboN5+DDe3TfS9LIqSC4KtjFSC6TTM81jOj7r+fDMJmkQ4Zqfih6794Uff1swnnAwPWqmEzSV2e7IThkSHsmRHS46kUNcXAI+kuO8Bd5FpSpl8Nzzz+KF5/+AtWs/k7MrpLhNx/ETA7FpU3fs3jkMp0/G4Mb1uWKGzBLtbLoUUGqDJEcSIdujeMz96fK1niIFnBV4khRgai+cimiihI0T88WaO2Y6cjOUaYaE062FZLsRG9eLxlfkGfT6qAuStIfcZFkKYmInIvd7uZC/QF5UqFjKSPkKdvtBsYKyLY2Fi0igNo+ZF8wXzRPmvUpGI/x33OOtQtKVqxQ2C+1w3WFqvHTwtWTBjwe1pEhkkpVFLQH7gbQa3yIM+KwWCuV/Ebu+2ixh8s6kWlGYV+qrq++P2/B8/a6RbUmPmcYM1MzUikFzk/577JV9+eWXzdKP7JUleA8JLhy8l8JzGo++GFc0/LuCxuuCv6FpuRt4nS/ZhwMHD2C+kMTM2TFo07oNcrz4J8wyIzO2iKzEvDktUbzoX/H+O3/FB/mfQYUyz2PKxBa4fYsOzLNw9uwXck1zTJ8aha+2DsTRI+Nw6RInGJUC7ZshW/ZOcpZgCs1mrrrG8ZixQnjs7CBpzhRSFFNXSDFgNIPFWL22L4oWfwWfDegmcVjznOZ4fAJ7xS+ZRcbZU3vy1HGcOn1CCP6EkPlx0fJO43bcDckXm9fMCzef+NyURwGmQX/72LGjaBxVBX0+ri5H6+XjwLZP0YBEy+Mg/m824UPWEz6ffdeLpKyuwMd9qqBQwRfw5eZVEiZ1Soqvvj+3LDP/NDyjkK1Jj2AmMgPDM5fnqRFxzQyalzxm5wj9+ehbyFXT2CanhVjj0ZeiQnCr5/RYz31baBwU/W2Nk8capuF6jtB7nCCDQ4cOo2KFQoiN+VCO1ojmFYtbt6OFUMbi0MEx2LjuUyya3wl79wxCUjK1ugU4uP9zdGxTFGWLv4xSRV9Eztf/jDYt8+Pkcfr5rcQtMZVjp7VE7+6VMWJYI0ya2BJLF3UTE5um82xJ7GzJdwq1M7oxsGH7S5HdWCW/V6jwk6IJdBGCtsTHSQPuB5oH9jlDZEOE58fDgpuO27fj0L1bW9Sv/74crZe85igMmn3s8RQCdLSi7CjGjGf7pRl5MheJiQvQr39FIb5nsGvHRgkLIVReQ+8tI99ftjZvNRNJdsxUJQi3grigSwnbAtnryunm2bnA3mG2A94N7gvjvh4/CFwS5VaP9XcoGkbRZ3Sv9ft4ve1Rl9xAQnwi6tSqiCFDGsnRAmOCciV+a7Zy2ilqaFZL8wXYXsdz8xHwLUPczcU4d2Ymtm3tj127+kmlZtvdAtEIZ2HShCjUr5UftarmQuF8T6JyuZfw5SY65spv+Gdh/tzGqFPzNdSvnRd9ulfHyKFtsGULJz9YhlVrPzZ+fB/36RhyWjd/Lfgcd8tKzXPNb/c4oyUcDONv231gxOeDUbHiG7h+nWb9bHkfJAQ2G0jeZXfSSxETnpPNcms6xGYhMWk++n9aDR8UeQk7v7JtfESkehkpf78rZGtNTzNT9/VYCUKh511QC2Rv6ZQpU0zHAEHymz59unGydl1i9DcobgV8ELhxuPGrhIe7v2v3Len5A/JsppPJPm/r5g3RqUMpIRiOFCC5SaEUzcPHipjCtjfuWz87ts0lc6p402YX7IXknGqcfUM0Fl5LE9iatPNFW1uAa1dn4dLFmUiIm2lM24Boent2f4IRw2uLNlgJ7VoVQN3aOTAhuiYSEhnXTsyc2QUvvPAb5M+fF82at0a9+o0xYuQIXBUzl8+RlJyI48eP4uDB/aJ9nxLT9zxu3rye2mvtvstwRMqr71JchIfNmT0D5cu/ge3b2RO9UPKDLj5082DTgfXZi0QY2ULYWcNJSE3PPtfW5QeUGt8qfPJxLXxQ9FX5eNqVCfn+9B1qHc1IZHtNzyU+JYbwfcLN+PTAHlYOb6PvXb58+UzHAScypduIxuPibmH6W24aIiG9OMLD3fS7583YR+PSYY+5UFCDhoVw8PBIOaK2R/cJ9tCS/MT0kmMu/mzIULQ0Mw2SEB5JkEKzhT207MCw99FkIyFSqDFybG9QUmZKHBrG9j66LiwUzXMqkkR8KXMkPobtwdJlX0i+/gv5CxRA127dMXnyJNEmraP32XOn0OfjXmIKF0CxYkVQukxJuaaL8ckk+Nzc50dq0aJF2Llzp+mg0lmA3GaNcDCfeH94fhJuPirc693