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	<title>NLP algorithms &#8211; OncoExperts</title>
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	<description>Sabemos tudo sobre fisioterapia oncológica</description>
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	<title>NLP algorithms &#8211; OncoExperts</title>
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		<title>Automated Image Capturing System for Deep Learning-based Tomato Plant Leaf Disease Detection and Recognition IEEE Conference Publication</title>
		<link>https://fisioterapiaoncologica.com.br/automated-image-capturing-system-for-deep-learning/</link>
					<comments>https://fisioterapiaoncologica.com.br/automated-image-capturing-system-for-deep-learning/#respond</comments>
		
		<dc:creator><![CDATA[oncoexperts]]></dc:creator>
		<pubDate>Tue, 28 Feb 2023 10:44:48 +0000</pubDate>
				<category><![CDATA[NLP algorithms]]></category>
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					<description><![CDATA[Enhancing consumer experience has been a challenge for retail outlets facing competition from e-commerce. More so for luxury brands, where consumer purchase experiences count as much as the products as a decisive factor. Recent technological developments allow luxury brands to become data driven and help understand customer preferences. In this white paper, analyst agency PAC [&#8230;]]]></description>
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" width="305px" alt="automated image recognition"/></p>
<p><p>Enhancing consumer experience has been a challenge for retail outlets facing competition from e-commerce. More so for luxury brands, where consumer purchase experiences count as much as the products as a decisive factor. Recent technological developments allow luxury brands to become data driven and help understand customer preferences. In this white paper, analyst agency PAC and Fujitsu experts explore the role data and technology have in enhancing the in-store customer experience in luxury retail stores. Discover the steps luxury retailers need to take to gather better data to deliver a premium customer experience.</p>
</p>
<p><a href="https://metadialog.com/"><img 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' alt='https://metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p><p>By implementing Imagga&#8217;s powerful image categorization technology Tavisca was able to significantly improve the &#8230; The terms image recognition, picture recognition and photo recognition are used interchangeably. When we feed our neural network with many pictures of cats, it automatically assigns larger weights (importance) to the combinations of sticks it sees most often. It doesn’t matter if it’s a straight line from a cat’s back or a geometrically complicated  object like a cat’s face.</p>
</p>
<p><h2>A guide to building training data for computer vision models</h2>
</p>
<p><p>For instance, an automated image classification system can separate medical images with cancerous matter from ones without any. For instance, an autonomous vehicle may use image recognition to detect and locate pedestrians, traffic signs, and other vehicles and then use image classification to categorize these detected objects. This combination of techniques allows for a more comprehensive understanding of the vehicle’s surroundings, enhancing its ability to navigate safely. It’s used to classify product images into different categories, such as clothing, electronics, and home appliances, making it easier for customers to find what they are looking for. It can also be used in the field of self-driving cars to identify and classify different types of objects, such as pedestrians, traffic signs, and other vehicles.</p>
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<h2>Which AI can recognize images?</h2>
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<p>Google lens is one of the examples of image recognition applications. This technology is particularly used by retailers as they can perceive the context of these images and return personalized and accurate search results to the users based on their interest and behavior.</p>
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<p><p>The neural network is trained to classify client products and pricing to the SKU level, with 96% accuracy and without human assistance. Training of the algorithm to identify new SKUs can typically be accomplished in just one week. According to research, people make around 35K decisions each day, let alone business decision-making. Therefore, the demand for automation technologies has leaped, including image recognition business applications. If we consider that these cameras are now being permanently installed worldwide, their potential to track spatio-temporal changes in marine populations and the impacts on ecosystem services is enormous17. Nevertheless, the full potential of this technology will only be expressed through the application of automated routines for video-counting.</p>
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<p><h2>Image recognition in practice</h2>
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<p><p>In the early days, social media was predominantly text-based, but now the technology has started to adapt to impaired vision. Despite years of practice and experience, doctors tend to make mistakes like any other human being, especially in the case of a large number of patients. Therefore, many healthcare facilities have already implemented an image recognition system to enable experts with AI assistance in numerous medical disciplines. During the training phase, different levels of features are analyzed and classified into low level, mid-level, and high level. Mid-level consists of edges and corners, whereas the high level consists of class and specific forms or sections. Sometimes, the object blocks the full view of the image and eventually results in incomplete information being fed to the system.</p>
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<ul>
<li>Similar to the 30 min. dynamics, as the bio-fouling increases, the correlation between the observed and the recognised time-series decreases; as shown in Fig.</li>
<li>For this study, Grand View Research has segmented the global image recognition market report based on technique, application, component, deployment mode, vertical, and region.</li>
<li>Factors such as the economic growth of countries like China and India, the increasing adoption of smartphones, and developing e-commerce sector are fueling the market growth.</li>
<li>The increasing preference among individuals for high bandwidth data services and advanced machine learning has led to the increased demand for image recognition technology.</li>
<li>It is possible to train a computer to identify people or objects based on their appearance using image recognition.</li>
<li>Default is &#8220;Pixel perfect&#8221; which means that there has to be a perfect match, pixel by pixel, before the captured image is considered found on the screen.</li>
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<p><p>Healthcare is a prominent example of a field that accrues benefits from image classification applications. In a broad sense, AI detection nurtures meaningful changes across the patient journey. More specific applications of pattern recognition in image processing include microsurgical procedures and medical imaging.</p>
