<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3659211079526853276</id><updated>2024-08-31T06:30:30.783-06:00</updated><category term="tutorials"/><category term="news"/><category term="training"/><category term="outage"/><category term="tips"/><category term="Excel"/><category term="MS-Office"/><category term="InDesign"/><category term="Photoshop"/><category term="Illustrator"/><category term="email"/><category term="Word"/><category term="Outlook"/><category term="PowerPoint"/><category term="Word 2010"/><category term="Access"/><category term="blackboard"/><category term="warning"/><category term="Computer Basics"/><category term="Dreamweaver"/><category term="Flash"/><category term="Mac"/><category term="OneNote"/><category term="Windows 7"/><category term="discontinued"/><category term="release"/><category term="security"/><category term="browsers"/><category term="Acrobat"/><category term="Acrobat Reader"/><category term="Adobe"/><category term="Captivate"/><category term="EndNote"/><category term="Fireworks"/><category term="IE8"/><category term="Kuler"/><category term="Navigation Pane"/><category term="Office"/><category term="Open Access Printing"/><category term="Publisher"/><category term="Qualtrics"/><category term="Tablet"/><category term="Wacom"/><category term="cas"/><category term="data tables"/><category term="education"/><category term="extensions"/><category term="forms"/><category term="graduates"/><category term="idcard"/><category term="ldap"/><category term="phones"/><category term="unified messaging"/><category term="upgrade"/><category term="voicemail"/><category term="web design"/><category term="wireless"/><title type='text'>BYU TechNews</title><subtitle type='html'>News about products and services available to the BYU community from the Office of Information Technology.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://technews.byu.edu/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>IT Communications</name><uri>http://www.blogger.com/profile/17303060389024757507</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>106</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-5803296484924604316</id><published>2012-03-02T13:05:00.002-07:00</published><updated>2012-03-02T13:05:40.734-07:00</updated><title type='text'>Conditional Formatting in Excel</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Let&#39;s continue with learning a little bit more about Excel. This time we will review conditional formatting. It is very useful when you need to present data and quickly identify variances in a range of values.&lt;br /&gt;
&lt;br /&gt;
Let&#39;s say you have a table with information on how much your employees sold in 2010 and 2011. Now you would like to identify top 3 and bottom 3 sales for each year. How can we do that quickly?&lt;br /&gt;
&lt;br /&gt;
First, let&#39;s start with 2010 sales. Highlight the cells that contain the information you would like to work with.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBBjCCM4wYVeKudjDR6nPKK2AEu88VEWTaEN88LYIG-4xCWf5TJDxb0MqGLK4-wjJaK8J0xlrWJ6Tjgg5LZZ6llGCdy5P8Qyori5D_hExXjG4A3yiWTcz5IgYNUBvpHsx7km3f7RJrW0bA/s1600/1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;320&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;204&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;Then go to Styles group in the Home tab.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLcxKenyhfCF25-L-KrRoHVb68BXryAwGbXTKy3PIH1tvzdk5vLJ6TEjaY718VLPZ6ZrIRWhwY2SGy-ly1TYwrtJImaZ-zcH4NSgTDxQnovwYkzcnBFeoGOJeqGQKP6coO7ToQXHL7xEIV/s1600/2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;100&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLcxKenyhfCF25-L-KrRoHVb68BXryAwGbXTKy3PIH1tvzdk5vLJ6TEjaY718VLPZ6ZrIRWhwY2SGy-ly1TYwrtJImaZ-zcH4NSgTDxQnovwYkzcnBFeoGOJeqGQKP6coO7ToQXHL7xEIV/s200/2.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Click on Conditional Formatting. A new menu will open up. In this case we would like to highlight only top 3 and bottom 3 sales for each year, so we will put our mouse button over &lt;b&gt;Top/Bottom Rules&lt;/b&gt;. Let&#39;s select &lt;b&gt;Top 10 Items...&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;127&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Step 1&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;200&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;173&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Step 2&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
Once we click on that, a new menu will open up.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;194&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
We will change to only top 3 cells to be formatted and change the color of the formatting. Because it is top 3, we would probably want it green. So let&#39;s change that and then click &lt;b&gt;OK&lt;/b&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Your worksheet should now look like this:&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;320&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcsAAALFCAIAAAAjgl/9AAAgAElEQVR4nOydeVwU9f/H1yNvAcVjFxLZFTxiF0zxALE0tUOzzLQyqawvouWRV0FWX0Orr1qKB2ke/cyUGxFEkVuuFVQUb4UFQUFUFIE9Ya/5/TF7zM6xs7ssuzPb5/X4/AGzM5/5vD/Hc97zns98hlHzRAISSCCBBFJnJMbfKSUggQQSSCB1RuoQYSsfSUCCE6gNUEXAQIonu5SfUflIbFmie3U7QOPRKzl8FQEDKZ4AYWmcQG2AKgIGUjwBwpqfUnd7BIRtKbN3MajT+coSZwQs9jBIlKgfW1cRsh7C+Q5lIKaJZ0RV0dhAnB672CNg91G6lJ/AhJBUza+0JmzVlkWLQ8J322wI2aHxzE1liTNQvTN1dyf1V+pWkYHJVVsW2QiyNiQsskH5IbaCbKcR1kb9szMJS2iCGYQtuf2YWoSFDbNhC9mh8SyrE4ON/BBquLG2qiJ+CMKD0NaJLWrAToS13UUUENYCE0wlbMntx/FZNylF2LyoMNg3ORpuuxslWzeeuQl3+FHAx7ddFdnPZ7cbYW11EQWEtcAEkwgL45VihEX0qtTdHosS8+xZGEoRFh0Ssvvlx6ZVZL/OYD/CVm1ZZOi208hA3Dhs5/gEtovDIspPTlgdXqlFWIOBhLkxtHmiEmENh5+t7pGpUkWAsPQy8F/uwyLxSiXCVm1ZZKPrnp0bz9yEfwtp58uPTasIRAnoZeC/mbAovFKIsNTz1KhN2H+TD4tzRbHRNQY86bKOOfQqP5kJhITF4pU6hD0ajuOx2vd5F2UJmxcVZvcgtY2rKC8qDDELuGrLosW2qQEwW8sa5tCt/GQm4BMWF6+UISyBU2bXiZ9UIqwtJm9TvYpSd9s+fGSvNw5sFgKy4RsHnWIUhQhrSqIKU6iRQG2AKgIGUjyBt2ZpnEBtgCoCBlI8AcLSOIHaAFUEDKR4sg9hO7I+LEgggQQSSEYSoyMXBAhIq8qqansXgepy+CoCBlJcdik/IKx1RPfOZwM5fBUBAykuQFgai+6dzwZy+CoCBlJcgLA0Ft07nw3k8FUEDKS4AGFpLLp3PhvI4asIGEhxAcLSWHTvfDaQw1cRMJDiAoSlseje+Wwgh68iYCDFBQhLY9G989lADl9FwECKCxCWxqJ757OBHL6KgIEUF2UIa9p6YoCwSNG989lADl9FwECKiyKE5YeYtuQdICxSdO98NpDDVxEwkOKyP2HzosI8AhbPCN8NfFhzRffOZwM5fBUBAykuChA2lZ8HogQWie6dzwZy+CoCBlJc9icsiMNaLLp3PhvI4asIGEhxAcLSWHTvfDaQw1cRMJDiAoSlseje+Wwgh68iYCDFBQhLY9mx87W1tQkEgvz8/KtXr4pEInsVg1R0H5+kAgZSXICwNJbtG6+1tfXUqVOff/65n5+fh4eHs7Mzk8nkcrnLly/Pz89//vy5jctDKrqPT1IBAykuQFgay5aNp1Ao4uPjAwMDGcSaMGFCRkaGzYpkiug+PkkFDKS4KENY0xIgLFI2a7zr16+///77RtiqU9++fY8ePWqbUpkiuo9PUgEDKS5AWBrLNo138uRJNpttCl5hubi4nDt3zgYFM0V0H5+kAgZSXICwNJYNGm/Xrl39+/c3Ha+6cIFYLO7sspkiuo9PUgEDKS5AWBqrsxsvIiLCXLbqdPDgwU4tm4mi+/gkFTCQ4rIPYTvyKfDKqmqQOjtVCKpWrV5NilFXV9dp06d/tGjR0tDQhQs/mDBhYrdu3eCfuFzupbLLdjcEJJD+hQn4sNZRZedcHlUq1Y8//tilSxcjbJ0yZcpff/1VUVEhlUp1BzY3NxcUFMydOxfeJy4urjOKZ5Y6qYqoI2AgxWWX8gPCWked1Hi//vqrEbbyeLwjR460t7cTHS6VStevX89gMCZNmiQUCjujhKaL7uOTVMBAigsQlsbqjMY7ePBgnz59iPAaGhpaV1dHmolKpVqyZAmDwdi3b5/VS2iW6D4+SQUMpLgAYWksqzdeenq6s7MzLlsHDRp04MAB07O6du2ai4sLj8dDhhFsL7qPT1IBAykuQFgay7qNV1ZW5u7ujovXkSNH5ubmmpVbS0tLQEBA165dzT3QuqL7+CQVMJDiAoSlsazYeE+fPg0ICMDFq5+f3/Xr183NUKlUvvfeewwG46+//rJWIS0Q3ccnqYCBFBcgLI1lrcZTKpVLly7FxevYsWPv3r1rWbZffvklg8H46KOPFAqFVcppgeg+PkkFDKS4AGFpLGs13h9//IE7N8vf37+ystLibL///nsGg8HhcGpra61STgtE9/FJKmAgxQUIS2NZpfGuXLnCZDKxeOVwOBUVFR3JeefOnXBW6enpHS+nZaL7+CQVMJDiogBhyxJnBCz2CFjsEbA4JBUQ1gx1vPHEYvHMmTOxePXw8CgqKupg5rt27YJz+/bbbzuYlcWi+/gkFTCQ4rI7YfkhOrCm7vYICNtS5pCEVXdGph1vvO3bt2Px2q9fv9TU1I4XLykpqUePHgwGY8aMGUqlsuMZWiC6j09SAQMpLnsTNnW3x6LEPM2/VVsWkbixtCOsSvJIJayhJmEvXLjg5OSEwmvXrl2joqKsUrzTp0/37t0b9oglEolV8jRXdB+fpAIGUlz2JqxBQvizjkJYZfNtVfOdTsq8I42nUCjeeOMNrAO7bt06axUvLS0NJqyzs3MHQ7oWi+7jk1TAQIqLQoTNiwpD+LMOQli1UgopZZ2UeUca7/Dhw1i8zp49u7W11VrF0xG2X79+58+ft1a2Zonu45NUwECKiyqEzYsK8wDf6TJTFjdefX09h8NB4dXd3d26nqaOsN27d09ISLBizqaL7uOTVMBAiosShM2LCiN9xgUIi5XFjbd27VoUXvv06ZOYmGjd4p05cwZeRKZbt27Hjh2zbuYmiu7jk1TAQIrL/oQ10XsFhMXKssYrKyvDPuBauXKl1Yt34MABeEHubt26RUdHWz1/U0T38UkqYCDFZW/CliXOMM17pRdh1XKRSvK4s89iQeOp1eoPP/wQhVc/P7+nT59avXi///47nH+3bt1iYmKsnr8povv4JBUwkOKyM2GPhmveNfAw7aUDuhBW+fRK291/OvssFjReTk5O165dUfGBTnrnau/evTrCWj0EYaLoPj5JBQykuOztw5qZ6EJYWfm29rt/d/ZZzG08uVyOnaG1atUq65ZKKZO1NT6W1lZ/9/mn3bt0YTAYXbt0iVq/WnjlguRBjVqlsu7pjIvu45NUwECKCxDW+lK3t7acmNQu6PTIo7mNFxMT88ILLyDx6u3tXV9f3/GSiAR3H2efuXd47+0tYZeWf1w8b3rRq7wjIwe7du/GYDC6dmF8P2zAeV+3vNdevrpu6b3/+6P15tWOn9QU0X18kgoYSHEBwlpfisbLLYnj2mvTOvtEZjXe8+fPsSvAWrx4q0IskjyoaUhLuvHDmpJFs/NfeznD98UiXxbf162Ax8rjsYp83baxB/buCvuwjLAXXfJ5rBwuq8iXlc9jnZvqU7ZsUdWfkc1Xy+TNzy0rgymi+/gkFTCQ4gKEtb7aBHHCk1M671UuncxqvKSkJBRe3333XXM/8dL+vKkxP6tqz7YLn83L9udk+TDzeKx8HiuXy8riMjN8mGe1qYDHWufu3FUTJWCEv+hyjseCf8r0YeZyWed4rBwuK4PnVjxveuVvEU/yzspbW8ysAHLRfXySChhIcdmHsH+nlFicTPxiuB3Tw/wfniZPFwgq7F4SXbpbKQgIDETitW/fvjGxcaYefv16+T+Hi1Z8lj/3lQyeW7GvG8zHXC4LJmw+j5XHY8GEzeIys7jMUj/34CH94HP16trld8+BeVzWWR/mWZ57hq97tpbImVxmLpdV7OuW4cPMf+fVku++vp52suL2HbvXGEgg0Tc5uA8rOb9BlLnABieqNPnyePLkye7duyMJGxISQnoU7LHe3bYp//WJWVxWiZ9bqZ9bPo+VzWXlcFmZ44bnvz6Bv3DWxf8sLPsymP/BG1n+nAyeW940v/zXXi6aMnqGS28Nzbt22T9iUB6PdZbLypk8Mm+ab/7rE7IneedyWZlanzeLyyzksTLHDjv/0VuXvwquOxEjffSwY9UDQfT3gEgFDKS47FJ+Ryds8Srx+W9scCITG08ikcyaNQuJVxcXF+Pfhmm5ebVi588XF83O4bLyeawsnlvuK7zLKz+7uemby6s+K/l4Tsmi2aWL37645L3ST94p//qLa2ErSj97L3uiVwbPLX/m+PNvTEyYNMqrt+apmlP3bgljPXNf9sjiMnO5rOxJXmXLP76y5j/nP3wz02+Yxrf1YWb4MHMnjrjw2XtlXwZnjh128b1pFZG/iu/X2KCK6CtgIMUFCGt1qcRFK6TXdtngTCY2XkZGBsqBXbt2Le6eSpnsaWFO+dqQ3IBRBTxWAY+VxWXmvzHx+nerbv533cUvFhS+HZQ/Y1xO0Es5QS9lT/Q6y2Xl8VgFPFahL+scT+OQZnOZhb6sI96DmT26wadzd+pXvumb62tDiuZOzX9tbAaPdS7opZsR39yP+ev6d6uKX58A+8VnfZiZXGYOl1k4O7BwdsA5LqvI1+3cdL+aI/sUYlGnVhF9BQykuABhrSy1QiLK+bi9+oQNzmVK4ykUioULFyLxOmTIkNu3b2P3bMzPKv9ycaYPU/MMSnf/7s/J8HWHb+RzuCw4hJrFZWb6GDzaQqZCX7dtngO7az/95de3R7oP69yU0SWL5pxfMLPgjUn5b066tPRDwR+/Pco6fe/w3vK1IblTRufzWFlcZiaXmY3wamGCX/piwfOy0k6qIloLGEhxAcJaWWqFRJSzWPHwHHKjSvpU1XrP6ucypfGuXLnSs2dP4w6s8O7t699+lTvOs8jXLRODywxtwoUpNmX4MPN5rJVu+qUPXnfpneHDzOEyc7msHC4LDiZk+r5YsmDWzf+uf3q+4Pm1K40FOdfDVuSMHXbWh3mWy8rmMjV/TPI+y2Wd93XLCxh5P/aIuS8s0H18kgoYSHEBwlpZarlInPuJqgUR5VTJFU9KFY8vWP1cpjTe8uXLUQ6sQCDQ/Spvfi7Y93velDGFPDed59jBBPu2bw3sozvpJ0P65XCZmYY7ZPow83isbC6r6M1J9/7vD3iq1uPsM+VrQ84vmJU32Tuby8z0YZ57lXd+0ez8qT5Fvm7ZXOatn79TSs34XALdxyepgIEUFyCslaVWKSTFq5RNNzT/q9qVz2+1V8WrRPdxdm57rpaLLT4XaeNVV1d7eHggCYv8KOFTfn7Jx3MKfN1yrMTWs5o4LOvkmKGePfWR329fdMnn4Z8iw4eZx2Xl8FiXV3z6lF8AQVB7S3Pt8cOXQj4omDkue+ywPC7r3PSx1zd+zX9veiHPrYDHKv/6i7ZGU1fVofv4JBUwkOIChLW+pGURque34L9V0qfK5or2ymiVuAG7p/wRX/H0isUnIm283377DYlXJycneAqBQiKu2Lste7xnPo9l+u0/UfQAdkgzfZg5XBY8v/Ww9+BeXTVR2G4Mxg62ayEBYXVebQ6XyZ//2v3YI22NTyAIena+4Or6UP68V3MnehXwWAWv8m5v33R5xafneCy+r9ulkA/bm0xaDIzu45NUwECKCxDW+pLfO6kWa+ZyqloqlM9vtgviVK012D2VovvK57cs/k6i8cZraWmZPHkykrBLly6FIEhUVXH5y8UFPLccriVUzda+ZZDHY+VyWdlcZrY2ApA/yz9zrEeJn9t6dxftUy4Gq0e3I96D88jcZPihVu5Un2thX9WnJqjb29uePL65OYz/wRvnpvkV+7oVTBlTdXD39e+/PsdjFfm6XfhigezJow5WkQMIGEhxUYCwqbu1SxeSLxRLC8Iqn15Rt2teAFU0likel7bf+YsoDqtWW77WlPHGS0lJQeJ1wIABFy5cEF0oKn47qMDXzUTXFXZRs7jMAh6L7+uWz2Nl+XMKXp9Y+um7175dcWf7pnv/98e9w3sfnk66H3uk5Ub5k6zT5d8sn8oapDtvgFNP2LE15XQ5XFbWuOGFswPL1y5tvX0dgqDaYwdv/RzOf3/mBT+33Amcmn8O3v5lI1yY8nVLlRJNjOXRo0fPn+Osb0DN8alUKuvq6sx9ZRlX1DTQiqK7gfYmLHIF7tTdpB87oAVhFU/L1W3N8N+q1ipV8922W/sUj6z/KUDjjbdgwQIkYefNm/co6XhhwMhzRm/YkWyF34st4LGyJ3pdXrnkdsS3Nf8ceMrPlz6sM3LeCxcuODs768778SuBt1cEZ/q653CZ2YiXuIxEDDJ8mJljhxVO861LOg5BkPDu7ebrVy6v+KzUz634tbEN6Sdv//J9Po9VxGPd2vIdfNKPP/5469at5laRvfTw4UN/f//c3NyOZ0VNA60ouhtob8IaJH4ImRtLC8K23T6sEtbAf6vbnimb78puH2q/f8bqJzLSeAKBYNAgvSPZrWuXXyb5FPh7muhLwotjlX76bn1KfPPFYpHgrkouN7FUUVFRuvN26dLl0KFDUJvs6fnC8jX/yQkcnfWyB6n7rJtpkMNl3f3tJ0ithiBIIZVcXRtywc/tXJDP4+wz5etDi31Zeb7uDUnHIQh69dVXcb9DTs3xWVNT069fv9TU1I5nRU0DrSi6G0ghwjrM17wlF75Xap90QSq54tm19nvJ7YJYq5/ISONt3bpVh7n+3bqudXc+x2Nlc5npZP5jLpdV6MsqnDHu7u+bjfuquFIoFMHBwbpTu7i4wN/xVsvlzy9feJx9unjeNL6fW44JzuxZH2Y2l5nPY5VvWKYQtUIQJG9tufzl4ktj3YvfmfrkXFbpZ/PO+7oVTn2pofjc3LlzkdMkTKkiO6q2ttbV1TUtzQrrW1LTQCuK7gZSg7BliTMcKA4rPr9O0ZCv+1fZfFf+MF9+z/pveRE1nkgkevXVVzXh1+5dtwwfWMBjZRp9rgW/JpDLZRXOmXL/6J+i6krLivTw4cPhw4frCDt69GiRSP/Cq6q9/fmVC3d+/T5/pn82l1XAY5FOFMvkMgt4rKvrlsqFQgiCZI8fXfzknUtj3S988k7NPwcLpvkV+bqde3faK2N9f/jhB9OryL4ChDVddDeQGoTVP/JyhDis7OoOg7dmlVKVtFH+IEP3+MtAynZVazUEWfK8i6jxzp8/379/fwaD4dK96/88Bxb6GnMYM7RrvJbMf6327z87uB52ZmYmMvj70Ucf4e4mEtwR/PHbtQ3LcyePLPTVvsFlWKRz2qtCpg+zwJd1efXn8FsJourK4jmBfF+3/DcnnV80O4fLSvcZGujUa8uWLaZXkX0FCGu66G4glQjrKHFYlaiuvTZNLWtEblQ0lqklOMvxqZUyRX2euq3JghMRNd7PP//MYDAGvdBtm6drga+xGa/w0llFb0ys/eeAiTNMjWvDhg1Iwu7bt8/4/k2XSm5sXJ03lZurXQkBfsx18YsFF79YkOH3IjzNK5vLvDjW/eaPa1UKBQRBTSWF56aMzuexMl/2yOIy014aGuTU6+effza9iuwrQFjTRXcDAWE7RcqmW/L7Z5Fb1AqxWtmOu7NapYBUCgvOgtt4Mpls0qRJri902852LSB+oSCbyyz2dcufPPLu9k2yRzhvQ5gllaQBUsna2tp8fHx0eO3evTvuEjPoY+XymiP7+fNfy+exsrnMLC4r05/zvPySUippLMzhvz+z2Nft5JihB70Gpfswa45okF0beyTX98UcLjOLyzz10tCJ/Xv+59UAtRB9l0DN8QkIi9WzZ88ePcKZ4Ex3A+1NWGRkoCxxhkM86YIgSCVrlF3fq5Y9gyBI0VCAHx/osHAbr7S01L1Xj50cVz7eMi6wk3iOx8qZ5H3j26+aLhR3vBiK+hzxuRBIKSwpKenbt6+OsEFBQcggrBGJa6seJPxz44c1ORM48LsMz0qL4J+kD+turvr0d/ZAtx7djngP5k8a8aykCIIgtVJxfePqAl9WNpd16qWh4/r1XDy43/0/d6Jypub4BIRFqbW1dfbs2ePGjWtqQt/M0d1AexMWnkKgeeOAJAhLI8JCECQr/6393gkIgmTXdiqekC37ohCrVaZOh9IJt/H2Rvx3F8e11M8tdtSQpNFDNNNLucyzPsx0H2YWl1nk63Z+/mtPC60wGROCIOWzq6L4kW0390EQtOnH75AhAs2jJ9NeqWh71vj0fH5t7JGS92eWjXWvjdZ/olHdJju8bMnwnt33eQ26Mta9ZMFMOKDR3vSU/95rxb6sUz7Ml517Lx7cjz/NVywwWFmcmuMTEBYliUSycOHCV155pbW1FfUT3Q20P2HNSjQirLwuU3zuC0gtV9Tntd2MMr6zSvSgveakiTDSCafxmpu2Tpv4yZB+S4b0/3hwv5hRQ+B5UTkBo87y3HJ5rCwu61bEt5K6WrNORFhs2TNR2szW1GmQsk1SmzUn0E2H1169eqUkxUDtNaZfORSi1uZrlx9lp1/fuPpRtsH04eLiYvee3Y9OH3/nm2WFPFbFrl8VIqFKLm8qLSqa7J3Ocxs/2OWDQX1L/dxuRXyrVupDLtQcn4CwuFKrcV4fp7uBgLBWllqtkjcUKJsrIJVclP62vD4XUoilpd+p5cbW3FMr2+T3z0AqpVnnQjdec1P25u+8+vZkMBjuPbof8h4Er2l9df2y0s/eK+Cx8vxevP5fnGn5lkmtksvOr1Ge4MgfZEItZcW/jRrs3E1H2FFew6qK/4Bk5qFcIWypOxFTuWdbe9Mz5Pa8vLyRbM+CQ/shibjm0J67P4cLK+48v3JJrVZXbvtvHo81rl+Pjwb3LfBl5Y4b3lJepjuQmuMTENZ00d1AQFgrSyV52JryijBtFqSQSC9vEZ/7AoLUbRXH5XWZVj8XsvHaGh9Li3J++WY9PElrD8e1yJdVxHO7/t2quuTYvHHD86f6PMo4pTYT4kYkvbYLSveSXNgICatVmdN+X+Kqw2vXroxP5/pCEoPHXLgeCnYHpVh0Z9t/n50vgCBIpVLJZDKFQnHq1KlRo0ZdvXoVgiDxs0ZZ01O1UtF663rz1TLFsyd5bwUGOvX8PNA/d+ywIl+38rUhkPZcBlXU1nbt2rXi4uKLFy8+fPgQe2rc8sASiUQXL14sLCy8efOm6VWkVqvv3LlTVFRUUlLy4MED3XYTCVtVVcXn80tKSqqqqoj2MTKA29raTC+qETU0NFRXV1dXV0skZqzMC0FQTU3N+fPn+Xy+8Y/CGRfKwOrqaj6fz+fzkcsck0qtVt+8ebOoqAjb9MbV1tZ2//796urqujqz376BBQhrZamlj4WnXoPSvWTXdimf3xDHeckf5imF99tu7YeUMuueS9d47c+bHp9KFN2/Fxwc3K0L4/thLkU8t0Jf1qXli59dKC58Y2Iel9WYn2XFU8sb+JI4tvTMdEXj5ba8jyRxbB+PHohZBF2T4o4i93/8+PGXX35ZUkLYfHfv3g0NDa2srIQgqK3xsezRw+dNTV999dX06dPfeOONl19+uU+fPgEBAW+++ebrr7/++eefK5VKtUr1IOGYormpNu3EFOdev/76q2BLeImfW9ZEr9bbN5BVJJfL9+3bN3369GHDhjk7Ow8ePJjH4y1ZsuTOnTsQBN28eTM0NLSmpgZZntra2tDQ0IqKCoVCsXXr1qlTpw4ZMqR///7Dhw9fsGDBhQvk66nHx8fPmjWLw+E4OTkNHDiQy+UuXry4tLQUgqC6ujrjhC0oKHj//fdHjhzp4uIycODAUaNGvf322zk5Odg9YQOfPHny6aefwlcgiUSye/fut99++7333jOLJig1NjZu3rz53XffHTdu3OjRo8eMGTN9+vQvvvgiLy8Pd/+cnJxVq1YJhUIIgrKysubPnz9mzJiBAwcOGDBgxIgRs2fPPnXqlJHT7du3b9OmTUQGQhCUl5c3b9680aNHu7i4uLi4eHt7v/POOykpKaSGxMTEzJo1y8PDw9nZeciQIX5+fkuWLCGF/qVLl5YtWzZz5kwejzd69Gg/P785c+aEhYXdv4+z0LMR2Yewf6eUWJxM/GK43ZJA8PhsCJQ2oiWBV1sW9/T0/Kepb1ZUVt4vPXTvWhbp4YI7V6tuXzDrjHfLyy8f3i8oLuSXlA4dOvR91755PBbf1y1hxsRrxYVFSz+86OdWEhFuRRvvlZ9pSZ2uSB5VV/jro4wvoDMj4jcM7d5Vt2Ah48UXh127cQN5SGZW9uAhQ37fsZMoz3+OR7u6usbExum2XL1+I2LzltBly75asWLO2287u7h88OFHK1auXLZ8+Xfff3+norKyqvpaStLVP3dXCKoCfLkhC+YLLl3In+Vf6ud28bctunzKrpTPnDlz0KBBHy9efCw6JjMrOzkl9duwcA8PDycnpyN/H42LT3B1dU08cQJZnuSUVCaTuScq6p1332WxWKtWr047fSYzK/vAwUNTp77i7OJy4OAhIltu3r6z6OOPnV1c3nzzrYOHDmdmZadnZEZs3uLj49O7d59t23+7WHbZ1dWVKIdNP/3Ur1+/cePG/bZjx9nMzIzMrF179kyePNnZ2XntunW4h+TknevWrdux6JiMzKxRo0cPGTJ08uTJYeHh12/esqyJz5zN8PXz8/b2Dv7k063btu+N+mNv1B9r1q6bPHnygAED1q5bB9c/qtjDhg0rvXjpu40b+/fvP2HCxK3btqdnZGZkZu3b/+e06dOdnZ2XLV9+t1KAe8Z33n3X18+PqDwbvvnWyclpwoSJOyN3ZWRmZWRm7Yzc9corrzg7O3/xn5Bbd+7iHnWnovLjxYudXVxef+ONw/93JDMr+/SZ9E0//eTt7T1w4MD9Bw4QnW7b9t/gOlz99Zrde/fujfpj+2+/f7ZkyYgRXi++OOzvo/9YcTR1RnJkHxaCIPmTiy0xI6GTHFHuJ7KrO6CTnPbqBLVcqHiYr25rUUkeKrXrwmClEtdJSsJUEnoh8j4AACAASURBVPKVTyEIqqyqbm9+3nAmRVxVAUFQWlqaW49usaOGlI11/2OEa8Tar+8d3H3ez+32rz8gH/50UG1VcdKUCeqTHOHZd8TFayRxbOUJzgeB+klaDAbjq6++Qh0lEAhGjRqVkJBAlG1hYaGXlxe8iAFWubm5I0eOxPodCrHwXtT25xV3Pvroo0UsF8XTx8+K8y69N73hrMa1uXHr9uzZs4cPH37x4kXUsY8fP37rrbcGDRr0yy+/jB07tqysDPnr9evXx4wZ4+Pj8/LLL1dXG7ghCoXis88+Gz58OO78TZVKtXr16j59+pw8eRL1k1QqXbZsWd++faOiooYNG4brwx46dIjBYPzyyy/Yn6Kiorp27bpjxw7kxsqqagiC7t275+bmtnXr1pEjR86cOdOsUAauCTNnzpwxY0ZzczNuMbp3737mDHolo0OHDk2ePHnz5s1OTk579uzBHvjPP/9069Zt48aNuCddunTpa6+9ht1eWVUdFRXVrVu3yMhI7K/R0dG9evUKDw9X4X3ALTQ01MnJCbvCjlQqDQkJ6d2797lz57BH3bp1y83NDfcFlpaWljlz5nA4HNhVN0WVIErQGRIXrVInc5pjRggzFojiR4lPTVVLHqqENSpJg7Rsk7RopbL5rrwuSyV9gjpQrZTJbv3ZLohWy8lnklZWVStl0vbnmodCGzZsCOzfK3XM0F+HDxzSp1fk11/l8dzKv/4Cfg/KKmp/kN2aNE55gtN8nN2S+HJztJc6mVO6zX2oi/4ZV5cuXdLT01EHWkbY5qtlkvv3IAjKyMjw9va+fv069sBHybEVh6MWLly4ZEj/Bwd3QRAkffJI1a55uWP9hm969ep16dIl3JOKxeKpU6f27NmTw+HAt9g63bhxY+jQoQwGA/emWCgUjh49+rvvvsP+dOrUqRdeeOHECfxlKFQq1eLFi/v06dOrV6+MjAzUrzdu3HB2dg4LC8M9FoKgbdu2OTk5IS8G8ACuqakZNmxYnz593njjDZmso8GotrY2V1fXP//8k2gHHx+fzz//HLXx2LFjAwYM6Nu37++//0504OHDh7t06YIb7iAibNrpM3379sXlnS7PMWPGYCfSxsTEdOvWjajLqVSq999/n8vlYpcVjouLc3FxwWYI68qVK/379zfSk1EChO0UKZ9eESe+JItnN0d7Nce9BJ3kSC/+CEGQSiGVPzwnjPGUZL0nSp8jyZqvEhtEyhTPrslKNsgfnFU+u0b6CS9k46nV6oCAAKduXUf3fqF7ly69u3eP9x9x5dN32qzxLix8BtnV34WxIyRxns3HPZuPe7ZGe4piPeVJ7J8+GoB0YH18fLDOnWWEbb1zs+HMSUhL2GvXrmEPVDQ9LQtbOX3q1GVvzLi1bqlSpl/WuqGhwdPTEze6p9P58+d79uzZv3//GzduILffuHHDxcVl2rRpRAeuW7du8uTJ2KdJEydOXLx4sZEzPnjwgMViMRiMrCx0ZDwsLIzD4RhZmVutVo8dO3b58uVqw0d5NTU1TCazZ8+eqOuEZVIqlRMmTJgzZw4RrHfu3LlzJ/rljtjYWAaD8dprrxl5pKlWq+fMmfP2229jXU4iws6b956/v7/xh2x1dXVyw9U1ZTLZtGnT5s+fb+Soe/fuDRw48OjRo6jtFy9edHV13bt3L+5RQqFw9erV2LYjEiBs50itFPPXQimc1mjP5ugRwhhPceJoeb1mkr/4/DdQ2oi2eLYqmSPOnKdEfGBG8ahQnsSRpk1tu/u3oqFYJUE7uUghG083bmG9NXTAtW+/bG80KdpAKvmDDHH+Ulk8WxLHhvEKJ2k8+8FBD97wHkjC4q7TanGUAH654OzZs0SEhSDo5s6fJ7zI/O9//3v/wM5nfP2qZunp6X369EHd46NNk8tnzZr1wgsvoAh77do1Fov1448/Eh2YkJAwatQoVODi5s2bTCbT+CMdCIKWLl3KYDAyMw2ml4hEojFjxuDeXyMVGxs7fPjwx48134LURQkGDRr03nvvGT/WdBUWFrq5uQUEBGzbtu3atWum3BRHR0czGIyYmBjju8XFxTk7Ozc0oF/UxiXss2fPvLy8/ve//5lVeAiCLl++PGTIEKJ7F51WrFiBPalard6yZYurq+sHH3wQExNTU1ODuo6SzopBChC2s6R4dk2Y5CeN1yBJkcRpTZupkj2FIEglrhOmvqpI4jQf91Qnc6RZ85Stmuk4isay5mgvVTKnJcZLzF/XLohVtgggNf5tPrLxTpw40bNnTx3m9vy82SpWqMQPpZd+EsaOUJzgtEZ7IvHafNyzPZEdu34IEq99+/YtLCzE5kNK2OLiYm9vb6I4rBEfFoKg1voHkzyH/frrr7I71x+e0I/w7du3jxw5sqWF5JXlr7/+msFgoAh79epVNpsdHR1NdNTZs2e9vLxQRTp27NioUaPgGRFG9Oeff2IJW1dX5+TktH379pKSkvMEKikpOXDgQI8ePXSl1RHW+H29Bbp9+/ayZcuCgoJ8fHx4PF5wcPD+/fvz8vKI6vOff/7p3r07Nt6N0qVLl9zc3LDfd8AlbGlpqYeHB6qiTFFKSkrfvn1PnTplpDJLS0u//PJLDw8POd7q8mlpafPmzQsMDBw1atSECRPWrl0bHR19+fJlc0sCCNuJkpZtVpzgtBz3bD7Obo1hK05wJKXfwd89lNdlSRLHyOLZzcc9FUlsSdo0xYN0SK1SieubY0eLYtmiWM/2RI4wbZa88ijRkjHIxvvxxx91mHNyciJClTlSy2tSZemzFElscSyardooAfv1sb2RhA0MDMR95kBK2LNnz7LZbKLpXPiEVavlQiGkVqtUqtdffz08PBxSKpv4+eL79+DfN23aNGHCRNJZnD/88AOWsOXl5V5eXtnZ2URHnT592tvbG3XUgQMHfH19cZ+AIRUXF8dgMFBx2Lq6ut69ezs5Obm6ug4gkKurq7Ozc69eveB5ZhCCsAMHDsQGdjuutra28vLyo0ePhoWFTZs2jcViTZ48OTYWZzn5v//+28nJiegqqNPt27dHjRqFffqES9hz5855eHiQUhur5ORkBoMxYMAAeLoYUWX26dPHx8dHqSScJN7U1JSfn793794vvvji5ZdfZjKZ7733Xnl5ueklAYTtRKmlT4SpryqTOM9jRrYkjm9L4MgS2LKKf+BfZdf3SOPZwhjP58c92xPZwjgvUfrbwoz5zdEwlD1boj2lcWxZynjZ+TXKZzgPeZCNt2jRIh3mxo8fj/tZQNMlf3JRUhAiiR8BO9q4SXmCnfUTy7lPVyRho6Lw3w+urKwcOXJkUlIS0RkPHTrEYrHg6aIoye7ciPvtfy+99BL2SZfonkB85wYEQa+//vo333wDQZCi+XnV/p1tTxshCNq9e/fw4cNJq2L58uVEhDXiPeESNj4+3tvbm/RR/u7du7E+bH19/aBBgw4dOnTHqO7evXvv3j2d24UkrOnBQcvU1tZ279691atX9+7dGxu+PHbsWNeuXUkv7efPnx88eHBxMXrJIVzCXrlyxcPDgzTqgtWpU6cGDRpUXFxsvDIrKyvr6+tNzLO1tbWwsHDSpEkcDqeiosLEowBhO1ftNWltSaNlCWzhmdnCzAXKExxxIk/+sACCIEitEpeGKU9wYMiKYtltCWxZAhsFMkkcW3GC05rgK+GvlV2LVIn1rwbpGq+pqSkgIECHueDgYIsLrHhWLjm/XhjrLU/iiGLRhdElYQxbGs9e8lp/JF6HDh1KFPS8f/++j4/PP//8Q3TeDRs2ODs743or7Q/uJeyJHDNmDA5hBXeeFWTL22SvjHs5PDwc3nj3980PUxMgCCooKOjTpw/uDASdpFJpQEBAz549rULY2traoUOHksYiP/zwQ+yTLplM5u/vj7uOuBEhCWvB3TSupFLp8ePHjUyt/+qrr3x9fVFzuWJiYhgMxv79+41nfujQocGDB2Of1OMSViwWjx4zRteypuv27dsvvvgi7qQFUt29ezcuLq69Hf/G8dmzZ6NHj161apWJuQHCdrLUKjF/A5TCESe+JLu5X8RfB50eIU6bpmy6BUGQWiERF69RJLGFMfgg0yVxHBtK5ohj2aL0OW1XflE03VArZbrGu3LlysCBA2HMde3a9a+//jJaJnwpm65LS78VJ49TnTDGVjhBJ0eUbHUf0K8bkrBLly4legggl8unTZu2fPlyol8nTpzYq1cv1KRUnTIzM3HjsO3Nzx+lJjRV3AkY5a2baFlz7FD1oT0QBD1//vyll14KCQkxYnVqaiocV7EKYSEIeuutt2bOnGnkYUh5eXm/fv1w5xJs27Zt+PDhRPOEYD169Ai5AFVnEPbatWvu7u5GYg6ZmZkuLi6ot+DguQRcLtfIXAiZTDZ+/PglS5Zg64doLsHnn38xYsSIxsZG7E+wWltbs7OzUdMelErlvHnz3nrrLaKjYD148AA7G+T33393d3cnIiwEQQsWLJgzZ47xnHWiDGHLEmc41uqFOqkkj1rTZkCpHEnaNHldtjj7Q+islyRjLvw9WrVCJin5RpHEEcexWzCPklCpJdpTlsBWJHFa0+fKa1Kqb2lutXJzc3WY69+/v5HX2HGlVohlV3eIEnwUSRzdozkjSZHElp+asO7jsUi89urV6/Tp00bOEhERwWaznz17hv0pOTm5W7duQ4cOJXr4a+RJV+3B3Q38/Lfeeks3jbQxP6v2+GH479927OjatWtiYiJutvfu3fPy8mKxWN7e3qh5ThYT9sKFC3369MH9tDgEQU1NTa+88gqLxerbt+/Zs2dRvz569MjHx2fJkiVEJ01LS/Py8kI+JuoMwj58+NDZ2dnItNZ169bxeDyUD3v06NGhQ4e6uLh8/fXXRAeGhYX16dMHtx2JCFtQVDxkyJAlS5bgxvchCFq1apWHhwd22UM+n+/i4mLEp/7555/HjRuHfbH48OHDPXr0IBpEEonkpZdewr5TQySqEPZouKOtD4uUvKFAGD8KOjVCnLNIXp8rOTMLSvcSpc9WtlRC8FsGV7a2xnrBDMU+skdBtiXasyXJX3L6tSdnPlQ1lUOq9oMHD+pI5+fnZyRyr5FSphTWKptuyK7+3lb4hejsuy3RHEkcu4WMrS3Rnqpkjjz7zTtFR0aMGIEk7OTJk43PdX/27BmXy33//fdRPs7t27f9/f0XLFjA4/Fw47CQ0dla9TH/dy/x+Ntvv60jrOT+vSd5GnhVVlWvWbOmX79+x44dUxi+eXHhwoURI0aMGTPmwIEDfn5+KPfZYsJCELRnz56uXbv+8ssvqAqprq6eNm3awIEDo6Ojid7pysvLGzBgwH/+8x+UJyuXy//555/evXsvXLhQLNZPlO4MwkIQtHjx4kGDBmGnhbS1tcGTGbDkOnToUGBg4J9//uns7BwaGorir0QiCQ8P79q165EjR3DPaOSdrlOnTvXu3TskJAQVUn/69Ony5csHDx5MtMLDzp074UsFyiEVCoXw481t27ZhwX3//n1vb+/XXnvtyRP0XMmnT59+8MEHTCbz1q1bkGmiBmFTd3ssCnNUHxaW7M5fbYkc6CRHdG5pe22aKCUAOuMlyXhH3lCkeFICQVB7Vbww9dXWExNaY0wIGsSy2xLZoli2JHGMJPfjP75/+/WxvSd492QP7b5hDeZOXK1Uy8UqySPl81vy2tOyKz+LMt5rifdpjRsjjWdDKRxFEof0jPDkAVUyR3p2NqR8EBERwTDUH3/8QVoJ+fn5bm5uM2bMSEpKKikpyc/P3759O4vF2rhxY0FBwbBhw4qKinAPTEtLc3d3x32G25SfdWvPtilTpqxfvx7eIn3c8LRI4+VVVlWr1ervvvvO1dV12rRpe/bsiY+PP3LkyMcff9yrV69x48bduXOnuLiYxWKhFnMpKytjsVjYd0N1SklJcXNzI3p0vnfvXhaLxeVyt27dmpCQEBcXt2zZMhcXFzabnZub+/Tp0169emFfq4UFO+wjRowIDw+Pi4uLj4//5ZdfpkyZ0rt3788++wxFLngAV1VV9ejRw0hpzdXTp0/nz5/fr1+/Dz/88M8//4yPj4+Pj9+yZcu4ceMGDhyIGyw+dOiQr69vS0tLSkqKp6enu7v7hg0bYmNj4+PjN2/e7OXlNWzYMCOB+E8++WTy5MnY7bCBycnJHh4ew4cP37hxY3x8fHR09Jo1awYNGsRkMolen4O1Z88eFos1adKkbdu2xcfHHzt2LDw83Nvb29XV1cg028LCQm9vbw6Hs27dur///jshIeHYsWOrVq1yc3MbNWqUWXM2qEDYqi2Ldh913CiBTtJLEaoTHNUJjrQ0vL36hOSkP5Q2Qnj6TUlpeNudQxAEKZquS/hft56a0RrrJY0jv1tvidY8HxPFerYlsBv+b/iVne61MdOkJevlD85KLvzYful7ceFX4nOfC7M+FJ5+syVxnCKJrTjBkSWwxXFscSzbuL+sS8/hB25JbFHuZ5D04YMHD5hMJhKvbDbbSKQMqRs3bixZsgSeRuPs7Dxu3DjYG6qtrV2xYgXRrdn169e//vpr7DR1CIJaLpcKDu/9Yc3XRw9oZoNKG+obCzSzrHT9u6CgYPny5T4+PkOHDh0+fPjs2bN3794N31revn17xYoVqAc7Dx48WLFihZFZAVevXl25cqWRxavKy8vXrl3r7+8/ePBgd3f36dOnb968GT7Ls2fPli5damRy5cOHDzdv3hwUFMRisQYPHszlckNCQrDvIusMbGxsDAkJIZ0pZZbkcnl8fPynn346ZswYJpM5dOjQyZMnb9iwAXe+MwRBhw4d4vF4cBtVVVVt3LhxypQpbm5uTCZz4sSJ4eHhxj/advDgQePfsqysrNy0adPkyZOHDh3KZDIDAwP/+9//muJLXrlyZc2aNX5+fkOHDh0yZAhsBenqaHV1ddu3b589ezaHwxkyZIinp+ecOXO2bdtm+twDVPltKfRXZGZEVTlwHFYvZbvk/DooZYQqmSPhr5Hd3Cc68TKUwhEmT2o9/Zbkwvfq9lZIJW8XxEqKVrcmviyNJ4/M6rxLmLayBLbyBEedzGmJHdWeyIZOjYBOclTJHOUJTnsiW2JCqBc3yRPZkngv2ZWf1UoZBEFr165FObDff/+9WTVRV1cHz5VBviykMLJ+glotqn+gaMWZ6y6+J7h3aO8Tfn7zTU0gVVxVcT/mCPw3qn+3tLQ8efLk2bNnqEnmuKc2Vh7TdoAgSCQSPX78uLGxEfsohvTVIKlU2tjY+PjxYyMvTegMNCVDy9Tc3PzkyZMnT54Yn1kMExZ5yYHL39jYiAxrEEmlUuFGWlEtKBaLTSkMVq2trfCBphRGJ4VC0dTUBPcZU5obK7sTlh8Cf/3w30BY+LMr575Qn+SoTnCE2YukV/4nS52oPMERJnBb02aKC1cqHp+HIEglbWy7c6Q19RVJrKcp9++4YQTLYIpKwhhPVTJHljZFXqOZIn7r1q0BAwwWIhgwYIDxGVFWkfBaWfNVnOdgkgc1NUf2iW6WS+9plmQWVVVU7N6qVsgh+q+QTyrqGIglrFVEHQMtk50JezR8cUiqg88lQEktb5UUrZAnsVXJHOHp10UFX4lOTpLEs0UJo1pPBojPfd5eeQz+tpWiPkd4+g3lCU4bZpKsbZI8kS2NZ7cVL1e26NeTX7FiBcqBXbp0KfmztQ6r/XmT7Olj7HbJ/Xv1yTGyhnrdh2fEtdW3fg5XCFsg+o9PUlHHQEBYXNmXsPwQzVdm9UkDXMclLARBapVcWr5dljACOslpSXq5NWN+c+woUaynMMazNd5HmDZDnL9U0VAIQZBKVNt2bYf0zPS2BLYkjt0a7dmijQl0HlhbjnuK49iqZI7s9KtyQawa8X3G69ev6ybewurTp48FLzVaUeLa6vrUBDUC8dK62itr/iOurYboPz5JRR0DAWFxZfcogePPhyVSW2W0OHkClMIRxXo2x3g3R3u2HPcUxniKYtnCGLYkcYy05BvFw3xl0w3FI7607Cdh6lRR/OjmaE5L3JjmaHZbAlsWTz7rwAhGpXHs9kS2KNaz+bjeR5bEsVUnOC1xY9oufo9c9AuCIJVK9cknn6Ac2Pfff7+Twn8mSvb4kajaYKUVyYOay6uWAMLaWICwuAKEtaeUz66Kcz9RJHHaEtgtunUOY9mt0Z6SOLY8idOS+LLs0o9td/9uq4yWXt0hzpjbejJAdOZ14ZnZ4oy5T5OnN8eOlidx5ElsWQJbFMtuQbi38NTa1hjP1hiN2yuM8RTHsaXx7PYEtjSe3ZryiihzfmvKKy0xI1pjPCVxbHUyR5TgIylerXiC45bm5OS88MILqLcMiOZX2U4Yvgsrbp3/8E1p/X2I/uOTVNQxEBAWV5QhrGnJwQgLQZBaIWm7fVicEqg8wZElsIXps1tTgoQxGlaK49jyJLYk7VXZ1d9lN6JEeUta4rmyBHZrcoAk58PHpz+UX/z27I4ZOz53jf9myLVdw1piRjRHe2l80hivltjRzXEvtcS91BwzShQ/uiVpvOjsO6LcYGnhMmnZT5LzG8S5nwhPBihPcNoS2a1J49ouhCse49ewRCIJCgpCObCLFi3CXfnNvmq9c7N43jTpwwcQ/ccnqahj4L59+7y8vMydzEQq6hhomQBhKSGV6H5b+TZR2vSWBD9x/lLRmTfF8SN03mh7ArslmiM597k4P1SYNqMlniuJY8sT2cIYT2HyxKrDvOwI1rG1Q879wn6eOkuUNqMldlRrtKcw/W1xwVfSS5ukF34QFyyX5v9HePad1uRJwuSJrckBramvtkRzoPQRwjgv4dl3229GqUXGPqL5xx9/oPDar18/oqmR9lXTheKid18FhLWxkpKS5s6da+K0aNNFHQMtEyAshaSSNbVVHBMXfilMmymOY7cnssWxmjdZhTGe0nh2S9xoYdrMlqTxzTGaV2zFsWxpPFsSxxbFeLZEezZHs1uitUHVaHbzcYPUEu0pjddMmFUlc0SpU2Vlm+UPCyAVyUyAqqoqd3d3FGE//PBD21SLuWo4faLw7SBpHYgS2FRyubyDa2biijoGWiZAWOpJ2aZsLGu/9nvrqVnCuJHqZP1brXC0tDXGszl6BPbJFc7jrGhNEseylSc40ElOSwxHmBIk4a9V1GWiPhFGJLVaHRwcjMKr3acQGFHNkX38BbPgJWLpPj5JBQykuOxD2L9TSixOdv8Wuc2SoPLm/Yv/NOSsaUp9q/k4R53MaUtgi+PYrTEks7Vaoz1FuodaiWzoJKc5xrvp1JyG7FUPSg8J7pabVYy9Uej4AIPB+PyL/9i9fogSf8Py/EVzKu5W2L0kIIFklwR8WPOkkjUpnpTKBcfFuZ8KE3xEsWxVMkeeyJbEseHvzYjj2LIEtjyRrU7mqJM50nh2czSnJf4lYdoMCX+Noipa2XhJ3U7yuSpc1dTUjB49GoVXNzc309cWsr3KQj8q+zIYnmNQSXMPiFTAQIrLLuUHhLVUKoWqpbLt9kFJ4TLxmVnNcbyWWK/nxzn1h4ff2P3i44QgSd5icdGKtms75bVpqpZKtUICfxbMMimVysWLF2Md2M2brfOZxU7Shc/m3fr5O/hvuo9PUgEDKS5AWLpKJXlUU56qaDh3YMsnU8f0Gu3+QkbKMeue4q+//sLi1c/PD3cVbapIrb65OazpgmZtcrqPT1IBAykuQFgaC2687777DmZfSkqKFTO/fPny0KFDUXjt0qWLke/FUkFqpaIuOVatXQaJ7uOTVMBAigsQlsaCG2/r1q0w/og+hW2BmpqaAgMDsQ7s/PnzjX/IwO5Sq9XyFv0a1XQfn6QCBlJcgLA0Ftx40dHRXbp0YTAYlZWVpIeYqGXLlmHxOnDgQNJ1i6kmuo9PUgEDKS5AWBoLbrySkhJ4uYC7d+9aJds9e/Zg8cpgMDZt2mSV/G0puo9PUgEDKS5AWBoLbryGhgYnJycGg2H8Kx0mKiUlpXfv3li8+vv7o74QRQvRfXySChhIcQHC0lhw48nl8ilTpjAYDNzvOJmlkpISFouFxWufPn2ys7OtUeTOlRrznQ+6j09SAQMpLgoQtixxhm4FbviLMoCwpknXeGvWrGEwGImJiR3J7fbt29iXC2Bt3LjRGuXtXMlbW4S30d/Wpvv4JBUwkOKiAGFTd3uE84EPa4F0jRcXF8dgMJKSkizOqq6uburUqbh4nThxIi3iA8K7t2SP0Evn0X18kgoYSHHZn7BHwxfPiKoChLVAusa7du2as7Pzjh07LMunpqYGd24Wg8EYPHgwn8+3XpE7USoFzkq1dB+fpAIGUlx2J2zVlkVhW8pAHNYS6RpPLpe/8cYbK1assCCT6upqOIyLq127dlm1yLYW3ccnqYCBFJfdCcsPCQibsQiOw5KjFhAWKWTj/fzzz/PmzTM3h4qKismTJxPh9ZNPPrHBR2Q7VXQfn6QCBlJc9iZsWeIMPVj5IWSf6gKERQrZeJcvX37nnXdUKpWR/VHKysoaOXIkEV4DAgIeP8b5eja9RPfxSSpgIMVlb8IaJH4ImRsLCIsUsvGUSuXKlSsvX75syoEKhWLHjh3wLFpcsdnsmzdvdlrBbSe6j09SAQMpLkBYGgvVeKmpqe+++y7ph5IuX768YMECIrYyGAwWi5Wbm9uZBbed6D4+SQUMpLjsTdjU3R66yEBZ4gwwH9YcoRrv+fPn48ePnzt37oMHD3D3r6io+P777wcPHmwEr3369ImPj7dJ8W0huo9PUgEDKS57E/aRJC8qTPO6AVkQFhAWJWzj/fLLLwwGY8yYMZGRkUVFRTU1NfX19QUFBQcPHlyyZAl2NUKUnJ2dY2Nj7WJLJ4nu45NUwECKy/6ENSsBwiKFbbzKysoXX3wRxuWAAQPYbPaIESNcXFyMgxWWk5OTg+EVov/4JBUwkOIChKWxcBsvLCzMFJ6i5OHhkZmZaXsTOlt0H5+kAgZSXICw8cYWmQAAIABJREFUNBZu49XX1w8fPtwsvL7yyis3bqDf6HcM0X18kgoYSHEBwtJYRI0XExPTo0cPU9javXv3pUuXkk4/oK/oPj5JBQykuOxD2L9TSixO5n46/N+Z1qxdR4pXLy+vPVFRdi8qSCCBZN0EfFjrqJL48qhWq//4449hw4bhsnXkyJFbtmx59OiRLUtrFxmpIscQMJDiskv5AWGtI9LGu3v37qZNm+bOnRsQEBAYGDhjxozQ0NC///7bgcMCKNF9fJIKGEhxAcLSWCY2XltbW1NTU1NTk1Ao7OwiUU10H5+kAgZSXICwNBbdO58N5PBVBAykuABhaSy6dz4byOGrCBhIcQHC0lh073w2kMNXETCQ4gKEpbHo3vlsIIevImAgxQUIS2PRvfPZQA5fRcBAigsQlsaie+ezgRy+ioCBFBcVCFu1RfOdLvKPzgLCIkX3zmcDOXwVAQMpLvsT9mj4Yg944W2Db3YBwpKL7p3PBnL4KgIGUlx2Jyz5l2MAYYlE985nAzl8FQEDKS57E7YscYYJnzYAhMUV3TufDeTwVQQMpLjsTdjU3R6LEo9qPyQTkgoIa4bo3vlsIIevImAgxUUBwuoecKXu9gBxWHNE985nAzl8FQEDKS4KEFb/fdmqLYtI3FhAWKTo3vlsIIevImAgxWVvwhrEYQFhzRPdO58N5PBVBAykuOxN2EeSo+HIKAHJUy9AWKTo3vlsIIevImAgxWV/wiLfOABPuswS3TufDeTwVQQMpLioQFgzEiAsUnTvfDaQw1cRMJDiAoSlseje+Wwgh68iYCDFBQhLY9G989lADl9FwECKCxCWxqJ757OBHL6KgIEUl30I+3dKicXJxC+GgwQSSCD9OxPwYa2jSppf3oGAHF52GaSAsNYRICwQEMUFCEtjAcICAVFcgLA0FiAsEBDFBQhLY+E3XnooQ6/QdFMyEkQGmL4z5ZUeapkliIrDHI/IU7Mb1SqL+iU0VYJdgXQuPkqAsDQWtvE0qDSQCT3VcQhruSXIC1NApIA4TwryC8UkCpbQHAHCdljo9WGRyfjHEAFhkcI0noYFWkBoRpohL/AECKutLLy6AoQFslz2JiwygbW1zBQZYXGGmkEIQbcfhktIX9gQOgYZEAxiLawiDQhPkKeujMQ36QaeObI4qBOZ4LzjZ4Vy/ZGnQP0Umo6oVH2JcZ1enF/Q1RiajtgXtavlVuOVMHCXQQlhJKN/gXcP3LUrVPuLvpz6IwyzIj7WyIkMfzIoMp4Pi8wFpyqMVqO9RR3C8kPA2lpmCtt4xkKJaDoi9jIkLHY3bafFCULg9WfDDAIiBcbyxCmUQfHxfkc5a9ocQ0PRNCS1XzOmLSCsaWVCZ2esKJZZHRgaGojay+wSatmHynmXgLScRBYF7sJtdB1kDZiJyhffIzfRFKLi2U1UIWxeVBjiYweAsCYJr/HQfQ7jv+LdSiIJi/ZnEUcZ/kR8Q64tg+4nI3nqdkZTHP4fnZX2V8NjMc433hAznpXZUQJMgclqD7cw6OsMvl2kVuMzScszLc5wPUS8ttDnjM4KuwdR9ZpzIh1vsSU0rSrwq5ESoghhyb9uAAiLFVHjGXHJMD9juGDMLTAlRAAZwhu5wVie2EhGaDouMJH7Y48lJixJVh2Iw+KUCNdSU6oIF9PkVpPEYU0todG2INhAtifeiTTlxcQnsITFeepltCqoF4KmBmFN/qY3ICxSZI2n6+OEt//YIY03G0GfBc6vhD6sHlZG88SSDVEanAGDjDUbPRa/Moiysg5hjdeesdIYRyiZ1aYTluD2HHliZLzUXMLqjzV2IuPXCOTfJlUFICxaaMLmRYV5hPPBbC1zhW48QpfOIBSKc1eMJazxxwX4z8tQP2MIi59nx31Y0whrEx/WpNojy8QCq80mrPGnVVYkLO6JgA/byUITVv+pLkBYc4RpPE3/wjwjxxn8BrvixGFRfi+yP6OmKpAT1lieGEfbeMwR71ccwhp7uISfFTlhUTVnFI64luIUhgANZlttSCzjJUQGZXHPax3CmnAifZt3MA4LCIsSzne6TAnCAsKiZNobB9qxiB8Xw3GasDsamUuAxyQcWBHniV8s/cGEoQ3SE2FKZiwrI4RF5UkyqoktxcmSEA2WW42cYmVqCQ3RbCXCGjsROoYQGEj8LI68KgBh0UIRlh8SELalDBDWbJnw1izRzKPQdORAxdyWIvMgnutp/MYf/RtBnroxoc/Z6KM5vJmh+AU04o/i7GCEsIZ5ko9q4tpDV4YxNJhntY5Y5IRFlRBnPqyVCEt8IsMih3Z8Pixp8ewmKhDWjAQIi5RDrPxCvTEBZHMZjQ7TW4CwNBYgLBA9hR8ackTAAsLSWcjGw+uxQED/XtlxYCIFCEtjAcICARHJjgMTKfsQFnwJESSQQAKpkxLwYa2jSkeIw3auHL6KgIEUl13KDwhrHdG989lADl9FwECKCxCWxqJ757OBHL6KgIEUFwUIW5Y4Q/OBA/L3DgBhkaJ757OBHL6KgIEUl90Jq194Oy8qDHzjwCzRvfPZQA5fRcBAisvehDVYt5D89VlAWKTo3vlsIIevImAgxWVvwiKXfUndTfqZA0BYpOje+Wwgh68iYCDFZXfCaiDrEbAYfEXGXNG989lADl9FwECKy+6E5Ydov+AN4rDmiu6dzwZy+CoCBlJc9iYsiMN2QHTvfDaQw1cRMJDiAoSlseje+Wwgh68iYCDFZW/CPqrasghECSwU3TufDeTwVQQMpLjsTljwxoHlonvns4EcvoqAgRQXBQhrTgKERYrunc8GcvgqAgZSXICwNBbdO58N5PBVBAykuABhaSy6dz4byOGrCBhIcdmHsGAFbqske68iDwQERC47kAH4sFZR/ry5IIEEEsWT7ckACGsd2b3rgAQSSKTJ9mQAhLWO7N51QAIJJNJkezIQzIcFK7+YKUQr7myEIAgqvaX5d3VtPfJfkObmr0mUoOuvvnaNlc9yqxSC6hMvztvZCEGSpNX2t9qG6VapvmYbI7HVju6Nt0oNNxLvSY/yE2+08rA3QcQrv4TzAWFNF6IVYcLqRjUgLCbBQ6V0Z2eeZXVtPQSV7sxfkyjpBHxTOV1Mqoe0YLpVCmmvXtoKgf+oT7yIrCgIQvsEOHvSpfxEG+fm25mwYF2CDgjRihrCalsXEBaTbEHYnY3wKI0s/VdXfmQpBF/s1yRKtFf9i0n1Wmzp+iqii+LvSZ/y42/UpE4HAUaAsNYRohV3NkIQVJpYWw9fhw0Ja3CDrO27GuIkai+8UGOkvpfo75KQXcfmnoU1ExFhTaqHnY0QBNWXNtZj6wdOOv8FIVpXVweS3h+MLNXXlf7vnY1Q6S1UF8Xfkz7lx9+oSZaOb8tl5Dtd2u8dAMKaIEQrwoTdmR9ZCtUnXjRoae1Pur/hka/Bbukt/d+IOyPksRpSIP+mYcLGYc2tBwh59cJzsrSu663SznaWqZz0jwSQt956x1CzmwGMjO5Jg/Ib3UiZJ10zovj6L8oAwpogdLfQBowaI7EtjXSyEDTBkhfZSwx7lf1v3zqSSHxYo/WAuroQOFn/5sdcBpWgrRw6Etay8hvdaHfCGvizIEpghhCtqHdULybVa+95DfwvSdJqgykHJpAF7mEo2fH2rUPJ2oQ1RACIEszN13YYfc0Yu/enYpTA8vIb20gdwhrEZAFhyYVoRUwoAIKQfqhhPBFxd2yOD0vv1Ok+rNZ1jSylsaffkRRZCqFqGNF/MDdAOIS185OujpTf2Eb7x2E1fuvR8MVgtpZZQrQikrA631NPSb17q9tuNlloPj+h44Q1iMNi6kE7Q+tiUv2/0HvVVhGKjEbmYKGq0c6ztTpcfiMb7e7Dpu72AG8cWCR0/9DhA/n0xmAqdWmt7lJsElnmIjxiiMZ4nYf7xgHUGGnelaZWU5PgMRc6YQNK2lsf1DxCXcLCiGhPupSfaKPdCWtOAoRFyu7j6l+TaD6PAiS7JtuTARDWOrJ71/nXJEBYkCxPticDIKx1ZPeu869JgLAgWZ5sTwawAjdYgRsI6N8isAI3bdWwHyTjKT8/3+5lAAb+25PNBQhrJdm961A+OTyAHN5AR0g2FyCslWT3rkP55PAAcngDHSHZXERra0kqH1VtWbTYI2CxB8HLXYCwBsK2JX9BACMo3eBfnVDbEf8it/AXBDAYAT9FEOQZETkeEWEKXoE5O9HpjOTZiYkcQPyFgXB5/RcKsBsZnF38/VDDfuh4ECq4FhgBmxOxyx+1BXm4YbaanxCG67PVnsjw8NDj2NIa1FunEBZhrL4AuEbhlp+gqIikqzTkDrgbrVf+BryOh+ix+j31h7Mj+bin0I0Cg/LjbdwPNdiTsPwQQ5jqXusier8LENZAOLxAdKDjQZh+o+0xZIQlwnF6MJKqEZHjEf+SnI4M8Z2TyAC0MlRLRkEEhxG8UrcRNkQQwcEZMMeDGMgKgXHDXxiIxLEmK3RKD0bUA+oQzXb92aHjQYbkWhmKGcDWJ6ymVBG7ghcKkJTEGoVffjxLsZUQvBL5B9FGi8q/IIDBjuRHRAYvEGC6mWGpVhhWNTuSrzsc3yhEUVdAhsMBd6Mm2VyMSu1ahTPCd+OvD0uwRgEgrIHwuxfcJyIix6Mv4IKf2IzxCwQNpIQNivyJrXc59TuvCEVd1c05HUGenZtIAGTgZ60MhXmBu1F/FIKAOL9qBpven0Wm40EMfw6BZ6fN6ngQwu2N2OWPZD0jMDio031YTQEidgUbeN+ERuFWlCmWGtQ/7kZLyz9+gaAhIjJ4gQDnJ7aBCzJetw9OB8bp8KiNuEMD27dtLkblI0leKj8PRVITVuMGhDUQDjIMQInuprrrMxlh0xsiIsfrXC0DjKKvz+h9jJwON8/OTZYQFsE1Q97th2DS6bbgsyBilz8OdqGGiF3+QekE+DDIVp8Q3vTxlQK8M3aODxuUjiYskVG45TdmqUVXNbPKr+1saMJGRI4PSifseAh/VmeUzkXAyV93FHZAYbhscxHEYQFhzRVh90JdnzHdyCBgqpMhmo8HaWCK7j1aIVFLfjojeXZiMiVKgHQStWNMGxNEUw8B3wYNf9MjOIaBvJWhDE6gPzo6KYjgBEZE4EBZE9/EYQoOdm0ShxWgLSI0Crf8hJbimNAJhIXJiAnCCuBbKIKOh4apZoDgxWEBYf9Fwum+phPWuA+7H2qIiBxP4PBqs9Jz1tTTGc/T+sn0J12BESu19DQMzhqEj3GeU2nunXUxU2R0smFlqO4uWB+uxTMcE/LDDwHb5klXw36oIWJX8MJduqglvlG45SeztPMJC5c/MnhBpD7quiKUKD6mIbJJjQKhcwCEdWzhdF+jUQL8DkF8IH9BQPAKYzQ0EnYgOh1pnlZN5gCIfLQjnoZpRyBezBSbZ3qw9ifCICPmRLiUsS1hBUaNstBSGxJWoI2uIkqF7niCn9jEcwbw4rA0Jix40mWutF3WgF/WeNKl+yk9mBH6E8IvRo8Z3VnMOJ1Bnp2czACQbpATj3b00x6DPY3AaKU+tEI0iwhxInzvFeeMZhpoWtJeRSwjrHmWdsaTLsFPbEbwCkPCriAqFaH3qkl0ftKFOx8WzNYyT/oui+gxurt1y2drIe+LkROtIiLHM5DRAAtPh5281WnJhDisZmAjJglF7PLHjRLg4EbPXN3lB3kd4i8MNBJIxd3T4H4ck2z0pEs7W0sX+sAtqumWGibbzdZCdkL9r0h3BANQA6MWBODEvmgyW4vgjQN4hix448A0GXQLxNMqfUJevVGMM42wmOt8ejDCE0D3P1NPR+Y7WC2RA0hXdcbfOGjYT+C76d840MFX96SINJCK3dOgerE+oP3eOMA1ynRLDd1/nauLPAp3o9XKry2V4eRuQscWXZL0YOQrMyvwioq7cT/UAN6apa+sPrQcLjn8S6WdHIe1v4EWlx9nPqy9ks0FCGsl2b3rUD4BwoJk/2RzAcJaSXbvOpRPDg8ghzfQEZLNBVbgtk7KBwIChKV8Aitw01WVVdX2LgLVlZ+fb+8idK4c3kC6d3K7lB8Q1jqie+ezgRweQA5vIN07OSAsjUX3zmcDOTyAHN5AundyexMW990tghe6AGFR0jVeeiiDEZqu/yE9lMFgBEQKDDaEpkOCyAB4P90fSJm4MT3UMG94HwYDfWx6qMFGzU7amYfo83SSyAEk2KWZ+hq4S4DdqNuajn4tSPsDdlfkNsNsNT8hjNdni9gPcThiV91Wg7rrFMIijEUWQNeC+uZHtqphp8DvTujDkDvgbrSIUKaXX78nqvR2LX+HRbgCN/FGQFgc6RpPEBmA7CHpoYzQ0FBEQ2t/twJhBZEBqMw12QegDk4PRW4zvAYIIgNsBFkyAKWHatmGQJ++sIJdgTgFRRhjeDwCxwTWpYciRiDqEM123Nz1W1FXU+sTVtNZBJGhkQJE6+svrMjeZqKl2J8wthAZaDahTC8/yhBM/7VP+a0hohW48TcCwhJJ33gGHIR7PbLvp4fqu1THCAv/i7cxMjIA5TWHRup20xbA+Lk6QSQAMvAo00NhnOFu1As1rFC/Em/V/BAYiG+49iCDg3VFQWw19IKtT1hNWwkiQ5EthmlBI1sh9PWV8CABXg8x7BtmE8qc8hOaYsfyW0MEK3ATbASEJRKi8RDDXgCjTqAnnq71O0xY3X8G/VGHXYO7LySIbee0omQJYVHurCEskX4n+pZfvwsuYAW7AkPT8Q8xzFYvbbMSQ79zfNjQdBSh8K+IAsOrKnI75jKMnxXm2o/cCEGQhT6sieU3PMigQ9uv/NYQiMNaR8jGQ1IU+wcCdB0hLKLrIHuRrk8jmY4M+2o22ToIC5kWJUAEBAxu4HGiqCimpocyAnelo+OjGk8VG5sN3CXAgbLmVDh81WPXloTFDSimhzICItPR2zWeHjY2axCSwsm9cwllcvmRe1Oo/B0XIKx1ZNB42qiAPjqgbWj9lg4S1qDnGHrNsKelRazmjPh9VItaSsRhkSxNR9ySI8hmEA/BeU6FCJTqggw6AurqPj0Uh5UIYeKABqe2LWHhU0aGRkbqYpHIZ6e6iKaB44ewFH1hR2dsE0KZUH6kkHFwSpS/QwKEtY4MGk+DN1T41TAg2yHCGk4GQFISmS2yDEZuzVDP5jpN5gCIPA6LxqPRH5F7IC5yBITF5oWeXWAHwuodOZyoELb8hv2PAoSlc/k7JEBY68iw8QSRAQGR6cjIGGZLRwiL/dXgmSwi3p+OCU9gHDSbPeoyA0A6ihHjDB2VNdjTCGERERLCSIk+b7wJDLZ70qW/IUESyqC5jBDKREs78UkR3ctvFQHCWkeoxoOjYkjPUBAZEBoainPxNp+wOJBEPLY1mBOjuwdD+b+IktnKhTUlDoueDoWOfxplKM7xyJrCPvRC5oG7J8kzL3RDdO5sLcQNtR4h+JZiHnoRX0NxMyAysEOztehYfmsIENY6QjceNsCUbjipz4CwBtKCEncjHGrAIyLcm1CxWoKLuYF7YBO8QqYASFcs428caHbFsk+/qwGJiRwgQ0pj98Q6UciaxeZplzcODLxBQkvRrW84GQp7FL6BnfHGAdXL32GBt2atI7q/UGgDOfxLpZ0ch7W/OhaHtb8AYWksQFhSAcLSXXTv5ICwNBbdO58N5PAAcngD6d7J7UNYsAK3VVLnL+4MRAOdb77iwMnu62eDFbj/xbJ316F+ynf0TwAAwtIg2VyAsFaS3bsO5RMgLN2T3WvYCsnmAoS1kuzedSifAGHpnuxew1ZINhfxfNiyxBkBiz0CFnsELA5JBYQlE7Yt+QsCGEHpBv/qhN4e8FMEzoEGh2CPjYgcj9gcvML+3ddoIicsf6FmSqr/QgF2I4Ozi78fatgPHQ9C1UhgBFx7Ebv8UVuQhxtmq/kJ0RD6bLUnItoTt5yWEbZwPuNzBpzeKdRtT129UbORm5hq5BD9Prgbm6+cr1jP1Wzhra7ALYPuXPN3kGzEIyyiLUKP67bre6ZBx8aOhfELEBWIdxRiCCDyRybdUYgGwt9oZ8KiFtvmh+jAmrrbIyBsSxkgrFHhdyNtAx8PMugix4MYDHYkH9mHUMzVERbTRbQpPRhJ1YjI8VSHLBlhV4ZqySiI4DCCV+o2wvUmiODgDJjjQbqN6cFa5PEXBiJxrMkKrwJ1GaIOMTjRylCDBsItp8ZA8/BasZ77OW91RerqvevjK9ZztTjbsZfB2Lg+Xr+DcUAbQNBw4553tOCOT+Th7Amfa+8e5B9EG3EIy18QwGBH8iMigxcIEH01PViLTs0OqJpfEaplqOAntq7T4h21Qtf6BkMGbxQghwPuRk2yuQhW4E7d7bEoMU8D06oti3DcWEBYA2HHsL7PRUSOR1+BBT+xEf0pKPIntuF1m5SwK0JRHc4ojqmQSAhr4CeuDIV5h7vRkH3aisX+qhlsen8WmY4HMfw5gfg1ps9KEMFhMBiBwUGBBizGL5LZhC2cz9i4Pr45dfXe9fH67XveMU5Vgz2Rni9mI4LaBNkiNup3xt2IR9jjQYzxCwQNEZHBSFcU0zMJxwVyZ7yjNPnD/+IMIoOj9NnibtQmm4twBW5EQvizgLBEMtKTcNmnu1Brfo2IHK8bw6YQlgZOKypZQtiGiF3+CC/G8K5cEMHRb0HdyGtraZc/Dnahhohd/kHp+IcYZCs4vlKAytyKhNXwy5CwhlAzkuITeRpXl3Bj6uqNWtpqaI5bAEPaEnOZoIcbEpb0So9LWHL/AOHPmpEVBtw2F9m6BLCHq/dnAWEJZKQnGVyKMT0GuRtMTONxWD1VV4TibKRuMiVKgAgI6IaTNrqKiqIi4dug4W96BMcwZrcylMEJ9EdHVwURnMCICBwoawKsxuOwROW0JA4bn8hDB2EL5zM2rt+B3Y5OCHoa26iNqGLx2nHCwrdiqCDp8SDG+AXp2O14rIQPDz1OfpT+ns/BCJsXFQa+hGiSOk7YhojI8YZdxNQbfy1qqc1Z0590Bf4/e+fv87iNNH7+JQHs+q6yGxnutk8R+CmCuHmBBRsbaVJkcdUjpD7Iewmw9QJugq22YRkEAfxWh29/4da+8qq39rcQRc6QM5Rk64el44BY7EOR1FAcfTQaUnR+rOiJg57+dJM/T2UCAuetcEEGi8ujNOWP0oVrqcvrx2HZmS6gp+lgW8IaCP78w/c/V9NKf3zj5qn++IadoSJdXT/zH19XTdFx2IcJeyvtdr8rbFD7vHVTVUzw1LoO2evBvPtHa+nXBRGC92+QCRL2t19+JOe4EmEJiQw/DUrKIC67bH9oT1h7umj8a+zUZrVWfRzWm2XCMQTs3uLqal8d4ggbhnSblXyEsL9a9xO9zpOOauX8gjkoOrM2DtsdYbWNk9YHT6m7gK+lXxc0pq8TJ2zEe02EJaS6FREuG8902btX7YV8bUDY0M+qt+aRUwvCWqLxhPWnsFDJCGGPxL7ODIuZxtn8toStgIgJiwDHEvbvPxMLufzMnme6qpUAmLDIaOtsknYmXC3WezVpIjNdBGH/+ekN770mwhLibk5gHPaxXLNaK1w222ymCwQf6EDVM6UGcVjDNbUXlX+an9ZklIBgqGOuffzA59DlZRNZD9u8JK3nhzsIi1ZrgYCAAyW5GIslLx2EjUUJOlytBUxa7eH7Pv/2Fiyx8ms1eC2bxmqtkLAf35lvDb7iPzpIhEVih9CtwfZsC0xMkatfIStjXxw4sqg9yH1uvN6a+LD20sW/OMCYA8l9ceDeMau5L+JWxx5o85K0nv18cWAzsX9a55AiiPtfHARNhR8XkJn3fHEAbdWtR7S1mC8OylrIvHE++JDB3lZw1MjM0QnbMiXCIhmbX8+f0lezTPLWw7IO79fh913DJqbj3npYJl12kvy+a+A0uCTCdiSjm87Tp0TYR9Kvn75p9hnC8IRtlPTr9immYQeXRNiOZHTTefqUCDv1NPoV7iANLmkH7rQDd5LOZHQIJsLGU9qBe6ry58R/YGMA+X3uP7Iy+w5O3chH0T8RthuZuvENILMH0Ow7OHUjT4SdsEzd+AaQ2QNo9h2cupGPTVjvq9nP76vFsPSnB4mwUNzg6SJYxJqZX4snDkkFW0EF3CElcUElQaOggC4ynH/TReadYjypB5A+maWvm5MOM22u8j/Lqg6ERWEebtYcAhfHNeuVC0pS52nUwTsEdNZpAOzEH11vxCMl/RLwOJl5F6Hq9Hf26koCEx5d/4eF2YEbftP1+T35+WwiLBRMWGwMFpDBISV9C8NYNcd0kUGrU1JIKT2DzQpd2ZV3g02FsEpWxAJAcw8XfdoQdxl4+OD6AMfMBUDX26sSPtBcDqtS94Q1A6sLWWg3lF6f/UctqWpQ0i8BO01m3u4gFK0/NSjQxN1Zx9a/C2F24Ebp8jb9xkGdxAh7U7I0jvCQyyGqOatDB0vzhEaK2i+KzFnihAiL/EQlS96RmU682yrwPblcc2CzoS+Oq1R6qxspXUlepe4JawZWFxJTlBrg8vGaSYlAVmMKoAQieJh5u91BKFJ/Ty++2vj6dyH1O3Cn/WGbSI0Py1HU5pD24xALUKJLgmoHUmtRphFdZBYHEyes585iWEK/03+Rd0VIwOrTRiq6CmpWK+VpEVGpHx9WqoBQQIBDbVTlRtz3zG9+YdIPQJC7y4cN9dfQB6ArxbzVAfXvQqL7w5ofQ0xx2HqJxmHh234QJQieu/Hj1jzhf3yCR5g+njSJEoC3b+Q0UtFRDEglxeakqgApdGw3QXDXcDckrDlVXRyWUamPOCwdUIRHPbNhRpzGVv+EovRXUmRZFoRcXWniThhL/8el/jcOUhy2icR8WGsdAXzd4NcR1kLTRQfAu5Rzbx1ZmbjEeNJ8pqtEpY2kOW/Wn27y56kM8Wwl5OXa66Rk4B8jCb0l37+mVeptLYEuZFFIH7O6yAjwUiNOl/QL90corD+CJRUmD67/2Po/JA0Im+JDsjT8AAAgAElEQVSwDaQuDiukwoc8q6FRiCNKWaH98CsOyHrtlwGDCRHWSX0c1sdj9CAsAR5IDGHpeMQYcdjq9IU085guVBEsGwEHQjwxb+UDElbTtkh6FkH8dWT9H5JE2G7knpkuND0anekyf2WF8qaxcA5uQ0khi2kS1lKMx5lPQS5U6qSsESz1ohcoPAVhq/H0CcX6dDffBmIlb7e+Z4o4/WkFqMxx9e9EGMLCyMA/P71JM111EiEssyTgdmu8WstmZBmaI9BFJqVkp1vDxVujSoM4LHjLB34m9UpOMJSoD983w0kv2EbzkqxKPa/WsvbAzASBKvCdJjppP+RqLas/utSVf0Bmjq5/FxL/FZnyi4P0S4j1Ep3pot7ijRBYjblWnsF5tek3xKkQFvQ+/sWBKRouEnBFEQ6564kp3bzkuF8chE54MOQuUE+WxH6jLeXFXIi2u/riANwinruNMp9C/4clfTXbjUz9g8IBZPYflfYchx1fHovDji+JsBOWRNhaSYSdukzdyBNhJyxTN74BZPYAmn0Hp27k4xA27cDdSep/c+ckE5DRd5hOKZ6GJ0PyYTuSsU3n+dPsATT7Ds4hDS6JsB3J6Kbz9Gn2AJp9B+eQBpdE2I5kdNN5+jR7AM2+g3NIg0vdN13sh16JsFjsEF52/uYD4c/En7dCLMCPG+fFSoj9wSum9kLsD7fLLhNbBUtaCao8c6oH0OXFrDNdv+gwUyxPF3v1kGzy8grnp7WXA6vjZs0he2Fhs9WJyJLs2fshLDidPIeZwIqg4a12uKfQhLxkLQoWIDO70x+Ysbs7yE6RmY/oP7gwO3BX6eO79MVBM2Gt+SB9yObFSsj9FvHxvA2s4SBLowQNGuZCM5oOZOsAdJQVrXS+FPujzSzvTJ0viRsGXDe1rxh6edlAHJum/KT24A70qqATHSXHGlyye8JedplYFJe82O+0NQOTGShw3nLGgHoaHtofbti0yMzO9C+bLZ8Bti9kp7iePqL/4BLdgfvz+6++/TH5sI0EWRU2Bc84ygIUiMFD3rOzsuRBek/ymG/ydKkGQMijPMqSd2Smq3UEFy08am425896g7Jebuir55rS+VIIsdlvqZJHb8i6J+x5K1Y7fc2LPfZJXXImofbU25JpZMHYCbAo0sweNDBa/8CMI1o1z2yo/+AS2YH7y0/fvv+YogQNxZEiNEpkHPp1YR+w8JbwnrfuqGtwYk6rl+4h7DU/rSuKnbfea77Oly7He+U3KT+tCezervlpvVV0FdSsPh810zg6e5MO3pHM0LOE1a+LKiCQFysSW3mxCh/nXvvln5WVkpkd6l9HbdCpmsx79B9cYvsSvPnlS4rDNpWYAeXFyjo7YMjNE74qhlxd7jl8cN9qTw21TaIEICBgr1gVXfWiqBC+V8NflS9xyO8oxXKz9qOrOl9u8pzgpgnaRuOw5NkbdfCepF8XQRDTWgWMTh6kWGQrP2SpXxfZa85CrW/Ckvqft2K1U2S//E7xmXfrP7hwhL28LffTSoRtKPSom7vRERZR1YsMMMXo26NC7XQ423yma5MfK37h4CwKthDzVCYgcN4KF2SwuDxKU/4oXbi2PrpKnIup29tagrzY7woylkqGLK+HqqcH6cKd4xCW0P+8dRNc/pQvc/25zOkS9uO7795+TmsJ2gg96t4w45UAASLpAELkrQrdV8+e2gCoPg4LZsOqO9A5uYSDaaurfXWII2wY0g1K+mdv3cFWqXzLhm9CNsWik6Cn4xPW6Y+cjNadelT/wYUkbLmuACUD3ERYTuhRr25+f84KFvYW3ARRM/sn8RgnDfRJUwsAWaLxhPWnsFDJCGGPxA7cDIuZxqmzt+1gs1Q9ce8j7KFBT/ud6aL1D1Yf3k/Yqcx0pfWwHYi7G9nVWuTaFzzflRcrka0WqJg30wVCt3T4/1lTgzis4Zrai8pDzE9rMkpAMNRRzz6K4DPp8rKJrIdtXpI5e4MOtk9wtZN9oUaq7rLSAMhM1M7Yq7VAQMDZPD1SzTp1n/6DSyJsR4KsinQcmBcuzzM9b6nwvyug9qDp6eD11gRAdnl5/IuD6wdmbZb74sBeQF3NfVFRPMTN5iW5lWGDfXFgp4+gqmRmpb9vQuChbl1d3y2gm+pCfxguu6NTD+k/uKSvZjuSzm+t2aXZf1Tacxx2/A7OQf/BJRG2IxnddJ4+JcKmNH4aXBJhO5LRTefp0+wBNPsOziENLmkH7rQDd5LOZHyCpBRNaQfuqcqfE/+BjQHk97n/yMrsOzh1Ix9F/0TYbmTqxjeAzB5As+/g1I08EXbCMnXjG0BmD6DZd3DqRj42Yb2lr//89MZ+01XuUZAIy4sbPF1kQgghFTqupM3UReb9BwqbGYpthMp/PqkHkD6Zpa+bkw4zba7yP1aqDoRFYR5u1hwC18o165ULSpIn6omwoLNOAzDoZKbICh3JxH2rSqAOUpl3EapOf1LVmpJD6v+w8Dtwf37/1btL8mEbCiZslnmYVNLl3UlYhpvBISU5WxxZ6gCkZAUsADQlq7tEnzbEw8Md9+oDHDNXTklwB3pVUB3wdIycqA/C6iITWaF1IQvtBtrrczXYZE/57tvjZQHYaTLzdgehaP1Jrdp0ajD9uxB2B+6P775788uXRNiGggkriyKDlFNSyCIAaz+EjRUeVWoAhPxEJUtykZlOvNsq8D25XHNgs6EvlKtUOqsbKaNqNOvgHaKkyAp904XExuRsC3E3fLCSmfRxsiVsS60JRepPatWmU8Pp34VwO3B/+enbH3/6Z4rDNhWPsEpDxCpZ5iTCRoSGKXZnMdmQB+m/yNtckob6tJGKroKa1Up5WjAnatDBO8QMpU8oIPYZo/Ez3daPAgqZSgUmMvN2u93pw4b612lV06kB9e9C+P1hsx/ffFvGYWnUJsJC8QkLjaN803mUsIGYl2cqSvCMgG0UJQABAYQ0KjqKUaek2JxUFR+Fju0mCO4a7oasNKeKxmHpEzXp4D1CBxThUWNlJg6FA5Zkple/X0JR+tdoVdepQfV/XBjC/vPTGwfWy1tq85dEWCgBYR1iTSipRx8WyVPGYG+3NjNdJcFsJM15s/AiUPNUBo22EvJybUhPycA/RhI+ozzChidq2ME7RReyKKTwtNJFBh5DDkuup2TmzWtiAEJh/aNa1XdqBP0fkrq9tSp/NnRjE2GhhIStEAvNvecoATLPp5M2AKqPw/p4jB6EJdydyr7vk/EIMt6LmuiVsBobgS4y/mHaOCQ7IGE1bcRB/LVVpxJh/3uEIGw5uqpyZYeJwz7tSoJWALLg4gnrUxCVjBA2WOpFL1DgCcufqHPCutchTKi6J2nzSa9+Z4o4/UkFHu3UM890EYT9/P4rGDFI62HrhCKsWeYDLGiIma6nZWyDOCx4+QZ+JhUlIBhK1Ifv++Gkl//u36wko2iDDrYXuNrJjit6dwY6wVcZG58KM5l6va/WsvqTWjXv1JD6dyGx35qtfkIm7cBdLyRhEe1owgYh1GaZzvki4KuCkN1TSD2ArH8Z/+LAFA0XCbiiiMScq4q52bwkeaJGHbxDgM9tPTTSBwc2AjpFZWJv0LbnxVyIS9HVFwehVq06Naj+D0v6arYbmfoHhQPI7D8q7TkOO748FocdXxJhJyyJsLWSCDt1mbqRJ8JOWKZufAPI7AE0+w5O3cjHIWzagbuT1P/mzkkmIKPvMJ1SPA1PhuTDdiRjm87zp9kDaPYdnEMaXBJhO5LRTefp0+wBNPsOziENLomwHcnopvP0afYAmn0H55AGl8g3XV9+Mju/0NsYJsIiqYZQ7YXYH9yInrdCiOw19wtcdpnYqusH9x8/5cUKrA+EbZpaVkD1yy7Dp+PbHzrVA+jyYpaZrl90mCmWp4u7pFA2ednf/LT2cmB13Kw5BK6Ma7Y6EVeSabMXwoLOyrOnFR5ZYBKuJJlJmxk0EjLzMfVqT1qj/6K4NG4qov/gwu7A/fFd9dMGaBeYRFhGqiHUrwux2tm7Tu2F3G8BH/NiJbLXvJawmNR5sQJ/nrfICs9bZ3/GIj3DnQRhj7Iio86XYn+0mWVPdb4kbpjz1maqfcW7y8sG4tg0RV1h26BXBZ3oKL1LyrTZPWEvu0wsikte7Hc6GEek//VgLxSwBzKTNjNob2RmS/UO/kWrOWmN/vp1QbbWWv/BhduBm96LIBGWFWR20O63yvxrcxbF5UMdYatiRLN5sfL9BYf1yy4T2+J14dzYqRAW+YlHWfKOzHS1HH+po+Zmc/4sTOetWC839JVxTel8KYTY7LewJNdm94Q9b8Vqp695sd9p4tDCjawpWR6tLITMRO0AM3N2Qma2UE+/LoQQ2X7L1KXaJ1X1b6XwCdFe/8GF2YGb3QUmEZYRNOqVKV92WWmCq2rIrSXVEBY7rYhEVHnjTdijebGy3tmUCXvNT2vg2uDXfJ0vXY73Il9dxtOawO7tmp/WW0VXQc3q81H7jXNt9uTDbhVB2LxYbRU7ssAC45kkwuq5VqOePh+033jdSWlVwVMBIfgB/QcXfueXbz99rLYmePs5EbZOwMCrvYmE6sqXhP8x3KyPwx7ct9peYDc0NWuU0CnwTjR2ahIlAAEBi4MquupFUSF8r4a/Kl/iQN5RiuVm7UdXdb7c5DkBZRNgjcdh6TYbdPCeVPqDXpTTmBMzsl6cKpL5KGEZ9ajG607KqlpFVAmbnzph7QTX5/fkzxwkwiKBA1/RTe39J7DLqSesTRVqS2I2JKx1nCdDWDeDtMmPFT1xcNafbvLnqczL+3krXJDBQvBYxWqO0oVrqSvjx2FxSbrNZh28M+XFfle4qOtBeq9BIJHxSi6I+ThhKfXIxutOSqt6kMI5K0QXpk1Yt2Phl5++JdzYRFgk3sCvdtoPv+KAbAvC2vIRYlLmddllcNHC2KkNgOrjsGA27MPt6sUQsHuLq4OHHEPYMKTbrGSvhNXVKzPxkK6Sfl2E01lkZtWvzgirwzhve8L6qtZqMmHC+r+KmAhbJ57NrRbFueQskxMnbOhGOQuun+mCczLydYKEtUTjCetPN/mhUo6wR2IHbobFTONsyc4JW8WUIMIOnP7tvFeTHprpotSDFy0S/iLaJ1SdzUwXuR7W/Zo33I07EZYTbEZqL7LVAq5L1a8Lud8SU/yRmS4QDUDBqZrVWt5SrQarGgdJDeKwhlZqLyr/ND+tySgBwVDHXPt8gg+qy8smsh62i5L9rtYKl1t57yu0i1fjgXa2WiuuXu1JaVWrpY1TX61V+8VBmumqF2/sQ4PzsIgIi8RSWO1Brh97hb6Mh9TwzXEShAXL1+NfHFw/MGuz3BcH9jrrau6LiuIhz/TxkiN+cYBMpSpMZt7ATCw2JNgXMvN+9WpPyqlKfnHwkP6DS/pqtiPp/NaaXZr9R6U9x2HH7+BD6l128pVamDxwGlwSYTuS0U3n6VMi7H9z0q/buhmzQdLgkgjbkYxuOk+fZg+g2XdwDmlwSTtwpx24k3Qm4xMkpWhKO3BPVf6c+A9sDCC/z/1HVmbfwakb+Sj6J8J2I1M3vgFk9gCafQenbuSJsBOWqRvfADJ7AM2+g1M38rEJG+xLAFO4CXciLBQ3eLrIhBBCKnRcSS/TFDOL/3Bh/ijKx0eJQ1TL40k9gPTJLH3dnHSYaXOV/1lTdSAsCvNws+YQuD6uWa9cUJLJ7IWwoLPuZG6ss0KHmSi7OsRZgq0GC5CZdxGK1N9lQkWpXtElB9T/YWF34HYpfdPVQDBhs8yzaCVRnpKBwQEDihwNbhV3MHYXPYXUAUjJim2AXUpWl0KfNsQDwx336gMcM1cFXWavCqoTPB3D6o062F50kYms0LqQhXbjC65JkQloVE16Gh6S6oY7TWbe7iAUqb/JxGfyLTkrNFtyOP27EG4H7v+D5E3fdNUKJqwsigw+c5UUsrB3CMFCYEvRo+FBZLhTJixyCZUseUdmOvFuq8D35HLNgQ3hmeJKpQe8kdIvSVXvnrBKiqzQN11Iz9WD18TYjfsf0Yj/xPdOgJslM2+3OwhF6k8rwKpPqDqY/l0IswN3lX775UewyVYiLCseYZWGiFWyzImgED232xydN2E9dxbDEvqd9Iv8TZ82JGD1aSMVXQU1q5XytIhU78eHlconFBhpBxONn+mwMLA9uv0baosh+O1OHzbUHx9v9gYG3dnh9O9CIvsS/B+3q1YibCg+YaHFl69vduDpp3XljsWPklEC8Mb4xGHYRlECEBBAL/BUdBQTTkmxOakq6Aod200Q3DXcDQlrTlUTh+Wq9xGHpQOKNhs9xbMs80OWxgrHIiyrvz0A7pGsUGRhr+Sw+j8uUcJGf0smERZKQFiHWBMf64ywSNDN9FRADaT5TFeJShtJc94smvQj5qkMGm0l5OXaOKWSgX+MJAz5ef41U723tQS6kEXhYqk4YhkGN2FP4x7iQITy9AeCIqYg3hHeA2QcduqE/e2XH796d0mrtZpISNgKsZW517zOk/YRPYqmOWZBWCf1cVifb9GDsISbEOIIS8cj3Hs5V71Xwmr46GYIcsOZQNXxCcs40lX76DzRkiPo/5DECOu2iE2ErROCsPbNx/cjupvpii4zeDZpASALL56wPgVRyQhhg6VetGfFETZWvXPCOqbeQ9iGPe1xpojWn1QAHWxM2KnMdDGEjQVhE2E9oQhrbkeCnJH1WPGjM1+tBd7ygaNIRQkIhhL14atlOOkF22heks/sd7UWsZoJvMYg/YNJL942hlutZfVnVEWrIpp0agD9u5AIYS9vqR9ATIQlhSRsFI7QxSDDAtRR4lapeEzOdD3TXFc9gGyn418cmKLhIgFXFJGYuxLB/FXDklzmuF8cgPGPxys9b9CegDRO1FRXXxwwqrrseMlB9X9Y0lez3cjUPygcQGb/UWnPcdjx5bE47PiSCDthSYStlUTYqcvUjTwRdsIydeMbQGYPoNl3cOpGPg5h0w7cnaT+N3dOMgEZfYfplOJpeDIkH7YjGdt0nj/NHkCz7+Ac0uCSCNuRjG46T59mD6DZd3AOaXBJhO1IRjedp0+zB9DsOziHNLjw62H/+emN2X6bXhWbCIukHL/LC7UodeF+x/i8RX9e82IlxMr7ufmDFCJ7zW+XXSa2ijSUyw6cCJRB+cHRUVM9gC4vZknq+kWHmWJ5uthriGST5+XFPK29HFgdN2sOgYvjmq1O1LLkPYQFfZHnMHPB/AJ2XqxMiew1r68VMSTXFCxAZt6VyA6S+kdU7VD/wYXbgdttC/vbLz+mHbjrpZFN5MVKyP1W7A8gs+JplaNfF4a5nGGdt8ENWd1UQRW1Dwk+TqoD0FFWZNT5UuyPNrPsqc6XxA1z3tpMta8YennZQBybpvyk9uAO9KqgEx2laFSyNWEvu0wsikte7HfaDpzJJDUJxtQWjtZCPQ2b2h/gf7jMexLZQVL/qKpd6j+4MDtwI3+W/rgrERYJYVvMozg8BG8JaHMRTJ9RZgzKsef/oKkGQMhPPMqSYmSmq+X4Sx01N5vzZ71rvl5u6CvjmtL5Ugix2W9rS9Z3kNRhtdPXvNhzj8CDJNxYMpMvcN6K1YKxAVDS2QmZeVeiO8jrT6rarf6DC7cDN9iU4PN7chPuRFgkPi8I09SvC/to9V6OqodtXqzAoeZvTMiXmRFhr/lpXTH0vPVe83W+dDnei7xJ+WlNYPd2zU/rraKroGb1+ajZxrECd/qwW8UT1j042wworpUXK+qhTjRVgYnMvG/QyQ6y+pOqdq3/4FKz88tX2XfpNw4aSf1tAAbbPNu9oyJb4TuKNCyirqkuz0yU4JEXve5SkygBCAhY57SKrnpRVAjfq+Gvypc45HeUYrlZ+zFTnS83eU5w0wRt6+KwTMk74rD6dRHEKO3QM3HY81asdoqsGNTSr4tYQL9vwpIdZPQnVe1e/8GFI+zlbfX7sikO20hiY+8MS7uBD24qfxLsbsIi8WcSxkvNZ7o2+bGiJw7Oojk9YvbJBATOW+GCDBaCR2nKH6UL13Jh7pCn9SXvXUuQF/tdQYYayTjseeuGNbQZVOsg4wH9/glLdJDWn1S1B/0HF4awKQ7bVmJj/wFOnjrxXMuGL/i0tVHmddllIcfHS20AVB+HBbNhH8y96pxc7N7i6mpfHeK4GYZ0m5V8hLCaCq/TgEOP2Fgt0NPxCes6SOlPqtqL/oNLImxHEht7jp51HuvjM12kjzNSagEgSzSesP4UFioZIeyR2JeaYTHTOFuyLWGruHxLwqIhjtQ6NOhpvzNddAcJ/UlV+9F/cOGiBF9++jZFCdqIzwg0tGQw1J/vaj5JNdvVWoZWai8q/zQ/rckoAcFQx1z7mowWabxsIuthuyj50GotO4jewhJq7Jzl0D0NavGgHG61FrBSQv+4qh3qP7ikLw46kphNMK9annnRhOWCqvAJH22kLPkEk131ALKr0+NfHFw/MGuz3BcHbv6kmvsiAprYM328ZFdfHNjZIYEf0mD0XdApXou0CtyUNSRYi8y8K9V9cUBN8fWp/+CSvprtSB40xP+CNPuPSh+Lw9YVu+zk00xa9tLBYdLgkgjbkYxuOk+fEmEfSfp1+yTx9GmnwSURtiMZ3XSePiXCpjR+GlzSDtxpB+4kncn4BEkpmtIO3FOVPyf+AxsDyO9z/5GV2Xdw6kY+iv6JsN3I1I1vAJk9gGbfwakbeSLshGXqxjeAzB5As+/g1I18bMJy62HTzi8NhBg8JYXI0O/E6yLzsnSRCamqQ2jpqy0WHCrXEZK1TD5ZEx7xD4JjESUfk3oA6ZNZ+ro56TDT5ir/Y5/qQFgU5uFmzSHQL9esVy4oCdqE16UXwoLOunO5TDBQcEAp68G2eAuqkZaDxv0eQpH6k1qRnXLFOQvsWf+HJbYDt/um690lETYuweDpIhNSSmrcPUuzrIRFAZ4j5hUcglRXEp5KFxn4U8ngjq2qRZR8TOoApGTFNgA01wl92gRPCdRJXB/gmNEdXQOvSjAW3rULTtmkg+1FF5nICq0LWWhkKtQYUz11AwtreQWkClsKM293EIrUn9SK65TNYEaxX/27kLQDdzfiD15pTx6bdJEJWRQZ9jBIwgLraENYkKMk4UEbWIUtOguPKPmY1AAI+YlKluQiM514t1Xge3K55sBmQ/fLVSq91Y2UG/o8SL/uCWvGUBeS9j/hKAfjzeRxBUjLwUPfmlC0/m20Mn9ljAX2rH8XwuzAnQjbUrzBsyOLjMXk6iKzrhNPWFv1TsJipzVe6+Z5E4ySj8k9hPXcWQxL6Hf6L/KuCAlYfdpIRVdBzWqlPC2wICepHx9WKp6wwPPT8JmIq9e2Xwppb8h+7/JhA/3rtMLeti6ywFMZTP8uJLY/LPidrur3DhJhGcGDB8YVDjHkrudNMm6lVEwclnFG8WsRHQNjfIiqakTJx6RJlAAEBNALPBUdxdhTUmxOqgqQQodzEwR3DXdDbppT1cVhYTYo20cclg4ougN2II2nh+KYSoqsUFwLtyEIRegf0crvVPXcmCNh3UzXm18u7hdlEmEZQYOHhhVADzmY2BpqCBvxYZEwb18Vapn4AdIzouRj0nymq0SljaQ5bxaFXIh5KoM7Wwkh0D4xlAz8YyRBHJAsGcaFe1tLoAtZFGQsEoWSIG3txQNBhJoZpP4IhfWv1cpdfyVB5Gp2hHUpRQnqBQwe5XOGzmD5Ft5hlICPCoDCkQap03lKPiZtAFQfh/WhFz0IS7gJodi7fxiPwM7WaRO6ur0SlnHkyKdllUmFqLyGByOs079Wq6oEGKl5E5bJT4SF4gaPjo0SaFNSyKLTmS5+JQEuXT/TRSv5mLQAkCUaT1ifgqhkhLAgckJFUMi2vfboVQ09ENa9xdxHWFSjrnoPM0W0/k21ajhSU5jpYuKwxm/9+O67tFqrVuzgEWQDc6rB0gLBYBTAss1Ml1fNXy4J3yNjq7UYJR+TBnFY8JYP/EwqSkAwlKgPByOc9IJtNC/pBV9bdLC9mDHThSyBU3mm8CWjHDcy01tqQA1iv6udSP1JrRj9QTu0BfarfxfC+7Cf33+VvjhoLNXgMStRyqEODMW92QehBeAyUTNdfswUnQmZGhujhQc9pDJKPib1ALIaxb84MEVDzLmiiMScA0R4pvUlQ8/Klh7siwNgEaSZQP1dNv3m7E7gP+DDS9HHFwfxToFjyB8YTv+HJX01241M/YPCAWT2H5X2HIcdXx6Lw44vibATlkTYWkmEnbpM3cgTYScsUze+AWT2AJp9B6du5OMQNu3A3Unqf3PnJBOQ0XeYTimehidD8mE7krFN5/nT7AE0+w7OIQ0uibAdyeim8/Rp9gCafQfnkAaXRNiOZHTTefo0ewDNvoNzSIOLqFbCfleufgX7D3z56dsyk/yUNhEWSzl+lxdq7eqiOO8ysVVwpC8457IDFcN8XPd6kGHmeSvEIvjB57xYAUX2hxGNux5AlxezJHX9osNMsTxdbE+RbPK87Oxp7eXA6rhZcwhcQ9dsdSKuJJPZC2FBZ+WZspbVTvslAzO4BOZHWAgsQGZ2pz+pFeiUKxnp1H36Dy4CbqP15+f3XwWfcqVvuhqJf/uF1sMT9rwNrKqyp8suE4tsha3zvBWrRRaYlNxvPYaqPaRqXqzGhGwdgI6yIqPOl2J/tJll33W+JG6Y89Zmqn3F0MvLBuLYNOUntQd3oFcFnehIPM+ozO4Je9llYlFc8mK/057BeONoSpL6456GF2F/8EyFzOxSf0Krgx1oZ//RTt2p/+Ai/vz8Hny19aXaRgvs9pL2JWgihG01JGxerPzHu35dGN/kssvEtnhdZK85tCr5SrXvn+UgvSd/zJfpPdUACLmER1nyjsx0tRx/qaPmWjl/FqbzVqyXhGeKm9L5Ugix2W9hSTKzvoN3pPNWrHb6mhf7HfS+1V5AewgSHnfieUyVdLZBZnapP6GVKVkeJe4Iwpjv0+pROCUAACAASURBVH9w8eKwlT+bduBuKz4vGhOWNGL79LbodPZ3kAFM9evCPrTBvTey0+qlewh7zU9r4Nrg13ydL10O+SJ/zU9rAru3a35abxVdBTWrz0cdNE5m1nfwjmRG2SNUXqy4V+bKGBCtwkev1/6Hyq6AyXmZXepfpxX0Z+lOPaD/4III+9svPxp/NhG2rcTG3guzWtmqq/f0DozM2ugKvC7tD6wZ+a0d3GfhY6O2SZQABATsPVZFV70oKoTv1fBX5UscyDtKsdys/eiqzpebPCegbIK2TxSH1a+LIIh5kGKRrajopDEzl6nLt5+xCEvrX6OVD9OgUw/pP7gIhNf0KzJ3S2zsoz5sI8JWRlmGCM64QdQC8fy3+eNytvlM1yY/VvTEwVl0SYl5KhMQOG+FCzJYXB6lKX+ULlxLcScM+Y0403X9cLvmxX5X2KgljE6WLzSs/gcJYk2jEJbQP6qVfl3QIWMyDjshwv72y49fQYwmwraV2Ni3jxKE5mICBdUdhcO4vnAYRTfn0KkNgOrjsGA2rLoDnZOL3Vtc3Tyirjxhw5DuExBWt49Ogp6OT1irf0Qr/brg1wxQmkyFsMh7DamaZrqaSMx2H53pcvH7cxWQjQDaYpR47JN36UCpBYAsvHjC+lNYqGSEsEdiX2eGxUzjbGbnhK3C6/cR9tCgp/3OdFH6s1qx3mt9T9voP7iIP//56Q3loqbVWu3Ev/06XK0FViOJaiKryifX01TzXXmxEjAEQU8XDJUaxGEN19ReVP5pflqTUQKCoY659tECnzGXl01kPWzzknxmv6u1rFUgVasnLplJGltgKgOt1grXa0OtyLereKfu039wER/fmW8NvvI/Ori8zdIXB42FsK3GhL1+QFNSXEWCvMxLnLdK1Mp4eL01AZBdXh7/4uD6gVmb5b44sPDV1dwXFcV7CddgNSnJZQ72xYGdPoKqkpmkseEFJ9bwSGt8YKkWr3+oFbJS37H1NXlI/8ElfTXbkXR+a80uzf6j0p7jsON3cA76Dy6JsB3J6Kbz9CkRNqXx0+CSCNuRjG46T59mD6DZd3AOaXBJO3CnHbiTdCbjEySlaEo7cE9V/pz4D2wMIL/P/UdWZt/BqRv5KPonwnYjUze+AWT2AJp9B6du5ImwE5apG98AMnsAzb6DUzfy8QhL78D9f9WhtB62XojB00UmpII5SgqREb8crwu3L4ytEVbXReaOwzrCK4gPgmO6yDwNwrP0JvUA0iez9HVz0mGmzVX+Z0HVgbAozMPNmkOg765Zr1xQ0jWKLl0vhAWd9QdSCAFHEw66Z2WxUbbVUAepzLsI1Vx/VzK4R0bU/2Fhd+D+0310kAhbLw0Iq4tMSCl9U1HSw6r5y6uui8yzRncQobe0VHcQYt0YntfskxBWyYptAGiuo/q0CZ4k6ELg+gDHTP/QdfKqoDrlrY+vqFRhwe4JawZdF7LQYKTckEKraNjT8FDQF66DrQnVXH+vI1jb0fTvQrgduMvNCr578+598mGbSD1hyz99ogXWhGwOUhM+2L0/YWECmc56dZEJWRQZdnyeg7DIT1Sy5B2Z6cS7rQLfk8s1BzYbuu+uUumsbqSk1cC+bfeENeOsCwlHOxj9SK45kDGjDCo5SyAzb7c7CNVGf7YrI+rfhTA7cP/7/377fAk2ik2EZaWWsPYvZD4BYKnqYSHstPInBZmQ2rrIYLDhiQnrubMYltDvDF7kbS4JWH3aSEVXQc1qpTwtItDvx4eVyiMUPWQaPjdxfvhcJ5uqDJN/tN/lwzbUH1dCLsB4+nchzA7cKQ7bUuoIC0YaDnrkce5oSMKUjm/x/o2QCmOedXn7kiZRAhAQQEijoqMYkEqKzUn58VHjqYax2c1JE1A2p4rGYYckLBlQVFJkhfLzjacXxmZLJ3IsQjXWH5Z+Iv0fF2YH7kTYllJDWM5xrSFslmVCyAI91H2pUBu8IXllEGGty/NEhIUsVRXGcHAVRV2IeSpDO1sJebn2qaJk4B8jId4ZRiNsecpCFoWNRSrpIGQjmsjxAz0F0aHxCNVAfyju+j+J/g8JswN3ImxLiRIWz/t7QIxFCapjOspYWIC2Rcr4ylDBUxHWSX0c1sdj9CAs4SaEOMLS8YiRCescOQQNcvxMCdDT8Qk7Zf0fEm4H7kTYdmIGT58Qwsr/0+uuyoEPERv6m1UN6BFTs1nMyfyZLvi6JounJKylGI8zn4KoZISwILpCRVnItlk1ep7pqoYLEwoNYoRQDXva40zR1PXvRNgduBNhW0k1eCCYWHGN9FOtFWi0RBX8RS32gs906NT674ix1VrwRTtYvNWnNIjDgrd84GdSUQKCoUR9eOnDSS/YRvOS/GKgfldrgXF0CKF7Gkx68W8qZANcBx9arTVF/buQyA7cibAtxA2ee/TGIqOBRQSPadrzpSsFZyBbJNrkFyV0L/UAslrHvzgwRcNFAq4oIjHnAGFuNi8JFEUlR/niANkLq7//7oIXQ4W16A728cXBs+v/sKSvZruRqX9QOIDM/qPSnuOw48tjcdjxJRF2wpIIWyuJsFOXqRt5IuyEZerGN4DMHkCz7+DUjXwcwqYduDtJ/W/unGQC8r//+X8zTqPvn5124P4vlrFN5/nT73P/CYBE2AmkwSURtiMZ3XSePiXCTj2NfoU7SINLImxHMrrpPH1KhJ16Gv0Kd5AGF34H7si23ImwoVRDqPZC7A9uRM9bIUT2mvsFLrtMbBUce5tT/ueyCz+1FWJRnMl83NRTpnrCXl7MktT1iw4zxfJ0cZcUyiYvL29+Wns5sDpu1hwC1801W50ItQlKknreR9g/vhH/I8r09R82//P3fzOZf/n0OVLFlSEz//P//vdfP/zF5Pz1+3+ROthzffP3mkyKsGAs5NldtGJlMqHlh1VwGbKWzeQsnCzA1xpcuB24I9tyJ8JSUg2hfl2I1c7eeGov5H4LmJsXK5G95vWEDfPJP6eT6gh7lBUZdb4U+6PNLG9dnS+JG+a8tZlqXyHv8rKBODZN+UntwR3oVYFt7o/wP4yepoPt8PqvH/7yP3/9/l+fv//5h1//9cNfKpz9/Wch/vbDr65AHNAIgjjzH19X4P7101+JkuW5fv4H/A+XSRD2ssvEorjkxX6ngVmqvTC3gCnAD7p3qYNa1l/xHRc4iEGBWK3BhdmBm9mWOxGWFZqABym2yvxrcxbFhQLlfzlhkUd5lCXvyExXy/GXOmpuNufPevf2ermhr6RtCrRpNeFVak3YP74Rf/vh1/98/v7nH351+f/4Ok5VVBJ6vkEmoDbTLMh0hclMirDnrVjt9DUv9jvgy1cWXm8SBzB8ZC2QSZs9WSBaa3Bhd+Cuy0yExULazWWXlSa4qobcGGUibJBocuWndXUxz1vvrVznS5fjvfKblJ/WBHZv1/y03iq6Cmi2JfTv8mG/+btHWAy1SPr101+Nq8tmfv7+bxVtDc1JBTBteS4HQ1aaIiZsY/tEb3tkLd9ZCRBMFojXGlzqduBmMhNhfQEDr/YmkKRfF+F/zGsLHWZtSNhAqBeoZ0tNogQgIGC9myoS6kVRIXyvhr8qX+KY4FGK5WbtR1d1vtzkOQFlE2AN/NaqqcqxJfW8Jw7766e/+kHYP74Rf/vh72G+nwA9Y5lVRDXE6+OELe3ZC8Ket2K1U2G+n/JiVVdrZoQl9zCMbGyYCIsEDvx5a8NAzv9a7TTMST5smKoZpE1+rOiJg57+dJM/T2UCAuetcP6mBeuxitUcJeGi4uGLBwQIPT/cR1gDwZ9/+P7nalrpj2/cPNUf37AzVKSr62f+4+uqKToO+zBhDSv3u8IGteHU7nkruIiBZ8ZkrTkRltyBm92WOxE2FG/gVzvth19xQDYRNpbqX8m9WSYcQ8DuLa4OHnIMYZtGgf3MRwj7q3U/0es86ahWzi+Yg6Iza+Ow3RFWW5/UxsHKQyvajXUvc3b4wlqzIWxb7zURlhDP5laL4lxylslJhI2kBtNK/hQWKhkh7JHY15lhMT3TRepZdbB1iODnf/iERYBjCfv3n4mFXH5mzzNdFSUxYZF9soS1kTTKqm2tecx0kTtwx7flToQNJTSg1QLakH5dyP3W5STC+snhDCyNyk9rMkpAMNQx177mg8VAt8vLJrIelinJrNYK9TQdbOe9wtVaICDgQEkuxmLJSwdhY1GCDldrgYCAoye8qigR5CVrzWG1FrkDd8223ImwoXhjH0agzlvkLj1EWEL4KYVnSfU+rF2LHv/iAGMO3rf2iwN7NXQ190Xc6tgDZUpan5f6NqH/Lw5sJvZP6xxSBHH/i4OgqfDjAjLzni8ObCZ2Wsm1WUStcmWOd/2DpsJRIzM/3K5jryVIX83eL2Pz6/lT+mqWSd56WNbh/Tr8vmvYxHTcWw/LpMtOht93DZ8Gl0TYjmR003n6lAj7SPr10zfNPkMYnrCNkn7dNvsMoec0uCTCdiSjm87Tp0TYqafRr3AHaXBJO3CnHbiTdCajQzARNp7SDtxTlT8n/gMbA8jvc/+Rldl3cOpGPor+ibDdyNSNbwCZPYBm38GpG3ki7IRl6sY3gMweQLPv4NSNfDzCkpttf35fLYalPz1IhIXiBk8XmZAKHgtzlBQiQz8hr4tglWtVpeaQbRmXwyd8BqkHkD6Zpa+bkw4zba7yP8uqDoRFYR5u1hwCl8k1S54elKTO06iDdwjorNMADLXLdCWBaZGZSGxb0GLIzLsIVae/04tUlezpkPo/LMwO3PCbrs/vyc9nE2GhtCGsLjIhpQzzYC0H4WaHlAxM+MkgWwcgJStiAfS5bunThugS6DauD3DMXAcl4bMKVwlOT+X5KnVPWF1kIiu0LmSh3Vh7umSFtiWxgmRmeBH8DtKZtzsIRetPDQqtKtXTIfXvQpgduBFML2/TbxzUSQvCln+SmWStRoeUJJzi50JsDYCQR6lkyTsy04l3W3lH+VxzYLOhL5GtBGpbTXiVuiesGVVdSDC2aKjJYQ6MoUkmaUu4+daEIvVnVCGOt+ppH/p3IfU7cKf9YZtIc8Lav2rspx1hn9Fp9eQewnruLIYl9Dv9V35XhASsPm2koquAZluq1I8PK1VAKCCEawrdwXgmNq3KHsnM2+12pw8b6q+LLAZYWlXSCe9b/y4kugO3ic+mOGy9YMKGQg05HH0yFODg2eQQGfF6ImkSJQBv3+gFnoiiekxVUmxOyg+aGk81jM1uTpqAsjlV4LfaE2hUzlOpjzgsHVCERyGMTGkyxE9BrX9CUforKbIso6LDvKrjPCG6kJoduFMctqE09WHRiIPHcsBl7N5GDoW3XoXaJ+Ns85muEpU2kuZcR3+6yZ+nMsSzlZCXa4N/ShIuKhAXxyQJy6rU21oCXciikP6Isq8tZMiVzByIUFh/BEsqTB6oyvZ0QoSNbrad4rD10oywlH8beqOeQTU85AnzrjWitAFQfRzWx2P0ICzh7mmOsPGzDxmHNVK+ZYcLR7jxbRyHHZCwmjbWelVjPZ0KYes2206ErZdGhKUPhWaBZ06bHGLCcU/lxbYAUINpJT8qi0pGCBss9aL9vaeY6aqG0CdUXdD9WWa6OP2ba9Wip88700Vutg0jA//89CbNdNVJE8Jyb28ZZX4OpI0O+U/653Nhm8RhwVs+8DOpV3KCoUR9eMXDSS/YBlOSaolTqefVWuTCLNh5+KJTHiczmXq9r9ay+jdXtYERT2C1FrfZ9m+//FjlpF9CrJcGhGXWqJRWQDzglYlcNT6E3LMnw+utCYBsB+JfHJii4SIBVxSRmHNVMaWZklYnLwQcqjTQFwehEx5EoHAYKcjEhkh1kM7s7IuDhqpyPR1U/4clfTXbjUz9g8IBZPYflfYchx1fHovDji+JsBOWRNhaSYSdukzdyBNhJyxTN74BZPYAmn0Hp27k4xA27cDdSep/c+ckE5DRd5hOKZ6GJ0PyYTuSsU3n+dPsATT7Ds4hDS6JsB3J6Kbz9Gn2AJp9B+eQBpdE2I5kdNN5+jR7AM2+g3NIgwu/A7f93CCth20idggvu0wIIbYKDe1BhpnnrRAL9BPHpi6UraLzhRCL4rzLQIEM/h79pTr0NKkeQJcXs850/aLDTLE8Xex1Q7LJy47np7WXA6vjZs0hcIlcs9WJUJtVSfbs/RAWnE6ew0xgP9BIVjvc04gx5MUKd5DN7E5/1z4wWrJTZOYj+g8uzA7cFUY/vktfHDQTZM2LbAXt6cPtvBWrRRYYgdxvxf4QuRPUHt8tXoELIqwgDz1NqgPQUVa00vlS7I82s7ySOl8SN8x5azPVvmLo5WUDcWya8pPagyvmVYFt7o/wP9zZG3SwfbrsMrEoLnmx32k01hVuoAJnbEtcT8ND+wP8D5fZmf7Qqm1fyE5xPX1E/8ElugP35/dffftj8mEbCbKqbfG6gB6l2gv5SsGRIyaXEyMsPunkCIs8yqMseUdmulqOv9RRc+WdPwvTeSvWyw19iWxToE3P4fXP3qCDd6TzVqx2+poXe+yTunSQFYPUHr/EoEYWjDG46sBgyMwO9Qft13WqRWZD/QeXyA7cX3769v3HFCVoKI4UFTqd73mQAUz168I+ZmNYbENYdc2LlXXKZkHYa35aVxQ7b73XfJ0vXQ5BwLI6gd3bNT+tt4quApqN8h2dvUkH70h2WBnC6tdF9YqTFysSW3mxCh7kfvvlnxWYyMwO9a+zTNCpmsx79B9c2B24f/vlxze/fElx2KYSWtUKvODsD+zAm+c8bXz+a04NYcGr4uQI6wcErHtYRUK9KCqE79XwV+VLHPI7SrHcrP3oqs6XmzwnoGyCtqTf6hEWn71RB+9J+nURBDHt0MPo5EGKRbbyQ5a6fK0Zi7Ck/uetWO0U2S+/U3zm3foPLtwO3Je3JWoTYRtKMOq6emdXeyHPeOAhVa8H97IZzGj57321hLVknx5h3azUJj9W/MLBWdR3Yp7KBATOW+GCDBaLR2nKHyXhooLk4oA8Yam6va0lyIv9riBjqWTIsnxnKv/jwp3jEJbQ/7x1hh1O9l6ZkCuZOSHCejtwf3xXxQoSYRtKOOomUFCZO4Kg8CV0PC+7jPZc4oT9cLvsMt9lforUBkD1cVgwG1bdgc7JJRxMW9088K48Ye84e+sOtkrlW3ZerMJOxaKToKfjE9bpj9yL1p16VP/BhdyB+/I2o7c0TIRlhRj1gywXVHl+BB1spRxPejlXHWHJibUnSC0AZNHGM86fwkIlI4Q9EjtwMyyOzHSRE2idE7YK1t9H2EODnvY700Xrj9p8jLDTmOkid+BO62HbirvV8aoU+0JU5ZMrYMx810Ortbx8doHOWKlBHNbgDCyNyk9rMkpAMNRRz75RwlfLy8smsh6WKcms1iIJ3vNqLfu4RapWz28ykzMbfNEGWq0F3AU3u0uPVLNO3af/4MLuwJ0I205Ia4ZOqMlnXrtKYyLuhIMUwEoaEtbMMEyLsGB5efyLg+sHZm2W++LA4k9Xc19UFA+5pUxJ6/N6mcQShcG+OLDTR1ArMpM0G7yu60B1kMzsTH8YKLujUw/pP7ikr2Y7ks5vrdml2X9U2nMcdvwOzkH/wSURtiMZ3XSePiXCpjR+GlwSYTuS0U3n6dPsATT7Ds4hDS5pB+60A3eSzmR8gqQUTWkH7qnKnxP/gY0B5Pe5/8jK7Ds4dSMfRf9E2G5k6sY3gMweQLPv4NSNPBF2wjJ14xtAZg+g2Xdw6kY+HmHJHbhBJtjeMBGWFjN4+kRtlZ0VqsiEVLCCxjm6ABXDfFz3pqTNRBWr02m6Xb+Z6ElhK762d0k9gPTJLH3dnHSYaXOV/7FSdSAsCvNws+YQ6JRrljw97D51op4ICzrrNAAD5zJdSTB0ZCYS2xbqIJV5F6Hq9Hd6kaqSPR1S/4eF34H78/uv3l2SD9tQ/MEjAMoTVsngVqmMTBeZyDKvspIuL2wZVFcysGv7Z81JQ+b2TVglK2AB9Lke6NOGuMtAD3F9gGNGcXQBvCrB6eGVpE/UB2F1kYms0LqQhXZD4OmXFdqWxEqTmeFFIDsYZN7uIBStPzUotKpUT4fUvwthd+D++O67N798SYRtKA8QlqCXszddZEIWRQaNS0khi4IlrMtS0jPKu086AGGRR6lkSS4y04l3W3lH+VxzYLOhO2UrgdpOE7bJ7glrBlAXEg9/zcAE494kExE8zLzd7iAUqT+jCnG8VU/70L8L4Xbg/vLTt/xmBYmwgdxPWNJyLO3KoxrSTskyp56w2GmNqEee9KaLzLp4IxHWc2cx2ZAH6b3yuyIkDfVpIxVdBTRbD/02HbxD7EBIDkiEawrdwXgmHtYKTGTm7Xa704cN9dfYYaAqxbzVAfXvQrgduC9vsx/ffFvGYWnUJsJCaUDYUGhH83a7OXtysAPvUGVGLEqAYwFhSKrRScHb3FBRAhAQQC/wRBTVQ52SYnNSftDUeKpefcPdkJXmVKHfenOEpU/UpIP3CB1QhEeJqHv44sLEYfsnFKW/CXIR0WFe1XGeEF0IswM32nDr8pba/CURFsr9Pmwz2FnEGuhhPxUL6SBUqA1epCIndacddqarJJiNpDmHEl1SYp7KoNFWQl6ufVwoSbioQFwckyFseKKGHbxTdCGLAofNb5E3FDLkSmYORCisP4IlFSYPVGV7OiHCejtwB6ED4lAiLJSOowShuRjWVRZZU50RPw5Qd9KyCnSZH5A2AKqPw/p4jB6EJdw9zb7vR8/On6hXwmo8BuFyD6x/szjsgITVtA3Vqxrr6VQIG+zAnQjbWnqd6XJup6pc2SaEZWJ0sfCtf1LTjJtYe0BaAMiCiyesH5VFJSOEBWETdhlQdKaLP1HnhHUvMJhQfHzd6v8UM12c/s21atHT553pInfg/vweRQzSetg66XO1lpvpcSGARj6s//j3388anNQ2EzX0RtIgDgtevoGfSUUJCIYS9eEzJpz0gm0wJbnFQKGiDTrYXsyA6UIW2g4QGZJE+oOIUpjJ1PM6GGbeHlytZfVvrioz5zWc/l0IuwP3b7/8WOWkHbjr5SHC3m5oSoqrSEKw7v0d+Wy+uTY4qc0YwIe16sS/ODBFw0UCrigiMeeqYkozJa1OMJM4UaMO3iHBVGXohAPH1leKzMR+I9lBMrOzLw4aqsr1dFD9H5b01Ww3MvUPCgeQ2X9U2nMcdnx5LA47viTCTlgSYWslEXbqMnUjT4SdsEzd+AaQ2QNo9h2cupGPQ9i0A3cnqf/NnZNMQEbfYTqleBqeDMmH7UjGNp3nT7MH0Ow7OIc0uCTCdiSjm87Tp9kDaPYdnEMaXBJhO5LRTefp0+wBNPsOziENLvwO3P/+8pPZ+YXexjARFok/lge0DvU19wuct0IsigvIueyCHQa26soU2B9AJi4WtvwcqR5AlxezzHT9osNMsTxdbAeRbPLy8uantZcDq+NmzSFw6Vyz1YlQm6Ak0+Y9hAV9kWfvagQjS1gCHOi8WAX25trnTMLWguciM+9KdAcbq9q5/oMLuwP3x3fVTxuQH30lwnoS3ADAng7Sh2xerITcbx0oqTtK7YVY7bQzNXs0L1YVZP1aVMvPkeoAdJQVGXW+FPujzSyvpM6XxA0DLovaV7y7vGwgjk1TflJ7cAd6VWCb+yP8T6TN1oS97DKxKC55sd9pfxzLJzQJuIO7Jq8LpGppLaZZ8B/ffvBF2B/gf7jMexLTwaaq9qH/4MLtwE3vRZAIy4obxbxYBU6rd/+Uf5KZdC13U2Hbbdbyc6QaACGP8ihL3pGZrtYRXJbwqLnZnD8L03kr1ssNfZVsU6BNoAnXZmvCnrditdPXvNjvoHOtXxdCiGy/pQcRDe5BGgbZ/3CJLAAykbGFmXcluoMPq/qI/oMLswP3Pz+9ie0FkwgbCH0D0Em/Luwz1rE4QljmAR7Wolt+jnQPYa/5aV0x9Lz1XvN1vnQ53iu/SflpTWD3ds1P662iq4BmWZXINu/zYbcqJOz5oK8RQ8qLFbgmzhmMWZ1+Xbj3Idp4KjDRBL8rkR28S9XO9B9cmB24P7//6ttPH6utCUBwNhGWETuE1ujZBEYdFiajBOU7TqRNzp7q1Rg6NYkSgICAdU6rSKgXRYXwvRr+qnyJQ35HKZabtR9d1flyk+cElE2AlfBbPcc2bLNBB4lUuqtEEJayB9h3E2eEQaTVTpGtmaAtBcq+CUt2sK2q3eo/uDA7cH9+7ya44M8jJsJyckUGZFmg9jbQT7IPvP4HM11oEqAJYbmWnyM1n+na5MeKnjg46083+fNU5uX9vBUuyGAheJSm/FESLipILg7IBS7CNpt1kE55sd8VMChM4AMmF9Z3cdjz1hkMOdVJvgb1T1iig/ep2pX+gwuzAzfz84iJsKzU3Bh2pN0sqpNwzsqbK2sUJeBbfo7UBkD1cVgwG1ZdIufkYvcWV1d7+0hjCNs0CuxnPkJYDd/9Y4bEEAQ9XIOmYMnapvohrOvgfap2pf/gwuzAjeKwibANBNpTONNFD7+1EuoQeryHDmmVY2tFWn7o9ugstQCQRRvPOH+6CZWMEPZI7MDNsJib6aJKtuzg9cPNBc27ICzKvAtbPcx00R18XNVH9B9cmB244a95w924E2E58e8BCNnSu1wUF3r5i5mViq7W0q8LANy8WAlviiPW8r13SLepQRzW0AosjcpPazJKQDDUMde6/ND3v7xsIuthmZLEai2+zYdWa9Hro9mZLj9KAMea7v4uowJNw63WAh1sqmof+g8u7A7c8IuDNNNVL9RtELytM+9cpSURd9RBwjd9uNLe/+Ig2vLdd0inqR5AtoPxLw6uH5h3dvfFgYWvrua+qCgeckuZktbnrS3Z7xcHwbKTUugvDlz3qwklwTXlPo0JV+NSF62bDjZVtXv9B5f01WxH8jCAZp9m/1HpY3HYumKXnXya15FeOjhMGlwSYTuS0U3n6VMi7CNJv26fJ6Q+CQKA7gAAIABJREFU4TS4JMJ2JKObztOnRNiUxk+DS9qBO+3AnaQzGZ8gKUVT2oF7qvLnxH9gYwD5fe4/sjL7Dk7dyEfRPxG2G5m68Q0gswfQ7Ds4dSNPhJ2wTN34BpDZA2j2HZy6kY9H2HAH7s/vvUWy4SbcibBQ3ODpIhNCCKnQcSXDTCWFyNAPyZu6UKSi84UQWaGKDBRAbWl0KBCprFKoxR5/1r4eQPpklr5uTjrMtLmB2tWBsCjMw82aQ2BEXLPk6b0BDar3RFjQWXcyMKZkphtIMhN3oyoB+0Jm3kWoOv1JVWtKDqn/w8LuwO1S+qargWDCZlmGx1bJIE8XmZBShnlePWRYXgEfo9yhgA6EKElQpEupA5CSFdsAu5xW+rQhFARa4/oAx0yvlARXzKsSnD68Oqh6ow62F11kIiu0LmSh3Th6+lX2QfaU7749HnaQ63VrQtH6k1q16dRg+nch3A7cNgH+JsLyggkriyKDYFRSyIKCI0dMLidGWHzSloTtna+1AEIuoZIl78hMJ95t5R3lc82BzYbus60EaocOb1C9e8IqKbJC33QhsTERw4yzybL8CdiWsPG0JhSpP6lVm04Np38XwuzAXeW4HWMTYaPiEVZpSDslA5javxjTCsrF/zT/0UVmnbI2hB2Ar/cR1nNnMSyh3xm+s1e5JGD1aSMVXQU0y/Kdrt6PDytVQCggduQ0fqbb+lFAIduoLJHMvN1ud/qwof51WtV0akD9uxBmB27WpU2EpcUnLDSO8k2HG3hoA2SUIBJGCDFq36ricdjoSXqSJlECEBBAL/BEFNVjqpJic1J+0NS4mmFsdnPSBJTNqUi/1RGWq95HHJYOKMKjxnhMHAoHLMlMr36/hKL0r9GqrlOD6v+4MDtwlyn6WzKJsFACwjrEGuh5cSjk4VYHAhr6ZlVLWHvaxj7sQHxtM9NVotJG0pxDifpOzFMZBNpKyMu1Dx8lCRcViHOhSMKy1XtbS6ALWRRB2FcXGXgMOSy5npKZN6+JAQiF9Y9qVd+pEfR/SJgduG3mu0tardVEQsJWrIPm7txL2qmExoFs7eY3Hp4LVoQuc5ywyIj7lTYAqo/D+nyLHoQl3J3KETZ69kj1Xgmr8UCGi0ew/s1CsgMSVtOGGATJWnVqKoQlvNd//9+fcIvYRNg6IQhbjq6qXNkI8izmvEP0cq46wnoTazHCDsjXVgCy8OIJ60dlUckIYYOlXvQCBW6mK1a9c8K61yFMKPLhi/VvOOnV70wRpz+pwKOdet6ZLmYH7ngQNhHWE4qw5nYEFiQV81ZuJ10fWK3l5cOXMtpwB+VrozgseMsHjiIVJSAYStSH1zqc9IJtMCW5dT+kCv2u1rKmQA4b0h/Ep8JMpl4vq51I/UmtmndqSP27kMgO3Je3NHkTYQkhCYsAafKZ9SelLRA0VCj+1pCw0CMgZ7qqk9W6cx1KPYCsgxj/4sAUDRcJuKKIxFzfMCKZklanmuqNOniHAKfZemhshClQlczEJkh2kO51V18chFq16tSg+j8s6avZbmTqHxQOILP/qLTnOOz48lgcdnxJhJ2wJMLWSiLs1GXqRp4IO2GZuvENILMH0Ow7OHUjH4ewaQfuTlL/mzsnmYCMvsN0SvE0PBmSD9uRjG06z59mD6DZd3AOaXBJhO1IRjedp0+zB9DsOziHNLgkwnYko5vO06fZA2j2HZxDGlyYHbhRJr0qNhEWiR3Cyy5YZrpVcIxRAXCIqLgwP+B82WVlycsuEyJ7zXFrtpG8WIHa+8Ot8Xn5NjtL9QC6vJglqesXHWaK5am8Guetd5k2eal8flp7ObA6btYcAt10zVYnQm3WluyHsKCz8uxdLjxMYHxdSTITJWszcMTJzMbq1Z7U1VqAnyh31uus0TW1YH7MvKX+gwu3A7fL5L6pTYRFwtn99YPaC7HaaWBbzuzOWwKjyBAtWB1hAz6aP9UeUjUvVuDPmvOybXaY6gB0lBUZdb4U+6PNLNXW+ZK4YewlKrtfMvTysoE4Nk35Se1Br70q6JIe4X+4kg062D5ddplYFJe82O80aVcu52AvFBhcMjO4CPuDZzxkZmP16k5qalGXurxNXAHXlH5dkLhvrf/gwuzAjXbVoj/uSoRFEsGTy8mLlf9U168LYFieDR1kaWqIsNvidYEf8taysTW3OS/TZpepBkDIozzKkmJkpqvl+EsdNTeb82dhOm/Fermhu2mbAm16Di+lUveEPW/FaqevebHfaeLQwg2TKVkerYabzCQNjDOkuCWQ6tWflFQgsF7/7FSBO/QfXLgduMGmBAjBibCM0GaBc0h7tU9s0octn8B+C3mxss4XwijtcTQ6L9lml+kewl7z0xo4RPg1X+dLl0MTMD+tCezervlpvVV0FdBsDd+xAn35sFtFEDYvVlvFDhPwIuOZJMLquVarXlwTcAFj7sUHBGgE7gf0H1wiO3B/+enb777Kvku/cdBI6FH/cIOvKqSVWCsk4rBVQCpkdAjfqikjELX154202VlqEiUAAQF7Z1aRUC+KCuF7NfxV+RKH/45SLDdrP2aq8+Umzwkom6At6bdiwnolG3XwnqRfF2FAU5cvHMwwOWzVZT5KWEa9mpO6U4Po6nkrVjtFtFZFVMl2pkVYHG+9vK1+XzbFYRuJbzoBJa+NSYeaIqIElcfKeL5Vm46zTc8bb/PR1Hyma5MfK3ri4CwKFhPzVCYgcN4KF2SwEDxKU/4oCRcVJBf+rvFhe4/DXivK7HeFi7oeJO/3kfFKLoj5OGEp9epOSl7A89bdKTiOXGbSrU2IsP4O3CkO21bIUb/sMn+OlaQhx7UAgl7j+0OMhpH4A3fe2jYfSG0AVB+HBbNh1b3qnFzs3uLqal8d4gjbNArsZ/ZKWF29MgP9/WHSr4twZonMpAzyIcJqHHKNnRSlqn0yeluryVQIW/f7MYmwDYQedW86tZuZLltG7YV8Be/4fnV7uhbnRW12mloAyKKNZ5w/hYVKRgh7JLbQZlg8+kyXfl2I/QEj7MDp38579QwMmUHTmS5KvSYnpRQIFh02Iuw0ZrroHbi//PRtihK0EXerd7Zai4AgvQQSzHSBaACKgjU/b7h4q6PUIA5raOWWRl3z05qMEhAMdcxF757WPX/ZRNbDMiWJ1Vp8m/2u1gpXPvlvS9F1UUzqbLWWVa/2pOgC7rLKRNUeRgmcSceiBJNYrcXuwJ2+OGglpN2bdJBo6gm6ISHaoAST+/SLIfJAnfix18h520fQ2qd6ANmF6PEvDq4fmHd298WBe12t5r6oKB5yS5mS1uetLTnmFwdo3KvCZOYNsgxZBewLmdlIvSYntfNjzGcC5McLjtoP6T+4pK9mO5LOb63Zpdl/VNpzHHb8Dj6k3mUnX6mFyQOnwSURtiMZ3XSePiXC/jcn/bptMPHVfxpcEmE7ktFN5+nT7AE0+w7OIQ0uaQfutAN3ks5kfIKkFE1pB+6pyp8T/4GNAeT3uf/Iyuw7OHUjH0X/RNhuZOrGN4DMHkCz7+DUjTwRdsIydeMbQGYPoNl3cOpGPh5h4ztwp51fGog/eLpwi1ulApn2j0CUFCJDvysPG/HaCpvSRSYirY8v9QDSJ7P0dXPSYabNVf5nTdWBsCjMw82aQ+CCuWbJ04OSoE14wXshLOisO5czDGAw0FqwHUUNz1aDBcjMuwhF6u8yoaJkr8bW/2GJ7cDtvul6d0mEjQsaPCU9rJq/6gxFShnYCSrvIOwd0kUWmOWzSR2AlKzYBtDnLqU+bYgnCLjUuD7AMXPJlYRPLFwlOD2VB0/ZpIPtxQyrLmSh3YiDawKfqg17Gh7yO0hn3u4gFKk/tFXvWjrbRsY8mv5dSNqBuxsBg+cNK7CYCGHLQwQ3Q0fVmqk9pOTT4/VWCyDkUSpZkovMdOLdVt5RPtcc2Gzo4bCVQG2rCWoR6dc9Yc3A6kJ6rh4x9KwRKCmyjDE8UAkRPMy83e4gFKk/rQBvwyPq34UwO3AnwrYUN3gBYJ3whLVHkKE1ImzkfM8l9xDWc2cxLKHf6b/yuyIkYPVpIxVdBTRbw/ebd/H78WGl8gkFzMKZiy4yklC6yIInN9WSa4t/eN/lw4b64+PkO9mT6N+FcDtwe7/TBeKzibCUIMJyDiVrRqAOrE5GCVDA4emDr0CaRAlAQAC9wBNRVI+pSorNSflBU+OphrHZzUkTUDanCvxWe4JQA5DXRxyWDijabGdpxtPzcg13xyMUo789gMxeBYVH1/9x4XbgdjNdb365uF+USYRl5CHCoirALQpmurB7m2WZELKYQAj2dru1mekqUWkjac6h9Keb/HkqgztbCSHQximVJFxUIHYEooQN48K9rSXQhSwKF4vEEcswuAl7GvcQByKUpz8QFDEF8Q4bOngK/R8SZgduP3SQogQ18kCUgFgxQMyMed4q/HMK01y3dgCqj8P6eIwehCXchBBH2IZnD1zaXgnrHLn6ELzJBD0dn7CMI1q1T0XHnkb/h4TZgRsmFJNNhKUlNtNlc0hDoYOt1MwYXM6FD00iWNACQBZtPOMol9K9XPKEDZZ60Z4VP9PFrWrogbCOqfcQtmFPe5wpovUnFUAHyz/G178T4Xbgdn7rx3ffpdVatQIHTxcZeKEHf1E2Rrq8dg626WqtKTC2QRwWvOUDmlFRAoKhRH14ccNJL9gGU5JoyQu+tuhge4GrnajVTG7Ukf7BpBc/xTrcai2rP6MqWhVB+Bxj6N+F8Dtwf37/VfrioLH4gwcfwOjZ7MVVCzpqW5oGYVjKhLNoz/epIVsPIHvR4l8cmKIh5lxRRGLOAcKUZkpanUxm6FnZ0uN+cQCMq+Y9Cfu9fgf5zM6+OGBUddnUtNhI+j8s6avZbmTqHxQOILP/qLTnOOz48lgcdnxJhJ2wJMLWSiLs1GXqRp4IO2GZuvENILMH0Ow7OHUjH4ewaQfuTlL/mzsnmYCMvsN0SvE0PBmSD9uRjG06z59mD6DZd3AOaXBJhO1IRjedp0+zB9DsOziHNLgkwnYko5vO06fZA2j2HZxDGlwEWvqKPj348tO3ZSb9uVciLBI7hJdd8BHsVsExRgXAoaBiZn9fPtLmZZeh9g+SbSFUY6voxqv2z1svN3vgJ+/rAXR5MUtS1y86zBTLU/lz0IFWm7zUKj+tvRxYHTdrDoFr4pqtToTaxFcvrH4fYUFf5DnMXDC/gJ0Xq2BEIrXC0SeaggXIzMb6k+rRtZqp2qH+gwv+puvze8tT+ylX+qarkfDWoPZCrHYa2Ba+lyojo1hpDDTSJjx02WXI0GMtYMLW3UhVa6Dx1qkOQEdZkVHnS7E/2szypDpfEjfMeWsz1b5i6OVlA3FsmvKT2oM70KsC29wf4X+gtuJBwl52mVgUl7zY7zQajsokgCa+5m70F8WlphbqadjU/gD/w2U21Z9Uj6jVQtUu9R9cwv1h7W8cVNhN+xI0EWRADMuuebHyIaVfFwQrPXw04mNerAKXIYLRloStudkapBoAIZfwKEvekZmu1hFAPzxq1Hb+rHdt18sN3XHbFGgTaKLzpRBis98+6sOet2K109e82O80XeYgCTeWzOQLnLditWCGGJR0ZkBmNte/Vr2Wqnar/+DC7A+bduBuK44ULVmG3BDvaGUrTdqM3wwPEpZxplqlewh7zU/riqHnrfear/Olywne2W/XsjqB3ds1P623iq4CmmX4rs/H4GiDDrKDwhLWPX3jQxmrlRerreKqoHzS2KK4JPVv+krUUNWu9R9cKsKa3WBJvzURtoHwFua8P/PM9wylevsmzKjyeSNt2kN047zdx+OwyF19ND7QDEBeQMCesYqEelFUCN+r4a/KlzgmeJRiuVn70VWdLzd5TkDZBG0Jv5XwkbuIw+rXRRDEtKPDxGHPW7HaKbJiUEu/LrLXnKXeg4Ql9Y+oF+0gqWr3+g8uOEpg47CJsG3FNx0naC7ifsIybTKEVXtbtrEXzKTH4wNNAVTNSm3yY0VPHJxFE4PEPJUJCJy3wgUZLBaP0pQ/SsJFxQgzV6Z3wppR3u8KMtRIvjqct84AYByfqHWQXADKs4FrY0LV6l+rXgtVe9B/cGHisImwbYUcdW/qiTYUPhRAHuLabNt4i/BC87BaLLUBUH0cFsyGVfeqc3Kxe4urq311iCNswyhwp4TVVIyeBhx6lMZqgZ72Tlinf716TVXtRf/BJc10dST0qHuP8Y5muugVCNRMl7OwwNTsnVC3FOaRFVowtQCQhRfPOH8KC5WMEPZI7OvMsJib6aLO2LKDduj3h9aEReMVqXVo0NOHZrpo/evVa6hqP/oPLgKu0Przn5/eVLvBptVa7YS+AQwLhlytBYBYrgo07SM14gu54C0Uie22TA3isAZnYGlUflqTUQKCoY659skE37IvL5vIelimJL9aq6uZrmq1k7UEpMkuo66/2sPX8LCnQS1+iDtbrQUsmVAPpjtU7VD/wcX+ikz4ccHlLZGZCMtIzBoOUsCRhg9nGFj0g63R8ELVJjH3CprA5gWCs/HPGcqz46aoBlulegDZhejxLw6uH5i1We6LA3vpdDX3VfvJAFPS+rw11Rt1MNJlqHM1TQRP6rCFRzlei7Qf3NSB6iCZ2VR/Uj140uaqdq//4JK+mu1I7uXOf0+a/Uelj8Vh64pddrKjcE3XaVL6Dy6JsB3J6Kbz9CkR9pGkX7edzDeOlZ5F/8ElEbYjGd10nj4lwqY0fhpc0g7caQfuJJ3J+ARJKZrSDtxTlT8n/gMbA8jvc/+Rldl3cOpGPor+ibDdyNSNbwCZPYBm38GpG3ki7IRl6sY3gMweQLPv4NSNfDzC0jtwV98gpPWwDcQNni4yIZV3WBfUmlOpbjclBSqupBAiAz8vbwqgZnFzwdmeU+oBpE9m6evmpMNMm6v8j32qA2FRmIebNYfAtXPNkqeHV5nM7IewoLPuZC4TWAo0CpftcqFRAbEFUAepzLsIRepPakV2yhXnrLxn/R8WdgfuP/9tPzpIhK2XBoSlTUQXGbQoJYWUEpStjoMWMJR1kU0DsnUAUrJiG0Cf66s+bYh+gmuB6wMcMxdHSXAHelWC08NrTmY26GB7MYOvC1loawDQYjy1yMtTlvXsDBZo3MHWhCL1J7XiOmUzmFHsV/8uhNuXwHzo9ebd++TDNpG7CYsPlXcJvFeUdCZYZlY5TRp/JqkBEPIolSx5R2Y68W4r7yifaw5sNvR1s5VAbacJmdmgg3eIGWpdSNr/hMYQmAWTxxUgDQybVmtC0fq30cr8lTEW3rP+XQizA/e//++3z5dgK+5EWFbuJyzEhC4y46+C57l72htnbipOqyf3ENZzZzEsod/pv/K7IiRg9WkjFV0FNNsS+v34sFLxhAWeH7AZv3pt+6WEz/KbB7u7fNhA/zqtsLeti0wqrkrf+nchzA7cKQ7bUu6JwwLvy1I0/A/gKrQbIrj15NIkSgACAugFnoiiekxVUmxOyo+PGk81jM1uTpqAsjkV6aKOQVguoOgOWHwYTw/FMZUUWaG4Fm5DEIrQP6KV3yngckyesP8m47CJsE3lAR/WRdBcdKAyDJdDt1ChdgqcbT7TVaLSRtKcQ4kmS4h5KkM7Wwl5ufZaKkm4qEAs6p+AsLfb7XbThSwKMhbpVIWOH7AnAYIINTNI/REK61+rlXvUKuk7GqPo/5CwcdhE2FbyEGHNk9oLv+KAbE0kNx7YegppA6B6nPl4jB6EJcBDiyFs/OwjEZZx5MiYJng+40UFlCM8EGGd/rVaVSXq3ItE2P8meYiwJWIVjKQFObaFYKZ1KlNdLQBkKcbjzI/KopIRwoIACxtoeZaZrmpc7yVssMIvVr2HmSJa/6ZaNRyp55/pYnbgToRtJY8R1kTR4L2ii0xKST3sdZEF6yAn4MI2icOCt3zgZ1JRAoKhRH34NAonvWAbTMlWi4H6Xa1lX6iRqtUzmMz0lhpQFtiqgw+t1gIBAUIrRn/QDn379Kt/FxLZgTsRtoVgwiKpQvWEoPC/h0mFA2/YyNDzfQp4vTUBkO1V/IsDUzRcJOCKIhJzDhCmNFPS6lSbOdwXB8CasIEQWrls+s25TQf7+OIg3ilwzJsqG0r/hyV9NduNTP2DwgFk9h+V9hyHHV8ei8OOL4mwE5ZE2FpJhJ26TN3IE2EnLFM3vgFk9gCafQenbuTjEDbtwN1J6n9z5yQTkNF3mE4pnoYnQ/JhO5KxTef50+wBNPsOziENLomwHcnopvP0afYAmn0H55AGl0TYjmR003n6NHsAzb6Dc0iDC78Dt9kL5ruvsu/efk6ErRM7hJddJrbKG9fLjloPu1XxQ/NK9QC6vJglqesXHWaK5an8Oejz1rtYmzy/XT/crvlp7eXA6rhZcwhcZ1BSnpuphBvshbCgs0ArYDOrnfZLLvzfzSZt0qS8WIUmR2Z2pz+pFeiUKxnp1H36Dy7cDtyXtxasn98Te24lwnoSt+aIicesf1apDkBHWZFR50uxP9rM8n7T+ZK4Yc5bm6n2FfIuLxuIY9OUn9Qe3oHuRLfztqI5q1KQ2aSD7dNll4lFccmL/U5DOzlvxf5AlfSvCdXT4CLsD/A/XGaX+hNaHfD1XxSXmk7dqf/gwuxL8Pn9V+7z2S8/fUu4sYmwSJBVJcISqQZAyKM8ypJxZKarBbBIHDU3m/NnYTpvxXq5gcxyDml+Wgt5bq1S94Q9b8Vqp695sd9BZ1ntRfZKdcqkg4Qe33krVgvGxkBJZ4dkZpf6E1qZkub6F6vA4fU6dbf+gwu7AzfGbiJsnThSJMLS6R7CWthdPQh+uJUupM3xXvmre/W0JrB7u+an9VbRVT44cI9OWGMbHqHyYsW9Mn+4XT/o1wWm1VZxNobyKzCRmV3qX6cV9GfpTj2g/+BStwM3i91EWCz0qMPMQMr3l8iheaUmUQIQELD3WBVd9aKoEL5Xw1+VL3Eg7yjFcmOCsw6FOl9u8pyBMgQ3qRKnZy9xWP26CIKYBykW2YqKThpbcpn6dZG95uxTvG/C0vrXaOXDNOjUQ/oPLjU7cP/2y4/plxAbCT3q0czaQ/NKzWe6NvmxoicOevoTU+DP81bYCS4bSIUB2etRmvJH6cK1/pWnzuKpxGT2uJYgL/a7wkYtYXTyepCh8biQ5UGWqBqPsIT+Ua3064IOGZNx2OkRFu8P+9svP5JebSIsIfSoRzNrD80rtQFQ/Su5N8tEB1KpNtUeghJdeZ0vBRXMDc9OZvZKWN0+Ogl6Oj5hrf4RrfTrgl8zQGkyacJGvNdEWELoUY9m1h6aV2oBIMs+nrD+FBYqGSHskdjXObJWgW6fzuycsPp1IfaHewl74HpKV+9hpovSn9WK9V7re9pG/8GF2YEbLuFKhG0i7q5LhKVTgzisAajai8o/zU9rMkpAMNQx175RwlfLy8smsh4WxRPiKpGZTTrYPsHVTnYNE+rULivfuMlM1M7Yq7Ws/qRWKPRRpXin7tN/cKF34P747rsqh/3oIBEWCbIbJFVQnxB55r44CN2Nyad6ANnl5fEvDq4fmHd298WBvXq6mvuioniOsGrPXH9SJTJzwC8O7PQR7BSZWfUUERYv9rJOJaxFZnamf6gVd/3JTj2k/+CSvprtSDq/tWaXZv9Rac9x2PE7OAf9B5dE2I5kdNN5+pQIm9L4aXBJhO1IRjedp0+zB9DsOziHNLikHbjTDtxJOpPxCZJSNKUduKcqf078BzYGkN/n/iMrs+/g1I18FP0TYbuRqRvfADJ7AM2+g1M38kTYCcvUjW8AmT2AZt/BqRv5eIQld+AmMxNhGbGDp6QQUrkDSgohMvBz8VSBDP2cvC4yVILJ1EVWtqQLakWtVDfyUNDyUFIPIH0yS183Jx1m2lzlfxZUHQiLwjzcrDkErgYo6XIbqtSwg6GAvvgDQ5qBO1QKsBybCa0JGgC2sqAEPBeZeReh6A5SHXAlA0Ujl6Jv/R8WZgduelvuRFhW7ODpIoMWoqSQUsJbFh/XReYVaEZY2EzNrYgOhTwfTOoApGRFLIA+9zzSpw3xeADPK1wf4Ji5NkrCO5BsqJ1KrQlrBlEXstDkSNGqAwWqhywcWNQS332vLfjgJzNvdxCK6SDWNSs0tmffB4lcip7170JiO79EMxNhkbjBIwwcmrmSAWAVQc84YalGSLVoz3ccN7YGQMijVLIkG5npxLutvKN8rjmw2dC1q7O2VKk1Yc0w6kIGzzwlRZbRI0VaAmMe2FBYDXCzZObtdgeh6A7WKeUViFyKvvXvQup34E77wzYRMHjgttdFVlpYBp7PFBtRdg1hg0f8jAnr+Y4YltBV9V/5XRESsPq0kYqucnNXuKVKd/mwUhGE1UUWPHeDakYB2nG1uVGWtYH17U4fNuhgnQXit7zopehb/y4kugM3vy13IqwncPBCA4f/AaYChh9aQoyw4L0QHQrEvUYGL1wjRWKbRAnA27dVs4p6+qjEgFRSbE6qCpBC13QTRFINdxnCAnC3U+mOOCwXRDTP5drgI45igtCBe3BnRHQWNtMvoYgOKimyQpGBUlMa8TV2KaZEWDe7FYRcUxy2gaDBq6ICLjpQDTQKi6HRx54vTdgsy4SQBY7kNpwSic52DCLNZ7pKVNpImnMd/Ykp8KeSjni2EvJy7bVXMnBGsQreWZqqdO9aAl3IonChRiWppzEQHMZ02LfUVaYm8gapiOxAhMIdhHO/5LSAuxXqLsX0CJvisPcKGjzz5PXCr15AlvI8GcfTFgcIbh+HpdzfIaUNgOqDnj4eowdhCTcGQSl92oSucnOVHiGs9dOAem2w4qvaLHNAwjpHtD4iZkrceSkSYWcpePB0kWWFgkGwIIeOkIYmAo+6zMB5aRaHHXElQSsAWYrxOPOjsqhkhLCK2AHaxQH4B1ADldoSVltX0wGIVS+sVinQcG1THXZ7mCmiOui1GSFsg0sxjZkucgduMjMRlhdv8MrzMJqWAAASYElEQVQAmLcwUUoJ39lYe2myWgsydj6rtYLwJ3jPxwQkGErUh1c5nPSCbaB4wn0qPbZaKxyY6ExXECVA6wdcHnwMU+NOXioy8/bgai3QQULXuKq8hferfxdC78DNZSbCcuIPXnjDKLioj1mwUloEGTylfV4hpKJnutzHCCGIxgkW1APIei31y/uDhQW4KCIx5wB5a1xJd6mFSv1+cRC8WzvT8JuivkIIpprCal7MhVCqjy8OqKhZjXsxqP4PS/pqthuZ+geFA8jsPyp9LA7bTale5bE47PiSCDthSYStlUTYR+QZKDV1I0+EnbBM3fgGkETYqcvUjXwcwqYduDtJ/W/unGQC8r//+X8zTqPvn5124P4vlrFN5/nT73P/CYBE2AmkwSURtiMZ3XSePiXCTj2NfoU7SINLImxHMrrpPH1KhJ16Gv0Kd5AGF34Hbvu5QVoP20TsEF52mdgqOKhhznkrxKK4RMtwmZNN9YS9vJh1pusXHWaK5elirx6STZ7frh9u1/y09nJgddysOQQuLygpz7xK7NnvIuwf34j/EWX6+g+b//n7v5nMv3z6HKniypCZ//l///uvH/5icv76/b9IHey5vvl7TSZFWHA13EW75sWqWpv7mkeq4DJkLZvJ3QhkAb7W4MLswF2lj+/SFwfNxN2otYTNi5WQ+63YH2K1uMzJpjrCHmVFK50vxf5oM8tbV+dL4oY5b22m2lccvLxsII5NU35Se3gHuhPdztuK5qRK9NlvdxD2Xz/85X/++v2/Pn//8w+//uuHv1Q4+/vPQvzth19dgTigEQRx5j++rsD966e/EiXLc/38D/gfLpMg7GWXiUVxyYv9TgNbVXshVjvtCvCD7g1fUEvtRXmb2P8QgxgUiNUaXKL7Enx+/9W3PyYftpEgs4sStvyTzCQs+L+GsMijPMqScWSmqwWwSBw1N5vzZ717e710jZ+3wMPNT2shz63ObjrY2oH92w+//ufz9z//8KvL/8fXcaqiktDzDTIBtZlmQaYrTGZShD1vxWqnr3mx34GXg4OMUxWVtBeQrAUy6XuBLBCtNbhEduD+8tO37z+mKEFDcaSoIax+XdgHrHsbSoSlcVbB7upB8MOt9CttjvfKb1J+WhPYvV3z03qr6CofHDqjhEVnrzrY3of95u8eYTHUIunXT381ri6b+fn7v1W0NTQnFcC05bkcDFlpn5iwjY1Wvy6M08rVQpkUgskC8VqDC7sD92+//Pjmly8pDttU0KiHQg25cQEaWtjkU5MoAQgIWO+miq56UVQI36vhr8qXOCZ4lGK5WeMw7vWDzpebPGegDNHJqRScvepgO8Kal3cchP3jG/G3H/4e5vsJ0DOWWUVUQ7w+TtiSkl4Q9rwVq50K8/2UF6u6WrMirA0LGJ5e3pbObCJsQ4lgEeZAqsK3pETYq5tW2uTHil84EupPTIE/z1s36WQDqTAgez1KU/4oXbjWv7zUWTyVqLNXHWxLWAPBn3/4/udqWumPb9w81R/fsDNUpKvrZ/7j66opOg77MGENK/e7wga1z1s3VRXO6HK2TdaaIWGrOOzHd9+9/ZzWErQRznRQjpstdVJG4hNhUaqPw/pTT2QglWpT7e1TzaekzpeCCubWn73q4N2E/dW6n+h1nnRUK+cXzEHRmbVx2O4Iq61PinwI7KjCS13FytzwhbXmS9jLW7N4yyUD3ERYTuhRxzn0odAs+KamnFoQ1rKPJ6w/hYVKRgh7JPZ1jqxVoNunJ9DaErYCIiYsAhxL2L//TCzk8jN7numqKIkJi4yWJSyahPBN3daax0xXfLPt5MM2FNpWUA654sSYWiIsAKjai8pDzE9rMkpAMNRRz64BgqupLi+byHpYFE+Iq0Sf/fbgai0QEHCgJBdjseSlg7CxKEGHq7VAQMDRE69mA4kgL1lrJqu1YpttJ8I2FGR2JGGZVSylPQXzYxV2ybXZk0z1Pqxdix7/4gCzD9639osDe/fqau6LuNUBYdWedmxplZiVYX18cWAzsX9a55AiiPtfHARNhR8XkJn3fHFgM7HTSt4LRK1yrsIbvqCpcHzJzA+36/hRgvTV7L0yNr+eP6WvZpnkrYdlHd6vw++7hk1Mx731sEy67OQz+AeDSyJsRzK66Tx9SoR9JP366ZtmnyEMT9hGSb9um32G0HMaXBJhO5LRTefpUyLs1NPoV7iDNLikHbjTDtxJOpPRIZgIG09pB+6pyp8T/4GNAeT3uf/Iyuw7OHUjH0X/RNhuZOrGN4DMHkCz7+DUjTwRdsIydeMbQGYPoNl3cOpGPh5hyR24zV4w332VffeV9xlCImwgxOApKUSGfoFZF5mQyivGZoYiVXUItUu28HxSDyB9MktfNycdZtpc5X+WVR0Ii8I83Kw5BK4bKOlySZXIE/VEWNBZoJUzD5fpSgLrIDOR2LagCZGZdxGqTn+nF6kq2dMh9X9Y+B24P7//6t0l+bANJRg8XWRCShmMe3PCxi0KomEehFWyAhZAn5JVV/VpQ9xl7rhXH+CYuTZKwstINkSqxJyoD8LqIhNZoXUhC+1G2VM1K7QtibtCZoYXQSrvOJl5u4NQtP7UoNCqUj0dUv8uhN2B++O779788iURtqH4g1fak8e+zggriyJz5jYPwiKPUsmSXGSmE++28o7yuebAZkPXrs5Kn51tsnvCKimyQt90IQFbTKZRlRp7VKJpJiJ4mHm73UEoUn9GFeJ4q572oX8Xwu3A/eWnb4Pf7EqE5cUbPDuy9UZyF2HVTRdZVWDGhPXcWUw25EF6r/yuCElDfdpIRVe5OXDXQ79NB+8QO9aSAxLhmkJ3MJ6JLacyVTLzdrvd6cOG+mvoHtCVYt7qgPp3IdwO3Je32Y9vvmV+HjERNhA8eGBc4RA/GIc1b8sA3l7Oc0uTKAEICNguVUFPH5UYdUqKzUlV8VHomm6CSKrhLsNKAG5KJfpETTp4j9ABRXgUwsiUDqP/TBy2f0JR+ispsiyjosO8quM8IboQZgduGJz99+UttflLIiwUNHhoWMGzt0sf9uZ8gZkQFrJUVfDDMU9/YgrftgKC0fqbFqz2iaRkGFtFKhDTX04l8kQNO3in6EIWhfQxq4uMBi8ZciUzByIU1h/BkgqTB6qyPZ0eYb1fQoxlJsIiAYNH+Z8RZ/N+wt5MqGA2hHVSH4f18Rg9CEu4ezoopU+b0FX2T8CfqFfCajzM4YoSrGqzOOyAhNW0mdarGutpIux/j7jBCw3JPrQ7J2zpAxSzI6wFF09YPyqLSkYIGyz1iq9VqFGpX8JWQ+0TivXpjDzLTBenf3OtWvT0eWe6yB2449tyJ8IGYgePe0XLOBt7jLDE4q1nlQZx2CD8Cd7zMQEJhhL14WCEk16wDbzuKqoSk9v3ai1yYRbUFL7ZlMfJTKZe76u1rP7NVWXmvIbTvwthd+CObcudCBtINXjMQpRyqIP4QYXd+kznbQXwrXvOP4vUA8j6l/EvDkzREIiuKCKxnweLm8zQs/UPMF8c9D3TBTWzHhobggqUIjOxjdr2vJgLcdG6+uKgoapcTwfV/2FJX812I1P/oHAAmf1HpT3HYceXx+Kw40si7IQlEbZWEmGnLlM38kTYCcvUjW8AmT2AZt/BqRv5OIRNO3B3kvrf3DnJBGT0HaZTiqfhyZB82I5kbNN5/jR7AM2+g3NIg0sibEcyuuk8fZo9gGbfwTmkwSURtiMZ3XSePs0eQLPv4BzS4MLvwP3vLz+ZnV/obQwTYZGYIcyLlRAr7+fjD1KIzP5Y/GUH1rpulS122WXwT5hz2WWwBaLwAa4dzJ7hh+mDVA+gy4tZZrp+0WGmWJ7Kn4M+b71lkpu87G9+Wns5sDpu1hyC19+VlOeGKqH8XggLOuu0cpkL9xPZ0K48CwxNy6W8WAWmSGd2p79rH9gq2Sky8xH9Bxd2B+6P76qfNkC7wCTCMuJGEfP0+kG/LpzFn7fBrVKZTh1hWRxfdhkyX1+BJ0l1ADrKiow6X4r90WaWXdP5krhhzlubqfYV7y4vG4hj05Sf1B5eUnei23lb0ZxUiW2ze8JedplYFJe82O80MobKZkD3b+et2B8a9DQ4tD/A/3CZnelfNlveEbYvZKe4nj6i/+DC7UtA70WQCMsKc9sjK7nmxQqi8MMN8reGsNvidYEd4bJwXqwCnsZ8ltFSDYCQR3mUJePITFcLYJE4am425896Y7RebiCenDean9ZCntmzc212T9jzVqx2+poXe++tyKaDrKxL7ZnH6nkrVgvGHlx1YDNkZof6g/brOtUis6H+gwuzA/c/P71hPpZNhKUluLHF/uDjj7RX9BiPEVZd82IFwQ0PdXpj95PuIayF3dWD4Idb6VfaHO+V36T8tCawe7vmp/VW0VU+OHCzKpFt9uTDbhVPWPB6lBcrElt5sdoqzkhQfgUmMrND/essFr3zRTPv0X9wYXbg/vz+q28/fay2Jnj7ORG2TnxDOUghshU2C/NIJ0rKcxPCgjdBmEO0+YypSZQABASsc1pFV70oKoTv1fBX5Usc8jtKsdyscRj3+kHny02eM1CG4CZVotts0MF7kn5dBEFMaxswOnmQYpGt/JClLt97xiIsqf95K1Y7RfbL7xSfebf+gwuzA/fn926C6/N78mcOEmGRhOYFY6zAth4irHVVGMKqvZ1XeOjG6CM1n+na5MeKnjgS6k9MgT/PW2EnuGwgFQZkr0dpyh+lC9f63KHOglWi22zWwTtTXux3BRlLJUOW10Ol1UFyASjPwEyt7glL6H/eugmu8B65MiFXMnN6hLXh18/v/397Z4/bNhBEYZ7EgHOGNMk9UghWGaRxeqeUoQskgIGcI41Ld76Eqdq+RgpJ3B/OLklpOX94H7aiZWZn/PRCze6Oom/wPuw3xGMsHDZhQr6FK0VlpK/P1rW291NVgiZvjMZjiQFN12GTpaf3QiGVuufz9vyjkcP2j586qpg7/tfJi6s6bE8V8evVyShSeYcN80+eCRYHde382Sk4bFKHhcPOYEK+RT1FBaaRGgYtprd63nY/dtWVLusOO3hf2WHz5abklRWH/Ul04K7sVaDvn91zeYDzRr+7PVXzL3HY+1Kk9K+vsNJFzz+553UOa2Olq9BsO3ybd/wCOGwJ4j1JqbOyWyvexXISytk6s1tlm7fy3bLHzYDmHDZZrD8/nz7+/kxWCQgPDZ47fKJMNnV8+1rZD5t89q9OqXzPdXdrDVLJdqocBUNeTO4jvVsrknrY9kD/peYFddn82Sl24I5PHGClaxpaXqUtMgP5C6JCam0TQr+7LWyx7rruunfFamPagIbt5fUTB+9/C5/Zw4mDwXz789oXVcULDhunPbkDNaXSPdlOHAzLR/EEyIukftJ9XYMa498iLzabfyzXC4K6av7s4NRsI5q/tdwN94dKV67DygfoYf7swGEbIS4d9QMOiyE/2IHDNkJcOuqHewNyH6CHwQ46cLcZ8tJRP9wbkPsAHQx04LbKm/Ev2GDAfYoQoHJE5g+HbYN18THgPkUIUDlwWMNYFx8D7lOEAJUj57DjDtzhSrEJNxw2xrr4GHCfIgSoHCGHLXTgDgNnumZgXXwMuE8RAlSOhirBuPH263ec6ZqBdfEx4D5FCFA58g4bOnCXr8BhSayLjwH3KUKAyhF12KwD92nQXbXgsGOsi48B9ylCgMqRf4bNS67V75KBw8ZYFx8D7lOEAJWjwGHTOuzL08PNr1fs1pqDdfEx4D5FCFA56hw2tIiFw05hXXwMuE8RAlSOkMMWOnDXi7Bw2Azr4mPAfYoQoHLEnmELHbjHO7fgsEWsi48B9ylCgMrRUCVYMOCwMdbFx4D7FCFA5cBhDWNdfAy4TxECVA4c1jDWxceA+xQhQOXIOCw6cGNgYGCsNPAM24Y34/+9M+A+RQhQOSLzh8O2wbr4GHCfIgSoHDisYayLjwH3KUKAypFz2HEH7o+hF8y4HQwclsC6+BhwnyIEqBwhh6U7cIe2sC9PD+jAPYl18THgPkUIUDkaqgTnc1xJVy36cBccNsa6+BhwnyIEqBx5h436bUdNCf79IZtww2FjrIuPAfcpQoDKEXVYogP3Yb+5u/lyh+84mIN18THgPkUIUDnyz7BZHfbYuhB12DlYFx8D7lOEAJWjwGFRh70U6+JjwH2KEKBy4LCGsS4+BtynCAEqR8hh6Q7ch/0GVYIFWBcfA+5ThACVI/YMS3fgxomDJVgXHwPuU4QAlaOhSoBTsxdiXXwMuE8RAlQOHNYw1sXHgPsUIUDliMz/P+pu5Z22b8yJAAAAAElFTkSuQmCC&quot; width=&quot;207&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Highlighting bottom 3 sales is the same, only make sure that you will change what kind of formatting you would like; red, yellow, or you may customize it as well.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
You might have notices that there are many different options to apply conditional formatting to your table, so experiment! When you are not quite sure what a certain option does, scroll over it with your mouse and a box with an explanation will appear. For example: we weren&#39;t sure what a data bar - gradient fill meant, but Excel helped us out like so:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;243&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;In the end, you will find that conditional formatting can make certain data stand out and help you analyze it and identify its patterns and trends faster.&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/5803296484924604316'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/5803296484924604316'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/03/conditional-formatting-in-excel.html' title='Conditional Formatting in Excel'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLcxKenyhfCF25-L-KrRoHVb68BXryAwGbXTKy3PIH1tvzdk5vLJ6TEjaY718VLPZ6ZrIRWhwY2SGy-ly1TYwrtJImaZ-zcH4NSgTDxQnovwYkzcnBFeoGOJeqGQKP6coO7ToQXHL7xEIV/s72-c/2.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-4297054341243960385</id><published>2012-02-10T14:25:00.001-07:00</published><updated>2012-02-15T15:51:06.615-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Excel"/><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;border-bottom: solid #365F91 1.5pt; border: none; mso-border-bottom-themecolor: accent1; mso-border-bottom-themeshade: 191; mso-element: para-border-div; padding: 0in 0in 1.0pt 0in;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;h1&gt;Formatting using the fill handle&lt;/h1&gt;&lt;h1&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/h1&gt;&lt;/div&gt;&lt;div class=&quot;MsoNoSpacing&quot;&gt;Ever wondered how to copy formatting you’ve used down asheet? What about along the same row? Well ladies and gentlemen behold the fillhandle!&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNoSpacing&quot;&gt;                                                  &lt;a href=&quot;http://4.bp.blogspot.com/-NU9PsEYYuRI/TzWK2FgrN0I/AAAAAAAAAAk/P6Kv8_vuUYo/s1600/4.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://4.bp.blogspot.com/-NU9PsEYYuRI/TzWK2FgrN0I/AAAAAAAAAAk/P6Kv8_vuUYo/s1600/4.png&quot; /&gt;&lt;/a&gt;                           &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNoSpacing&quot;&gt;&lt;a href=&quot;http://3.bp.blogspot.com/-qenSUCqwSWs/TzWJ3rQL0fI/AAAAAAAAAAM/RtnY-mypQPA/s1600/1.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;The little black square on the bottom right hand cornerof each cell that makes it all possible!&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNoSpacing&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;MsoNoSpacing&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt; &lt;tbody&gt;&lt;tr&gt;  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 165.35pt;&quot; valign=&quot;top&quot; width=&quot;220&quot;&gt;  &lt;div class=&quot;MsoNormal&quot;&gt;Say I have filled in my summation formula in a cell and  used the fill handle to copy the formula down the column but…&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;This ruins the formatting (no more alternating cells)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.25pt;&quot; valign=&quot;top&quot; width=&quot;222&quot;&gt;  &lt;div class=&quot;MsoNormal&quot;&gt;I can edit the options by clicking on the contextual menu  &lt;i&gt;( the square  on the bottom right of the value $744.00)&lt;/i&gt;that shows up when I am done  using the fill handle and select  the &lt;i&gt;“fill without formatting”&lt;/i&gt; option&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt;  &lt;td style=&quot;border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 147.2pt;&quot; valign=&quot;top&quot; width=&quot;196&quot;&gt;  &lt;div class=&quot;MsoNormal&quot;&gt;And voila! The day is saved! The formatting is the same as before!&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 165.35pt;&quot; valign=&quot;top&quot; width=&quot;220&quot;&gt;  &lt;a href=&quot;http://3.bp.blogspot.com/-qenSUCqwSWs/TzWJ3rQL0fI/AAAAAAAAAAM/RtnY-mypQPA/s1600/1.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://3.bp.blogspot.com/-qenSUCqwSWs/TzWJ3rQL0fI/AAAAAAAAAAM/RtnY-mypQPA/s1600/1.png&quot; /&gt;&lt;/a&gt;  &lt;/td&gt;  &lt;td style=&quot;border-right: solid windowtext 1.0pt; border: none; mso-border-left-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 166.25pt;&quot; valign=&quot;top&quot; width=&quot;222&quot;&gt;  &lt;a href=&quot;http://2.bp.blogspot.com/-gsMPwSsDeSs/TzWKAuQ_xkI/AAAAAAAAAAU/nixFsMh36ds/s1600/2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;106&quot; src=&quot;http://2.bp.blogspot.com/-gsMPwSsDeSs/TzWKAuQ_xkI/AAAAAAAAAAU/nixFsMh36ds/s200/2.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;  &lt;/td&gt;  &lt;td style=&quot;border: none; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 147.2pt;&quot; valign=&quot;top&quot; width=&quot;196&quot;&gt;  &lt;a href=&quot;http://1.bp.blogspot.com/-ti9qov_8k2o/TzWKXVNBVEI/AAAAAAAAAAc/e1xVlGpuo2o/s1600/3.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://1.bp.blogspot.com/-ti9qov_8k2o/TzWKXVNBVEI/AAAAAAAAAAc/e1xVlGpuo2o/s1600/3.png&quot; /&gt;&lt;/a&gt;  &lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/4297054341243960385'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/4297054341243960385'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/02/formatting-using-fill-handle-ever.html' title=''/><author><name>Peter</name><uri>http://www.blogger.com/profile/09573869255122891956</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-NU9PsEYYuRI/TzWK2FgrN0I/AAAAAAAAAAk/P6Kv8_vuUYo/s72-c/4.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6490240781810424011</id><published>2012-02-03T11:38:00.001-07:00</published><updated>2012-02-03T11:42:35.010-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Excel"/><title type='text'>Format as Table</title><content type='html'>Ever wonder how to transform your Excel spreadsheet from this...&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjNJ87eSLfJRnyVVviQ_rw28uRWo5LSGzKMtyK0qSuOLwd_3LfxJFaypKVqeAbxzBCRowxJJmFsuqMqRvpO3y-SMbbhWjsMQfkoJQWCRxFhlxVoF58I7XMZOdqPlHd5SF2fpKQzOolmCcl/s1600/boring.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;292&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjNJ87eSLfJRnyVVviQ_rw28uRWo5LSGzKMtyK0qSuOLwd_3LfxJFaypKVqeAbxzBCRowxJJmFsuqMqRvpO3y-SMbbhWjsMQfkoJQWCRxFhlxVoF58I7XMZOdqPlHd5SF2fpKQzOolmCcl/s640/boring.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
To this...&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqiPMNVb2HBLhr7BcSE-SDqxk52Y4_SsNAjWL-G1HZEUNz1V-75xwIapzH2OjlisrrRGKz4TpCRxJh4Gv6ddlOmWBX26bSiFLVs2ACYIVQEJe9d23dMRoAgqSAfthlkq6ZIfQKJ_puPpAm/s1600/better.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqiPMNVb2HBLhr7BcSE-SDqxk52Y4_SsNAjWL-G1HZEUNz1V-75xwIapzH2OjlisrrRGKz4TpCRxJh4Gv6ddlOmWBX26bSiFLVs2ACYIVQEJe9d23dMRoAgqSAfthlkq6ZIfQKJ_puPpAm/s640/better.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Excel makes the process so simple! &amp;nbsp;&lt;/div&gt;&lt;div class=&quot;&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Select the cells you would like to format&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb2L1Nkmv9EdzRZh0VOnI6o9QxePyVRzzllNb15AKp8kHUjN2_0MyZM6E08wMP_wAJbDymkZkRDoIshwJ8FTYB7_2HAcTbjlwpNuNaijZ18a2OFJH4wNCtGPR8rRqBdE1FmdWntD918tt1/s1600/select.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;278&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb2L1Nkmv9EdzRZh0VOnI6o9QxePyVRzzllNb15AKp8kHUjN2_0MyZM6E08wMP_wAJbDymkZkRDoIshwJ8FTYB7_2HAcTbjlwpNuNaijZ18a2OFJH4wNCtGPR8rRqBdE1FmdWntD918tt1/s640/select.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;On the Home tab, in the Styles group click the Format as Table button&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh48_AJpCTzqZeadiiSkXl82wkfgDgHdxt3JVcLK2pNy-q0IE_8JVC6WCt9K11RQ1PlE7vX37St6P-Y9Y8Penr2lhWZCKTN3B-OvRM8ZF6mUocbPXtVewAnJuXBC7cqv3-dte9VGBYJN2xO/s1600/button.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh48_AJpCTzqZeadiiSkXl82wkfgDgHdxt3JVcLK2pNy-q0IE_8JVC6WCt9K11RQ1PlE7vX37St6P-Y9Y8Penr2lhWZCKTN3B-OvRM8ZF6mUocbPXtVewAnJuXBC7cqv3-dte9VGBYJN2xO/s1600/button.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;ul&gt;&lt;li&gt;Select the desired table design&lt;/li&gt;
&lt;li&gt;Complete the option dialog box&lt;/li&gt;
&lt;/ul&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXqpdW3vSclYDrrGxIu2Hq2cGmsNDSrO8Xv13XZd3wzeF9ZbvrIigjmRpaAJ7CzCay6UdMHOruCisvKqKMXpXzv_CVx-aE23UHV72XTn_FuldYd64puwlzaxcOz2FVP4B5EleO0jLteSRP/s1600/options.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXqpdW3vSclYDrrGxIu2Hq2cGmsNDSrO8Xv13XZd3wzeF9ZbvrIigjmRpaAJ7CzCay6UdMHOruCisvKqKMXpXzv_CVx-aE23UHV72XTn_FuldYd64puwlzaxcOz2FVP4B5EleO0jLteSRP/s1600/options.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;The headers in this example are included (ex. Employee Name, Position, etc.)&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;If you don&#39;t have headers uncheck &quot;My table has headers&quot; and excel will insert some automatically for you&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;Viola! You have a beautiful spreadsheet ready to present to anyone!&amp;nbsp;You can continue to format the title text separately from your table.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6490240781810424011'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6490240781810424011'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/02/format-as-table.html' title='Format as Table'/><author><name>Meagan</name><uri>http://www.blogger.com/profile/17435236542928719045</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjNJ87eSLfJRnyVVviQ_rw28uRWo5LSGzKMtyK0qSuOLwd_3LfxJFaypKVqeAbxzBCRowxJJmFsuqMqRvpO3y-SMbbhWjsMQfkoJQWCRxFhlxVoF58I7XMZOdqPlHd5SF2fpKQzOolmCcl/s72-c/boring.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-7962267927658458199</id><published>2012-02-02T16:30:00.002-07:00</published><updated>2012-02-02T16:36:47.347-07:00</updated><title type='text'>Recognize Text in Acrobat</title><content type='html'>So your professor has scanned in some pages of a book for you to read in class. You&#39;d like to copy a paragraph to paste into your notes, but you can&#39;t because the PDF is made from a scanned document. Looks like you&#39;re gonna have to type one word at a time from the file into your notes. What a bother!&lt;br /&gt;&lt;br /&gt;Wait a minute, here comes Adobe Acrobat to the rescue! Open your file in Acrobat, then find in the &quot;tools&quot; menu the &quot;Recognize Text&quot; panel. Choose &quot;This document,&quot; then watch and be amazed as Acrobat magically converts the scanned page into copyable text! Pretty slick, huh?</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7962267927658458199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7962267927658458199'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/02/recognize-text-in-acrobat.html' title='Recognize Text in Acrobat'/><author><name>yeoldemailaddress</name><uri>http://www.blogger.com/profile/05299282430467678548</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6480371841234426376</id><published>2012-01-20T17:00:00.000-07:00</published><updated>2012-01-20T17:03:24.099-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="InDesign"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Drop Caps in InDesign</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;border: 0; clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;