z3LKsue9h3Zo1KM11h2O57vByyQvJa/8kIT5Ldrb3M5R/1gUkJDSDLTHymD3jvNYlF73WalbqNnTneXtNSDReN+y7FrbnyofUL89I0jM9uzR1V8sHdyV69qiEwoXfw44dWyXMvqMUfqiNN4jkqymvNq/Tgnnvx4WL53D02H4cOLgbe/ftwL79O41w5M6u3dtFKTlu4ouEbE16DwJmvFu4VRPklhWKTslc54MjNtwxvax89MFzoXFohVChpuKape51Dwytq/LizThHiZeYMXsSylUqiJVrPpEjTgTLAipf4YCYIBwIjxghPdFG2GsrpGWJjBVEKyevpzuKFGCpZDaMhVkqNInSaH/UaFjo5T4WdFPYGSeFvb/UDmlGL8Ht+KX48ssJGD60Cxo3qo7PRwyWPLE9upon7F2nfyMdvrlUADVtCj9CCpJd8eLFzceIzuDvvfeemfORcTCPOREtfR0ZNnXqVHM911bR4YN3A+/X9x8OfWd6DeNSDfTAvgOoVq0Y+vdnZ8YaOcdODCGAAOelGyvbMSLUgKgRUQOkkMA4qoXkGJx1WcxEeyzviFuKvIeAmYU5eC5Vgu/HvBP1tVRyVULiOYoeZ6Sw04buTSJMX4DlST58iQvRpWtFFCnyKvbu3iZh8mj0tTQTN8i7N9kd+oDoR1tqB27cvCwfvXZ4/sW/I2/+11Cg0JsoWPht5C/4Nt7P+xZy5noFbds1Sx0Fpu9I4ZHeXcAMpzDDWKAjFXwWcPXnoz8g/ek4NI1+c2wfZGeInlfoS9A4tbK48qAwP8fCI6WHXzyN8qsdG1G89HuYOr2tHK2SS0hgUnnMF5ntTTHGmdiGqwlGYmPFCWkm1h9PKw8Lsp0Y088KynvMeSn0RnucJnGS8Ni2tUzM1YU49PVERE/uiI6dKqJbt0aImT4Ox44eEvKwzuiuuHkXDuYt84+kQ82OY6w57I+jZTjmWt8ZCbNLly7m/dB3k8Mk6eOozRRswuBUafXq1UO7du3MinocKcPx2JoG+lDS79EdUqng74Sn89r1a+jYsSFaNM8nRyvkfKykkyTHpgQSHTVlklwMAj42BdCtZ7oQoXX2NtfJezHDvYxpzLy25Gg7RcIJRkW1OF6joh8sysMiPf0NWggkPjqyK/EtEI1vuRBfWRQu9BoO77daO5WzUH0I1TeG6bu8eu0CKlcpi38+9XfMnDUdW7dtxjaRrVu3YIvItm3bpQwclLwOWXnuu/FILx0wkyJVPO6rduZmJI9ZGahRjB07FvXr1zf+gJ9//nlqAz3PR5q5RV8K49CX68b9bcDb7dhbFhRubfjlq2dRoXIRDBxcW4448aNoc6KhpYjZBal8fqlcPlZEU0lYWZToXNJjpWSl5bhbO92QJUBLfn6acdT65FpDnmbQ/XKcOTsHixb3R5++ddGxQy0hmb7YsX0dEhOsQ7aCX3XmBcWF5rmbN5pv6cHV0jR/6dxN8qL2yPOMg4TJUTPdu3c3E0yw6YK9+O5i8ZzkglokJ9ClyxMnqVixgmRm08ShhXz/J0+cFG3kplnU/rOB3VC3Ti5cvTpDfp+aM0199mJT06XWK3lOEiPZSZ5SAkIUbDYIpIyReEmSqsFpUwQ1Qb4LfphIiHwXKrzWiiU/V1xCymiR30vz0STx6egdPhuvmSfvYjF6dK+I4kVz4evDhySM4Pu0I20Ifd/2Pftx/cYl1KlbFfnyvyP7tr09EvS9qCg80ksHbka5GadhWgF1GwnUOlixtFLSDYZaBtsFFy5cmDo8zo1bReNNT+4HLDRWhECCriDJyXFo3LSmaFglcfsWK+AC2+BsSCtWKh3b2khWNItY4Vi5goU4teKwUkVL2idIOrlPzUMqr5+e+eycoHsKOzeWI9G3FLt2jcbQYU1Fg6qGvn07Y/48asDWgdoFH4vP7T67Db/z+SOJXhuedxpnJNztnBImhfucsJYjXr744gt8+OGHZo1lvlP9ba67zIkncr+bG3nFzC5droyQ5DsoUeIlHD82WT54s7BxQyd5/rbYvXM4Tp38AtevT4LPLx8KIaxkatumo4g96SRG20FkiZHrDo+XrXX8tu9CrhXtkR8rqwGGte2RdAzxqGan78+KS5CRxL3224n+Lvf5UWW8NMet+A1xz5OP3mL52FRE0cJviEZu182R3JdrbN1QJUMiEAnIx+UKGkfVxpNP/QbNW9VGv/5d0efjTujdpzN69uqIjz/php07N6e+Vy0HCo/07oLwzHL3tTJoxoZezJ3QeKgFcCwwK8abb75pZorhZAluvOHQe8PlXrCXMD1Mo6TVJ/eZ5KWgR68Ooom+KxWRU0SJpsLOBtE0rKY3WYqbfI1NxaJIgTXnWLnoaGwrEc/7U0bL7/DrLfcYdwyar6vkZ+fhxLEpmDG9D7p3qYNuHzbFpImjcejg/jSaLpNoe5eFpCStsicaANPLrzzJKPIzu/vM8/Bz4YXdFZ4Lf08azq0eu4h0j0LfO++hyxNNa876M2fuXEydHiOVuQtKFHsTa9cMlMo6S0i/MPK8908Uzv8SiuR9Co3qvyZk2UtiWiBm/ywxy3thyICamBXTCxvWDMOWzZ+J5viF5NFsIT1q0vxQUXOmpsgtiZFbkh7JxP1IBUkvVeNSAqKEyMeKkh3J0BJi6Np7Ca+92/Xyu8HyRbFTkokI2XPxeX5sb96ai84flkdR0fgOHTwgYXKplAHzLkTcunbr1jUhvTr4/Z9+hirVSqBpizqIalITjaJqol6D6mjdJgobNq6S60OaovtOPdK7C9zMcjMtUrhbaQi9RsnRPUewrYg9v6wkeo5tSGx3opnljg/WuLTy6fXuNr0wEgm/mIZAgvV21Befo0L5t7B1K10pVqUWQo6ZpdnhMyYUK49UFBZK055EbU7ITo7Zy5vkHyVbLnPIQkttZDUuX5kjJN4VH/Upg/btq6B/395Yu2o5bt2wvbCKVO1T0idPI8J9m06mV35QLuJz2utduM+qCA/TfW41v9xr3GM3LL13GI7wMLdChoNtiRUrFsZnn7E5YQ0Sk2aJKT0TZ0/OwbpVQ7FsSXecOT1GIp0vGt9crF71IZo2fhXlS/8L+d7/A0qV+AOio2uKhk7TeL7ENwAf9SqFNi2LYkC/Uhg1ohLWrO4kH5MZkq7ZkpaZQgrRSEig9rdShCMguESAnBcCMmseGwJUU1s/ZGJSmw+Z7Wixmj6JjGUgKCQwUy4swdGctmt98LekDDHMkCl79rlvTXXTC03S43VKwjwWc59tw4mJdobp2/EL0bFjaZQs8S6OHLJtfD6zrgrfi354UqScnUHdelWQ+/038PVRur3wfViCc6HvL/w9eqT3EKCZHl6pFBrONqMyZcrgtddeM1Plt2nTxkxCEAkapyta+dzf4YbhbPC3hYazt6wXk+sdxM5kZ8bSYEEloUnBlcJqG9lF6/NNF9GGc1YYEiLb6ljo2QO7DElJy7Bn73gMHdocTZuVRfsODUTDGYMTJ9POeadam/0I2EIcLrbwupK54eb9nWLz+uTJU2jYsCratS8h+UryIcFQgiRgiEc+OD4SA49tj3lc3EScPTsRR44MxaXLdBTnML7pYmKPlI9JNUTVK466Nd5B+TJPoWf3wsHFxdfj7OlJ6NalMEoWy4EmDQqgY7si+HxYVRz5eoT8/kIhtAVCurE4cXwCbt+cL4TDdS44pf0Meb9iYrMTheRm0sctzW1q8BxRMgEBjh8Okp0ZVihlwy/p5lRZHHttXZsmSRibSWRfNUk5x+YQv3+c3G+JM0V+ky5NbBqx/qAxuH17Ljq0/wBlir+Dg4cOynUsvzRx7UeSuHr9PGrVLo93cr0m19ghpDSHw8uMq4W78EjvIcCtDC4puSTFfYLkRKJjZwgnD+BMKgR7iTnrCucKVGdpBe8Nj59wj93fOHLkGKpVLYTRY7hMIU0jKZT8YkvhNZ0SRpsTwvNLwQ5wLYQJotlxGilqBWxrmo9jR6di2pQeaN2qDJpElcWQwb2wfdsGxMeFa3WhZ6fYMEp6ROdK5kb4s6WRYPpv3Y7HR707o3adXIhLILnYzgaOzjDr4RoCYS8tOyRofjKPSTT8qOiYZtHgqF2bVcgYvlxktcSxREgiVkiMhDLLaIq3boiJvK4vJk9sg0H966Bdy7z4sFNe7PhqsNyzGUkJKzAzpi3KlPwzShT9AyqV/xsa1HsWc2Y3Q3ISNfYVEt80KWtdxbT+CAf3j8CZU5Nx48YMKZuxUh74YWT6tL2RW5I5fS7psE7ikw+lEBjbhs0xP5TGncm26ZmlMBku1kOykL0hyEC0EKecl/hu3liKDu1KonjJfDh56muJ2xKfDlG8KeZt7TpV8Zvf/m/TodGlazt82KUdOnduKx/d1mjbthUGDxlkOpa0brjwSO8hIbxS8CvELcnI3YZDw+gu0a1bNzz77LPImTOn6T2kOcx2JL5YxqfgPRqmL919+bduxyGqUQ3TaxafwAJMsmMF5JedmtxEKbB2UkhXq7sdt1BIt5+koyxq1yyIjh2aYP68GFy+eEbOhyH4KO4zpd03f+8hmRt8nnTFSf/kSWNRqvRLOH+BpMZJGljxmdfWZLT5znPW9DPNDEKAnHeP7kN2Nht+jKg98X1YbTGQaqLONMRiZ2PmuyIRsWfekpHVHjmKZoaUiVliTo/Ahg3dsGBeF0wYVx9DB5eV457wJfODtgY7d/RF2TL/DwXfexb5cj8l5Pg0evYoIWQzS35jPq5c+wIxM2tiwtiGWLKwJ7ZuGoojh8eLdjorOAkFf49xbRLZYOK0abLmNN1t2ANtn8OWP+MUHxiPhGS2M88RMp+DFq3KomTJXKIE2A8/IVkrCkAyVq1agc8GfISBgz6R7cf49LOPMGDgJ7L9GJ/0642J0eOMv2ykeuWR3iNCONmpKLhP0lIyI2nRrYJtgJxtuWzZsmZ6LLYZEewg4MQJOh+fgvHzXndLdOnYCQ3rfoBzZ1lR5hktgz5hfv8YKYA0P1gY58vXfQH27h8l5msD1K1bAHXrlMYXIwbhgPGrsk64hKbdanDyO2Zrw/QZCW6DuwLu3E2yMuTdBh902dJFKPZBDmza1E+ORNszhEeSUx86S4CmaUG0IdNRJGTnp0Zkmh5IEnwn9KOkZkifN/rvCdmxLVbuS/bpe6NmxftsZ5RdC4UfLzGRU8SENL9NUiIh0h2HhMR2v4Vy7WzRFmPlQzhVzPIR+PrgBGz9cjBWLu9qSNIn2mRASPXSlTHo378wKpV5GaWKPIt33/w9qld5DhvX95bHXoqEhFisW9cN3TpXRJ+e1TDqc/lAz2ovZWaIlCe2PYoWKFpdXKJor8mca5CdMpYUbbsj08yxulvQsWNZlC//vhC1anxW67sfBILl3Za50D0e6T1CKBG5hKDHLknpvguG8UumvaF0xOVM0RyJwEkS2BnCzhLeF/4bxMjhQ1Ctci7s2NVfjuZKSaKWwTYlmlOLcObcZMTO7IBWrYqift1i6PtRZ6xasRTXLl/l7UGINmkWeWHBYpqYbi1g9nfCwXMq9pr0JKtD3puQP7F965eoXDG3aHyN5Ii99SQ4S17G1BNCs6K9pzQFZSsaH/3bAmblOm0DE41NPlA2Dl5DEiNZajuZ7WTw06lZ4tShgmY6K2qPZrovuhexpz5GSEfSkTLdaJDJnBVFtEm/6XSghsi2PJIRm0BihVhHG20MKfMQkI9h3K35OHdmGg4fHIt9ez/DlStfyL0Sp28SNmzshNYtCotF8AbKlHoRVSvnwJTJDREfz7iWYd/+T1GjxnOoVfN1tG35Afr2qYrlS7sjIX6mfOhnIDFhGi5fno6jx6aiU8eKEk8pnDhxVO6VnJWy4w/mbTjo3G7XQQ4OZ0tT3iw80nuEIHG5L0PhviRu1RTWY90nGAfBtkAufs5hcZwl5vnnnzfOs9oLHE6aS5fMRJUqr2PRUs6tRxNknZivS7FmzWD0/bgqatUqgDZtGmDGjGgp2Hf61JlZs9nbKmlhITRb00PMtIXS56bV3c/ukNzgJ8HsnzxxCq1a1kTv3lwoaKWcYZsXyYlaniUpdR1RrY+dBcbpWM5zMlZ7DT9MJCR2LvE6toHx/pCZbDU5a/6aGU7MyA09LwTn5z61TNHsqV3K1sx4beKS++Uaaybb37BjhWkBcBjZeNmKRml+g22PjIcfSpIjzWqa4lYLtR0hXPrA9h7Hx08Ts5Q9vDTFY3DhwiiMG1tPTOua6NenHJo2eh1DBooJfZ1xLsLFi6PRuXtBVKv1KqpWz4Mf//h7eDdXbmzcuFXiIPEFzGgalvmDBw/J9ZeMEmBB5SHU3BMOj/SyKCzJWMIjwvfZGcIJU3XIFAsHe4M7dOhohuns2b0R1aq9h7ET2uHs+UUYPbYlGjX+APXqlsbgQT3w5eYN8mU3txqQNEm+jNtqcyRskp4V+dUw+Wbg8ygpuvtZFZJLQnr2QxMfn4T+/XqgcaO8crRWzoiWZcjKamn3FktaliC/yX13E5IhySk83BIi97m8o1n0h1u2w6WKkinJ2GqYofuYVgmj5mo6Zmxc+nskT2vCkzTZEcIJJ1bK9YtEe5wr753tfiTQ2diwdQq69Y7Cq288Y2b9btSwGbZt3SXXWo0uOnqimQLurbfeMj6vpUqVMrOhs4yy/Bw9etQ4k4ePgvJIL4siEkm4Zmw4ODqE08qXKlXaLH7+fu5c+Otffo1c7z6Nxo1LoF+/VlKgViA5KW3vq7YravxaoOyY3kikx9+/P8LSdOu+wt3PqjCanskXiymTx4iJlxPXrol5y7YzIYW0ZPOwhcSjmqUrIfKyprYKj2lWs5dZtEBDaOyM0DhcgmN7IntneQ9H7ljytOa71Tb9nGVHTPBEH+8n0bFHeqOcX4v9+4ZjzJi6aNm2Cjp2boRxEz7HkSNfy322bHAxKE5McPv2LTMJMGfVoVcDR8dwX8sox19zHDU7+1x4pJdF4RIDX3I4ws+7x5xdZOrU6RgwYCAmTBiPY8cOY9eu7ebLuWb1esTdCg2oV/8+1fQYD4+/C9IjGJ+KIvw4K4KkR11PH2PVimWoUiEPdu2kI+7Cb6jpZYTci/QiCE3rVLHtjemSnmlH5BA9OiST5CZK+aGWZ8neLoxEjc62HV4Rs3b+gs5o2aIIalUrih5d2mLZ8rm4HRdqQ2ZemjIIrmkTWvcmEsKbc1x4pJeFYcnHEh5JQslJw1V4juF3Kwjr1q03q6o9/3wO5Hm/EFq3amt8BPV+F/Y3Hpz03Hi5r5IdIE8iueEzbU/Enp270Lh+ZcyI7S5HdCdRgnhUcj+kl074fZCeCQ/MRsA3Q7RCukTZNkLTLmnIbi5u3IrB9p0D8NmgGqhVOw8aNiiPceM+F7PU9tQqWCbYWRZycOdKjHaBLIqWa92n3K0seaSXRcEXqoSkL5+wYWY39cXrNZasZCviC8SJ+RUvYSlISmYVBeITb+DAod34fMTnaBwVZYbJadx0ldm2bZuZoSQExh1Oeir3hqZNQQdsdryEz0eYFcEc9TszhZw+cRodWzfFoM8ayxHb9VxCeRRyP+Yte5ZVbEeLFZIX778b6fGcHMu1tg2PHRv0DFiGk0dHYNqk+mjYqCiaNCmPTz/rgS1fbkJ8nNv25jalsFyzvLCMhHpl3TLN41Cb893Ln0d6WRQppiOBL5cFwO5bIQnZF89CYhEiFgNzKIUG8rU095hQQeTCws6QkSNHmqFxdInp0KGDmcTz6tUrcpY3h+K3v51Wo9QCyq0eWzGHqeGcAp5tN1wNzcIums6GaL0my0DSa11WbF7cunkbn/b7CG3blJej9RKqBPEohWQUHsaOiKAIYTGMJGdcaAzZ6bGQX4COxNY1hteZTg4hRY7C8BvSo9AncDGu35yLxUs/QZcPK6JenULo3LE+lixegiuXWYZc8HNhy4eL8LLCjUtu7vUe6WVb8CXz5VpRjUvFnneFYU5hINkZl4rQ/byOZgSF0MLDrylnh6amx8k1P/jgAxQpUgTLltmV63kdz6fVAiU2KYg8R+G+ioK7+htJSYmi5V3C6dMncenyRST7knDr1k2cPXsG12/Yad/vhvC4MwVMmtj2ZNM1MXosGjYsjptxHO9sx9yqVpWWeDKDkPQ4LpYan+3E0J5bkiUnOvX5gmQnRMdxtfFJY6SU8VlIdAvFgliEHbuGYuCgOqhfvwAaN66IL8YMw8FDh+R924/Bo4BHelkWrEiWsCh3kh6w/8Ae9P+0j5lqp237KLRr3wSt20aZ44aNakklHIOjxw5i0OD+GDFyiGhuF+UuEl+SiJ3tmULSc0HN79KlS6m9YhwFwp5hzjrMSVPZFshzLtm5+wr33MVLF3Dh4nlcuHDerBl7Q7Q+kuDFixeQnGxnp6abQuo9RkNVyWRkpzBpJenZ/Fu8aL5U/DLYf4jEwTVD6LZBP7fMSHxKdNY9hSYuXVesm4qdicXnmyZaHR2bp8gTqmP7Chw/MQYzZ7ZHm9YV0bhhaXz6SWds3rgKt8N6UR8VPNLLsrg36c2YOQ1/+NOv8dTTf0Cbdg3Qs3dbdO7SDF26tRTia4KY2CnYuWsLnn/hGbz6Wg4cOWpntQgExJwUE5VkpJqYkpMLJSCan7t27TImcJMmTcxMMR9//LFZUc69zoV7THPYzCot2t7NmzfMcDtuqeXdvHXdkB61vpu3bshvJSAu7rZolXGGCBMS4uV+G5f9nTvT+EggP2t/mu/Cpmn79q1CBLWxbDkH/9MhnBoRh/tR43v4pGddSNKXtNeR+OhnN9YIh8dxSJodrbEKN2/PxdIlvc1koA3qFkKbljUwS8rf6ROhdUxMnsi7Mh0RIo8KHullWbBGWcKjRCI9rh/wt7//AVFN6yA+QdtO0pLC1WsXUahQfnxQrDDOnLUk5RPTMiVIeG5PmCs8x602JCtIRHSJobbHWS4Ikhgn1ly5cqXxF9SFczQu+ywW9pgOvfFyH8cSXzdth9T4rl67YgiP8SYK2cUJ8dFXi973vI+/rWQYTtCPAqzggRQ2Idj3ceL4CfTo1grjx3WVIw6iJ2mQ+KglZT7So2lrND0/r+WcizGyT4JmupdJSVqFffu/wPgJrdEkqjDq1yuB4cP6Ye+uHUiMdyaLlVfKDxPLil2OVCyJwJ3rjDwseKSXZXFv0pszdyb+/uSfULNWFXx9ZD+uXrmKixcu4vy5S7J/RcgnQQqjTwhpJdasWS2EkSAFk+QRWldCSYhbJTpC9zU83AR2QVN33bp1Zpp1Lr4THR1tnEhJTvcC46V2R02PvbrXr181+yYs7laq5seeu7g4IcLgvpIf06ek+FAhP2dJL/Q+rl+9hsEDeuPT/s3laLuInSHFanqRiSkjJRLRqdCkpW+dn2unGFIm0XGSghW4eG4c5s5qjvbty6BO7QLo3rU5Fi+cgxvycXPhR5KYvski8gFlfkgYt6a8BDxNz8O3AouRlVD7VoiYFiyaIabtH/GXv/0KZcvnR6UqxVG2bHHkzZvHLH4TPkEp7+MKUt8E+lvcusQSfkyQhKjpbdmyxZjD2vHBhZNoCnOWmHtpaCQ0Q3ii4ZEESYAkOprYbFtMkHMkPGqAdmU167dlSfphan/2nRCG+OQf3S2mTp6I7j0b4votuwYwUkgm9GGz7WaWjNieFqln9f7FEhfb4djZwPhs72rItYRhE+ATU9VcQ43OJ/dxMlNOPmFGXDANdrREQvxSbNs2Cn371ESt6u+ibavKYr5OxdeH7Sw/aSDvnR9Tobpg6TRBBu7+o4JHetkESjIu2cyZOw3//NfvUapcXqxZNwe7927CVzs2mSXz9uzZbcxEXktCUB8nPdY4vi3cdKQHPU+y43q2XIuWW/oEksA0jkjxMEwJkO2BvF6Jjj3JJFKa6SRWkq0S48MD0yxpl79+foiC+0sWL0aHzrVx5Lj1W0sxawvTYZcalu0NtYT0YKRn45gqhE8ypelMErPhtmOCnRTsnRWik3Azq7GQH8Nteji7ykp8/fVYTJ3SBs2bFkXtWkVFS+2GTZvWmrx2wTLDj0ukd5XZ4JFeNoFLEFrwFiyYg789+Uc0iqqFuPhwfyjeY8nOLagsuHczVe8X4elRYeWg6DW6T2KiYzLnB+SqYhwsrpWIW7YDcj8SGM7nYIeHNXfjTAfH7dvWJCbxsZJagiQJsk3pmz+j+/vppSUEng8+szFv7XNybdZWbWpg46ZhcrRUzivpkZBIdEp2366NT81Toy0GaJYKuaZQk2R8Nk5DruxxlfOc5j1JzFibBmqdC+QDMhkrVnRD5y7VUa/+B+jyYWMsmB+DixfPyfm04PNpXphn/Q4+mBkNj/SyCbTwqRCzZ8/EL3/5M1SqXA5XjDuKmIccrB3gNaFC6hZUJT09/rZw06H7rvA39LfDwTBtjyNIhvQRZDsgpxPSacAjQe+x2l2cMXXZGcItCY+dIiRC/V1uSagkTbnbhN0L+hv3gj6r6EBB4uNU/V+jU+coxM7oIkdcuMeuP2EJieanjnD45qQXIjyKHHNq98A0ITc7UQC1PZ6jphdyIOZvzxPzdR527RmJQYMbokG9QmjatAKiJ4/GwUNckjH0vGz+SGKzgXwwmXfMN/ddmOeV8PvNo0cBj/SyCbSCqbCgrlmzEiVLFUePHt2NCUmwkLraXeh6S3haYDXsQcC4wiuEQn/D/S13n9C0ML0kPmp/7BXevn17mnVC3HtcMJxtelYDjDftfyRAan2Mm2THThaSI0XJT/0BXaT3G3cDbzFpQLKYuLbh/oo8x4CBPTB0WEM54pTqJD0OzCdpkfAsYUUitbuJS3jWfJX9oClr59gTU9ZPk5bkR+2Sv7sIJ0+Pw7TY1mjWvDDq1CuBjz7qglUrV0sehRzNaRHwPZrxr36SXIKE2efh87l5E36cGeGRXjaBFrZUMYPdpbInsRczNDib56yfVIj4QuFp3U8eBIyPcTFO3dffC//d9IRw9wnGR01N5wkkSIjslDlz5owhr/SewVZcJUHbDnjx0kUkyTEJj1rgjZu2bZDnGMZ2wEjxOUlKF7xGUi+EJ+a0CJGQkIhx44eiZ6+KQiBzkRJgR8EMEWp2oXY8kpZLavcSl/CsTJBfthN/2s4MtiHyt+bj9q2J2LS+Gz7qVRO1axVAu7YNMG/uTJw/f17OK5jvLDOSZ8HOLSqrdGVCCtt/M4db0LeBR3pZFC45RBYWyFDNdMOt2GP3XEYi0m+4x+H74RIJeo4keOTIEdMjTC2Q7YLqIxgJvIcVlibwdSG3W8Fe4HPnzhnNj36F