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<p><h2>Model architecture and training process</h2>
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<p><p>This is, presumably, due to the formaldehyde treatment that leads to dissolution and subsequent misidentification of “naked” species like Gyrodinium spp. On the other hand, the SPC methods have problems detecting Pseudo-nitzschia spp. Whether this is due to the inefficiency of the darkfield imaging technique or, rather, effects related to their chain-like structure when viewed in 3D is unknown. We do note, however, that there may be some advantages to observing settled samples.</p>
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<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/06/All-About-NLP-510x300.webp" width="301px" alt="automated image recognition"/></p>
<p><p>This results in less training data to effectively learn the species’ morphology. The F1 scores were the lowest of the three (.47 and.64), due to the CNNs’ frequent overestimation of the count of HAB species, which is penalized in the F1 score for poor precision. These results show that the CNN performs with high accuracy for the classes that are relatively abundant in the training data. Class imbalance in the training dataset can have a large effect on the learned model and is a well-established feature of training CNNs on natural populations.</p>
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<p><h2>What Are Some Reasons To Use Image Recognition Software?</h2>
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<p><p>In this sector, the human eye was, and still is, often called upon to perform certain checks, for instance for product quality. Experience has shown that the human eye is not infallible and external factors such as fatigue can have an impact on the results. These factors, combined with the ever-increasing cost of labour, have made computer vision systems readily available in this sector. Papert was a professor at the AI lab of the renowned Massachusetts Insitute of Technology (MIT), and in 1966 he launched the &#8220;Summer Vision Project&#8221; there.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="automated image recognition"/></p>
<p><p>When the&nbsp;Find Image block is executed, it will search the screen for the images in the collection one by one. If <a href="https://www.metadialog.com/blog/ai-in-image-recognition/">it finds one</a> of the images, it will click it and then stop the search and hand over the execution to the next building block in the flow. In the example above, the images are renamed to make it easier to identify the images. Following these tips will&nbsp;significantly improve the quality of your automation flows that rely on image and text recognition.</p>
</p>
<p><h2>Business Intelligence</h2>
</p>
<p><p>Also, the use of barcode recognition in numerous applications, such as entertainment, advertisement, games, art and pop culture, and tracking products, has contributed to the significant market share of this technique. The adoption of this technique in retail and other businesses is expected to boost the growth of the QR/ barcode recognition segment in the coming years. In practice, for neural networks to recognize one or more concepts in an image, it is necessary to train them. To do this, a first set of visual data must be collected and constituted to serve as a basis for training. While both image recognition and object recognition have numerous applications across various industries, the difference between the two lies in their scope and specificity.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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2eqae1n7EfF/U0cTNMTNL3eORkLh3ht0Y/snPzFWBb7WHY6VH9Ff7NEtprbyS3O9RJAxgDIz8aREceexBHlqm2rgNf7ZI3BQejXJbZz15BK/34pfs+qFEzvYD7RjcQzE6ct7jeSAUzkEnHXAzk0VZ+3dvHgHbrSiywNPawbitggNyHu/HPrkrcV91FS2w0pFy89lEdNIDYNTG0/cSy6060coQRkdc1gl6ttdr1lPSwAV4QokHByabdjddbltIU6SjIJAPWtjWOhWxqRi+tRlqEzYSUk45CsHHEJWDqV6Wyc073PHJOa78XdiRGS66p1f2dqSrHvOOVJk2+Trywz6crcUEkH2HwpPKVMqwBsUOXIYo3nyq9w/DY6b1hZnEcZNe0sAsAV5r4rO04645V9r6M55datwbCyo36qFOIcH0TWUsITtS4EupJHI5HOmtLtLkt1p+On+lXsyB+X4D41IfF9KI863zVjah1gtlQ8SP/8AajJc191Dkdp/a2jC0pK8c/PPnTRFihuyVbXpS4S7khiTFfR3iNxSnGQnbuzzIz6vOps4AdmS9cb7tIsuj7zHs82FFVKfduRcbBAXsAT3QKsnzFQXZb1cLbNZuEOUpbrICRuWFnbjBGDnw5e6rz/RmXKRP1pq0vxnmXI9gCi6XCQ4hT/Ij2hSV59wqRTRMlflfsmquR0MWdm6yyfo3OOkspEnXOkbiG0gILk+VkJH2chTPv8AbyrAfo4eOgO43rR76xy9e5PEkeXNnlV6eF3D/Tl70DZrpdp+pZUuZHDzz6NQTmskkqHqodCfyz4dAKWNS8F4V1gIZ0lxB1VY5bbgV3y71LfGPLC3DUkUNJnAueyozjNR8I7rn0r6PDjy3+XpF1I6Bm7Y/vNimLI4U684SS7zp3WWnp0ZUeWQiWw045FfSW8gtuhOFczz6AV0kl8B+IDQSuBx6vbeB65kELJV7iKR5/ATjDNb7lfHRL6VfZRIgNqGfi0RV7g00GFTmZrr33uP/wAUCvqp66ExFg7rmTx11Ba9VStNvWWyvR2bTbREkpbhBCO9Jx3hUhAUSc9CTUf6rjP3W22aLarc+26ZboLKW3MFSi2kEkpwASlR5kfGusC+zfxpiNL9E4oaecDwAUl+0sKScHI6s0kudmjj8pxchjU+hpBVnm5aWh45/IaqZJU0tS6QvcPUkU800Iazwxp8yqqab7DjknRFl1iWdS6in3Bs+mWq2OxUGMR4FYcPI/A+ynTF4f8AG/R1kh6f0b2dLmmNAaWwyq4vemObVKUTnBAz63gSKsjD4U9rqyseiWq5cPVt9dqmFt55+QSKzL0p23GE7RaeHEtI5DD7yPurNvwijeMr5Ar2PGJY/wAGqqFdrH2wpMphc3hvf48NlxK1RYVpShCkAglPqZPMe+m92n+BnFzU930/cbBwx1BNQiBIaf7q2vHu1bgpIJKQBzXj4VdKRG7b0IHvOGmhZKQMnZeFIB+KlgffSnbFdph+3tyLroSyolKUEKablNqQD+iovYP3mo8WAUzXB0cgsFJdjbnNMb22uoz0nozVuiOx9btLaztT0OdCsq2ZDDq9wClrUpKOuM4V09lUiiQ/qucGY0l1pKkjKWlkDG8Agj51cbtvXi+p4HWOLJW7FuM7UdvZXGYfWNjmHCpIwrmOQ8SKpDcLFxejSA4jQVybAWgoeKCpKk7088jrkc6hV9EInlg1FlIoqoOs8HW66a9ndKUGVJ2A9xBZDZACyOpOCeh9Xz8aX4XH28zo7cyPwj1bKivH8S6gw1pcGcbglboOM/o01ezk4+3pLUT09gMuworQUE5GfxS1K+15VFEPitedJw4Nvm8RbnHcXGbeYjhYKUtqSCkADoN26rXhnDYZ6ZocwEm+6puKMTmpKi8TiBcDQqe5naQVbnnY8/hFrNpbOdw+q4awAPEEOUlr7X2jkpPpGjtXsI6+tYmVfsUcVG8ziJx6RbzNiahQ4lSS6cLQtW0gkZBBIzim4ONnGSUy6y3qWNGUyEn1ral5RJHQgNHFaF2ARX1jb2Cz4x+U8z3UoXftW8DJaRJ1FpSfnASXJulG1qxuJxuIJpGV2puyq9lEi02jcrlh3SbfMe3KKjF7tB8cbNM9Gl3e1PMKICnnbS0pGT7FNisUztR36G8uPcdQcO1vtjKkybEAeY5dEimZcLMYs1ospkeLl3qNyfqpKmdoXshzIr/dxdFtye6WWhL0s0Ebscs4ZOK8QeLXY2l21pq8Q+GUiQpKQ6PwYSEZx59zUNSe19cGXgVaS4aXLx3izIwfv/dWFXaztslRVceCvDKUTyP+oyOnz5VGdQuI0AUqPE7i7mn91NQ1b2GpLqVpsPCYq/ONkQgD5t189I7DMpZV+D/C5RPQlsoIPswqoPe7SPDuS2RN7M3DWQVdSLVgn44Nan8ufAlf+u+yboc+fdtOIPwITypsYdIPwt7p0Yq3/l2U+r032KJoSGtP8PjnO0tznW8ZB6YcHnWOVwu7Hl2yh/S2l3kFSFYRf5AHqjAx+O9/zqE0cT+yLcGC7c+zTZWJAGQ3HfmIJPluGKxv6p7EzhSpPAWQrvBlao17ns92fL7XOufw1/wjulnGW/iv2Uzvdnjsc3aSuW7oyyKeXtKli/vZOTgcys1jHZc7LVyCGIOkX0g/YTE1C4D8OZzUe6L4hdkPTEhZsXDe9wFSQCsuXp18Daen40KqQtC6s4I6y1hBjcP9PXhi5x2nrgHHJLa2EN7sLCsJBzk8hSX0DGjUa/VKjxYOOW+vJVn7W/ADhzoeXZLVw4iXK1yZqHn5K5V1XKS6lC0pCdqgMcznOfyarhH05Lht+kyrk460+HWmkp5c0jr86st28NSyU8U7VbIiz/kVnQXPYt1a1n9vL3CqvKvMlKmQAFIYKjtyfHrVPPG1kha3ZaBsrnMBPNL8mzmLGuLDkdtxDzbXcpUkc3FhKQfmD8q2p3DyxC3PJEEJkNsK/GIWQVLA64z50ii6zJDkR4klKVpcIJyPVzt+WTTkh3t1xG1xKlZBST51HcAF25WfS+nrQu0Rn2GFKDrSVncsnn404mbDbtylKiJAI6Zpuacmu2+1RYDqMd2jaCPL204o91Hj99NuaHbri3GrJajtSqI36vsrObLZRyMQfBI/wrWFyZOCVgfCvX1mg9HOVJ93QISLryJaoOkri81GCVqSEIO0dSR7PZUCSQEjPP1amLizeU/g9GgtuetIf3L/AM0D/GoblKOB7acCFrqVu8K8k4zy6Amvte20d64hodVKCfgetduhZZKEtFlGOewKV76K8zFd5JcV4fZHuori7dWatQ2vtqQnKsgACpNn6kscSyMNXF9pD3JDQcVghWD0PzqM4C1dyZDYCe7T0PnTU4kMNN6dfutyfcEtJSqKs5whwHI2+zGazNFAZXgrYVsojYTdP59ZddU4fyjkeVY6irR3Ee/ahuLdomz4UNfdjapUcr3kdPyhzqQnkakaZU8J9teS2lSilcNxOQE56h2tO3RuQLH9XfNKdAJByDTa0BqWfqq1SbjOYZbUzJUwnuwQCAOeM05elda4bErluayQo9tfu9uF0t0eYyXizsebCgCtCkjr+lg/Coy1daLZYeJpQm2x246X2JPdJbGzu8JWRjyIyKkWUtxmI7JRkFkB0H2oUFD7000OMjCZF5t13jHKZUUFahzHqKJB+WDSs+V4BCGEEOsrBDTumfwmSIlitjSJjxabSmMgbe/jDZ4eC+Y9tSf2Gm2kR9RPNtoS9DtsyC6UpAPquh1Py76ogslyk3W0WC8QYy33kxID+WxuyppY3dPLer5VPvZU01eNKJ4pP3CCGIkpnvYaysElBS4Fch0zhJ+NLoJmGsc3MOel0ziMT/Jh2U2v0VuuE7aUcN9MIwOdpiq+bYzTtkgCMSABTb4ZsFrh3phojmizwxj/AJlOacsoH0Y8jy9lT3O9axDm2LjZJhUo8ionnnnS0xFbMVLhbSSepIpHZcVu2pSn49acDHrMBJB5gZ5Vyo90JeFMEjzmWq/Eaeb7vu04z0xXgxG2o624yG217TtO3luxyyPEVvoG9CkKwCOgPjWAqdSvaEnFMtdYWsrMwRsJcRutSz26XGtjbNydD8pAPeObNoUc+Ar3EYkhThklPd7js2hWceFbjiy0grJ5Y6ViiykSGlHuzgH5U2bEpwRxtc1tyvvozYG1OTnw861HLU0VbkF1CuvqnGDW+lJChkV6WQEknoAf2V0OLSLJt0RcNSucP0jcxTPD/S0VpzYX9VZBHXKGnCPvqrmnnrbcJC4d1hT5bkpxLMd1EwNoZOftKBQdyRjpnwq1fbTjN3/U3CHS630NIn6lWorUN2ACgE7T16j51u3Xs8RJbh7vWcIbFEJQq3rTgf2eVMY5WMimcxxAvb5K7w6KUwxmOIvtvYKTuEym7bwi1i/HlNSQ1GcSHmFbxkROg+JPzqMzw501qi2wZeookVUtqCw024m6htYSEkgFJBHwp/WbS6uHXZv1rDVdWJ7jvpikuRUlAIWEJCfWPgRTIE+wob7qUmaXEgIKylKynaVAYyoeFbXhSACBttgsVxTUudMC5uW52SLJv97jBtpt1hDKEbUJykkJHIE7QCRjNM28vvi5Pvxp+4qOStkrSkn2Z508ok2BCnLlemSVN7HAhK2wTkjkTTJYjuOMFxSi4VqUrdtxnnWpeCHWWYY4uF03LguVJnoQ/IccGwqwtRPMcgedQbxAk79V3IZPqLDfyAqwTkUqu7gAzsYHzNVp1hJLuo7s4k53THPkFECqquJDFoML9TzfXRIzr4GRz8q1C8ATyr48snO7lWqpzAOPOs5O9wO61UDRbZepD9aZlrAOFqHuJry6tKh151hqK6QuUjKOizpuMsckSnk+5ZrKi7XRsYRcJAHscNaKiCORr4ggZyaTmPVcyA8k6NIXG8XHVFst67i+pEiS22pJWSCOZOavL2V7SlOpr7cggbY1uQyPZuczyqkfCiKJmuYCDzDSXXviEgV0F7NMQM2m/T+neSWWfgASf3Va0+tKSVTysaMRaAOSrb2nEJ1Jxx1O7gEQPRoQz4d2yjP3rqI16abQrcI7SifbT/1fdBf9e6suilAl6+zQPaEuFI/YflSWtgEVjamS0pN1sIhpZNduxNJThUZOegwrwrZj2xDfqpZIx5UsKYBPIV52FPLFMtlzaFKcFqtRGwnOxPIeVC0IA5JHWtmg11xsk2K01OJaTkoJHsrCu4thOQjHvrZcaKs5HupNmW9LwIWVj3Ui6WBomTxEuKJb0NpsZQ0hW4+0mmPI/ZUozNLw5BIW6sZ60iS+HcZZJjznB70U7cJFkxEAEnNPfh5wg4k8Ri7cdDaPnXqPBcCXzGQFFCsA/nA9CPnWI8PHkfYuBB652eVK2jeJWouFN3MOxT3UpjuBRWk7RvOM/dimpnSNZeLUpTGgmztl6n9mzj9EWtb3CHVQBUfs2x0j4Haf2mirmcKe2HbdUW9Nu1M/3UsoIQ+AdwPkoflCioBxVzPS5hv9FYNoadwuXfqq8yEXH8HpCrL3an9pUnf0z8KgW/6g1BdX1R73cn3y0opKFcgj2AVYvSUqKstsqcTsc6jGahvinph4cQbhAsNudkqWUL7uM2p1QJHTCRXKGdhGosn8TgeHaG6YrMl6PIalsqCXGVAoVnGMeNTbE19GnaEnTnHgmUwz3SgOpWeQx7xj51oaG7KvGHV7zD72mF2m3rIKpFxcSyCn9FPMk+yp30n2GrLbnW3tWawmTGUuBxMSIyW2yQcgKUetPzYnTU/vOUWDC6mp0a3/AAot4b2x+1aShNvtbXZG+QtOefrkbc0/bXpPUd8Tm12iQ+M43BBCR8Ty++rG2Phpo2x7fQLG2XMYQpwpc6dOp8KdTMFaUpbQlDQAxhoAfcKpaniUgWijv87K5puHGjWV/wBlX+z8Cb5PTi+zo8JpaSlSEZcdwQQeXQeHjT2h8AeHZYgs3q2uXlUFIDapZykHAB9UEeXjmpSZtrSDzKjn84E/szW81EabHID4dPvxWdqMfqpzYnKrmHCqSn1azMm3b9OQIMdqJBgsxmGUhtDTaAEhO7OOWPCpH0THRA0jq6SRyRbVbsdThKjypEbSEdW0q/zTzpxQlCPw+1k6nxtrn3INT+EppJMWGd17A/qqviwNZhTsjMvqb+6sNoqP3GkbGwMZRbYyPilpINanEnVT+h9FXLUjEZEhyGlC0NKUUhRKwnGfjSzYmBHtMFnP9FGbb+SQP3Uxu0QoJ4TXcKONymE/N5sfvr1SnjbLUsY4XBIXj0xdHFI8cgoxi9q65us96NAxVYBUoIuKkkDPkUfvpZsvapfuUoQ4fCy4yntpXtiSm1kgdcbgkk1XSzSY0Ze6QSBkLRhIV6wPQg+FO3QEoOaxQ4icqGFuEqcSn1kpWk7iAnwHM+dbiuwSgYx1mHbrzWUoMUq8wzPABOunZTwO1BbGu+Nx4Z60YXGz3wTCbcSgeZPeCkwdtXg2naqazqCGQcHvbaeXt9VRrU1LpW66s0wxG0vqgIjrCZG9bqiiQ2tJzlSfIjoaqvxx4fal0NBhvXxMMIlvqbaVHdKsgJznBHLw9/wqppcIw+pab3B5C6s6vGqimqGwGxJ+y6Kab1pZdYabg6nsqnnLfc2Q9HU4ypKlJJIyQenSlCLMYSvukJPPrlJHOo74FxzH4K6KbKQkqs0Z04GOa0BXh76fsQKLw9dR8cHmKzckLGuIbsFciteZQ3KlQoIGeVa8x1LMV51ecIbUo49gzW2RkYpM1GQzYLi9nmiM4ofBJqLGQ54CtXNIFyud3ajfdk8c+B8FiOp8ifKe7sHBzvbIP+ial9a9ZzWA1G09CjMlIy5Lnq39Oe1KUHx8zUS8Zlel9rjhBCSrIhx5D6k+7cc/6A+dWPU+weSlY2eqCDz5cq8/4/qgyvbG3oP3C9I4LYfIl3K/+Cmjr5D1u7P78F9hlh2bcI8dSWlEpV3kxKCckA+Z91RHJbSorVjqefvyf8RUy8ZFpd4fWSEr/Z7vEWB57FrcP3pqI5CUlRV5k8q924RaW4e2/QfsvCuMHtfWm3U/ukGU0kJWSOQSTSdCiFMNpBAzjNLtyaSmG+sddhNYY8cejM48ECtKdXWVAx4DCTzTYEdJuc1YTjY2lBPtxmqhXtzvbjKkZyHZDqvhvVVzJQRHhXqYogBAWcjnjY3/AI1Sh9Ycy5v3BRJHXzJ64x41S4mQVocFBJLuVloPqB6VpOKASQfOtp1WVKSAeQrSdPMis5KCdVqoXCywL/O8DXlX2TXpfP1fKsRWcYxURxClt01XmiivSU7qSCCbJRIAuVJPAaCqVquY8AP8ngLIJ8CpW0fsq/3BsNWrh1NuSvVQp+Q8o+OEpwKpP2brUpbd9uRSSkFhgK8uZJHyq5D8lOnOzpc5jiu7WmzzHiemFL3bf733VcStMFAw9SVRwkTYo7oAFSfTMl24CbMeUC49JU+s+anFLUf20tkoQPW558qbWid31Op389wAH2BIH7vvpfJJ6msHJqbha4boUU55cqxK6mhwEq645V4WooHnTdrlOLx+UU+VFB5Eq868d4fKnX+q1kIc8KxrQlQ9te1K3V8ps6IWq5HbVyxzrH6L7q2T1Pvr5SzshajkUJSVqKQlIJV7qhm5yEy58iSnP4xxR5+w4/dUwaklpg2GfJJwpLCgn3moUQSRz9/3U7CbNQTZbEWbLgr72G8ptfmFEUVrFZBxiiuGCJxuVzMFbrhBwz1VqS4MuuWp+PDRgrcdZ2jb7MjnVrLHoqz2VKUQLTFac2p3PIYSlaseagMn50qTJFk0vb2puodQxLTHCMpVIebaQfcFdfcM0wNQ9qrg5pZpbibnLuG04PctKQhR59FLKc9D0BFebuknxI+xBH2W/BgoheUjupLTbXM78kK/Ozz+dZm7c2lPrEBXjVbpnb90XbXkIb0hcH4izn8Y4Cop80EJAJHtJpWg9ryPddT2J22W+1S9I3R5LEmSpl0zYzyuQaU2n7JOAAQDnBI601Lg9ZbO4HTVAxildZgcNVOGpNRcWtP2ZR4czLU+Y4Kk2+db2HA54nDik7vmrFV41F2/OLelTJYv2hNK+kRV924w/a2woKB8knmPaKs0YTEpCZNzmtBlQCxGbUW2xnn635Xvzio+46cCOGet9GPXrVcmDp8xUlMe7upKR3nUI29XD7Bk1YYbWvc9sU7bj6KLXsgDDJG/VQMz9J1qqSpKX+DWjXcjoILiM/6VL0b6RPULsX0mR2brG9GzguRkyEJz5clHn8KqBe9CW+2XhSI2o4JaadKW+7ClJcGeoB5pB64PnT44ePWnTeq41zv+org3Z0tL75i290pbiserkOcsewc628dLSOOVsYt1IWSfWVGUvDzpyCsQj6SOwj1Z3Z1jpx/tdykt/wB4VPHB/j9YOPXCDX14smhHNMotLSYrzapjj/flxonqscsezFVhicXdASkuwZ9nkyYr4xhcZG5P6WRyz7BVgezs9p+Twd187p1spZXJYDiSyEEr2Vb0FBSwzOkjYAbdFSYlXTzU1pHEgkc/mr8Qd6GGW1HmG0g/uqNe09ILHCSYlAyVyooPu75H+AqTEZwkDqMA/IUlaz0vZ9XWNdkv0EyojqkqLfeqbOUnIOQakwStgqGSO2BBWbqAZYZGDmufrikJKmjKwArPLAxTl0sm2wYEi5P3eMzLeWpuOBN7paQEn1gUqBBOcVZOX2YuF1zJCINxhqUc/iJijj4qGahrU9u4NaWvE3RszWOp4jtnWpnL9siy2k5GeRKAo9fOt7/GqavuyMEnmLLES4ROWDK6xH+FJmmOI2mFRodlsKobMONGbaQ13iVKK0j1ufU558zzNQd2ynWE27TDsR0LYlypTyCDnBSlsbc+zcfnXi46L4T6qlMxoPGOLb3StTqd2mSwT6v5S0nlj2V4hdnPSRkJbvvFzTV4jrQpUVt64Oxdp2JJIB5c8pPh4edV4EVLJ4kYI02sU7Hhk07muqnBxDrg3t0VwuFkf0XhXo+MRzbscJP/AMlNO6ElJUFHrSHpKfpy36bs9nZvVtWqLDajpDctCwShIThJzzxjHwpxx1tLJU2pJAJ5g+VZGZ5aSXA9lto2B0ocTqt5IycGkfWmEaWuWPFhSfgeVK/Sm5xBe7rSFxVu6tgdfaKhwfzG/VWUr/QVz/1yDP7bOi47f2oennnVf5xbdOasII+71iDk1SPtNcS5XDvtSnUsZyahyBY0Rm1RFBLgK09QSCOh6e2tWy9uKU0+/GkxNRSi/FMOMTcEgNPrICXlep63Uch5ispxRw/PieJiVpAAsP8AK2/D2Lx4ZQGN7bq4vGNTgtekICGyrdNWopHhtirWT88mo6kW5aXO7TIilWN2C+kZHsBp88UJL5m6OaclqQ+iK/IKlnad/dtIyTy/OP30zr80zIDX1oti4t71ZS28QoDy6n54r23A4jDSNYDsAvFOIZmTVZePn+6bdzO5lyGlKlOrTgbRkdRnpmtluKthDaHGHEhOE4IPlXqXp/S0mBKuL8SUyI7ZIV36FbE9fsqAPgOYrI1qnh3frUiNMvRjSlIA7xhbDSd+MA5Iz99WhkMRuRdVDWeIABovOnLqi3WiXDe0xbLoiVKcMhM4BWW1LTyTyznB6U3tQcM+E17uffr4XQIjK2+8PoaAz3Z8toO4568jSw3oW6/VbdwstxvNzU48pLYt7jEgLIPPGSBnpkCtWZbdQ2i3KulyuVwgd2SCi42ZaFkj9JBAUfcaZIp36uCebPPELRuTHe7PnBi5yJDR0/doJC0pYWlUhaXwRklISVbcHl61NqZ2WOFcqI/cWtQXy2oZOS28UFYAzn8XtK1dPDnUrWS93aYo3O03WyTUxCFqQ40+yenMlJ9bl55pXt2vXLzPbS5a7TNSytbshq13xsOkEAfZcV6vTxFNvjpXNsQpEVfWN0JUBTex5opdvZuNv4mymkPttlJlw9gKlgYHMA/MCkW49ie8xjsha8trqnFFLQe2J7zHXbhfM1bCbd7M/DKm+H+qUltOUKEJmYN45gqWjKfHGdo6UlX3WmhnY7CZVjfiyWmtqDKtmxSHO7IHrBXqnPjjNRG0FK86BSXY1VxAAFVHm9jniREUQ3Ntr3LIAU4CfbyQRSSOyvxdVJbiRLLCkuuLCEJRMCdxPnux+6rTrvWmnZKZQn4kto2ocytJGfDJHOvKrlbRcBOj6kPpW3uQFygpJ8iEnkDTrsFgcNNEpnENWN7FMbhRwO4lcMtJ3SPrLR82Ct6d3q1pKXWwgI28lIKsj41JnaLmHTnZrubIUQp6FEgg4xkuFI6Hzwr50nQ51yXMyxqCVJRNCGlsKcCmj623KUgeO48/Hb7K0+2PL/8Ad7Y9Ntn1bne2EKA8UNIKiceQx8KqsaDaWmbFvZXeASOqZpJ3jUqstjh/V9jhxx9ru96/YVc63N6vOvSlerhGNqeSR44rGXB0OB7+Veeu2W3DbL6ST1rEvmSDWQEHoQa+ZT7KS3dKWI9D7qx1kJGDzFYunWnEL7RuQORHP318wlXVYHxrwsAKwDmkltyhfD1NfKMZ5V8WgIBO7mOeM1219EJo8TZZYsKIyVYVJdCR8OtRmNuPVp48UZZcuEKGD/Rtd4oZ6E+ftplqPTB8KcaMoskF118V9o0V8opSSp71HZOI9/Z/CDVXEYBLjgQpO130lSfFeVknHxFNJWkNMQ1ekuSbpP5bHJS1oSlGCTu3HmM58DUlcTezTxG01oGVxCn6qkGWlbKV2cO5dbQ4SDucDhGBjpzzUSWPhdqqe8Xrg2EITzylwObveAagUkviRXZzUyZnhyFrwtl+62iMhUPTVnfmPEH8cpPeE+7lk0p8INRXbS2shqKZblFmL+OEdxJQHHkHKPcevOl6zaIcsgyzBkqdH+ybCCfuHKt82hSFb32VpHXCuX7cU+WEiztk2JGsN2jVTFqPtb6wvECVC0ppCxWwym1IclSm1vvjcCCUq3YB58jioSk3G83KMmJfLq7NaaUpTbbsxwpSVcycZxnNbpt0cjCFFGeuSMftrUftjLZKtyVfPH7KRFAyH3BZIfM95uSkUw7UCrdbVjzUl7P7a2IM3TtvORFkLdzyUdqto+NYZjIRnC+XlmkZ24wYiiThSh5GpeYu1KaGl/mn41qlnu0hpcxrA5KQ2kE1cHsrzTc+Busngpwqdu8doFQAyr1Bg4/zhXPKXqVtCFOhtawDySDj76sT2TuO2prfYbzo163LmW12Um5ejRI5cdAaDalBAHNSiEHAqXRSiGU32IUKuiMtOGx7g3XY1ohTilDoVHH3V6nfYTULWHtYcKJ0n6vmu3S3TRPYtwjyYwC1vPNpWkJAVlQweZAwCCKfp4qaAnQWprep4SGVOusb3FFA3tqUlY5gcwUkc8U+AS8ZVm5mOZE7OLEpyxgUrznlXP7jopaeMuqEHA/y0Z3dAClOM1fGFqGzSUIcYnsuByP6UgJWMqa6b+uMZ9tU44gactuo9U6k1i9qZEGU7dltw7dIZBS8lvandnlndzxyOPbWkwOR8NQX2VDVNEsTQ/kVFtpsV7uESLebBp366REUt2SyUlYKQQMKA6D1uVJzLkW1WO5saju1wtMl6UV/VLMRZQ42V+qAFKSCEpyOtStwevcvS07W7xWIcMOMuQ0xBuQ4lTqwopb6k8k5Ht8KcPaivkHXfBNeooXdNSbLdm2ZKpIQ064W96FobHUgkg8vzMY8auJsWmbPa267Hh1O9gubfdQhofh7aOKrMmXp/UUViVbiFSGpMJSVBSic42uE4znocVJfZLhXG0dpF7Ta7kuSi1xZ28NuLDKikBseqSfEjrVU7fd40UmdEkyoj20JW4w4pCQd2Adyce/B86s12BHY90433KcJ70mQ3aJClrcJUpRU4jmSfHPWuYjWMFFKx41toplJhUrKlszJPT0XRFXMGmhxNc7vRk1YPLc2k/8ASFPCmTxZUGdGupJz3khke/1s15/S6zNt1WlmYPDK56r4b6T4v9q7iDD1nbfT4VntMQtt71Jw4VIT4EeFSHG7I/Ahl2O6jRDKVt7FoV3zhwQARkbvzgKR+C9yhM8eONt4lxpjg9MgRG1sRVvABHeEglIOM+qceypwi6jtMmSxGQmalS1JbQpyC+hJOfMoGK8wx+uq38QeHG8hudot9TZepYLBTHBc0rPUWk9gmdxgWlesLNGAwI9qeXtHhudCR+wUy3GHCcgD506uKa//AHlKaKgosWiOnaD+UpTm75bc5pvrCUpypXIivprCow2laOlx2XzdjJvVkjmAe6RLrygSAUJOGznceVLdo4Km82W03NFrtr7DzPfLUtsKSAoZA5FJ5f59N7UDqU295RAVuKUlJAORn/0p+WDWFljxLdDGlGVux4KEqeYUUq9UYGdqc+H51SJzYWCgMe9urUx73wkfhOqjoUphDa/xDbElTaUc0kqA3HGcHluPvPWkN/TGpIXqRNR3tnB6CWV8/Mbqkm4aissya6tl1cYkbcFatwI8VEnJPnmtNqY05lTN1iuA/krbAJp2OFj23IUV9VI19rKL5LurgvYrUfpAQSNsqC04M9OeR99ajEzVkFwORYWnFn7JUiItlWPaW1JH3Upzu/XIdWJDBJcWcbCBjPnmtVK5ickRGSnP5LvM/DFBgjPJTmyOIuVqtSO7uf1vN0C05MBz6RFua21E+frpcz8aVJ2rTMW2t5OtraW0lIESS2tOPaAQFfEfCsTcgJ5qiu7vHl/61kMmPg4dWM/8Ga4Kdo1auF5O6+XHWFrnRkQ3LyqOtIwXJen+8cUP0lb9pP8AZrWt1xsLz7QfvFrlygsJS5HIiKIJ5Du+6KR8zW0lbTnqmQhQ8lH/ABrSuUDcxubZaWsqARtCcgn20t8Lgwv6JJN09Bw+09G/BO4q3eky2mJrYDKThPeKUCpWATy8MVGXa+ux/CLRNjdWPsTZRCRy3bUpz7Bgqqw2pY7EbUFhtbKgtNut8ZrOegQzz+ZVVVO07cWX+LURUnCk2u2NN4J5BTiyT7vVGKwvEjyWtvzC3nCjD4LnOUZh1Q9ZRx76xKe3K55xTq4raTf0q2udamwll5xICPDGzPLy6VFDup56m0lKkEYyQpHIHyzmsUy8uy2GYp3Iex6ozXxbi08zTLj6pu7zvdR4bby/JKf/AFpRVeLw04hqVZlBxxO5IwedLETgjMU4e+b/ADxXlTqCMDNN53UEthIU9ZHkjxPPH92vKdWw/wDZIr6Mfo0WI3RmKcBcSOua8Fwk5T0pFGqrKsDdIWgnw25/fW5FnR5yFuxXdyEHCjjpy60IzFbZfIOM86+h3cPWPM8vnWp3qSMkgGsTshLbS3FrwEpJyB4+FA3Sjsox1nO9O1HKWDlKCGx8KRKVL9bXoMn0lx0OtSsutOgY3ZPMHyIpLRlXLaQc4wadTaKK9yWX4hQHmVI7wZSVcgfjRQhdFNeaOu2q+F+pbO6FTJUuEt5K3z3i0rbBUkIJ+z8Kqxw+1R2bI+k4MLXGlrmzfWdyJUpgyClwE5TjYsYIGPiDXQOwR3nCghJShaMKKeXI8jXLvi9pT8B+J+pdKFIxAuLwb2n1e7KtyMfBX3ViuF53V0ckUjy2x5LWcSUbaKRsjRdpUtauu3ZzVpG4vaD1lqW2agaQkwGlPyu7dWVD1SD7M+NSbw8c7Jt+0VYn7/xz1LY9RPRki5x5U10NtPdFFBUwtJHj9o9cVSnfhYHifGtxhjYhLnsx8K3VFEymbkldnvzOqyM3rN2aK6z/AA44Y3G/3CPpXtHxZtsjqYDTjqIa1rDiCT9tTecEc+Q6+FY9RcCoLGlLzqWycULLcXLVFckpiybdHackBIyUoW1IVzwPKqZAkYwTyGB7BWzDfeDyUd6raeRG7lQylPjE8l0uu3ROk60cktOb7JGSsJ+1uVyOPLJpiTLpNkurW45jcTyT0FOR2M0IyZLalHcotkFOB7/bTTlp7uS42TnarFPVrWstkFkzG4k6ryXnVY3LUce2nrw21m1pOQpxybJhO953qHWFqSpPuKefhTHoBKeY5csVEIvoVIacp0V1tA9p92N3cd3iZJUggfiZchxSBgggbVZSOfPpVkdEcSNG63hMW25q0lcWUfjA33EUZWckn1NqgSSSfMmuTBJPXnWRl99lYUy84gjxSog/dVjQ17qMi7MzVDrqVtYzKTl+a7jW6Hp2QhJjW9TKfRFQ0ejTXk7WFdUJAUoAZps37gxw+vjoeku6hjraRgKTNCxgDwC0HnXKnQWttZxhIFku2oG3WUJUhUR53ajJxlRB5DNSnE4x9pnQrMDWrurtRzNPekIiKjy3ghUheDySheVbSeiz16VYu4jpItcrmn6qpbwtUv8A5bmuCvCjs/t2g501xd1RbQhYdZbLbbjaDkEcu8A5EeVNvWPZ84lamsbenneNNsnw25jlwbjToDjf49edyypCV8yVE8/hTa0b2kLhdmkQndTSI0xaWlhV2jIjR0FSOYC1Bsrx7AoGpTh68dmobaavdqubx5rVH7tKiR1OUE4T76g/6zwwP9s97f8A1zfqpf8Ao/EJNWsY4fmy/ooS/mz8ZdL2mda7VD0PeGZxQXQ3dEhxWw5AAe7sjn7PHrTg4HJ48dnW/Sb+vs/P3Zt6C/GH1dJS6oBx0Obssd6SMjly5Ct3jD2rdH8GZsK2aptEufNnNl5Me3cyhrOC4SoY8Om6kCx9v7gROITPN8tZHi/DSoZ9ndrq4/idJiUYcya7XDmLG3zCrXYXUUEha6LUHWxuPsVaCP205cK1s3DVPBnUFucdQpZjJUsOjCgnAS623knOeor1ee0xozii/wDgHabVfLdeY4buDke4wS0O56ZCwSg4Kkj7WefSoVsna94E3xIFu4sRIhUeSJinYoJ9pWAB8TTvgcTNK6kZVIt+qbVdktoLmIUxEp1aR4BKCVY/9KjMpoKZ3ivkFhqpN5ZvQyMglRr2ZNVQneJnFmzuZRLl3kz0LAyShsltSfmpPzqyTUwLcQ3scKSsdRuH3+NU94YuL4L8QYmrdeRX7S1rFycz6S82rZH3PpUhLxP2NyduCeeato09FegCeJiAwGy8HUOBSUoCd2/cORGDXguI1TGcQNq73jc8HsvYKVrX4OYNn5SAkDV3CqZqm53vUVt1JbY9znQY0aEifFd2RXW1KJJU3kkELPQH3GmcvhXxLgPPKfgW+9Ru+d7k2y7Rm3EM7PxZWiQpsle4HIAxjGOdOPhxxI1NrNF2vTlvhRrA3LXGtT60Od7LSkes4R4IzkDyp4i7XCUQhEJDnPOW3gB8jzr3CHjbCC/JHV5D0K8gl4NxCT2ktOXDqOihd7hre5c1qHOsmpYK5IjpUJFsU8ylazhY71olOEZSSeed3sqNdVan09wx1TM0vd7kWnIxbC3nrQpcdYUnOErcbIyNxBHmKtg5JmoJBjTmgv1T3be7OfD1fPHj5UoaShytfS5UaNc2nIduXtuS3194GABkpUhefWIq5j4hinaXQzNfZVcnDjYXZJo3Nuqbp1dou9OKl2nVltDS1YbR3yG8Y68vVA5/kgYHSt9tLzye8iTY74B8F/wk1YTXemOFWsJq4svhbo2622IS3HTKgstPg5wXAUlC/W68j41GV57MPAeYtx5vh7fdNvElSV2m8SmgPalLveII9gqdFj8zALtuCoj+Gopbhr7JiOxp7GB6GVDmcpUFftxWHvF9HG3EnyLZFL7/AGbbbCAGk+Ouv7QkDIYnIjzUj2YUpBPy+FaSuD3GCH/8E40aOvKB9hF3sz8Ra/YpxCCgH+1UtuPQXvI0j9lGPDNSwezcHBJ6Xk9C4UeQVkZ+dZS+on1CfiDXi4cOO0WjDkrhfpfUzTf5Wn9TMqUP7Di8j401LvO1bptwfhhwM4j2QJ5l1u3OPMpHnvQnHz5VJhx6kcbB9vqoTsBrWXJYT9E9GQhw5caQr3itxq1xJShuZbJGMA58SBy+dMGxcQdLXRiS9DvV0jiEltcj0y3OILLalhAKsg+KufKnxaLpalejSXr3GeK1p7vcsNpWlSQsFOdueo65xgVaR1kUjczHAhQZaSWMWc0gp6WLcu8KUpRV3MZWcknmTj9gqoXaRvCZfErVD28YbmRISfYUJSFD5qVVv9J7JBnT0rQtpWxoKSoKHio8wT5VQLiVqJu/6t1E+4y8A9fJUgLcGA4kOKCdp9gA+VedcSz5piOWq9C4ehMVI0nmArL8XnbfK03HbkQEyitmM+EBezJ7tOfWPTkTVdZty0PG3tOaeuMcbifUkIWPvFS/r+8mRY7YgHmLbG5nxPdCq8XpDjz6i6pJHPFYyhc4N3WiIFkrQ79o2DJMqM3LQvoO8AJx8KW2uIOnVKbL7yifsgqTzAqK5OGTkkYHhWi9ICsKA9oqe5viaJCm9niDpl5ZLymi3+YpfIe7NZEXTSFxKklyIndz5LQOXxqCseyvoUtP2VEZrghI2Qple0/YtryojUR0LHqkPNkg/A01FrcsFwKlNJDDydigD6vXHzplx5DzYO1RPvPStlua8kgrG4A5APPBruUDQoT3fIjultboUB6yXEnKVpPQitK4Tf8AJXUo5koIHvrXts1N0t/o32JENJWgD8tnpy9xrXWRjKlHFNjdKBuUjsuMyoZtU0pCXMlCsf0Tns8s1uWLS1nnKS07LdM1hRLrYIwR4FJ/dWjcYqWnC60AUk5UK1mpC2HEvx3FJWkgoUk4KT/hU2hiDnF79QEzLe9mpzXeBAtxWm8IMm3up2tqAwWz5jyNFbbU+FqO3rjv7VzUJC1JCsJV7cedFWngRS+prbBM2f1V/LNobiXrhSE6iv31DZVEf5Fa3Nr7qT17x0/ZHsSKqZ26eE1p4b8QLNcdPW1US33u3b1ZUpRU+2rasqKickjaavJZ9X8aZEdtL2h7DDSRtPeS5Cse3CUmoD7eemtc6t4ZW7V97hWlH4Ozklz0Nl8KS096ivWXyICg2cYHj8fFeH8Q8vXtjDdCLXXpWOxukpLkahc/1JB5+IreZVvQPOtXulAAnA5DI8vZX1t0tnHPHsr05stzYrC2K3R1HvrMkgKBNa6Vg4OfbWQrGOhqQxxbskOF0pJU0WyVIB3FKQor27Tz+dN+5oS1KO3ovofM0vxJjzEdZYXt7wbFgpBynx69DSZek70NvlPMcuuaJLuZdJskmivmT5GvpIAyajjZFiBcIrcttveuMhuLGStx91YQhpHVRPn5D31taf0zd9RyBHtsdZzyU4QQEe3NShb9PxuHFmlX2Qwl+Syj+k8VKPIAHyzVdWV0UQyNN38grGlonzt8R4sBuf8AvVSfwx4UWrhbp6ZqXXerosRyYyE+jtuLy2AcpSCg5WrP5I5VHnFXiTMvHc22NLcbtrM5l5sOKV3zm38s8/UxywBUfTdf3O6sh+c6p6WVn1nTuQ2nwCE+B9vWm9NddlKDrrylqJyVFWSfZUekwyTxvHq3ZnH9E5PiIcwR0wytCdf1gxJeLy3lP+RfcK1n3k14k3RmE0XozrzDg6FteP2HNNplxKEc08/fX1S23eakZCfDNW7oWk6CyrfFcN9V5vF6uN8ktzLjOkSVNJ2ILiyrA+JJpN5+JrYkOJ3bUo2jwArXpQblFgkE3N1tw0rckoDSQohQ5GrIcB9fyOFuoxq1iAiU8qKuMWnHChJSrHiPdVf7BGy7uWjJB+dSPbZ7MdlJU3tSkczv6UxWQMrY3MmGhUimqX07gWG3zVsZXaq0ddZQh600M4u1yVDvkkoksn1uQKCAeYJ5g0v6f1X+EVmuHCrh/LUzaNQ3hyNbXtpBhWoI7yUQDkhI9VA9qxiqWt6iaXGkxErenTZDoZjsKRnu1KAGCemfKph7PuvIPDLUE5jV6pka4OQ/Rih5pRMdnIUpOBnG/KOf6ArIVeBRUVO51Py1AV3R4tLUyhs3dXehuQLfBhaesUcRoUBCGGGvJIPMn209LW16OwhOMrc6GmZoqPGvURi9h3ezJQh1hX54IBB++pT0hpS46imiO2nbHbOHHfAD2e2vOW08mIT+Gwes7jott40VNEZHn0hZ9J6em6muIaYSUsNn8a8eiR448zS5xigyrdoCVpHQU2Pa7vNQl1EhxoKQ4UKSSl3HMhYBQT1wak+HAtWlrR3EdlDUZhBWo+ZA6k+dVM4l9o2wwNRyxGivXWW0soIbIS00n83vOeT7ga2wwx+CUwZS6yv3Kx8lc3Fpy+fSNmySkcStE29v0LjBYG9GXFsAPC4RlIhPf8IzISnu1JUeYyQSCOQrfRqrgZeYDjWmr3c3JLqClh/T8KXLKF+BADam1e5WARyyOoZsftSXMOhL+jIRYHgmYsOA+ZJSQT8KcFt7V+kUy27dKsF3jyXE7sNKQ610yMnIOPhTUP8AFaP1MDifzm3b/CJZqKo9JLbfk17quvFzjXx64BiK/r3QJl2iY4oxJm1UdTqM4QXE/jENrUOqDj2Hwpq2Lt7aInOBeo9M3iEpXJQjhlTSfbhKUmml28e0HdeImr0cPLXIdZ03ai3IWn7PpLyk7tyhj8ndgc6qXtCcc8kgZ9//APedelYbU1hp2vldqd1m61sLZfDi2XRe09rfgVeXUpVqpyC6romZDdQPmAoVKmluLulL+W06S4iwZa3CEoRCn4UTjONoVn7q5JrSFjBCfeRmrB9iZVyt3GjTE9B2Q1XaMysYx3iioJwBz86crcUfRwGZ2pGyTTUomkDF2x0robRurdEWaVqXS1puynoSFOOTIjbylq57iSpOeda8ngTwS9MZlSNAWDv453sf5OEqazlOUgkgeI6U+NPJ3WOFsG0dwAAeoGKof9Iw0mRxh0E07zb+oZzpTuOCQ+34fCoMNU+dgkGl01JCxry0i9lcK28GeEGn4aoFq0XYYMZxSnChtG1JWeSj19ppryOyb2V52FyeEOk3DhWFFlPPccnnnnzrlw5boj8N9LigFB0pwckYz4c6X4uj9OKtkYuWqK6pSQdy2RzBHjVZXY2yhPtbnkpNFRmocWsOUhdOpXZt7O01pDMjhjplxttKUIQplOEpSMACk5XZR7Lb6iFcHdJOEdfxCeVc0ZWiNId3sXY7cQshP+tE+J95qY+0TwO4e6W4caHlQ9CWeI9Li7nH24TaVPHYDzP9oUvDcQZXwvntYN2TFc00NRFTu1L+fRXGc7IPZRyC5wX0jnA//Djxrwex/wBkndhXBbR27yLAz+2uSt00xp1iTCaYscIB14A4YQOQI9ntpJu9gtTFzW21bYqAmetrAZHIdyoj7004MQZYHLupbaR5Ja47LsCex52SgMngpo7/AKhP+NCex92S1HCOCujs+yMn/GuS9rsNpeeRvtkQgxm3MdyOp605YujLP6Yy05ZoRDitozHHkD++noqnxg4sG2pSZKcRkBx30H1XUM9jzsnDrwV0f/2cf40Dsf8AZPxkcFdIY9kcVzKueh9PMqJNgt4ABAzH8R8ayv8AD/SyrYw+nS1tUtxOdxip8vbT9nOcwAe8ozgBd3wrpoz2Reysy6H2eDGk21IBTuTGA9U9fGvZ7JXZUKSRwe0gcf8AAJ/xrmTG0Bpn0RL40xb0/iwvIioGPjii3aQtJmslNlZ2nKuaR0HwpYbI5xYBquu8ONmYHQrpieyT2UnEnPBnR60jOSGAcY69D7a+t9jXsqLyUcD9JqA64i5/fVT+0Jwb0XbEaZvWm9Mwo7V50oqYQw0EpL6Q0orwB9rCjVluxTHtbPC+5mzxGo0Z64xn+7aACQ4u1QFLx71FRPtzUiopzSsjlBuHKvp6sVLnstq1cmu2VpfT/DztN6105oi1x7LbbdOaTGixU7UNZbQfVHgKKUu39/8Ae24hf8vZ/wC4TRV3TzHwwkuBuujrU4JZQkFOMZxtGKYvG21jWPCrVWmCneZ9seS2kAfbSN6cDzykU+o9tjvNIwpY9Wvj2l0ykFDcwt7hjcU5xXgdNMyGZsnQr16rjdURlnVcWlWmbv2YQskEkJcTuByc5SeYIOR8K0lxghZQp1II6g9a6E637JGnJdzmOejWtxxxxSiotFCjkk9U+81Hlz7F9vKwI1qQkEE5YmKGfgrIrZx8U0OUZyRbT/uqz7+GK2QZo7Ef9+Sp+0ws4IVnH31mLD+D+LNWSn9j25RsmO1dkAfmbHQB91IMnsuamYcyxcnmwPB+IsH5irmDiPD5AA16rZcDroTZ0ZUN2yHJmd3DbjuLedUEIbQnKlKJwAB48/CtnV+mL7pmU5ZNSWaba57ASpcaY0W3UAjI3JPTI51Jqez3xOt0pEu1vR1PNKC21pUpCwocwU8uRrBfeD3H/V1yfn32wXe9XKSoBUp6R3zi8YAJUpWcAfdVw7EMNNKXNk9f6KAMPxDx2tMfo/VP/sp9gG89qbQ111xb+I0HTrNrujlsWzJt639xSy273gUlQGMOAY5e+p40/wDQ2yJEoSJvH+1zIjSilaYdpUolXgCe9IHup9dn7hPeeDPZfasGsbitm2X7XcGXqtUVxaDFtq0tIcbW4j1ktlTTaVlPRJVgip51tcOEPC2BdNR8El2S1akNtjsuizN7ocWEuS22uW6yyCxvbStSxu5qCTyIFVkc4qIg5jrg6JM7TTzuYdCFCMH6LCTaWUR7TxUhtMtjABta+fv/ABlYr39Fhcr7ANtm8V4Smj5WxY/+pU43niHxGgahuGiLHxLkXOMm/wCnoTV89DiOuMpmd+JLGUISyVJDbagdu4d5zyKQDxQ4xadcs1xl8QpF3Zka11JpR1h6BEQlUeHCnusSCW0A94lyI3uxhJBxsqE7CYswkJJIUj+MVQYYw70quD/0Md5S+VweOFubaJ5Jdszij8w7WVH0NV8SML412o58RZXeXx72rCy+NfEmzaIi6mgcTm7/ACbtoORqGYr0OL3drlNdxtUhLaAoJUVrQUL3EkEgjGAocTeKGotR8UF6asfER23WC0XrRpLsAxwEKmPTe/C3VJUCk+jscjyycdCc3DXvDQHKtJLjcKtKvoZb2o5RxwtYPts7n/mV4c+ho1C2k7eOtrSojkBY3CD7/wAdy+Rq0OluK3GG73RV4kXxppg3a7Qn7VKmwEoRHj98Gyy0lJkF3CELO5RSQegFSFwcu151J2drHq7i5rFye7f9Ns3S6Te5biJjIeiBTqW+5SNqUgr5nnnOOgFIc833XLO6KhKfob9RS3VIY4/2J0oBSvu7Q4ooV5YDvv5EjwojfQ1ahlLdRG7QFkfXHX3byEWdz1FYBKSe9ODtUk49tXV7PNp0XO1VP13oW226xWSTZ41ugWth9pUmay25uTPkpQtXrEFISpZ7wjmrGcBmfX+stEam17rOy6skNRXeMNns0i1JjNLjvsS2rZGeUtZSXAQl5SgUEAbeijzpOc9UWd0Vfo30PGp4iEpRxxtBI6k2Vz/za3mfok9VRxu/losynU5KFLs7pQg/nY73nip5t3HjXj2rLY7F1yw1adTMXtMZV69EQiKthDhZdLDLYdaQlSAMOOKUoBWUpOBUgcAde6pvd7vGkddX65XG82+3wrgtK1QZMNaXS4guxpMQJSptS2yO7dQlwczzScjpzW1XA4HRUxifRK6kkOPRofH+wOSYzyXH9llWp5tZ5gK2vZHUHHtpfgfRRawho7pfGTT7yC6XVqXYnd7h58lK73OMnOM1MumLjqbTfEK4aXa1/Js0HVWt9QC43xUaGl5LkZhpTEZC1tbElzK1ZWFeqzhOM1uaE4ya+1sr0PVPFJGkYtvttwkxbsIcZKL0iPcpMZuUUuoI2LZZacKWwknvcjAwKbLGyDKUoZmm4Tq0X2ZNQ6XsdossrWcV9q3RWo61MxFICgMAlOVHHIVO1is0HT9vbt9vZCG0DHTmo+JNV2uHHfUsZi5wBq+3ruTPFK0abiILDSVKtj5hlaQhQz66HXVb+WM8lDGQs8IeIGtpPEVOmtb6pkXRy5sS5EN2EqDJtUhDLnVpTITIjqSlaAUPpOfyVKINQ4cOpaV5kjABKk1GIVFRGI5ToEldvniPq7htwXjTNJoC3LvdmbW8hCih1aXErICVYISPVOT1x0rm5aZmqY6Fy9RMS5sl0lSzDuA7pnPg22QM+/OTXRL6Rh+GxwPt6paGNhv8ZP47GAS25z59D7q5vMdy00Pq2U4yUj7Da97Xv2K9X5YNEz2sdd3JNxvytytO6cDt7dMMPW+/TUKOUlt8Bfdn81QVnFaFuvWqrW29c2BbZjxVnLmWlKSPAK6D5U3I1xfk3x2HJ7tK1N7jhO0ObeQVjwrHq+/qgQVIbdKBtxypLXOkIFt1zbZQ7xXvMm/6iVcJsZtiQeSwk7ieQHXx6UzW2gsY79tJ8lnH31sXye5NuTrql7uZwSOfzrQ3qxjcceWaumXYA3kE0dTc7rM6041zJbUPNK8ipl7NOqbpp3WcO5w+6U1b5PpjKHUBSA6CCCc+RFQn8B8qkDhm0t2U0pL7sdXgpsZA59cdKj1rWyxZXbJTHujOZu6/QdwkvD1/4aaZvcpKEv3C2MyXA2MJ3LRk4HxqlH0iy9vGfh8knAVpy4f/AMhv/Grf9nMrPArQW94uH8H4hKlAAqPdjnyqm/0kLyW+NXDpB6r05csfB9s0zCzK0MC4SXalVfQhS4JdKfWW+cj4092UbIMdrwQ2n9lNBhtfokYZ5LUCaeRGEtpP5oz8qyfEQaC1p3BJWmwT3ZHW1sFrOM94+ywSSHFpQfcTirK9uFfoemuH9tTy7q2OOFHl6rSf8flVc4TSpF5gsDquS0kfFYqwfb4dSi8aXtoPrRrIhSvct5QH/dmrDAQ1uGvd8yqrGyXYhGHDYBUsuACrtbkHoHAr/SFJOokD67k48Lko/wDyV/40uOtB2/wkqGUhSf8AvEj99JGpEBN6f5czPJP/AFJpLR7Brvl/lSSQZX6rftCdvcuAnCoqQPhUgYWJlpX4Lebz8QkUwoYS3HgBIwDHOfhUkOsK22Vwf7ez/wCGrrCo/TUNO+VVmJy5JILfEs+pWQtLvXCVEf6IP76U2Gkq09AWBy24PvxWDULOEys9A4P+7TSlamkO6TgLIynv0IPPzJFXcLG5ovoFWyucGSj5lYokNT1gdUlPNEfOR7Dg1q6bZL0i3qUn1SFBXu506NPw99kltEf7HIQPmaSNHRS4iGtZ5JdUg/A1LjjayqN+YKjOkc6mFuRCspq5pq/cGuF1wQ2lRZZl2Z1fikNx3m8e8rZSPiacH0frzznB6+svn14mpH4vuDcWKkfcBTftbqpfZ2bQB+Msmr1ox+al2QFq+54/OnT2Fo/oeiNd27wja4no94MeKofcoUV8X+wjv+FxCi0MrfOPAG7QVy8+kA5drTiCfOc0fkwiivH0gyintZcRMH7M1nHxYTRT1O0+GLKzLCSulEHJQ3jJ9WlhkHujyPSka3uBLaPPbSs04oYHnXz2vYrW1Caeq4Y75biRnp0pCBSA2eXvp435jvGVkCmktpPdJOOQJ/bVcYsryrOGUloBX1DZUsbUEjPUCt2NATIfDZZCz5YrG0FFKEsDKiRTlhx2YUYEH8e6Op/JNWFJSGQ5n8kmaYs0Ymjqp6FbJca2wNP+nzn8AttpyUj8446D2mvF1usSxBtqRa7Y04E5UptwJJHjzJ5+8Up3Sfa9HW2Zdpzg3o3OuvKOSfYPKue3aC4/SNRXpEiz319pcWSpCoamlJKG/NRIHI55CtBTUDqy8MY06qoq68UYEkjl0O0d2tuEnCeyXC0cYlvW6Jcp5FsQzAemtPsbED11ISUpJXk7T4Ut2ft0dia1INlsNxZj/WqSVxYmnXR34xzStKUYPI9D51z14T8OeOvGrTi/rGyoOmphITIvJVHaV/xX5R94qH9Z6Z/AvU2sLdqPTEBU61BpmOmHILcRjdnDyfy3VEAdOv5VbTD4m08DIBu3osLjEYfOahtyH668l1ttfbv7GVvi+jW27KhxWJIWSjTclDLbw8VHuyAseB61vz+2V2QtQ2mXbU6yjNh/vyg/V623WlvpUhbqElIO4haueM8zXGtq125KLBbXl3KJFuaDIedcJIdWPym2kdeZxk8/nW2iVEZF0ucm8yJrrK/RYyX93fKA5BSgUgBOeQzVg4kDRVYaAdV2d0Tx17KentPwtO2y82xLS7e1CUt62q3ymkpCQHVBBBzjoo064fEXs8SYy7XEd06pp5LZXFTGbAVsJKFFGMnBJwfDNcR7eb8L/bGLddLTOmORu8caYbKG2htUolxW7BUlJByOnTqK9w9X66iWOXcLbcngmLMDZuKJTiUoyn+jBUdp5c/Kor2TnWOS31TrfAv7Rq7nxNV8IxdHLxFt1v8ATnUbVyUQgHFJIxgnGeY5e2lUa30F9Xm1hLaYQR3Xo5jEN7cfZ24xjHhXECz8U+IkSciLbr7drZGlMJcYZXIS7IkLI+0gYzg+VORrtN8UIMiDa/w5vsSKkBMqQ5FCCyR9o7kpyfAfOoEkeLuGaORqlsbhpHqDvsuxlovfCrTrqpGn7PBt7rycFca390VJ8sgDNbK9ZcO3UOB2O2tLzolO7oRJW8jG1Z5c1DaMHryFchrV2zuJrEa4P/ynerCWAiPJisuKkjOAUgoKviaeUHtxcT7exb5E1WlLim4pUplCoyg6NvUKDTg2n4AVAkdxAzbKVIbT4SRclwXSV7WfBWJqBqwsadjOXWcsS9rFnK0o3Hb3zitu1GdxyVEE5PnWxpbiVwghx1O6TgtQ25OFu+h21TYJClABRCcZBSrlnlmufN/7SOpL7crPG1Pw19Gu0yOXLQ5bZ7jUh1J5gt+qQtPL1kHKTzp26D7XVhtdjj2fUuj7oiTbQpiU/FS2tCSFHaVDkWzzV6pA6cqjzV2MRxB7IxmUhlHhUjsrnm32V5p2ruF91juxblbWJUd1zvnG3YG9KnPzsY+17awytX8JbimHFudjZdbt20Q0O2ouJYAAxsISQkdOVVRidq3hLLdT3r92jhZ9bvYmdvv2k8vhT1h8ceETsdt5/WkKCheNqp7bkZJz+k4kJPzqqPEOOxH1x2H0U3+CYORdklz9VYBF+4Tzrl9ci225U8qbIkqhJDu9GNqskZyMDB8MCj8KeFmkXXb3GtsOC9JdbjuSI9v2qUpxQSlJIHioge8jzqLbPqzQ2pNgs2p7Jc95IAYmNOE4642mvGvYSU2e3R2w4hEy9WttAx6qv8sbUcHzwgmnY+J8RL8sjdPokOwSi2hdcpI7dmn7rxn4NM6W0Ex6XcY11ZnFp1taUqQhCwpOcYByoda5dX3S3EXhu+Iur9N3a2hs7S8llS46j7FgbfvrsW2ogqO4ZBVkAgjAONx8hy69KS7xZNL3WI8u8R4KmNhLzjhQlIT5lXQj2nlQzi2sa60jQQlOwWmy5QbHquOkjULL7zNxhyW/SWFJy4lQJU3j1kkeHPpWhqeVOujH+RqSQ4PV7x3Zn3FWBXQbiHwP7Iurg84/e9JR5qSUlyFdWWHArPMZbVg8/ZVZ9WdmXhxaJTrOh+P1sO8laYLzqJq0/o7U+t91XVJxFRyn2rS0/oq+XBZGgljgVUKfYLvEWpT0F47lZ3JTuHzTSapC0HC0lJ9oxU+3vhHxBtbwbiQPreO4cJlR7dKjI/tBxITn3GmZedJ6rtocE7S8tYT1W0negewkZ51oIsQglF2uBVa7D6houWlRq2lTrqUhJIHkKlnhzASyltxSgnAzzOKZKnkRXEh61raWfyVM4/bS3Z75LS6tEd+SxsZW+ncjbyQMnr7qVK9srbApk07gDcFd9uzoR/IPoJXLb+D8QE+zuxUNdvTQum7hoqPrWTamnL3AaMCHMVkqbQ642lQA9px8qlfsqynJnZz4bSH1qWp3TMFwqUMEktA86r/9IJxVkWW56W4UItaVpv8ADkXNyZ3hBQI7rWEge05+VKhsXgBR73VPG0YMNIHVXz58jTsSyCtO7yFNppBMyG2kdMYGegp2bFKdJA5JGTWG4imLpAbLT4PpTSSfZYI8hm33qFNSyXVMPtuBsE+ttUDg4548/ZmnzxL1fqvjJq36+u8FgBiMiI3HaThDTSVKUAknmrms86j4aq0ppqS4u9zkekAgpa/KGefSliF2h+E8ooiuajjxHk5Sk7TyPTngVUeLXspvBp2kNOqvKPC8MfI2rqSMw5XTR1JHtlkf7652h1Djakq74tqSPVJOAelMO9Lh3CcJ0dK9kmYXAN4yk90Rk+zPKn7xwv5OhXb3ZXkTYoG8vtL3JPtx0qvfDLWVwvN3XDm5LDqSWVqRjKwMn7qucOhqTR+0Orf/AKq3HIKWOV0kA3UqsACJaTgf62Xz/tCpLfZH1fpxzPJchgZ+P/pUeNtJ9BtHsjkVJz7STYdMkEcnms/6Q/fW0w5w9vf4AsbXjP4Lzyct7U8XbHuAIwULQfgUD/CtrT7aV6IjnIymbz9g3p/9fvrZ1eyAxcSfFppXw5j91YdOJH4ESFDo2/n/AEs/vq2hc20Tvkos+gkHVOXTrY7ia3txseeTj3gU2tDtpCHAvo1MXy/tU59NOo9NuLas4D5KvikYpuaUW01KmNc8iUrIx+lUsSNFY0dQVAJPk3EciFYLRu9/hXxMt6MKMSVEuLQHM7lMpyAPMbaf/Y/jpi2niIhBBC9aLdyOh3W6CrI+dMDhJulW/iHbCMpf02mWB5uIDg/wqQex8rfprWbhPrK1MjPvFsgA/srtU4PoJG/8790zSXZXMNt2W7Lmb9Jrw1vmm+0HfNcDc7aNSPpUh1KSQ2+htKVNk9BlPMewGirndq/h/ZeKcvVejL0tCEyMKjv4yqO+E5S4Pd0I8RRWOoeNaamYYZhq0kL0KTh2rIa+EAggFOqEctoV5IpWacBSFkYxSFBfywMHnjFKCHllGMjGa8wBst7lC9XJIW0o58KastgBB2q6HGKckt4JZUVrATimoucl2QpKCNhWOdKZEJXi66X5AlG3RnQkqSnJTzFLALaI/fS15WByxSY4+WkgsnOBzxSZc5qwnvJTpSnrgHGfZVy0htxHoE2cx1coG7Wutr43ZE6V0RGlz7rd3BGbaiJK3Mqx4J6e84FNvg52WYOkoDevePq/rvUuRIh2d93vGYagBgvdQpfs6DA9tT87qqNag/KjxIlvBQQX8J75WPDd1qp/aV7Rb9ucOm9MyimU+fxqm1ZUlJ8T99W9FLJJF5aEWPVVVZTQxONZUG4GwUgcb+1FEsdiXAjPqLqWyxHjsqCSB0CcAeqkezFUx1FLu+p7navrCztPXGe4ZO9DpW+/uIwlZydmPDCR7c01J09y6TXJ9xmPvPOZy46SVYr7bXO9eOHVIJ8Rjd860dBQMohobuO6yGJ4q7EHgNFmBOCAI6594uT8K6NGCj8QmM4FCM4VgJU6tQ5JylXQDPKsrUiNG0/Dhw7+tT12dS7NadaAZaIUdp7zcS7gE/kjma8xW7pFgyLZAnSkQ5pSqQyhagl7afV3AHmBk/M1vOO3+c5a1S+5fas+0RY7rW5vaDnapJGCM9QannVVi2ENvXSe48XrS7DsMVKUKz3SHcEhCRhIK14wcefMk1pOoks6Yc9LtSXzc3wqIVuKPdlORtCAoAlR5E4BxyrbYZfuVwnxU2OOu53DvHWW2w20wyj7ayE5SEdTjzrBaW1TLhbmIzj6HLcsOy5wZUr0VkKBKwlO4DaARzOM450WC7dLTa252s7YzcJk+O6zFBmSnVd++4W0n1kJxhCj0GeQ86TUzUnSt/kfXDUZLs1pbbTmVy5CyFHCiCAEJGfDmTW7Y3LFM1dckS9RP2y3Smj3kxUfvn1g9AE7k9VdefTwNZYki+W6yy9M2m5Q5MGU4tb3exUFx7J+0rIUU5AAxnwosOiSGgbIXqTUFlsFvtsyJYZcYRQtpEmGy+8y2rJGVqRnd49eWRX3Qtr71qZqSXabZLgsIy7GekIYLqNu7A9ZK1e5BOKbULT0qfe2rcWEIwoOvuJIKQgeeOXs+FPSVoyBMQ939xmNNhBWUBzcltAGPVBHqjHlTbntvYpV1sWtxrTtqe4gS9I3uFNuThRpaTCmOMpaI5bQte5SwVHpn/GtuWqBpjTEXTVs1VquPeNQBUjVVucAZZSEZKVla094VEqI58vbSexZrkJdqnW7WEndaHkOwFOtpdRHWDyUlKTgY6nGOlLzt/uc7U0/XustUxb7e2Etuvm4oU5320kIZAC/VHVZPPG0DFHiA7JGUWA6LNImaTRJ0/ZGZDcp2fF7xfduKHojgwC26pWAojPhn3V9fv7NyhSrSi93REO2oQpTPpDgQhSuY2D7PPmeQ99Mtu8LhWm5avnWm0y1ajcVGaS44VOR20K3EtpUggBSsYVkGvV9tcTTGkbZpuTZZETUsx9D70hLyFNLbdSClA2nkpKSkYx1zScjSdUu5tYKSNNav0padMTVzrJFuTN1AjsXF9SUrY2/ZKQUdc9TnnViuCundc6f4XxeINtmwhGcvLE7un2nnnWmGUlsrShCkpKfW3EAjp18aphEszV31LbdMxpTy7bFQJMlL6vVaSg5PIePI1fDg/fLzcLBaGmoERCYASGRs7tewHP2wMg/GsvxJUR0UTA23qPRX2B0clU8uadlP0FrVN9trNwPEm1m2PAd09YrYlpS05OCHXXXQny5AKyDWE6M02qch6baV3qS0vKX7u4qSQfzglzKQfcBSTB0zp2XJXcbBL/BO6OqUp76tUAlxROVKU0r8WvPicBXtpy2++6k0upKNY2Nu7WsD8XeLQlbhZHm/HI7wD9JveB44rFud4w9k77LRviFKLSNulZduU8yGnX+4QBgIa/FgDyASeQ9lITtgtkRwuxITDbqurgbG4+89T8adsOTaNSwBdLPcI0uI5u2Osud4cg8wcY9b9HGaSZ0Z1tzO4ECqytZPGPWpdC9jjskJUdw5Cn3RkY5KPP35yfvrSmWSHOb7qZEZkDGMrbCuXxzS04Ek4PWhlAKwnBI9gyaqTJIPdJ7lXBsNbDso5uvBPh9qTexdNLQlg/lBlIPwwKivi52SbLYdLuah0RcHGXm5ERoW2UhDjL63X0NBCVn1mySsfne6rRTLjp+xsh++XWJBSo4T3z6UZ+fM+4AmkZZd4kXa0RIltlN6XtMtq5SZ8tktenvspHcoZbV6xR3qUrK1YBA5VpMLmrIXB73HL81RYg6CUZGt1U9cHrY/ZOGWmLO/ATBchWphhcVLm8NKDY9UKwMge4VSP6RxIPHLhtnx05c0/N5sVfvTvKzRB5NAfIY/dVAvpH+9/lx4Z91jP1Bcc+7v28169SuzRCQb2Xm8wtIQoFjoC7pHSDjaPKnk0yFbgOqmx+ymdBUF3lCR+S3kU+EthAUB17sD7qwXERImaFosL0oX26phXHTmif5RoertSzmGXI0Z5tll1W1Ly1jaAR09UE8/j4VGj/CHRd21bLucXUvokJp1SlxlKG4AnJ2EK9YU+uM+m5d60fcZtvtyZjtqZ75QPVCCoAkfOojtvEJs2eJYHdNwWW4hKBKZWS6TgdeXOplEyYQB9/SrRtRBIDGR6gpRv8AqnTLGkHtFWCEkW/G0ur5qUehUR8BTRtFitdoTEcjOMO9+6kx0oT6zIwQvf7/AAFIwvNrWSwyk5c67hjNZbi3ebVcNN6khqcXZ2pYjT2EfaO77KseOOeKlNYC0tvYJueYmN1hfRSBGwqJak/8CafglKVaLK0RgNSG+efImmmLDc2nLd6MwuRCShTaXUIOSfDPLln3Up/WLiURYb2xBYdyEc88s+YH7KusNqWESXN7tsVkaymkLIzl/EpI1GtLqJ2VcjHbA+8/vrX0o4lWi7rHUeaHVEH4A0kSrx6Y24HQElxsDAPgKwWe6rh26fCDZUHhkY8MjnVpBO0xtKhzwOzuaQnrYbiy3eJe8EBxTS/f6tIEKSI19mhKgAqQpQPvpBtGo3G7spThOwpRn4ACvc+4NszVvhXJ1WRU0St84PkFEZT3oz9VZ7s7XBE3XFxtjq8on6ZkoPt2rRyx7iakXsXOFzSWsSrqNU7SPb9Xwqq7wi4op0NrCHqFcFUptmLIirbBxuQ4jGc+wgGrL9hyamfo7XchAIB1vKSAfBIixQkf9HFSHAupXnlcJgBrKpg52KZ/GRaRxGv4IH2x/corW40E/wApOoP+MH9yivAK5583L+Yr3GjJFLF+UJ5WfhjqZ+Kh95uPEynml1fP5U2bxebfp6Q/b7m4GpUNYbcZGVKJIJGPPOK1NVdqOR3Rh6PghgFGRIk4KsHxCOiT8TUSSuI67ldXbrqScubJcQEFaxgjHQkgYrU1eDxiG7N1R0VdLJPkm5p6XrUc+9AMwmH40ceuVKO1agPA4rUadWlIdecDDKeefCms7xJszSSFTWE8uQUcke7nTXv3FS0MtFIUqQodAnkn45qrjbkGULQGMM1KlI61jId9EgHvCPtOq+z7qaurteMwkqAk944R0PMJPsqAtSceo7DimETY8RIJ/ojuI+AqMdRcZ7teVORrA06VL9VUh3Iz7hVrFTSvG1gmjUQgZSblTHqvVNwvchTDD6TIUn1ApRKEnzIHWq/6o4A69ulwk3j64gznJKytRCylR9wPhS9w5hatm3ZJExTinD6xXzIqyuneG96mhlUtxJ8DTcuIz4M68RBB+6jS0EeIttJo0KkE/grxOhJ9XTkmUB07rC6S06a1FaSpN20hKUnx7yOpNdR7BoSNbWgFtoWrHOl9yxW95AbkRY7oT0C2Uqz8xTI45qAbPiB+hUY8IU7hdrrLlCh2yMAekWy4Q1jllp1acffilWHcrVjDWpLnH9joS4PvrpxM4VcP72hTU/SNofU51KoiQfmMUy7p2VuDl2Uou6NZYUchSmHCnFTYuN4SLSxW+hUF/B8gN2yXVBowhl9+XH1XbH3ZO1LgmRCCpIAwPV5Dp4VuWaHPtzs70R+zyFXEkSD6c6x3jZ6NnBwU5wcHlVv7p2F+FkxKk29+5wlD81wKx86alw+j+tJObPrWSz/xzWf2VYx8ZYfJYOu1QncLVUd7Wd91W5FmuKb3b7qzo+M/GhjvAy1cG3UuOZ6kLGCB5EYrbvcODc5Ui6z9E36HLeKlYiRWAzuPTb3OEgZ8hUyT+wXr2Moqs+tIjwHQLK0E0gXDsldo2w5XbnBJQjn+JlpVnHTkTmpzOIMOeczJO5soj+H6uMWLe2qiS3zmdJWafHuUSQbw5hJSttScHOdpPQjGK1NQXhLtrjPNXRL064JCZTDewtoSfsoBCgrP5yTyzT9ueiu0XpsEXTS1weaR1C43eIPxIptTr7fIp26p4bQ145HvoWzJ96cVYR4lTTe69p+hCgOw2oj0cw9ivNm1FaLe8nT1riPThGbBDicJQ8vA9U7iDzVgdfGlHXTEswYunl2mAmRCec9OkxpjTyniVIUpQXtBTyISE7jjaeVakfV3DsMKizuHLkFxbiXRKgyltONqT0wT4DrR3vDG4OKcb1tqi3uvklRkBEgE+JJI8TinmEHUKEWOabEL6z+DOpNcx1SNOT7Xp6AEGczBZLjgG3CCdispyRkqBr3a4Fjv97vl8ueqbxEhWwLFtfcYEhTyzzIUFq3JAHzxnxpbslvhQLTc7VpvitY+6uy0Ovqn25KXipAwAlfMp5H3VrNcNdVOWBvTNluem5UdS/XlRrhh45PMlKgPDly8qeFveOwSSCfSNylTghpt+8SPT3W1qdvUkMIURg+joUPW9meh+VdA9B6WZstpYQGcKCQdxHU4qBezXoBBfbnOshUSC2mM0Mcht6/NXrfCrXRo5ZaQyD6iRyHlXkPE1b5uqIB0avU8BohR0jdNTqsXoqHQFLZS6k9UKQCD862IjUiEd8CfKij/AGtLxKB/ZPKvYQEHI6eNZCUn10HJrNMldCMwVyWNduEgXOy343BeotNXZq2Xhwfjn2kbG5e3kn0hpOW3SB4qSlQ/OJrXla74s26Fi78LYl6fSral6z3plpCx+cUP7Fg/o5VinIFJUTjr417aU39lfMeVWDMRlLfbC6gPw6PNeLRMuPqriHccGRZ7Xp9Sj9h9iVOWke1SW0Nn4L+NLUbTf143s1JxFvbzaj60a3oNtbP9ppPe49neGlcuFtXQlJ6eysrExcdY/HLT4gAVxtaCf5YC5JROc21ytvTGhdD6cf8ASrJZGPST1lPNKkSVe91zKz8VU73u9dWy420cfaUSefkT8qRLdeXFgJTPQk/pNAn9tLPp0aMy5NuN3YQxHT3jrqlpQ2hI5kqUeQA8T4VNheXuH2VNNEYnaqW7FhNniE8h3QzVWe3jwust6g2TiY6/Ibu1jaVAYwsd0tt91kKGD7QD8TVndIXS33vTFsutskpkRJcZLzLqQQlxBHIjI6VVvt58UbRaGrJwqlRZH1lqCO5cI74ALQQy62FAj+191eu0oIp2j5Lz6T+e6/VU4tSQbuVbMEM+IGRz9lPZqW2GzvSCQnmTTKs+frJ9RH5CAffuzSzebgxabOp+StLffLRH3E/Z38h+w/KsPjDS+rIPQLTYcR5ZwCT2tZXB+73qzadFrVGTb3GZzktCnN