&lt;img align=&quot;left&quot; alt=&quot;N&quot; src=&quot;http://dailydropcap.com/images/N-9-cap.png&quot; title=&quot;Daily Drop Cap by Jessica Hische&quot; /&gt;othing says &quot;awesome&quot; like a well made drop cap. Watch this short tutorial to learn how to make them in InDesign CS5.
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;

&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/8usralTUc-Q&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6480371841234426376'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6480371841234426376'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/01/drop-caps-in-indesign.html' title='Drop Caps in InDesign'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/8usralTUc-Q/default.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6102129802121426061</id><published>2012-01-19T16:20:00.005-07:00</published><updated>2012-01-19T16:43:09.280-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Adobe"/><category scheme="http://www.blogger.com/atom/ns#" term="education"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Adobe Education</title><content type='html'>Many of you may have opportunities to teach some of the things you&#39;ve learned in your IT Training classes, or perhaps you are planning on teaching and just want to incorporate technology into the classroom. Maybe you just want to get better at using Adobe programs on your own. Whatever your reason, Adobe has a great resource that can help you prepare to teach and learn in a unique and fun way!&lt;br /&gt;&lt;br /&gt;Enter &lt;a href=&quot;http://edexchange.adobe.com&quot;&gt;Adobe Education Exchange&lt;/a&gt;. The Adobe Education Exchange is a place for instructors, trainers, and teachers to share lesson ideas using Adobe products. What does this mean for you? You can find fantastic lesson ideas or new activities to strengthen your own expertise with any Adobe program.&lt;br /&gt;&lt;br /&gt;All you need to enter is an Adobe ID which you can create for free. Upon entering you can click &quot;Find Resources&quot; at the top of the page to begin your search. Narrow down results by subject, age, product, or the type of content you are looking for. Within just a few minutes I was able to find these &lt;a href=&quot;http://edexchange.adobe.com/posts/8ba8e84a73&quot;&gt;fun typography games&lt;/a&gt; submitted by Lukas Engqvist.  I also found a &lt;a href=&quot;http://edexchange.adobe.com/posts/a954c0c10b&quot;&gt;cereal creation activity&lt;/a&gt; submitted by Lori Coburn.&lt;br /&gt;&lt;br /&gt;Have fun using and sharing ideas!</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6102129802121426061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6102129802121426061'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/01/adobe-education.html' title='Adobe Education'/><author><name>jacksoam</name><uri>http://www.blogger.com/profile/12305386457391134477</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-7459611299071762232</id><published>2012-01-13T15:19:00.016-07:00</published><updated>2012-01-13T16:49:24.544-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tablet"/><category scheme="http://www.blogger.com/atom/ns#" term="Wacom"/><title type='text'>Make the most of your Wacom!</title><content type='html'>Remember that a Wacom tablet is not meant to be just a replacement for your traditional computer mouse. Aside from making photo editing a more three-dimensional, hands-on experience, the Wacom can save you time when performing common functions such as navigating webpages and copy-pasting material. Imagine being able to move whole paragraphs of text from a web browser to a word document - with just a couple flicks of a pen.&lt;br /&gt;&lt;br /&gt;To make the most of your Wacom tablet on a PC running Windows 7, you&#39;ll definitely want to know about &lt;span style=&quot;font-weight: bold;&quot;&gt;Flicks&lt;/span&gt;. Flicks allow you to quickly navigate and perform shortcuts on your computer with a single stroke - or flick - of the tablet pen.&lt;br /&gt;&lt;br /&gt;To start:&lt;img style=&quot;width: 218px; height: 189px; float: left; padding-right: 10px;&quot; src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;Open the Flicks panel from your deskband icons (deskband icons are the right side of your start toolbar, directly to the left of where the date and time are usually displayed). You will most likely have to display hidden icons by clicking the small upward arrow furthest to the left in your deskband. The Flicks button will look like a hand holding a pen.&lt;br /&gt;&lt;br /&gt;Clicking anywhere in the main part of the Flicks panel should open up the Flicks training, which will guide you through what Flicks are, what they can do for you, and will even have you practice flicks so you can be confident you have the motions down.&lt;br /&gt;&lt;br /&gt;&lt;img style=&quot;width: 218px; height: 305px; float: left; padding-right: 10px;&quot; src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;Click &lt;span style=&quot;font-weight: bold;&quot;&gt;Customize your flicks settings &lt;/span&gt;to edit what flick direction will perform what shortcut, and even add editing flicks. The copy, paste, undo, and delete flicks can be especially handy.&lt;br /&gt;&lt;br /&gt;Once you get the hang of it, flicks can be useful and fun! They are easy shortcuts and something about performing a copy-paste with a couple of pen flicks just makes you feel happy.&lt;br /&gt;&lt;br /&gt;So yes, the Wacom may be hard to get used to at first, but one of the Wacom&#39;s redeeming qualities is its ability to enable quick shortcuts that feel natural and fully functional.&lt;br /&gt;&lt;br /&gt;Happy flicking!</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7459611299071762232'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7459611299071762232'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2012/01/make-most-of-your-wacom.html' title='Make the most of your Wacom!'/><author><name>abudhabu</name><uri>http://www.blogger.com/profile/18349809234043074798</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6020427997290261561</id><published>2011-11-17T16:04:00.001-07:00</published><updated>2011-11-17T16:04:53.713-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="InDesign"/><category scheme="http://www.blogger.com/atom/ns#" term="tips"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><category scheme="http://www.blogger.com/atom/ns#" term="Word"/><category scheme="http://www.blogger.com/atom/ns#" term="Word 2010"/><title type='text'>Don&#39;t forget to spell check!</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHkIEEnPMYwQAROdsKI59ZWlBdnu5qx5vJmVzeOAwPL_gJ24X_mvyXEj2rJkdegq9TIqWTEl5w9cT7VxpabNI0tJg57Xh1HbPP9zpCpV0YplUrTEn07ExaQV235Zq-9FiiDIa2F2zg2QA/s1600/spellcheck.PNG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHkIEEnPMYwQAROdsKI59ZWlBdnu5qx5vJmVzeOAwPL_gJ24X_mvyXEj2rJkdegq9TIqWTEl5w9cT7VxpabNI0tJg57Xh1HbPP9zpCpV0YplUrTEn07ExaQV235Zq-9FiiDIa2F2zg2QA/s1600/spellcheck.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;After you&#39;ve re-linked your images and checked your preflight panel in InDesign, don&#39;t forget to spell check!&lt;br /&gt;
&lt;br /&gt;
In InDesign, select &lt;i&gt;Edit &amp;gt;&amp;gt; Spelling &amp;gt;&amp;gt;&lt;/i&gt; &lt;b&gt;Check Spelling&lt;/b&gt;. This brings up the Check Spelling dialogue, where you can check the spelling through your entire document.&lt;br /&gt;
&lt;br /&gt;
Some spell-checking tips:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;It will check every text box in your document, whether or not you have a specific text box selected.&lt;/li&gt;
&lt;li&gt;At any time you can click outside the Check Spelling box and continue editing your document without having to close the box. Click the &lt;b&gt;Start&lt;/b&gt;&amp;nbsp;button back inside the box to resume checking the spelling.&lt;/li&gt;
&lt;li&gt;Click &lt;b&gt;Done&lt;/b&gt; to close the Check Spelling box.&lt;/li&gt;
&lt;li&gt;When it has finished checking the spelling, the &lt;b&gt;Skip &lt;/b&gt;button will change to &lt;b&gt;Start&lt;/b&gt;.&lt;/li&gt;
&lt;/ul&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6020427997290261561'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6020427997290261561'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/11/dont-forget-to-spell-check.html' title='Don&#39;t forget to spell check!'/><author><name>Pg.</name><uri>http://www.blogger.com/profile/06228166099949230450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://bp0.blogger.com/__ZhmY138mXE/SE4IakuSMDI/AAAAAAAAAbM/eKxJyeD9oF4/S220/temple+walk+13.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHkIEEnPMYwQAROdsKI59ZWlBdnu5qx5vJmVzeOAwPL_gJ24X_mvyXEj2rJkdegq9TIqWTEl5w9cT7VxpabNI0tJg57Xh1HbPP9zpCpV0YplUrTEn07ExaQV235Zq-9FiiDIa2F2zg2QA/s72-c/spellcheck.PNG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-8099907475574276361</id><published>2011-11-03T16:09:00.003-06:00</published><updated>2011-11-04T09:18:55.794-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Paintbrush Options in Photoshop</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSatOcerVB92bmer4PePNXAlhiC_dEAH-_2aMlIVZ8IIkMmIfgctKrrFNSt_95Nj1klaNJ753LUwDn-tjj7zsFzHpf9bQqWya1cp4AiaxJChqluyx0UajLfh7QpIV725YcFhQIfpeTTWnB/s1600/Blog+Paintbrush+Image.jpg&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 300px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSatOcerVB92bmer4PePNXAlhiC_dEAH-_2aMlIVZ8IIkMmIfgctKrrFNSt_95Nj1klaNJ753LUwDn-tjj7zsFzHpf9bQqWya1cp4AiaxJChqluyx0UajLfh7QpIV725YcFhQIfpeTTWnB/s400/Blog+Paintbrush+Image.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5670901255430958226&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Each of the above paintbrush strokes in the above boxes was produced by one click of the mouse!&lt;br /&gt;&lt;br /&gt;Adjust your paint brush settings by adding scatter, color dynamics, and shape dynamics to add excitement and creativity to your artwork. With the paintbrush tool selected:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;choose the style of paintbrush you wish to use, we used the leaf&lt;/li&gt;&lt;li&gt;click on the folder icon next to the paintbrush style icon&lt;/li&gt;&lt;li&gt;select the brush tab&lt;/li&gt;&lt;li&gt;under brush tip shape select or deselect scattering, color dynamics, shape dynamics&lt;/li&gt;&lt;/ul&gt;Playing with these options you can change the count of strokes per click of the mouse. Again, all three of the images above were produced with only one click of the mouse.&lt;br /&gt;&lt;br /&gt;The first image has none of the above options. The second image has scattering with a count of three. The third image has count of 12 with shape dynamics, color dynamics, and scattering. With one click I had several different shades of orange (the assigned foreground color) producing a wonderful fall leaf look. Simply click and drag to add a beautiful wave of leaves to your image in photoshop</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8099907475574276361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8099907475574276361'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/11/paintbrush-options-in-photoshop.html' title='Paintbrush Options in Photoshop'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSatOcerVB92bmer4PePNXAlhiC_dEAH-_2aMlIVZ8IIkMmIfgctKrrFNSt_95Nj1klaNJ753LUwDn-tjj7zsFzHpf9bQqWya1cp4AiaxJChqluyx0UajLfh7QpIV725YcFhQIfpeTTWnB/s72-c/Blog+Paintbrush+Image.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-4286397818850024140</id><published>2011-10-24T14:31:00.000-06:00</published><updated>2011-10-24T14:31:49.956-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Illustrator"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Non-destructive cropping in Illustrator</title><content type='html'>Ever been frustrated working with a photo in Illustrator? Wanted to crop it? Well get ready to be happy. Friend, meet clipping masks. A &lt;b&gt;clipping mask&lt;/b&gt;&amp;nbsp;allows you to show only the part of the image (or shape or text box or whatever) that you want. The rest is hidden, or &quot;masked out.&quot;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibdbZsS1u6JH0s6Zec7SIDsgfFJbyYHm-FtJfPIV4m8Ai-fRlLAQl__EZbk-QpHcYnWll0P0ZPF_EaQg01aaPACuUPWlqGyY4OZTAFm9-kZZA_fo4Dt6cU1jV9xvAGdBOBQhkgJns3t1k/s1600/beforebefore.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;217&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibdbZsS1u6JH0s6Zec7SIDsgfFJbyYHm-FtJfPIV4m8Ai-fRlLAQl__EZbk-QpHcYnWll0P0ZPF_EaQg01aaPACuUPWlqGyY4OZTAFm9-kZZA_fo4Dt6cU1jV9xvAGdBOBQhkgJns3t1k/s640/beforebefore.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
For this example, I&#39;m going to use a shape to put a mask on an image, but you could just as easily use an image to mask a shape.&lt;br /&gt;
&lt;br /&gt;
1. First, create the shape that will serve as your mask. It can be any shape or closed path. I&#39;m going to fill mine with color for the sake of being able to see it, but when I turn it into a mask all the color will go away.&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaPP9lyZLERVCG_oAt8NJiw4fKrgGx0SbZWJLkilZYuhnPz5zGfmoqFB53seLjUwwg9Lt46b9utGDlvensFnDyjnqE0qp4wX7xKSnZWKW-q4Ett3W2b3Wp2L1pwXz8LkC3qM5dSjjBRY/s1600/before.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;338&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaPP9lyZLERVCG_oAt8NJiw4fKrgGx0SbZWJLkilZYuhnPz5zGfmoqFB53seLjUwwg9Lt46b9utGDlvensFnDyjnqE0qp4wX7xKSnZWKW-q4Ett3W2b3Wp2L1pwXz8LkC3qM5dSjjBRY/s640/before.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
2. &amp;nbsp;Then place the mask on top of your image. When you create the mask, whatever element is&lt;b&gt; on top&lt;/b&gt; will be the mask.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUjhhG_bTKTmL5kLdsDoODnJGt6zMeIKC4nb7rIaro-AsoLpDKLx_fzBt9n6BHhx5VaOq1vgkQ93RT_jW6z9fT4L9wijAi8_zmJZg1Y_t11PDMJzmq31-3FMGwWkOYHUSAdKX6Z9IL2SE/s1600/clip4.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUjhhG_bTKTmL5kLdsDoODnJGt6zMeIKC4nb7rIaro-AsoLpDKLx_fzBt9n6BHhx5VaOq1vgkQ93RT_jW6z9fT4L9wijAi8_zmJZg1Y_t11PDMJzmq31-3FMGwWkOYHUSAdKX6Z9IL2SE/s320/clip4.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
3. To create a mask, go to the &lt;i&gt;Object &lt;/i&gt;menu, select &lt;i&gt;Clipping Mask&lt;/i&gt;, then &lt;b&gt;Make&lt;/b&gt;. And presto! You have a masked (a.k.a. non-destructively&amp;nbsp;cropped) image.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKy7DCPWVOwIDeAZhCbEYujffa3goPLzfi-_zSu7ahGFDLjrpGFSnp_h-qkFtX9ycc9phmq4M0Zy1DXZMy-xshyrkGoAjqmQ7OTYGohB0SOHxElzOEHCZV4pusVoxhisf40IF2GA4ujW0/s1600/after.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;208&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKy7DCPWVOwIDeAZhCbEYujffa3goPLzfi-_zSu7ahGFDLjrpGFSnp_h-qkFtX9ycc9phmq4M0Zy1DXZMy-xshyrkGoAjqmQ7OTYGohB0SOHxElzOEHCZV4pusVoxhisf40IF2GA4ujW0/s640/after.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
By default the mask and the image inside of it are linked together, so when you resize or move it they&#39;ll stay together. BUT if you want to edit either the mask or image&amp;nbsp;independently&amp;nbsp;(maybe you want to change the size of the mask or show a different part of your picture), select the masked image. The contextual panel at the top should change and show you these icons:&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg34lMXmOhnhfAXda2QFTi8KJy4rbElW-K_hHR0bHzQ2OHwehLepVgX9bmzFPv5rhGBpxpwkah_sf9-plxWTc6D_DhV5juMd3zm_lbFBfOlCQr2TLcGPHuV4uYt4fgjiIfNTQL5RWKvXsI/s1600/icons.GIF&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;70&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg34lMXmOhnhfAXda2QFTi8KJy4rbElW-K_hHR0bHzQ2OHwehLepVgX9bmzFPv5rhGBpxpwkah_sf9-plxWTc6D_DhV5juMd3zm_lbFBfOlCQr2TLcGPHuV4uYt4fgjiIfNTQL5RWKvXsI/s200/icons.GIF&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Depending on Illustrator&#39;s layout, they&#39;re probably located all the way to the left on that top bar. The first button allows to you edit only the mask shape; the second lets you edit only the content inside (in this case the image).&lt;/div&gt;&lt;br /&gt;
If you ever want to get rid of your clipping mask, go to the &lt;i&gt;Object&lt;/i&gt; menu again, &lt;i&gt;Clipping Mask&lt;/i&gt;, and choose &lt;b&gt;Release&lt;/b&gt;.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/4286397818850024140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/4286397818850024140'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/10/non-destructive-cropping-in-illustrator.html' title='Non-destructive cropping in Illustrator'/><author><name>Pg.</name><uri>http://www.blogger.com/profile/06228166099949230450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://bp0.blogger.com/__ZhmY138mXE/SE4IakuSMDI/AAAAAAAAAbM/eKxJyeD9oF4/S220/temple+walk+13.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibdbZsS1u6JH0s6Zec7SIDsgfFJbyYHm-FtJfPIV4m8Ai-fRlLAQl__EZbk-QpHcYnWll0P0ZPF_EaQg01aaPACuUPWlqGyY4OZTAFm9-kZZA_fo4Dt6cU1jV9xvAGdBOBQhkgJns3t1k/s72-c/beforebefore.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-406170505003175589</id><published>2011-10-19T09:04:00.002-06:00</published><updated>2011-10-19T09:09:43.736-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="EndNote"/><title type='text'>EndNote X5</title><content type='html'>As you may know, Thompson Reuters recently released a new version of EndNote. It&#39;s pretty much the same as X4, except for one important detail - you can now search the BYU library directly from EndNote! On the navigation panel, click the &quot;more...&quot; button in the online search group. From there, find the option to search &quot;Brigham Young U&quot; and voila! You can find any item in the BYU library. This is especially useful when citing BYU specific resources like Special Collections and the Hugh Nibley room. Try it out!</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/406170505003175589'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/406170505003175589'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/10/endnote-x5.html' title='EndNote X5'/><author><name>yeoldemailaddress</name><uri>http://www.blogger.com/profile/05299282430467678548</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-8750363405693787855</id><published>2011-10-12T10:26:00.005-06:00</published><updated>2011-11-04T09:18:55.800-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="PowerPoint"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Embed a YouTube into PowerPoint</title><content type='html'>Go to a YouTube video page&lt;br /&gt;1. Click on the Share button&lt;br /&gt;2. In the menu that opens up, click the &quot;embed&quot; button&lt;br /&gt;3. Check the box, &quot;use old embed code&quot;&lt;br /&gt;4. Copy the code&lt;br /&gt;&lt;br /&gt;Go to PowerPoint&lt;br /&gt;5. Click on the Insert Tab then the Video Button&lt;br /&gt;6. Select, &quot;video from website&quot;&lt;br /&gt;7. In the box that opens up, paste the code you copied from YouTube&lt;br /&gt;&lt;br /&gt;Double click the black box that appears and watch your video!&lt;br /&gt;&lt;br /&gt;Want to see?&lt;br /&gt;&lt;br /&gt;1. &lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;2.    &lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves&gt;false&lt;/w:TrackMoves&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val=&quot;Cambria Math&quot;&gt;    &lt;m:brkbin val=&quot;before&quot;&gt;    &lt;m:brkbinsub val=&quot;&amp;#45;-&quot;&gt;    &lt;m:smallfrac val=&quot;off&quot;&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val=&quot;0&quot;&gt;    &lt;m:rmargin val=&quot;0&quot;&gt;    &lt;m:defjc val=&quot;centerGroup&quot;&gt;    &lt;m:wrapindent val=&quot;1440&quot;&gt;    &lt;m:intlim val=&quot;subSup&quot;&gt;    &lt;m:narylim val=&quot;undOvr&quot;&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate=&quot;false&quot; defunhidewhenused=&quot;true&quot; defsemihidden=&quot;true&quot; defqformat=&quot;false&quot; defpriority=&quot;99&quot; latentstylecount=&quot;267&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;0&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Normal&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;heading 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 7&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 8&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;9&quot; qformat=&quot;true&quot; name=&quot;heading 9&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 7&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 8&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; name=&quot;toc 9&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;35&quot; qformat=&quot;true&quot; name=&quot;caption&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;10&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Title&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;1&quot; name=&quot;Default Paragraph Font&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;11&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Subtitle&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;22&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Strong&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;20&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Emphasis&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;59&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Table Grid&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Placeholder Text&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;1&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;No Spacing&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Revision&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;34&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;List Paragraph&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;29&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Quote&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;30&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Intense Quote&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 1&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 2&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 3&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 4&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 5&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;60&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Shading Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;61&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light List Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;62&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Light Grid Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;63&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 1 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;64&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Shading 2 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;65&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 1 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;66&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium List 2 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;67&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 1 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;68&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 2 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;69&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Medium Grid 3 Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;70&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Dark List Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;71&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Shading Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;72&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful List Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;73&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; name=&quot;Colorful Grid Accent 6&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;19&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Subtle Emphasis&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;21&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Intense Emphasis&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;31&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Subtle Reference&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;32&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Intense Reference&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;33&quot; semihidden=&quot;false&quot; unhidewhenused=&quot;false&quot; qformat=&quot;true&quot; name=&quot;Book Title&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;37&quot; name=&quot;Bibliography&quot;&gt;   &lt;w:lsdexception locked=&quot;false&quot; priority=&quot;39&quot; qformat=&quot;true&quot; name=&quot;TOC Heading&quot;&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:&quot;Table Normal&quot;;  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:&quot;&quot;;  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:&quot;Times New Roman&quot;;  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext=&quot;edit&quot; spidmax=&quot;1029&quot;&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext=&quot;edit&quot;&gt;   &lt;o:idmap ext=&quot;edit&quot; data=&quot;1&quot;&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;      3. and 4. &lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;5. and 6. &lt;img style=&quot;width: 459px; height: 94px;&quot; src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;7.   &lt;img style=&quot;width: 376px; height: 191px;&quot; src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;If you want to download the video to play without an internet connection, check out keepvid.com</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8750363405693787855'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8750363405693787855'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/10/embed-youtube-into-powerpoint.html' title='Embed a YouTube into PowerPoint'/><author><name>Jane</name><uri>http://www.blogger.com/profile/18361543339800553027</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1YnfL0buSFoVNdB-IXcrguCGPPMt09zU3Ua9N7J8AnFfcWownUMQsJ5jAG-xT6-mqgB66kJ0X-ruGpTIQPdFWyOpz3_L6rMBbUN2TuycP5g8DbwOJlS1v_ucCygz1ftY/s220/DSC00153.JPG'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-1598584730357135730</id><published>2011-10-06T16:19:00.001-06:00</published><updated>2011-10-06T16:21:56.271-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Clipping Masks in Photoshop CS5</title><content type='html'>Jordan just made a video about clipping masks in Photoshop CS5. You can find it on YouTube. &lt;a href=&quot;http://www.youtube.com/byutraining#p/a/u/0/e__Orh7U0HY&quot;&gt;Here.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/e__Orh7U0HY&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1598584730357135730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1598584730357135730'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/10/clipping-masks-in-photoshop-cs5.html' title='Clipping Masks in Photoshop CS5'/><author><name>Niel Rodgers</name><uri>http://www.blogger.com/profile/15299661710706767536</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/e__Orh7U0HY/default.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6680061062864953766</id><published>2011-09-23T09:49:00.006-06:00</published><updated>2011-09-29T19:18:23.378-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="MS-Office"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><category scheme="http://www.blogger.com/atom/ns#" term="Word 2010"/><title type='text'>Page Numbers</title><content type='html'>This is a short video on adding page numbers in Word.&lt;br /&gt;&lt;br /&gt;&lt;iframe width=&quot;420&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/994SsJ08kqE&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6680061062864953766'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6680061062864953766'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/09/this-is-short-video-on-adding-page.html' title='Page Numbers'/><author><name>Jonathan</name><uri>http://www.blogger.com/profile/14011215543948879674</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnPt8bvSFmlJeErgGw6SDz-3TlmLCtfsrOHVMbRFdbWBMRynv9w56EclQmqpdMWmsI9oBMHAaRquukA2X-hhZs3TkuIUYd4BiXQqaZoz1sfedlBbEP3a62mzlc0D5nPVI/s220/jonathan2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/994SsJ08kqE/default.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-6001347596108139565</id><published>2011-09-15T23:56:00.000-06:00</published><updated>2011-09-15T23:56:18.067-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="InDesign"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Compound Paths in Adobe InDesign CS5</title><content type='html'>&lt;span style=&quot;font-size: small;&quot;&gt;Ever wanted to place objects into multiple shapes in InDesign?&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Like this?&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69F2o4XAYcpM2cK02wSilJVmBLl-7HUw885iAsNZuoVLPxq3CFX601DT2N2Is4myutsTd1_5sQBcRe9wvIWpoTpfwSPKe8Hb2NP8DRoCyPLTkUPEPjiNkWwzqYg32q9gqrXkw72WEVTc/s1600/compound+paths.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69F2o4XAYcpM2cK02wSilJVmBLl-7HUw885iAsNZuoVLPxq3CFX601DT2N2Is4myutsTd1_5sQBcRe9wvIWpoTpfwSPKe8Hb2NP8DRoCyPLTkUPEPjiNkWwzqYg32q9gqrXkw72WEVTc/s400/compound+paths.PNG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Time to learn!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;
1. Draw your shapes or frames--either. They can be drawn anywhere on your page and &lt;b&gt;do not need to be overlapping or touching&lt;/b&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir1MW1HjihczgMCKF23Tsxy57I4-15aUtJG3bKagiZqiVmQThAsCNEbOZzDPVJsN6-cUp1Ad7AhkN7UCHZxWdogup1x869IukJ47ZeXbYAKDDw2BQeF9cR9WRjYD1SL-zYIQfVb-Lz_Zk/s1600/frames.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;253&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir1MW1HjihczgMCKF23Tsxy57I4-15aUtJG3bKagiZqiVmQThAsCNEbOZzDPVJsN6-cUp1Ad7AhkN7UCHZxWdogup1x869IukJ47ZeXbYAKDDw2BQeF9cR9WRjYD1SL-zYIQfVb-Lz_Zk/s320/frames.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
2. Join the shapes&#39; paths by going to the Object menu, selecting Paths and Make Compound Path. At this point, your shapes will behave like grouped shapes, but you won&#39;t get the option of ungrouping them. They will stay linked together, so the only way to edit them at this point will be by editing the individual points with the direct selection tool.&lt;br /&gt;
&lt;br /&gt;
3. With the compound path you&#39;ve just created selected, place your image. (File &amp;gt; Place or CTRL + D)&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_QgjWOwRc0HvPuTvy9gHTzrR1klnhKeiOpeS2L5qT_nhyphenhyphenvTcxM5BZMAEF_XOiszc5z1GY1wCRn8Qok3Li7YzZVqgJWqxARlIz50l_1fUncHdcoymsLPYfR5UA4Cf-lxkhT6vxEr1e5f4/s1600/paths.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_QgjWOwRc0HvPuTvy9gHTzrR1klnhKeiOpeS2L5qT_nhyphenhyphenvTcxM5BZMAEF_XOiszc5z1GY1wCRn8Qok3Li7YzZVqgJWqxARlIz50l_1fUncHdcoymsLPYfR5UA4Cf-lxkhT6vxEr1e5f4/s320/paths.PNG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6001347596108139565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/6001347596108139565'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/09/compound-paths-in-adobe-indesign-cs5.html' title='Compound Paths in Adobe InDesign CS5'/><author><name>Pg.</name><uri>http://www.blogger.com/profile/06228166099949230450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://bp0.blogger.com/__ZhmY138mXE/SE4IakuSMDI/AAAAAAAAAbM/eKxJyeD9oF4/S220/temple+walk+13.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69F2o4XAYcpM2cK02wSilJVmBLl-7HUw885iAsNZuoVLPxq3CFX601DT2N2Is4myutsTd1_5sQBcRe9wvIWpoTpfwSPKe8Hb2NP8DRoCyPLTkUPEPjiNkWwzqYg32q9gqrXkw72WEVTc/s72-c/compound+paths.PNG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-8366169788786360894</id><published>2011-09-06T10:02:00.012-06:00</published><updated>2011-09-29T19:13:52.524-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="MS-Office"/><title type='text'>Customizing the Ribbon</title><content type='html'>With Microsoft 2010, you can now customize the Ribbon by creating new tabs, changing the groups, and changing the tools within the groups.  Creating a new tab is especially useful if you find yourself doing a certain function on a regular basis which requires you to switch between two tabs.  For example, in creating weekly reports you might insert a table (on the insert tab) and a watermark (on the page layout tab).  To create your own tab:&lt;br /&gt; 1. Right click on the ribbon and select &quot;Customize the Ribbon…&quot; OR Click the File Tab --&amp;gt; &quot;Options&quot; (on left hand panel) --&amp;gt; &quot;Customize Ribbon&quot; (on left hand panel).  You should now be on the following window:&lt;br /&gt; &lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQYSRHeU1SAd3DRtqVdb1UwN6eWKSWmORzgGqLnrv7Td3HE06FbYWhSC_QtowQfvihw9YiLJIiXXPZ7RSg230idHjfbWoVTawtU8WJuLfv2TCF8FeuJUAL-jHp5fZUOY9RtMpa9S4Yg4/s1600/one.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 259px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQYSRHeU1SAd3DRtqVdb1UwN6eWKSWmORzgGqLnrv7Td3HE06FbYWhSC_QtowQfvihw9YiLJIiXXPZ7RSg230idHjfbWoVTawtU8WJuLfv2TCF8FeuJUAL-jHp5fZUOY9RtMpa9S4Yg4/s320/one.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649281968696997058&quot; border=&quot;0&quot; /&gt;&lt;/a&gt; &lt;br /&gt; &lt;br /&gt;On the left side of the screen are all the different commands and tools offered in the Microsoft program.  The default is to display popular commands, but on the drop down menu at the top are other command options (ie Commands not on the Ribbon, All Commands, Macros, etc.).  On the Right side of the screen are the current tabs and groups in the program.&lt;br /&gt; &lt;br /&gt;2. Click &quot;New Tab&quot; at the bottom of the right column window.&lt;br /&gt; &lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg81INRNpbHT6f41fntXLocJyT8kTQIXs-uPwb7IoqmJ_d1rRmwHFav-6fgLnr6BJzEJO7TwbqkkPs5hKHVDo1BUCNSERLq8HdqjNNEgNt7lA-UCkR-0v7eHfJHnCmHnIHxH_MwPQp1fVU/s1600/two.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 156px; height: 320px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg81INRNpbHT6f41fntXLocJyT8kTQIXs-uPwb7IoqmJ_d1rRmwHFav-6fgLnr6BJzEJO7TwbqkkPs5hKHVDo1BUCNSERLq8HdqjNNEgNt7lA-UCkR-0v7eHfJHnCmHnIHxH_MwPQp1fVU/s320/two.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649282609166066578&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;   &lt;br /&gt; In the window a &quot;New Tab (Custom)&quot; appears.&lt;br /&gt; &lt;br /&gt;3. To rename the tab, right click on it and select &quot;Rename&quot;.  For this example I&#39;ll rename it &quot;Reports&quot;.&lt;br /&gt; &lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3iGuNYnUym5fV9QeP6j-hEyr99npM65yFo339aTOnYbJtGq3rb7h7peyx2mrr-flEy8M26qEZo15LFrPaXi8rtLcd8YN1sUlZ-7fRO2bcDTW43CwhXx9Lt_POixOETPLexFR2YLiFpU/s1600/1.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 231px; height: 74px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3iGuNYnUym5fV9QeP6j-hEyr99npM65yFo339aTOnYbJtGq3rb7h7peyx2mrr-flEy8M26qEZo15LFrPaXi8rtLcd8YN1sUlZ-7fRO2bcDTW43CwhXx9Lt_POixOETPLexFR2YLiFpU/s320/1.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649283869116691730&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;  &lt;br /&gt; 4. Next you can organize groups within your tab (for example on the default &quot;Home&quot; Tab the groups are &quot;Clipboard&quot; (with commands Paste, Cut, Copy), &quot;Font&quot; (with commands Font Size, Grow Font, Bold, Italic), and &quot;Paragraph&quot; (with commands Bullets, Numbering, Align Left/Right/Center)).  In this example the groups will be &quot;Basic&quot; and &quot;Finishing&quot;.&lt;br /&gt;  a. The new tab comes with a default group that you can rename.&lt;br /&gt;  b. You can add another group by clicking in the &quot;New Group&quot; button next to the &quot;New Tab&quot; button at the bottom of the window.  Rename your groups by right clicking on them and selecting &quot;Rename&quot;.  Your new tab should now look something like this:&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJzP2Ze5iELI0JboUrWMn8qx54jz_A42rOz-D_LaUbCe_ta2Oo4HQcqk-AbGT465RbVt26noaIge_NzIRWC0_Kltxadk4l7Vu3O9A2_Myuq3ICGy2sLhG156-MnQJXzkVKSPOJeewRBBM/s1600/2.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 183px; height: 62px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJzP2Ze5iELI0JboUrWMn8qx54jz_A42rOz-D_LaUbCe_ta2Oo4HQcqk-AbGT465RbVt26noaIge_NzIRWC0_Kltxadk4l7Vu3O9A2_Myuq3ICGy2sLhG156-MnQJXzkVKSPOJeewRBBM/s320/2.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649284167894173170&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;5. Now you can add commands to your group.  Because the purpose of this new tab is to help me create reports without switching between other tabs, I will put some basic commands such as Font, Font  Size, Font Color, Bullets, and Borders.&lt;br /&gt;  a. Go to the left column and navigate to the desired command.  For example, go to the drop down menu and select &quot;Main Tabs&quot; --&amp;gt; click on the &quot;Home&quot; Tab --&amp;gt; Click on &quot;Font size&quot; --&amp;gt; Select &quot;Font&quot;.&lt;br /&gt;  b. With the Font command selected (highlighted blue or gray), highlight the group you want the command to enter on the right side of the window (the &quot;Basic&quot; group we just created).&lt;br /&gt;  c. Click the &quot;Add&quot; button between the two windows to add the Font command.&lt;br /&gt;  &lt;br /&gt; &lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp-LYH2Z4l0_vv_qrRWrjo7XFP587aCKAr-Q27uCr51zWtymCF_Z0NeDDv8WBkOFvtnAC3VmX7mLGiXb69NQIZtYwxLpxcJu_pKMEefDsKfouNi4OhGPnQ7rpG7N7lixkKShOGpVkOIy4/s1600/three.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 150px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp-LYH2Z4l0_vv_qrRWrjo7XFP587aCKAr-Q27uCr51zWtymCF_Z0NeDDv8WBkOFvtnAC3VmX7mLGiXb69NQIZtYwxLpxcJu_pKMEefDsKfouNi4OhGPnQ7rpG7N7lixkKShOGpVkOIy4/s320/three.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649282737059952242&quot; border=&quot;0&quot; /&gt;&lt;/a&gt; &lt;br /&gt;  &lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlVuc7Fi-3oNtIJMXpu1A2fI4RVeksQcPKoLBDjSO-jREo1Hb5xrQmcmUG1KjrnDjf4LUVb7lThw9FY_4Ck1Qcy1Oi15y4W4pMuqr6yChygmq3U1aThVreh22pB6Fs5rGFGe6PXEmssSw/s1600/four.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 191px; height: 68px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlVuc7Fi-3oNtIJMXpu1A2fI4RVeksQcPKoLBDjSO-jREo1Hb5xrQmcmUG1KjrnDjf4LUVb7lThw9FY_4Ck1Qcy1Oi15y4W4pMuqr6yChygmq3U1aThVreh22pB6Fs5rGFGe6PXEmssSw/s320/four.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649283014811317746&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;   &lt;br /&gt;  &lt;br /&gt; 6. Repeat step five until all of the desired commands are in the groups.  It should look something like this:&lt;br /&gt; &lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPWPj1czm1UJdEKHOnDPpQdpzsMRLk9vFwJbqcDy8WPvuvnPSdkyVIjFhamPUr5rk8PZIt5XjfEVaBAy8Vgfek5ctBTaa4msl_g3FNs0NArn553h09rkIPuRPhRvUk4TRbtFJkrdCQLQ0/s1600/3.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 210px; height: 162px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPWPj1czm1UJdEKHOnDPpQdpzsMRLk9vFwJbqcDy8WPvuvnPSdkyVIjFhamPUr5rk8PZIt5XjfEVaBAy8Vgfek5ctBTaa4msl_g3FNs0NArn553h09rkIPuRPhRvUk4TRbtFJkrdCQLQ0/s320/3.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649284368065377538&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt; &lt;br /&gt; 7. When you have your tab arranged how you like, click &quot;OK&quot; in the bottom right corner of the screen.  The new tab will now be displayed in the Ribbon.&lt;br /&gt; &lt;br /&gt; &lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisYWQXohvbVkFOxaYO-3gdefsYPS7Ar_6OdG1uuahfDDKjX3stDv7bKnyTYvqsUHGXn5V3stANtBp6y4DPa_1Dih8O_FLUHAWx2IhhdDG3boiNWMINoZ00fZMNcnmf-IIaBM_osvPzIi0/s1600/4.png&quot;&gt;&lt;img style=&quot;display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 65px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisYWQXohvbVkFOxaYO-3gdefsYPS7Ar_6OdG1uuahfDDKjX3stDv7bKnyTYvqsUHGXn5V3stANtBp6y4DPa_1Dih8O_FLUHAWx2IhhdDG3boiNWMINoZ00fZMNcnmf-IIaBM_osvPzIi0/s320/4.png&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5649284467700590274&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8366169788786360894'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/8366169788786360894'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/09/customizing-ribbon.html' title='Customizing the Ribbon'/><author><name>Jessica Jackson</name><uri>http://www.blogger.com/profile/15558738239565823766</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA8sFd-ooZcknfbCjxd4dOQtck16B3-JAUuUnNg-UAnWBB5QtAyMfxpteTK9FKp6TqYyxcjPj5Xqc3rbZacgp8kphUBMkG9Plcyj3YiV4y0uIBPm-Ol2kKTAjsXWm-HSc/s113/Jessica-Jackson.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQYSRHeU1SAd3DRtqVdb1UwN6eWKSWmORzgGqLnrv7Td3HE06FbYWhSC_QtowQfvihw9YiLJIiXXPZ7RSg230idHjfbWoVTawtU8WJuLfv2TCF8FeuJUAL-jHp5fZUOY9RtMpa9S4Yg4/s72-c/one.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-2566532296201077666</id><published>2011-09-02T12:14:00.001-06:00</published><updated>2011-09-29T19:17:41.791-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="web design"/><title type='text'>Styling Web Content With CSS3</title><content type='html'>The world wide web continues to expand and the possibilities for design also continue to grow. &amp;nbsp;Anyone familiar with CSS knows that it is a great, flexible tool for creating great designs for websites. &amp;nbsp;Now with CSS3 the possibilities for design continue to grow. &amp;nbsp;Here are some of the new features:&lt;br /&gt;
&lt;br /&gt;
Box Shadow&lt;br /&gt;
&lt;div style=&quot;margin: 0 auto 0; width: 650px; padding: 5px; box-shadow: 5px 5px 5px #888; background: #000; color: #fff;&quot;&gt;This a box shadow.  In the past, this effect was very difficult to come by but now with one line of code it is done!&lt;br /&gt;