3OdwuHPnz+LylUtCrBeNeWxn5GV67i2abuu2Yt8Hw+bOnYMmTSrj+nV2ZMwRTVAIjuYnfeHY+ZDCKd5JgtTKbKeGiiU50eSozQVnOCah2TVOeC+XZORqdpMlXo6e4DWL4fMvxa69ozF0eBQaNS6CRo3K4fPPh2DXzq+E1PhMFvSjSxFS46gcTf8dCAanez6TwyO9LAoWuAeRrIBI6aYouO9qG9TiaMaTsNQdhubqlStXjBZDLTASGA/vZQ+vLq50Qa7nOOAbN67hxIljOH3qhMhJnDUO3EyHflTuJvI3mEZqSPYeYP36DWhQvxp27OCA/QVCTnZMa4px/I2RYxIWyS1EeGk1umCPbEqMbIXsGCbEyXWJOQW81RztymbnL07H/AU90bFTOdSqXQRdu7bEipVLRKO9lpp3TBf95uhmwvUlSHrU8LIrPNLLolACSE+yAyI9l8r9gmRGwmMnCLVAbo8fP25M10ggATD+23G3hAAvy71nzcLl586fwb79e43WJ1fdp4Rg022JZPfuPWjWrA5mz+LcekstWbGtjQv/yD47GEiEJDhtn7OdEGyj47VCfnLsl3CuSWxI00znZNclvnk7BmvXfoS+feqgYf2iaNakKiZP+ALHjx2R8y60qYPtczRlLenpcXaFR3oesjRIJkaTcohQ9y3R2H2astTgaAbT/NXJEoyJe/16qs+iC7lbzicZs/bkyROmI4Vh9rq016YHTQPJlx0kxJkzZ9Gzewd8PrSJHHFuPa5wFiMXzxCNS0xbY5ZaDc+2z3GfLiicat1O107zN9lcR+1wvqRmMQ5/PQ6jv2hq1uKoVTMvBgzoim3b1iLO8amjAmc1PJrcVkhw7r5xLPY0PQ8eMhdYcZXswkkvHEo8CveYHSJsC+SEqRwfvHv3bqMZkqTSElvodyxp3Bvhv0kyIfibw4cNQOcO5eSIEw/MQ8AXA38yVyazpBcw7iQu8ZH0pklE9Lujm4kdKXHlWiwWL+mFrt0qoXbNQmjbpj4WzJuJa8ZFKW06mQY+l+3EYqcVyc2Kkp4r2RUe6XnIkmAFVgJSctEw3dft3fYpJCH2/NIdhqtncWIE1QRJELYD45uTgPsbVkJEOn3aBNSpkRtxcYvg889AihF2ZESLDjYWvpSxQnI0WW0bnu3UoJsJF2CfKtrqZ+j3aQ3Ub5APTZtUxPixI7Bv7540PMdf4rrYPrqayFbHvfKa5GSr0dkbrIQI0Gp+2RUe6XnI0iCZfJeguUsS1IlUL168iJkzZ2LChAnYtGmT0QLZSZLe72p4uPbJfRKnaokrVyxA1UqvY/cuupUshd/HDgmS3ETTxufzU7uj+Uqy41KJy3Hi5GRMm9EezdsUQo06BfDJJ32wZctm3ArrqQ6Q5IK/T0d0I7LPYyPBMDd9FjzWsPBz2Qce6XnwcBfQT4/tgJwenzPE9O/fH0uXLjUdIXeShoUlmxDxEC4JETu++hK1a+TFtKkd5WiVUMwkJPtHiL5Fs5YrhHFGk+WiCc7B6tWfoHfvSqhZMy/atq2H6TETcPzEcTkfGfwtEix/727yuMIjPQ8eIiASMZAA2ZnBoXAkFoKEyKmy5s6di5MnTxoXGZdYlIA0nFtz39eH0LhBBfTvV1uOVgXJju4mYr76luLAwWiMHtUcrVuUQLOochg14jPs2rXDOAgr7kVsHiLDIz0PHiKApKHaWSQS0TBOlUXS46LSNWvWFE2sLdasWZPuPdo2eO3qVXTu1ApRUcXl6LDISjFfR2HOvPZo264EatYoiI7tm2DZkjm4eeO6uUfBdkZfcAlExmmHzqUlWw/pwyM9Dx7uAiURlwDZ7ue2zxFsB+Q8gRMnThRzdLW5jkREv8BJkyaZlfhdSIwYOXoISpV5DytWTMbAAU1Qq1ZutG9XE9OnjsHJE0eDV/JadkbYURIczuYLxMMnW5rKSqKaRgWPPUSGR3oePKQDJTkVkopLfq5EAsNp9nLZzLfffhslS5bEoEGDgmuHpGDJ8vnI9e5rqFG9DIYP6Ye9e3bCl5jWaZoxc2gYyY5Tz3NKLIp2TGiaXFNX0+ghMjzS8+DhO4JLNEpA1Pbo/Mye365du6Ju3bpmslSCEyVwmn5qgy5cYk1LZnamE0LDdJ/36L6Ge4gMj/Q8eMgAkHeCPJQGNEm1M4M9wKNGjcLrr7+O6tWrY+DAgWbeQIa7xEeoGcttJK0u/HolQQ93wiM9Dx4yAOSeIP+YLTU0PSZ8PmuWsiOEml/nzp2RO