7biCCEeAIBz8KqTN19b4lxVp5thpoeklHpAYyeRwDnrzqR77a5EJOuNU6TvOyMpxuJHG5WEIOEHpy9v9qoStekfRboGL5HUZFyTmIoklvB5FW784+GavsPhjEfhySXaPdHP7qHU3hkzR+8fe6fZSTYotuadEiY+t50kqyUKwfdS7c9apt6LdGgNuP93OZcCEpV9sHlUcMahjafnLsd/f7mRDUGnc5wRjkR8CPvp16a1LZzIkaktMqO3DsrCpIfnML2SpCSkpYawOajg9cUl9LJnvb0pbKgv9JIU69oKFcbnphOqL2uRa3LlLY2wsBOxsJ9VR+Nfb/btE6d4IWe9L1Opd4fZiJZV3rZcCySVc8bjyScjNMHilfdYcZuHbet9RSYcZZRHLbESOpKEIKwehJ8CKbmtdLRf5OdI24XhS1vNpcCA0OZCtg8fNR+GagwQP8ADY18liHHQdPmpplEYDt1Pumm4s/TtmlTry0/cbjCekpaQgodDKFkBZHQ9eZ91KNmjF30whR2oa5c85GKiayXW26C1fpbTyH0SXXrE5ElLQ4VJDixu2jPIYGOQ8zUuac/pJzeCFKaG1J69MD9lajDHeM0A7a6/dZ/Eoss3ijmklNsImNtg/0jQVy99ZbtCUJCWQMlAHWtppaRPgrzyVGUkn2hVZbupK5i1IOQcH7q0DoB5lp+ioWTEU7h9Uo6NtjFyvlttT5cAmSER8NqSk5UQOqyEj41dDsZWc2HTmvrWrO5nWTgUCQSD6BCzkpJBJ65HnVPdHLhfXVlE1pDrH1lG71Ck53o34Un2ZBPP2VePs6WiFYbjxTs9uZDMaNrlxLTQJIbQbdBKQCeZGCOvn7KdmeGQPi+aaY3POyT5KGuM/8A9pOoP+MH9yitrjHEjq4h35xalc3BnHnsor58rv6uX8xXuVJbysX5QqSad1pM1VaIUmEkuPym9riEDK0uJ6ggdKe1r0jf3U7r3NRAYeRtIOFrIOMDHhzxUa9nvWtr0xarrZWkoD7K0vtkICtoV9oFZrNrjjmyFqtllWJ1wdV6qGDltKv0lew+A/dXo9X6fSNlkomkuBCZGsNfQ9P3idZHVuSZUR9bWxsYPI8s0yrlfdW6qIaSpyNFJADaFesfeetP/TnBnVOpbi7ebkx+PmL791ShzKldedTlongVaLYhp+dFQpQIKs86oanFaSh0Y25WjpKKeqb7U2Cq7YuFVyuMhIbt0h9TnIEpJ51MWi+zlcZIbeuUZbKQfsgVaC16ZtVsShEeE2gJ6EJFLrTDaAEJGBWeqMdqJ7gGwVrFhsUWpFyo10lwftGnS24I6e8yDk1LEeAxHabDbaAQkdBWBEdK1E88gZpSZbwwlRJziqaWZ8vvuUnwmhfWEAnmBmjaEqA2869M/bCfOsqwDzxUdObLJEWkupCgORzWUsoy4AMrB3JHmKxMNjO7JzitlZPdhaQN6T18xQuEXCx7ilYJA8N1euZ5gCvCjlROetZG/UBHXI8aE2RZZG8LGwpHTNbDSEKSFKHrD21qoVtUCa2krBO4ePWhCy9w08DvClYHirP7aT5umbFdm1NzrTDfOeXesIV+6lBDoyQjmCKyI9Q5FKa/L7tx91HIa5xDwo+unAbhPfCpU/QtrWcf7G33Z+6mNeuxbwUu/roscqGs/wC0vZA+YqfXEhJDqTyPWvSFAjIUSakR19VD7jz3TT6aGU+to7Kot7+jx0ZJbUuy6mnRleCXW0qA+NNeB2Eb9YLwxIh6pZfbQoEneUKHwxV6ErUoc/Csb7CXAFpT6x648antx+uawtz7qOcPpA4ODAmNoHRDWjLGza2SFKQMuKH5Sqd6VeqPZWFsqQ4UqUfdXtRx6w+VU7nOe4ucdSrQANaAFnQtJBBFYnApJyk4FeQ8gdD76HH2gjnncegFcALjYLqCtARvKwkDrnzrEqWhpAfUlWzJ59K9R0NKCnpZCUpPJHn76g7tG8eLRoREXT0JS5FymrCI8WOC444T0wlOCTnoPHpy61cUmEOqBqoclQIj6ipzYltywr0Y7gkgE18eBbGT06qz4VG/BO28Q12V3UWvXvQVzEAs25Qy6ynruc/NV+jzx50uXfXHoCZQjxUy3ozTi22SrYHFAeqCT050xPg8sZ9B0CX5sAZrJR1Hqqz6Otbt8vU1EeKj7JJyp1fghA6qUfADrUcQmNV8Z7iJ+olSLdpVhYVFtJd5u4Oe8fP5avJP2U/pdKyaa0Ff9XzGdYcQQHZik72o5BDcZJ/JaQeQOOquZPnjlUoxYLMFtLUdtCEIGAkCgytpWhsZu4kfZJdCKoe0FhqrMaBjtQ9F2WOwna0zCabSPIJQBj2dKpL9IjZJ8zjFw8vUdLao0KyTmnj3g3JK329pA6kZ5Vd7RB7zSVqSfGKj7waj3jz2crTx0et78zV11sT8FhbKFQWmFd4CoLG7vEKwAoDpjwr2fDifLMLjqWhePVIy1L/kSubdndT6VJcIVglPLaT1HspE4ja/stjhXG03OKl0N29TiFrHJDy1lKPiOZ9xFXhi/R26Rj7nI3F/VZS9hWfRoR3Dw6M8+XUikjVn0XfCjW7TrNz4iasCHHkvO7ERQsrCcJG7u8gAZ5DA5jlVRLhD5qrxnHRWsGJRwQ5ANVzH05pa6u8MbtcGrjlqV3zoBdUNxTzHhjwpK1nb9RQdF2SY86laWg2W1l0K2HGeRrp8x9FXwts9hVY2uMGtotuILZSVxAPXOMZLPiTj41syPoreF1ytcOyz+KOtJECCUllpXoqcBPgVBrPyNWQpZM13EW+iYNax7fVuuO2tmL1eXY93ucVfpS0JQtxKcpdSfsrz58yD7hTzuendcQtC2azi3CJbXVqcQ2kJS9IXj7biuuP0cfGuqN0+ih4TXNpmM9xG1b3LGO7RiKduOnMs5Pxrfu30YWgbyzFjzeKmryiGCloBuIMAjH+0068ThobHZMslia7OudmrdO6zhcHY0QvqQkx4gUkP4I5o6jFRLqVF4t1q068/MWtcWGtxA70kpIdIrrzcvo2NIXW0oskzi1q5UVAQEpDMMEbcY59zn8kU19QfRJcIL7HjNzeJOsk+it9ylTao4JSpeTn8SR1NR6alnY/M8je+3yUmSujLQGlc9BDtmntDad11cJqX5zcppZKlZBVtwfb4VYXSWoIeonFX225MedHS8gY6Z5n9tWHa+ih4PT9PN2IcUdWy4rBIbcBilTagrnjDZGeWP8KdWnfo3NIaXgMWy0cV9WIYjoLaAtmGo7Sc8yWfbUmjgdBIXvdfVR6upZMyzd1UjvFofgHarn3iPsnlg9elbE9SlPEhX5I8D/hVulfR4abUWyeLeqh3ZJH+Tw/H/ma+O/R5acdUV/ywapSSMco8L/yau31MbntcOVlSNhcI3N63VVbQ+4yuK8gLy1KaXkIJxhXu++uh/BEocvnEuS30kasZez57rRbjUOtfR72JsBKOMOqzj/8AbQv/ACKsBwt4ar4bQLtHkamnX2XeLgi4SJUtlptW5MZiOlIS0hKcBEdHhnJNN1EzJXeldjhc21+SgLi/3R17fEFJz3gJ/wChRXni8CeIF7OxR3OAf6FFeEV39XL+Yr2ekafKxflC5J6J0nrK9uei2wSWWZISl0NHAUB5nrVlOG3ZtRDDUq7DZjCwkp/K8/f1qs2meIWsNESQ/ZbutptpW0JWApKvYc9amPTPbH1dAS39fWOHcAjkVtLLS8fDl8K2mMUmLT38MXCo8Mq6BhGY6q31psMW1R24zLY/Fo2gkeFbqWkJGNo61Bum+2Pw+uziEXmBcLcVYBUUJcCT7xzAqTrDxT4e6mQV2rVltcWseq2XQhfxCjmsRUYdVRG8rT+618FbDILMcLJ4Dm2lR6githPVPtFYYrrUmMhbDiHAcc0KChW/3aNifWGffULw382nsn/MR9QvjJIUceRrdhrU40As5wOVazbSTnChW5CASst55GkmFx5HskmaMn3gsjDRJChWZSU90Djma+kpSdu4cqxtEJKipQx7aT4Luh7Lnix/EF6aXtUAehrKHcrKByrWBBcGDyr2k4cJpBjcOR7I8WP4gglbZyo5Hj+jWVpRV45FfFKSSeY+dDSgD3eRjqOdcyv+E9lwyRn8QWXGazMcwoHpyrDu28xX1OAQrI50ZX/CeyTnj+ILaaG1ZA6da2WSVDnz5VplaMJwodfOttl9I8Rj30ZX/CeyYc9l9wsqAThhXPNfQEpUUAYIrE4QVZB8fOvXeB1OV4BHnQGPP4T2Sc7OoWUEjoa9BxY6KrX78BJGawiSAs5UB7zSvDd0PZBcw8wvkvCVd8BgH9tYVPnlgZz4VmWQUnmOhpv3i4tR30sM+spQ9Yg5x7KUyCR7soB7J0TMA3CU3nUIwpB5nqMZrzGMnvy64jkgbgMYrHblt92l1zkhsZAPnW61MjpJVJ5qWd3XwPSr2moxT+rLcqM6oBNwVhDTl99IWyr0daAQlSum7zqONDdn3S2itUTeJus745qLVEhay3MfaCW4qScBDCOeMA4Kyc+6pAvt8btzIkpkNRmhyGVAZqO9R6zekKdQh0yFpSdgQeSjV5TMmbowWB3TM8cc3rcdQvvFLjTZ9FWyVc7jNSwywk7efrrJ8EjxJqpVt7WTmodYJRd7O5brSp9IW8o7lON7vzfDPlUnPcBtecZbk7er8pEeE0opZMvehhpOfBA9ZR91LcXse8F7I2Zuor1crtdUKCu9Q8I7DRHTa0n1as2to44XscCXEKhfPWyzgxWDQrJ26fAuEGM/FdUpl1htbZVkHaUgjr7K2VISEkgdBTP0zcYK4bcaNIUr0ZAbSeRylIwOnsFOZuZ3rQS79rwrzWWneyW2U7rXMfdoeSNR1Vn9DADSdp/5KmlaYy3IR6O8nLboKF+e08jgjmKSdCc9I2n/AJKnFL4Sc55591e4UV200YtyC8ZrP6iT6lUhgam1HBn25h68zWbd2e3i3fFlxYEpD80stl3n64RAZU4c55uJNPNGvtc6W4HWbiHbYUp26cSNVtznDvaBgwZzylsBPpCg2lSWG46BuITuXn2VZs2CzYmj6niqFxI9MBZT+PwMArz9rA86+yrHap1s+ppttivQShKDGWyC1sTjaAnoAMDlUnMeijqsGvtW63vHZx1VL1dMYhyIOqrZHgTlyIry0xU3OGUqk+jLU0FpUVpUEnokZxk0vSOLmu9NaX4zuW+8xtTL0JEYkWicqMhKO9cid6tlwMkpV3RwokY5LAPnU+o0zYGLT9RM2KCi35GIgjI7gnIPNGCOoB5ii26dslmgu2+02ODDhPbi5HjxkIQ4Vfa3JAGc9OfhRmPRCiiTxDc0jw/1tqGZxQj6iTYYQliRGgsOPwlLZylKktrDa8kBaQSMBY3HFNvh5xc1vPZ4n2m83Bb0vSdmYuMJcpUNchK1xnVHcIqlNlO9oHGfVztJ51O0HSenLdb5FogaegRoUgnvozcVCWndwAJUkclHAxk+Q8qLfpDS9qC023TUCKHGfR191GSkLayTsOPDmaMx6IVaTxE4xNWm5XB3iG2tUDh/a9YnbbGQkypBXvaxjIaw3nGd3PrVorc6ZUCO+sqK3mkLVgAcyAenlz+VYzYbRhTZtMUoWwmKoFoY7lP2W/cPKt1DWxCUoASkDCQE8kgcsYozHohV3i621Uxwz0s9pqbAtEy/a/kWR91iA2UJYNwltkhHJO/Y0j1vMc85rxoPXnEp69WJd91kJ8aVq+7aZfjKgMthUeOl/Y6VJ9YOfick/Z8MVP4strQy3H+q43dMvekIbDQKUuZJ3j25JNe0We2pLakW9hHdPKkJAbA2rVncoe05JPvozHohVvv/AB11RA4oQottuz7tlc1i1pl5uQ3EZYwUYdQhveZJUle1XekBPPbg5BrJxN4t60sdy1nKt+uINpd01ebPbINodjtL9Nakejl1WVALKj3rgSRyHdnNT69ozS78t64PaZtS5chaXHZJhNl1xaeaVKJTkkEDBzywKZureCVt1nqA3m43aUmI87DefgIjMYV6OoLQlLqm+8bQVJTuSlQyMg8iRSrHohRvxe4ucULPxGvmlNIx1tR7NY4lwivB+3ssOvuLcBMgy3EK7oFtCCWsn1/A4qxFokyJdsjSZbIZfcaSp1sEHYsgEjIODgmtW4aW09e32JN40/b5j8QFLLsiKlwo589u4chkcvdSqkK2jKceQA/d4UoXvsi9lUvjAEjXt5PeEHvU/wByisXGNSRxCvicjO4cv7FFeK1rJDVS2afeK9fpHs8rFqPdC4RLuExwbFy3iknOCsnnQJ8pAwiW8Pcs1rUV7mTdeQLbFznJ6T5A/tmvab1dEEFNxkAjxCz/AI1o0UksYdwE42aVnuuPdOOLxC1tBQG4Wr7wwkdA3McSB8lVn/lS4i/7u79/293+KmrRSPAh5sB+yX5mf4z3TrHFTiMnpry/f9vd/ir7/KrxIByNe38H/l7v8VNOijy8H9sdkeZn+M907DxW4kk5OvtQfrB3+KgcVuJIOfw+1B+sHf4qadFHl4P7Y7I8zP8AGe6dp4r8ST11/qD9YO/xV8/lW4kf7vtQfrB3+KmnRXBTQD/xjsueZm+M907P5VuJH+77UH6wd/ioHFbiSDka+1B+sHf4qadFd8vB/bb2XfMzfGe6d38rXEv/AHwNQfrB3+Kvv8rXEv8A3wdQ/rB3+KmhRR5eD+23sueZm+M907/5W+Jo6cQtQ/rB3+Kvv8rvE/8A3w9RfrF7+KmfRR5eD+23su+Zm+M908P5XuKH++JqL9ZPfxUHi/xQ8OImov1i9/FTPoo8vB/bb2XPMzfGe6eA4vcUPHiHqL9YvfxV8PF3icf/AMwtRfrF3+KmhRXPLQf2x2R5mb4z3Tw/ld4nf74Oov1g7/FWE8UuIq1bl65vpPn6e7/FTVoo8tANmDsu+Zn2znunYOK/EpIKU6/1CAfAXF3+Kvp4scS1ddf6hPh/8Rd/ippUUrwYvgHZcFTMPxnunTJ4ocQpiQ3K1zfXkDolye6R/erC3xE1u0rc3q+8pI6ETXB/4qblFdEUY/CF3zM3xnuneOLXEoI7v+ULUQT+aLg9j+9Ws5xJ147kOa0va89d010/+KmzRXPBi+AdkkVEzdnnunRG4l69ijEfW98bB6hM1wf+Ksp4r8SB01/qA++4O/xU0qK4YISblg7JQqpx+M91LkDtcdp20wmbdbOPuvIsWMgNsstXyQlCEjwACq2P55Pas/rEcQf19I/iqG6KcDQNAEySSblTJ/PJ7Vn9YjiD+vpH8VH88ntWf1iOIP6+kfxVDdFGULimT+eT2rP6xHEH9fSP4qP55Pas/rEcQf19I/iqG6KMoQpk/nk9qz+sRxB/X0j+Kj+eT2rP6xHEH9fSP4qhuijKEKZP55Pas/rEcQf19I/io/nk9qz+sRxB/X0j+KobooyhCmT+eT2rP6xHEH9fSP4qP55Pas/rEcQf19I/iqG6KMoQpk/nk9qz+sTxB/Xsj+Kj+eT2rP6xPEH9eyP4qhuiuoUyfzye1Z/WJ4g/r2R/FX0dsntVePaI4g+3/V2R/FUNUUDQ3R8k97xxp4q6iuT12v8AxI1JOmSVBT0h64uqccPmolXM0UyKKbEMI1yDslulldb1nT5oooopxIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhf//Z" width="302px" alt="automated image recognition"/></p>