There are 4 attributes that need to be defined for this.  The number of pixels right, below, the number of pixels to blur and the color of the drop shadow.  The code for this is as follows:&lt;br /&gt;
#name{&lt;br /&gt;
box-shadow: 5px 5px 5px #888;&lt;br /&gt;
}&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
Another related effect is a text shadow:&lt;br /&gt;
&lt;p style=&quot;font-size: 20px; text-shadow: 2px 2px 2px #999;&quot;&gt;If your browser supports text-shadows, this text should have a gray shadow behind it&lt;/p&gt;Similar to the box shadow the same parameters need to be defined as follows:&lt;br /&gt;
p{&lt;br /&gt;
text-shadow: 2px 2px 2px #999;&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
One other amazing feature is the resize feature:&lt;br /&gt;
&lt;div style=&quot;margin: 0 auto 0; width: 100px; height: 100px; border: 1px solid; resize: both; overflow: auto;&quot;&gt;This little beauty will allow you to put a resizeable box on the page.&lt;/div&gt;This one is really simple.  Define the height and width and then simply add the resize rule:&lt;br /&gt;
#resize{&lt;br /&gt;
width: 100px;&lt;br /&gt;
height: 100px;&lt;br /&gt;
resize: both;&lt;br /&gt;
overflow: auto;&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
You can also only allow the box to resize in one direction by replacing &quot;both&quot; with &quot;vertical&quot; or &quot;horizontal&quot;.&lt;br /&gt;
&lt;br /&gt;
Since many of these styles are new, they will not work in all browsers so it is always a good idea to have a back up style in case your new cool CSS3 style does not work.  You can check out many of the new styles at CSS3.info under the CSS3 Preview tab.  It will show a preview of some of the new things in CSS3 as well as tell you which browsers support them and special code that is required for different browsers.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2566532296201077666'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2566532296201077666'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/09/styling-web-content-with-css3.html' title='Styling Web Content With CSS3'/><author><name>Meagan</name><uri>http://www.blogger.com/profile/17435236542928719045</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-1294885051623232542</id><published>2011-08-05T15:12:00.004-06:00</published><updated>2011-09-29T19:18:07.662-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Illustrator"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Simple Invite</title><content type='html'>&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&amp;nbsp;If you&#39;re getting married, having a baby or throwing a party chances are you&#39;re faced with the daunting task of making the invitation. Follow these simple steps create a stylish, easy-to-read invitation using Adobe Illustrator.&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgFadtzy9WW4FxfD_JUzmnHtEJ5f1sObxJt9V8ua6SvD5tsJdZTvMF7jiIhDuG7mQd1Iog2RfP-EGj9bpkUiR5S1j-FEJlNFZYgWCeiFs3PVRVWAU2POySB_vMtwJoC8YVm2NwyHIFJgFN/s1600/artboard+tool.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgFadtzy9WW4FxfD_JUzmnHtEJ5f1sObxJt9V8ua6SvD5tsJdZTvMF7jiIhDuG7mQd1Iog2RfP-EGj9bpkUiR5S1j-FEJlNFZYgWCeiFs3PVRVWAU2POySB_vMtwJoC8YVm2NwyHIFJgFN/s1600/artboard+tool.png&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;1. Define the size of your Artboard size      using the Artboard tool. &amp;nbsp; Size dimensions are in the upper right hand corner of your screen.&amp;nbsp; They look like this: &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0YGh4ve0IbBXidFFgMVk86PwzztIEXoxgnWfUfJAHtTaQ60LSw_wkbtrKE3FbhpSnHODixXSgl2QyqOquxWgkrDp8Kl2xSvggX40rbl7s4jRqMEvGiEOmmJ-bJiDdXKnSKNOYnMDzh7rq/s1600/Untitled+picture.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0YGh4ve0IbBXidFFgMVk86PwzztIEXoxgnWfUfJAHtTaQ60LSw_wkbtrKE3FbhpSnHODixXSgl2QyqOquxWgkrDp8Kl2xSvggX40rbl7s4jRqMEvGiEOmmJ-bJiDdXKnSKNOYnMDzh7rq/s1600/Untitled+picture.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;Remember to size your invitation keeping in mind your desired envelop size.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xoWhi7pnhoo15AT7cehMd2Gie3vjCtmEJjA0ZzMsv81Fg9RL4do0LFFA3_Gvk2-dMaJyLHPiGkZ2tW1pz7S6f7zuESkYVmABPc9OWEcEWj-b27CuLGwXdEWiRG2qP4kOUBnhOB-Y1AMs/s1600/fill+thing.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xoWhi7pnhoo15AT7cehMd2Gie3vjCtmEJjA0ZzMsv81Fg9RL4do0LFFA3_Gvk2-dMaJyLHPiGkZ2tW1pz7S6f7zuESkYVmABPc9OWEcEWj-b27CuLGwXdEWiRG2qP4kOUBnhOB-Y1AMs/s1600/fill+thing.png&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;2. Add background color to your invitation using the rectangle tool.&amp;nbsp; Click and drag across your Artboard to match its size.&amp;nbsp; To change the color of this rectangle double click on the Fill Button at the bottom of your toolbar.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;3. Live trace a simple image that you wish to place on your invitation. The more simple the image the better it will work. To Live Trace an image first bring it into Illustrator.&amp;nbsp; Next select the image and select the live trace button at the top of your screen.&amp;nbsp; Once the image is live traced bring up the Tracing Options Dialogue box.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2lcdz226WPU0QMm6bUOdr1ePD-WvUDbjD_4W1lzoiwPXOlTEc1TzWYZ25fwjPfRzOVJU9vlFZ298OgXNEk0om8rtLKcPO51YnXtZ1W60gzSOiFixxtfkMbVyMEpQqizEHHvODcR54LFap/s1600/tracinglk.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2lcdz226WPU0QMm6bUOdr1ePD-WvUDbjD_4W1lzoiwPXOlTEc1TzWYZ25fwjPfRzOVJU9vlFZ298OgXNEk0om8rtLKcPO51YnXtZ1W60gzSOiFixxtfkMbVyMEpQqizEHHvODcR54LFap/s1600/tracinglk.png&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;The Tracing Options Dialogue box (below) allows you to change the settings of your live trace.&amp;nbsp; Decrease the max colors of the live trace to create a more simple image.&amp;nbsp; Feel free to change other options regarding your life trace to manipulate your image.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6kcFidyZviS_h5N-_V_w0XndSLfMOSbbZCt4tO-vB4HpbRPY8AKWfMxTwmFEJxeTF6jiNf-m0rF8NFVwd4S5cngv69RveZlobfAAB_pmh57F1lEL_eyYT5yx3gfa08NEo1MEXw-s6giQ/s1600/Tracing+box.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;281&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh6kcFidyZviS_h5N-_V_w0XndSLfMOSbbZCt4tO-vB4HpbRPY8AKWfMxTwmFEJxeTF6jiNf-m0rF8NFVwd4S5cngv69RveZlobfAAB_pmh57F1lEL_eyYT5yx3gfa08NEo1MEXw-s6giQ/s400/Tracing+box.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;4. Expand your image by selecting it and choosing &lt;b&gt;Object &lt;/b&gt;&amp;gt;&amp;gt;&lt;b&gt;Expand&lt;/b&gt;. With your direct selection tool delete unnecessary aspects of your live traced image.&amp;nbsp; If you can&#39;t delete it, use the eraser tool. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;5. Last but not least, use the text tool to add the text of your invitation. I suggest using dafont.com or other online font sources to supply the font for your invitation.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;An example of an invitation using this methodology is below:&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKT5V7gW6UPBYzo_MX8IHw8Us5HCXyXck_aKOYL9hbUOoadxOhoJEduyfQMHdvxzX9eFNj7sX0HQEwbbV5_ooPLk65RUmMoeokKwQN6VKTap1sExGoQOHuk4d34UQ5i95TAdxf0770p4t4/s1600/Caleb_Mary_invite.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXa-IixOfwgb28JQxS0lv7iw-n4Cd59Gxejkv4dTlq0IYnqsYVuxsXPfQJXaww2h7uboeAcGf-C71zUhuwFO2fbTeqsocB_K6dCUwJ-IXxnOeM13kDiU-YFiEv9w0bOuSeA22PdQIVMhik/s1600/Amy+Drake.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;236&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXa-IixOfwgb28JQxS0lv7iw-n4Cd59Gxejkv4dTlq0IYnqsYVuxsXPfQJXaww2h7uboeAcGf-C71zUhuwFO2fbTeqsocB_K6dCUwJ-IXxnOeM13kDiU-YFiEv9w0bOuSeA22PdQIVMhik/s320/Amy+Drake.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;font-family: Calibri; font-size: 11pt; margin: 0in;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1294885051623232542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1294885051623232542'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/08/simple-invite.html' title='Simple Invite'/><author><name>Lizzy</name><uri>http://www.blogger.com/profile/00755055531100501763</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim82PKtaAQpjG8LLeUQ-5lA2STB6xvQr9jS9EZVp6gfIN7xBaUGEwYplGH_IWMeQIAAipEnW-2Ad094ErRnjcfe2eciHauPRyHVSe6WUdnYAGe6Hs1k-pm25R-XlfGQxo/s220/Waldon+pond.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgFadtzy9WW4FxfD_JUzmnHtEJ5f1sObxJt9V8ua6SvD5tsJdZTvMF7jiIhDuG7mQd1Iog2RfP-EGj9bpkUiR5S1j-FEJlNFZYgWCeiFs3PVRVWAU2POySB_vMtwJoC8YVm2NwyHIFJgFN/s72-c/artboard+tool.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-2444398557269889314</id><published>2011-08-03T12:23:00.000-06:00</published><updated>2011-09-29T19:18:07.670-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Illustrator"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Illustrator&#39;s Gradient Mesh</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;
&lt;div style=&quot;border-top: solid #59B0B9 1.5pt; border: none; mso-border-top-themecolor: accent2; mso-element: para-border-div; padding: 1.0pt 0in 0in 0in;&quot;&gt;&lt;div class=&quot;MsoTitle&quot;&gt;&lt;h1&gt;10 steps to creating awesome gradient mesh&lt;o:p&gt;&lt;/o:p&gt;&lt;/h1&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;This tutorial assumes that you can already use the pen tool and have at least been exposed to gradient mesh (both things we cover in our Illustrator Foundations class).&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;1.&amp;nbsp; Find a picture of the thing you want to create.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD16r1BeKgWthgC2650fMEHsJvXQajqkMLl9mzJbQQcyByJSZ_uInCxfMneIMW43DGf6Gv9jZrZtVQWY1XgAmH_MbTMGOwWzPuPsAWJRlDOQ5-MomLa8utThMJwMnIy5wV6IXhoWM8fG7f/s1600/flower.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;425&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD16r1BeKgWthgC2650fMEHsJvXQajqkMLl9mzJbQQcyByJSZ_uInCxfMneIMW43DGf6Gv9jZrZtVQWY1XgAmH_MbTMGOwWzPuPsAWJRlDOQ5-MomLa8utThMJwMnIy5wV6IXhoWM8fG7f/s320/flower.JPG&quot; width=&quot;282.5&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;2.&amp;nbsp; Paste it into Illustrator on its own layer.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;3. Turn the layer into a template. That way when we switch to outline mode, we’ll still be able to see the image.To do this, double click on the layer and check &quot;Template&quot;. You&#39;ll also want to change the dimming from 50% to 100%. &lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmUiUB0n4twSlrB4qDwWPLMupCtOkBcIjRE7WvUAbpvZoyDR-y_7hgRQBprmT-XTf2-qkVgCX7tZlMIcojtACVHYMb1ZTy6nPqCgaxkF65dC3tZJLsVGzjnw5GdBcE3VksyhRuxZboYP_Q/s1600/template.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;167&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmUiUB0n4twSlrB4qDwWPLMupCtOkBcIjRE7WvUAbpvZoyDR-y_7hgRQBprmT-XTf2-qkVgCX7tZlMIcojtACVHYMb1ZTy6nPqCgaxkF65dC3tZJLsVGzjnw5GdBcE3VksyhRuxZboYP_Q/s320/template.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;4. On a new layer, trace the shape using the pen tool. Keep in mind that gradient mesh works best on shapes that are roughly as long as they are wide (like circles or squares) and the further you get from those shapes, the harder it is to create nice gradient mesh. So, you might want to trace individual pieces of the picture as separate paths instead of just tracing the outline of the whole pictu­re.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCRmfkcQYFBpAiByTCmqU9m6d2IAbx_PxQKyXrD5xCn_l3E7TgkkidPbxAmof-OHSK3RfFYPk56yuFQDc5igtMAMTBUhSzzg5FFnFxZmc-Nqkwuq9Pi-nh7Vdx0vMn9LUm20Sm_Wi7l4ET/s1600/first+petal+traced.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCRmfkcQYFBpAiByTCmqU9m6d2IAbx_PxQKyXrD5xCn_l3E7TgkkidPbxAmof-OHSK3RfFYPk56yuFQDc5igtMAMTBUhSzzg5FFnFxZmc-Nqkwuq9Pi-nh7Vdx0vMn9LUm20Sm_Wi7l4ET/s1600/first+petal+traced.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;5. Now it&#39;s time to add the gradient mesh. Grab the mesh tool and hover over the edge of your path. You&#39;ll see that the mesh tool now has a little plus sign under it. Click to add either a row or a column. (Illustrator will try and determine which it thinks you’re trying to add)&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIQ7jOgjkHCLJbrw5UL99NHheAEQhbRoaUdzBan_6bzR-IaxmRMq8SoYM-t3-ntRYA8kMIZpDrCKpUWkNsVl31jceN1SedhEz99YIzzIVbzX9CSYDEBWka44co5pqHU7YgJFm0uEC4GGWq/s1600/mesh+begin.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIQ7jOgjkHCLJbrw5UL99NHheAEQhbRoaUdzBan_6bzR-IaxmRMq8SoYM-t3-ntRYA8kMIZpDrCKpUWkNsVl31jceN1SedhEz99YIzzIVbzX9CSYDEBWka44co5pqHU7YgJFm0uEC4GGWq/s1600/mesh+begin.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;6. Keep clicking around the edge to add more mesh lines.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhitlUapqkzzR1z_p7Sb5xShMIjEB1Bc4-a7nl0WOQh9aVftFeLEx2jPIOjkV54_8xyUcc_VT8UzzMnhTbqF7dCkwfoxf2mZGeU4vu-I8R4a6E5HlE4oQ0-36e_gnik7AsZ0YzDYxXyI1N8/s1600/mesh+continue.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;221&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhitlUapqkzzR1z_p7Sb5xShMIjEB1Bc4-a7nl0WOQh9aVftFeLEx2jPIOjkV54_8xyUcc_VT8UzzMnhTbqF7dCkwfoxf2mZGeU4vu-I8R4a6E5HlE4oQ0-36e_gnik7AsZ0YzDYxXyI1N8/s320/mesh+continue.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;7. Once your shape is nice and filled, (it&#39;s up to you how many lines you want) you might want to edit where some of those points are. You can do that with either the direct selection tool or the gradient mesh tool. Each one of those intersection points has 4 handles affecting it, and you can modify those or the intersection points itself. Don’t worry about making it perfect now, because you can move the points after we add color as well.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUaU_OPxQutW_WLpplDlXhn6YvpkQa89OtrfYQPHSC3UHkRcWSA_ht3DzC9slDWhK7vKWW_ZXgcGWR2rJHQgOXB0PBbhymmdFA_zigbpoSLRr_TuU5JKIof1z6Pa2jLamqfzyqm_BfUXhL/s1600/modify+points.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUaU_OPxQutW_WLpplDlXhn6YvpkQa89OtrfYQPHSC3UHkRcWSA_ht3DzC9slDWhK7vKWW_ZXgcGWR2rJHQgOXB0PBbhymmdFA_zigbpoSLRr_TuU5JKIof1z6Pa2jLamqfzyqm_BfUXhL/s320/modify+points.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;8. Now let’s add color to each of those points (they can hold a fill color, but not a stroke). Select a gradient mesh point with the direct selection tool and hit ctrl + y. This will switch Illustrator into outline mode. Grab the eyedropper tool and shift + click on the image template to grab the color from the template.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgou2PMpsm5818UAhAdxBbK47QXHmmzioJTpM8M0D9_XB1CkRw0vT0DJTUywafEk1Nn2PdWX7CzoKkllZhASYSiAHB41lVl-gd1g8Sz7Zu46KAUzVPhm6g8qzXAAdxK0_8Ltv1dJQe6r4TL/s1600/outlines.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;223&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgou2PMpsm5818UAhAdxBbK47QXHmmzioJTpM8M0D9_XB1CkRw0vT0DJTUywafEk1Nn2PdWX7CzoKkllZhASYSiAHB41lVl-gd1g8Sz7Zu46KAUzVPhm6g8qzXAAdxK0_8Ltv1dJQe6r4TL/s320/outlines.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Outline Mode&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy2rX_Wp3wvqTu5X3Cr0eb_hxcSu-8wNbbvif2ii1YzaIvkre254tsQotgL1Km6C_bio0EMrUCdr6OH95mi0PFJxkqzHgelUBv4Q3tutVSHPvnkXbJY5tqn56uIfif9NmMHAwbcJVuMNKC/s1600/color+in+points.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy2rX_Wp3wvqTu5X3Cr0eb_hxcSu-8wNbbvif2ii1YzaIvkre254tsQotgL1Km6C_bio0EMrUCdr6OH95mi0PFJxkqzHgelUBv4Q3tutVSHPvnkXbJY5tqn56uIfif9NmMHAwbcJVuMNKC/s320/color+in+points.jpg&quot; width=&quot;305&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Normal Mode&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;9. Repeat step 8 for all the points (Select the mesh point, then shift + click with the eyedropper tool).&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;10. Use the color sliders to make minor edits to individual colors. Repeat steps 4-9 for all the other paths you traced.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Voila! A beautiful Gradient Mesh.&lt;o:p&gt;&lt;/o:p&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1DBMb3u2PXw_dSco32kiI6pzvLoyVain813Ds-hfpmw-Dy5jKoTmzI_K28_XZBrYg7qab-vJOo96BV-iwJXy6Q1Yyp9Y-7TVvzpsL_RitLDWbePIMV424WUazNoyZ79NftpBtTKzozNu/s1600/first+petal+done.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_1DBMb3u2PXw_dSco32kiI6pzvLoyVain813Ds-hfpmw-Dy5jKoTmzI_K28_XZBrYg7qab-vJOo96BV-iwJXy6Q1Yyp9Y-7TVvzpsL_RitLDWbePIMV424WUazNoyZ79NftpBtTKzozNu/s320/first+petal+done.jpg&quot; width=&quot;429&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGNO_T6ZEXmojmWPp58lIs3TOGcpRHWRyP3lLbmvM89w31If67Pi1MI7GIRgPKAcO3wn6r2C1Vb3QamF46aykeoGZwhbPiiVP8k3V0PrJZCyst265Qc-F0UDsMdn09DGrT-QENJO7TbzQM/s1600/finished+mesh.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGNO_T6ZEXmojmWPp58lIs3TOGcpRHWRyP3lLbmvM89w31If67Pi1MI7GIRgPKAcO3wn6r2C1Vb3QamF46aykeoGZwhbPiiVP8k3V0PrJZCyst265Qc-F0UDsMdn09DGrT-QENJO7TbzQM/s1600/finished+mesh.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2444398557269889314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2444398557269889314'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/08/illustrators-gradient-mesh.html' title='Illustrator&#39;s Gradient Mesh'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD16r1BeKgWthgC2650fMEHsJvXQajqkMLl9mzJbQQcyByJSZ_uInCxfMneIMW43DGf6Gv9jZrZtVQWY1XgAmH_MbTMGOwWzPuPsAWJRlDOQ5-MomLa8utThMJwMnIy5wV6IXhoWM8fG7f/s72-c/flower.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-7157997498449356146</id><published>2011-06-09T17:49:00.001-06:00</published><updated>2011-06-09T17:56:42.419-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Computer Basics"/><category scheme="http://www.blogger.com/atom/ns#" term="Mac"/><category scheme="http://www.blogger.com/atom/ns#" term="MS-Office"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><category scheme="http://www.blogger.com/atom/ns#" term="Word"/><category scheme="http://www.blogger.com/atom/ns#" term="Word 2010"/><title type='text'>Changing Word&#39;s Default Font</title><content type='html'>&lt;div&gt;Have you ever wanted to change your default font and text size in word, but couldn&#39;t quite get it to save as the default? Let us help you out!:&lt;/div&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;&lt;div style=&quot;-webkit-line-break: after-white-space; -webkit-nbsp-mode: space; color: black; font-family: Calibri, sans-serif; word-wrap: break-word;&quot;&gt;&lt;div style=&quot;font-size: 14px;&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div xmlns:m=&quot;http://schemas.microsoft.com/office/2004/12/omml&quot; xmlns:o=&quot;urn:schemas-microsoft-com:office:office&quot; xmlns:v=&quot;urn:schemas-microsoft-com:vml&quot; xmlns:w=&quot;urn:schemas-microsoft-com:office:word&quot; xmlns=&quot;http://www.w3.org/TR/REC-html40&quot;&gt;&lt;div lang=&quot;EN-US&quot; link=&quot;blue&quot; vlink=&quot;purple&quot;&gt;&lt;div class=&quot;WordSection1&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;Every time you open a new word document, what&#39;s happening is that MSWord is opening up a blank document template by default. In order to change you setting so they show up everytime, you need to change the blank document template. There are a few options you have to fix this problem:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 14px;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-uuIqrmQ-pmk/TfFcgBco5pI/AAAAAAAAAfM/90GSbySNyT8/s1600/image001.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;