3duVKlSxWiFBMmNPoFKeATvUUJTknPJjlv3Gg93wiM9Dx4yAEpC3wQ0g0+cOGHGCBM0f3v06IFSpUqZleT27t1rOkwIkppLhuGkx+295HGFR3oePGQIUhAXfxPHj3+NPXt3YseOrdi6bRO2b9+Mr77aImbsl8bnj6auklQ4qOVRC2zevDny5MmDp59+Gm3atEn1E0zvPoa5JnB68rjCIz0PHjIIu/dsRcnShfH0s39FgYK5UbxEIRQqnEf230OevO+ie/fuRqtTrY1bkiD3td1PQa2PawdzYgSdKp/jhakBjhkzBgcPHkwzXZYSmxJjJHlc4ZGeBw8ZhI2bVuDFl/6G8pUKi7a3DYcOHzD+egcO7BFTdZdxXaHPHwlIyUnJ737IieOA+/Tpg5w5c+K1115D8eLFjaM0R47ofYyLuFdcjxM80vPgIYOw6ctVeDPns+jQuXEw5E6QiNQUVbIj7qahqSg42zPHBnNUyOjRo830+dQU05sp+nGHR3oePGQQtn+1HjlzvSjyEgYN6YshQwdi8ODB+Oyz/pg8NdqYrEpurkZ2v4TH68LNYILhFJKphzvhkZ4HDxmEnTs34u13cuAvf/s9ylX8AKVLlxApjWLFiqJ1m1ZmLQ8lO3d7P2RF4iPhUbjP+5QMdeshMjzS8+Ahg8A2vTfffhat2tZBIIWuJkpoJKpkISxLbiSpcMK6F3HxvBIlca/rPYTgkZ4HDxmEdRuW4cl//hZ16lUQ0gstnm1h2/E8PHx4pOfBQwbh5Kmjph1v3rw5QnokuZAJ6uHRwSM9Dx48PEYA/j/XYIhC6f36SQAAAABJRU5ErkJggg==)
In the figure if dilation is undergone to form a similar image or a dilated image then which side corresponds to the side DE of the triangle DEF
![](data:image/png;base64,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)
If the polygon undergoes dilation then its angle measures are
If the polygon undergoes dilation then its angle measures are
If the scale factor is 2 the dilation is
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent
If the scale factor is 2 the dilation is
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.
If the scale factor is more than 1, then the image stretches.
If the scale factor is between 0 and 1, then the image shrinks.
If the scale factor is 1, then the original image and the image produced are congruent
If the scale factor is
the dilation is
A scale factor in math is the ratio between corresponding measurements of an object and a representation of that object.
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.
If the scale factor is
the dilation is
A scale factor in math is the ratio between corresponding measurements of an object and a representation of that object.
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.
Dilation preserves
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.
Dilation preserves
Dilation is a process of changing the size of an object or shape by decreasing or increasing its dimensions by some scaling factors.