<p><p>Image recognition software enables applications to use deep learning algorithms in order to recognize and understand images or videos with artificial intelligence. Compare the best Image Recognition software currently available using the table below. Over time, image recognition has come to play a crucial role in search engine navigation and cybersecurity. Our image recognition software <a href="https://metadialog.com/">metadialog.com</a> help identify objects, classify patterns, and determine textures. Our services find extensive usage in fields like e-commerce, transportation, healthcare, and marketing. The SPC+CNN workflow has shown its capability to provide real-time, high accuracy detection of certain HABs species, such as Akashiwo sanguinea Cochlodinium spp., Lingulodiniumpolyedra and Prorocentrum micans.</p>
</p>
<p><h2>Predict Values From Images With Image Regression</h2>
</p>
<p><p>With the help of image identification, online shoppers can search for clothing or accessories by taking a picture of a garment, texture, print, or color of their choice. The photo captured by the smartphone is uploaded to an app that searches an inventory of products to find similar products using AI technology. Also, image recognition technology is being increasingly adopted in autonomous vehicles, which is anticipated to contribute to the noticeable growth in the automobile and transportation segment. Autonomous cars can detect obstacles and warn the driver about the proximity to walkways  and guardrails with the help of this technology. Based on components, the image recognition market has been segmented into hardware, software, and service. The service segment is anticipated to witness a noticeable growth rate over the forecast period.</p>
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<h3>4 Technologies That Will Transform the Workforce in Asia-Pacific  HR Exchange Network &#8211; HR Exchange Network</h3>
<p>4 Technologies That Will Transform the Workforce in Asia-Pacific  HR Exchange Network.</p>
<p>Posted: Fri, 09 Jun 2023 03:00:56 GMT [<a href='https://news.google.com/rss/articles/CBMic2h0dHBzOi8vd3d3LmhyZXhjaGFuZ2VuZXR3b3JrLmNvbS9oci10ZWNoL2FydGljbGVzLzQtdGVjaG5vbG9naWVzLXRoYXQtd2lsbC10cmFuc2Zvcm0tdGhlLXdvcmtmb3JjZS1pbi1hc2lhLXBhY2lmaWPSAXdodHRwczovL3d3dy5ocmV4Y2hhbmdlbmV0d29yay5jb20vaHItdGVjaC9hcnRpY2xlcy80LXRlY2hub2xvZ2llcy10aGF0LXdpbGwtdHJhbnNmb3JtLXRoZS13b3JrZm9yY2UtaW4tYXNpYS1wYWNpZmljL2FtcA?oc=5' rel="nofollow">source</a>]</p>
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<p><p>Clarifai is one of the easiest deep-learning artificial intelligence platforms to use, whether you are a developer, data scientist, or someone who doesn’t have experience with code. The most common use cases for image recognition are facial recognition, object detection, scene classification and recognition of text. Facial recognition can be used for security purposes such as unlocking devices with a face scan or identifying people in surveillance footage.</p>
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<p><h2>Image recognition usage in Marketing and Social Media</h2>
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<p><p>Compared to the class imbalance problem of the SPC+CNN, domain shift is less discussed in deep learning applications in the ecological literature. However, our results suggest that this problem deserves critical consideration when deep learning systems are to be deployed in an environment different from that used for training. Many zooplankton detection systems, such as ZooplanktoNet (Dai et&nbsp;al., 2016) and Zooglider (Whitmore et&nbsp;al., 2019), did not explicitly address and investigate their deep learning models’ capability to transfer across domains. In future research, experimenting with other domain adaptation techniques, such as similarity learning (Pinheiro, 2018), or image-to-image translation (Murez et&nbsp;al., 2018), can help further improve our model. Solving the domain shift problem is essential to ensuring the reliability of deep learning automated systems in different environments. The end goal of machine learning algorithms is to achieve labeling automatically, but in order to train a model, it will need a large dataset of pre-labelled images.</p>
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width="300px" alt="automated image recognition"/></p>
<p><p>In fact, the light radiation changes and the fish crowding are ubiquitous in the image dataset and their combined effects on the recognition performance is marginal and can be ignored. Unexpected variations of the water turbidity occurred in relatively short times (e.g., hours) and they persisted for several days, as in many other coastal areas43. Turbid waters and changes in light diffusion reduced the camera’s field of view.</p>
</p>
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<h2>Can you own AI generated images?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>US Copyright Office: AI Generated Works Are Not Eligible for Copyright.</p>
</div></div>
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<p><p>Prior to the random affine transformations, images are padded into a square image and resized into 224 x 224 pixels. Note this also includes recomputing the weight of the loss of each during cross-validation. Model weights that achieved the lowest loss on the validation set during training the 50 epochs were utilized.</p>
</p>
<ul>
<li>First, an univariate PERMANOVA62 was run on the Euclidean resemblance matrix of square root-transformed abundance data to test for differences between day versus night abundances.</li>
<li>However, the alternative image recognition task is Rectified Linear Unit Activation function(ReLU).</li>
<li>For some, both researchers and believers outside the academic field, AI was surrounded by unbridled optimism about what the future would bring.</li>
<li>Photo or video recognition can be performed at different degrees of accuracy, depending on the type of information or concept required.</li>
<li>Shelf and locale images can be taken in online or offline mode, and several photos can be combined into one if desired.</li>
<li>Only time will tell how necessary they will become in marketing, healthcare, security, and everyone’s daily lives.</li>
</ul>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is automated image recognition?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Image recognition, in the context of machine vision, is the ability of software to identify objects, places, people, writing and actions in digital images. Computers can use machine vision technologies in combination with a camera and artificial intelligence (AI) software to achieve image recognition.</p>
</div></div>
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