&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;MsoListParagraph&quot; style=&quot;text-indent: -0.25in;&quot;&gt;&lt;/div&gt;&lt;ol&gt;&lt;li style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;MS Word &lt;u&gt;sometimes&lt;/u&gt; does this for you by changing your settings (font, spacing, and size) by clicking on the F&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;ont button on the bottom of the Font group in the Home tab.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-uuIqrmQ-pmk/TfFcgBco5pI/AAAAAAAAAfM/90GSbySNyT8/s1600/image001.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://1.bp.blogspot.com/-uuIqrmQ-pmk/TfFcgBco5pI/AAAAAAAAAfM/90GSbySNyT8/s1600/image001.png&quot; style=&quot;cursor: move;&quot; /&gt;&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: 15px; line-height: 17px;&quot;&gt;When you click on &quot;Set as Default&quot; you should get another pop up that asks you whether you want this in only this document or all documents. Be sure to choose &quot;All documents based on the Normal.dotm template&quot;:&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 14px; text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-EvbnksbQnJE/TfFchfzSEmI/AAAAAAAAAfQ/A0o9-6nwNgc/s1600/image002.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;116&quot; src=&quot;http://1.bp.blogspot.com/-EvbnksbQnJE/TfFchfzSEmI/AAAAAAAAAfQ/A0o9-6nwNgc/s320/image002.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; font-size: 14px; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;2.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;If the above doesn&#39;t work, you&#39;ll need to force the template change by opening up the template yourself and changing things. The template is found by clicking the start menu and typing this into the search &quot;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 115%;&quot;&gt;%appdata%\Microsoft\Templates&quot;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 115%;&quot;&gt;&amp;nbsp;(if you&#39;re using windows 7, remove the parenthesis). Open the normal.dotm template in word, make your desired changes (font, spacing, size) and then save and close the template.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;apple-converted-space&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 115%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;apple-converted-space&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 115%;&quot;&gt;For the Mac users, the Blank document template is found&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: verdana, geneva, lucida, &#39;lucida grande&#39;, arial, helvetica, sans-serif; font-size: 13px;&quot;&gt;/Library/Application Support/Microsoft/Office/User Templates/My Templates/Normal.dotm&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;span class=&quot;apple-converted-space&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span style=&quot;color: black; font-family: Arial, sans-serif; font-size: 10.5pt; line-height: 115%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;font-size: 14px;&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span id=&quot;OLK_SRC_BODY_SECTION&quot;&gt;&lt;span style=&quot;font-size: 11pt; line-height: 115%;&quot;&gt;One of the above options should work. Hope it helps!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;font-size: 14px;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7157997498449356146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/7157997498449356146'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/06/changing-words-default-font.html' title='Changing Word&#39;s Default Font'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-uuIqrmQ-pmk/TfFcgBco5pI/AAAAAAAAAfM/90GSbySNyT8/s72-c/image001.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-3305801405524584145</id><published>2011-06-02T11:42:00.000-06:00</published><updated>2011-06-02T11:42:46.671-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Mac"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Easy Screen Capture - Mac</title><content type='html'>As a trainer, sometimes it&#39;s tough to teach others exactly how to do things on the computer. Through Screen Capture you can record everything you do on your computer and then save it as a movie file which you can share with anyone you want. There are many screen capture programs out there, some of them free (&lt;a href=&quot;http://www.techsmith.com/jing/&quot;&gt;jing&lt;/a&gt;), some of them not (&lt;a href=&quot;http://www.techsmith.com/camtasia/&quot;&gt;Camtasia Studio&lt;/a&gt;). However, if you own Mac OSX Snow Leopard then you already have a wonderful screen capture program: Quicktime.&lt;br /&gt;
&lt;br /&gt;
Thats right! Quicktime has built in screen capture capability that can also capture voice or webcam.&lt;br /&gt;
To start these features:&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;&lt;li&gt;Open Quicktime&lt;/li&gt;
&lt;li&gt;Select File in the Menu Bar and choose either&lt;/li&gt;
&lt;ol&gt;&lt;li&gt;New Screen Recording - To capture your computer screen&lt;/li&gt;
&lt;li&gt;New Audio Recording - To record your voice (Most Macs have built in mics)&lt;/li&gt;
&lt;li&gt;New Movie Recording - To record via webcam (most macs have built in webcam)&lt;/li&gt;
&lt;/ol&gt;&lt;/ol&gt;&lt;div&gt;When you choose one of these three options, you&#39;ll be given a new easy to use window to choose your options as well as a big record button:&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-Th1asB9sUGM/TefJOA2q7oI/AAAAAAAAAdY/nH_AUVC1rf8/s1600/Screen+shot+2011-06-02+at+11.32.24+AM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;139&quot; src=&quot;http://1.bp.blogspot.com/-Th1asB9sUGM/TefJOA2q7oI/AAAAAAAAAdY/nH_AUVC1rf8/s320/Screen+shot+2011-06-02+at+11.32.24+AM.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;Click on the down arrow in the bottom right corner of the menu to see more options. For example, if you want to include audio in your screen recording you have the option to choose Built-in Microphone: External microphone. Be sure to choose a save location so you can find your recording afterwards.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;When your ready press the big red record button. Of course quicktime will want to make sure you&#39;re ready with a prompt. Be sure you are ready and then click Start Recording:&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-HydDWSvrLv8/TefJ3f9zHrI/AAAAAAAAAdc/oTR7Jt8N0AI/s1600/Screen+shot+2011-06-02+at+11.34.54+AM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;169&quot; src=&quot;http://1.bp.blogspot.com/-HydDWSvrLv8/TefJ3f9zHrI/AAAAAAAAAdc/oTR7Jt8N0AI/s320/Screen+shot+2011-06-02+at+11.34.54+AM.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;When you are finished your recording click on the Stop Recording button in the menu bar at the top of your screen:&amp;nbsp;&lt;a href=&quot;http://4.bp.blogspot.com/-PaJlss1pCV4/TefKTlvzByI/AAAAAAAAAdg/x0WJ35s_cT8/s1600/Screen+shot+2011-06-02+at+11.37.06+AM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://4.bp.blogspot.com/-PaJlss1pCV4/TefKTlvzByI/AAAAAAAAAdg/x0WJ35s_cT8/s1600/Screen+shot+2011-06-02+at+11.37.06+AM.png&quot; /&gt;&lt;/a&gt;&amp;nbsp;It&#39;s that easy!&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;When the video is finally rendered it will open in Quicktime player and you can watch it. Of course any mistakes you make will be fully rendered in the video so be sure to practice a lot. Or, another option would be to import your video into iMovie and edit it manually.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;Well, good luck! Hopefully your newfound knowledge will enable you to start a new tutorial making carrer for friends and family!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/3305801405524584145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/3305801405524584145'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/06/easy-screen-capture-mac.html' title='Easy Screen Capture - Mac'/><author><name>Anonymous</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/blank.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-Th1asB9sUGM/TefJOA2q7oI/AAAAAAAAAdY/nH_AUVC1rf8/s72-c/Screen+shot+2011-06-02+at+11.32.24+AM.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-1700836794510816705</id><published>2011-05-23T14:10:00.006-06:00</published><updated>2011-05-23T14:25:11.949-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="extensions"/><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop"/><category scheme="http://www.blogger.com/atom/ns#" term="tips"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Useful guides in Photoshop</title><content type='html'>&lt;a href=&quot;http://2.bp.blogspot.com/-5tMH1K2wTMs/TdrAu9luaXI/AAAAAAAAAFw/xMsoSExMt-0/s1600/GuideGuide%2Bblog.jpg&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img style=&quot;float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand; height: 480px;&quot; src=&quot;http://2.bp.blogspot.com/-5tMH1K2wTMs/TdrAu9luaXI/AAAAAAAAAFw/xMsoSExMt-0/s320/GuideGuide%2Bblog.jpg&quot; border=&quot;0&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5610008198882683250&quot; /&gt;&lt;/a&gt;&lt;p class=&quot;MsoNormal&quot;&gt;If you are meticulous like me, you may be annoyed when creating guides in Photoshop.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;There are all sorts of other specific tools but there isn’t anything to help get a guide lined up quickly and easily.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;&gt;I stumbled into a useful extension for Photoshop called &lt;a href=&quot;http://www.cameronmcefee.com/guideguide/&quot;&gt;GuideGuide, created by Cameron McEfee.&lt;/a&gt;&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;It allows us to create guides both quickly and easily with a simple panel that we add into Photoshop!&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;Installation instructions are on Cameron’s website and you can simply open the panel and get to work right away.&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;&gt;The benefits:&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Easily undo what you don&#39;t like,&lt;/li&gt;&lt;li&gt;Create midpoint guides horizontally, vertically, or both,&lt;/li&gt;&lt;li&gt;Create margin guides&lt;/li&gt;&lt;li&gt;Create columns or rows&lt;/li&gt;&lt;li&gt;Create gutters (the little space between a column or row)&lt;/li&gt;&lt;li&gt;... and do all of the above on a selection within your document too!&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class=&quot;MsoNormal&quot;&gt;GuideGuide is a simple tool that expands the ease and ability of great features already within Photoshop.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;It uses different units for control (inches, pixels, percentage…) so you can work with what you are comfortable with.&lt;span style=&quot;mso-spacerun:yes&quot;&gt;  &lt;/span&gt;If you enjoy it, give Cameron some credit and tell your friends!&lt;o:p&gt;&lt;/o:p&gt;&lt;/p&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1700836794510816705'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/1700836794510816705'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/05/useful-guides-in-photoshop.html' title='Useful guides in Photoshop'/><author><name>jacksoam</name><uri>http://www.blogger.com/profile/12305386457391134477</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-5tMH1K2wTMs/TdrAu9luaXI/AAAAAAAAAFw/xMsoSExMt-0/s72-c/GuideGuide%2Bblog.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-474097967553102525</id><published>2011-04-28T16:58:00.002-06:00</published><updated>2011-04-28T17:06:39.458-06:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="InDesign"/><category scheme="http://www.blogger.com/atom/ns#" term="tips"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>(Hint hint)</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_7ypcXBPBNnSGGvo146JqQK3QGeeYEE9g_7PBkye3IdgZawG1IM3hIzZzheJQcEAD2WOJ_o1gwxXnPdexjcJFtGmRJ84RcafIFO5bXt-g6hM8hhm4w-IsOeebXlAAUd8AcE6FdEz9Pz0/s1600/toolhints.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_7ypcXBPBNnSGGvo146JqQK3QGeeYEE9g_7PBkye3IdgZawG1IM3hIzZzheJQcEAD2WOJ_o1gwxXnPdexjcJFtGmRJ84RcafIFO5bXt-g6hM8hhm4w-IsOeebXlAAUd8AcE6FdEz9Pz0/s320/toolhints.JPG&quot; width=&quot;251&quot; /&gt;&lt;/a&gt;Think you know everything there is to know about InDesign? Think again. &lt;a href=&quot;http://www.adobe.com/&quot;&gt;CS5.5&lt;/a&gt; is out, and we&#39;ve all got plenty more to learn!&lt;br /&gt;
&lt;br /&gt;
But regardless of that .5, here&#39;s an awesome function I never knew existed in InDesign: tool hints! The &lt;b&gt;tool hints panel&lt;/b&gt;&amp;nbsp;simply displays detailed descriptions of whatever tool is selected. Genius, right?&lt;br /&gt;
&lt;br /&gt;
Get the panel by selecting &lt;b&gt;Window &amp;gt; Utilities &amp;gt; Tools&lt;/b&gt; &lt;b&gt;Hints&lt;/b&gt;. Then select any tool from the toolbar and get not only a description of the tool, but also an explanation of that tool&#39;s keyboard modifiers.&lt;br /&gt;
&lt;br /&gt;
InDesign is just&lt;i&gt; so&lt;/i&gt; helpful, right?&lt;br /&gt;
Enjoy!</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/474097967553102525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/474097967553102525'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/04/hint-hint.html' title='(Hint hint)'/><author><name>Pg.</name><uri>http://www.blogger.com/profile/06228166099949230450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='http://bp0.blogger.com/__ZhmY138mXE/SE4IakuSMDI/AAAAAAAAAbM/eKxJyeD9oF4/S220/temple+walk+13.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_7ypcXBPBNnSGGvo146JqQK3QGeeYEE9g_7PBkye3IdgZawG1IM3hIzZzheJQcEAD2WOJ_o1gwxXnPdexjcJFtGmRJ84RcafIFO5bXt-g6hM8hhm4w-IsOeebXlAAUd8AcE6FdEz9Pz0/s72-c/toolhints.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-3415441666762025681</id><published>2011-02-25T13:07:00.004-07:00</published><updated>2011-03-08T16:20:54.536-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Flash"/><category scheme="http://www.blogger.com/atom/ns#" term="Illustrator"/><category scheme="http://www.blogger.com/atom/ns#" term="tips"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><title type='text'>Flash Meets Illustrator</title><content type='html'>&lt;div class=&quot;WordSection1&quot;&gt;&lt;div class=&quot;MsoNormal&quot;&gt;February 25, 2011&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Flash is an incredible program and more and more people are looking to use flash in their electronic projects. Flash websites are becoming more and more prevalent and consumers like more dynamic websites that people can interact with. There are even sites that offer free templates to create your own flash website without needing knowledge of programing or designing (see &lt;a href=&quot;http://www.wix.com/&quot;&gt;wix.com&lt;/a&gt;).&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;However, you don’t need to rely on the skills of others when you can develop your very own website. Most students who first learn flash professional have a hard time figuring out how to create a classy looking website with the minimalist design tools and restrictions within Flash Pro. Something that most students might not be aware of is the amazing interactivity between Adobe programs like Illustrator, Photoshop, and InDesign. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmyUmsZ7t1PB-hmJvkZ-EMJyBjMOfR4BbvxCX4k65RIJsF-Z2oFY15XWv6nDsHS6Zom5e1S9nHN2I4hwG2dkG352kRUTFhzhus3D49rjU5VsruDaUy5BwFisxLcIu7j1etGSZ3eYfXYpw1/s1600/import.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;216&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmyUmsZ7t1PB-hmJvkZ-EMJyBjMOfR4BbvxCX4k65RIJsF-Z2oFY15XWv6nDsHS6Zom5e1S9nHN2I4hwG2dkG352kRUTFhzhus3D49rjU5VsruDaUy5BwFisxLcIu7j1etGSZ3eYfXYpw1/s320/import.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;This means that you can design your animation or website in Illustrator or Photoshop and then import your file into flash. Vector graphics imported from Illustrator maintain most of their editability and Photoshop files will link back to your JPG or PSD file. All you have to do is go to file, import, and then import to Stage. This will take you to a dialogue box, in the case of illustrator, and allow you to choose which artboard, layer, or object that you want to import. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmJi9w5hMOeD69MIvHl1gVIsI5Y9f_mmcywES0jwJ0JNu6GpIEEEMDzcCopmmHF6gig29CTJzkGR4TYaZ7kXUQhyphenhyphenuDnoIjK8VQ7AjRBP-7V2SqrakPuxv-kZWarCbWKevQwSN8sZzkJiZ/s1600/import2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXmJi9w5hMOeD69MIvHl1gVIsI5Y9f_mmcywES0jwJ0JNu6GpIEEEMDzcCopmmHF6gig29CTJzkGR4TYaZ7kXUQhyphenhyphenuDnoIjK8VQ7AjRBP-7V2SqrakPuxv-kZWarCbWKevQwSN8sZzkJiZ/s320/import2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Another alternative is to grab the object in illustrator or Photoshop and dragging and dropping them or copy and pasting them onto your stage. Using these two program with Flash allows you to do much, much more with your projects and increase the quality of your animations or websites. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAVlH6xo9-R8YFCQY01mk642V_VBckKzdSZKVPUlu_zLcf8rlCnHzqr0u59p4oiHzn5gJmMrnWuw7MhEiRN1qzbJnG2VaX1oGzcjosDlMV7OEXv2IiMOzxV9wjqyIDzhHYUSfStdT34Ukz/s1600/it+singles.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAVlH6xo9-R8YFCQY01mk642V_VBckKzdSZKVPUlu_zLcf8rlCnHzqr0u59p4oiHzn5gJmMrnWuw7MhEiRN1qzbJnG2VaX1oGzcjosDlMV7OEXv2IiMOzxV9wjqyIDzhHYUSfStdT34Ukz/s320/it+singles.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Check out this file &lt;a href=&quot;http://train.byu.edu/Flash/extras/Animation%20Examples/IT%20SINGLES%20FLASH.swf&quot;&gt;here&lt;/a&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/3415441666762025681'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/3415441666762025681'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/02/flash-meets-illustrator.html' title='Flash Meets Illustrator'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmyUmsZ7t1PB-hmJvkZ-EMJyBjMOfR4BbvxCX4k65RIJsF-Z2oFY15XWv6nDsHS6Zom5e1S9nHN2I4hwG2dkG352kRUTFhzhus3D49rjU5VsruDaUy5BwFisxLcIu7j1etGSZ3eYfXYpw1/s72-c/import.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3659211079526853276.post-2974997173142129990</id><published>2011-01-31T15:34:00.000-07:00</published><updated>2011-01-31T15:34:40.894-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Acrobat"/><category scheme="http://www.blogger.com/atom/ns#" term="Acrobat Reader"/><category scheme="http://www.blogger.com/atom/ns#" term="forms"/><category scheme="http://www.blogger.com/atom/ns#" term="training"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorials"/><category scheme="http://www.blogger.com/atom/ns#" term="Word 2010"/><title type='text'>Adobe Acrobat, Typewriters, and Easy Form Creation</title><content type='html'>&lt;div class=&quot;MsoNormal&quot;&gt;Have you ever wanted to send an electronic document to someone, have them fill it out, then send it back to you?&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Many people who have tried to accomplish such a task have used programs like MS Word. First they create a Word document. Then they send it to their users in the hopes they are savvy enough not to destroy the formatting or delete important lines. The entire fiasco can be a headache. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Instead of using Word, create a PDF document using Adobe Acrobat and enable the typewriter tool. After the typewriter tool is activated any user using Adobe Acrobat &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;OR &lt;/b&gt;Adobe Acrobat Reader can use the typewriter tool to type directly onto your form. Your forms retain their formatting and you get your information. Everyone is happy.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;/div&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;First Create a PDF. This can be done by “printing” your document to the PDF Printer. This can be done in any piece of software from InDesign to MS Word. The example below shows what it looks like in Word 2010.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLAnGKu9wbQ1xa3fIFZ10WtMv4-RbaYmRIHaDmwqvFljTxjZyQYQq5zcyD-os2ZEY11dFtVtuWlehWWcH020agkLQEBBjiHJLAHci5hR5SCn8e9_QMM6BxX2KcvUw69efvRS1rkFYaRkJr/s1600/PDF-Print.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;282&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLAnGKu9wbQ1xa3fIFZ10WtMv4-RbaYmRIHaDmwqvFljTxjZyQYQq5zcyD-os2ZEY11dFtVtuWlehWWcH020agkLQEBBjiHJLAHci5hR5SCn8e9_QMM6BxX2KcvUw69efvRS1rkFYaRkJr/s320/PDF-Print.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Next, open the PDF in Adobe Acrobat. Then go to Tools&amp;gt;Typewriter&amp;gt;Enable Typewriter Tool in Adobe Reader…&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5MNLlB1tRbMLRRfR-an0GBA7TapICZcb3M0IJCDZ4CRt0yzjhJCkaPTkRzSW01CSidHtCrd-0iFVHjsBaKNdbG5iyrQhP9mOVDkB8wsUU5zZhSneIM258iVmVzYqBKXla5PC6i5WUlh9v/s1600/Typerwriter-activation.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;153&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5MNLlB1tRbMLRRfR-an0GBA7TapICZcb3M0IJCDZ4CRt0yzjhJCkaPTkRzSW01CSidHtCrd-0iFVHjsBaKNdbG5iyrQhP9mOVDkB8wsUU5zZhSneIM258iVmVzYqBKXla5PC6i5WUlh9v/s400/Typerwriter-activation.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;After selecting this option, you will need to resave this.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Now, when you open up the file in either Acrobat Pro or Acrobat Reader, a purple bar will appear at the top of the file. Users can click on the button that says “Typewriter” to activate the Typewriter tool. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9HXH8tQvuVkJJtHjnOfXeV7CDvTjVJTbZdipRQ-lf7h7VSv0Yg0ovIsWFPvfuYcR2KzWWx86pM1ns2fXAX4bWj-1oWc7pgveUjPpcK0zLxf6ppwIjKIwLZP4Guo416Aa5rMSSRzW2v1mc/s1600/purple-topper.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;89&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9HXH8tQvuVkJJtHjnOfXeV7CDvTjVJTbZdipRQ-lf7h7VSv0Yg0ovIsWFPvfuYcR2KzWWx86pM1ns2fXAX4bWj-1oWc7pgveUjPpcK0zLxf6ppwIjKIwLZP4Guo416Aa5rMSSRzW2v1mc/s640/purple-topper.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;The Type writer tool is very intuitive. The dotted line on the bottom of the cursor is used to align the typewriter to the lines in the form. After you align the cursor, just left click and just start typing. You can change the font and the size in the purple bar at the top.&amp;nbsp;Viola! You&#39;re done! Before you go a send this out to all of your future users, you may want to explain to them that you would like them to use the Typewriter tool. Not very many people know about this powerful&amp;nbsp;convenient&amp;nbsp;feature of Adobe Acrobat!&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;Below is a finished Example:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvTPxPuPuP-JZ5YAOK9Avm1mQDrjJPkxLNJW7KkEDfUFZhsyWOjUODsd3G9O6sqYsZMyziynPoPtSCNfccBwO7Vl6VN2zk46vMl2z9gkosWV-YlAHTgKXFne7D_sQiAzLow0Rlv574nJCX/s1600/finished-Typewriter.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvTPxPuPuP-JZ5YAOK9Avm1mQDrjJPkxLNJW7KkEDfUFZhsyWOjUODsd3G9O6sqYsZMyziynPoPtSCNfccBwO7Vl6VN2zk46vMl2z9gkosWV-YlAHTgKXFne7D_sQiAzLow0Rlv574nJCX/s400/finished-Typewriter.jpg&quot; width=&quot;377&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2974997173142129990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3659211079526853276/posts/default/2974997173142129990'/><link rel='alternate' type='text/html' href='http://technews.byu.edu/2011/01/adobe-acrobat-typewriters-and-easy-form.html' title='Adobe Acrobat, Typewriters, and Easy Form Creation'/><author><name>Niel Rodgers</name><uri>http://www.blogger.com/profile/15299661710706767536</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLAnGKu9wbQ1xa3fIFZ10WtMv4-RbaYmRIHaDmwqvFljTxjZyQYQq5zcyD-os2ZEY11dFtVtuWlehWWcH020agkLQEBBjiHJLAHci5hR5SCn8e9_QMM6BxX2KcvUw69efvRS1rkFYaRkJr/s72-c/PDF-Print.jpg" height="72" width="72"/></entry></feed>