Haritaevi Aviation Engineering
Spatial Aeronautical Information Management Solutions
Haritaevi has extraordinary expertise in the development & deployment of Aeronautical Information Managment (AIM) software applications. To assist and enable Deep Analytics of AIM for the Turkish General Directorate of Civil Aviation (DGCA) and the Turkish Ministry of National Defense (MSB) in 2015, we designed and implemented the web portal www.obstacleanalyze.com to allow human and machine users to browse, select and visualize terrain & obstacles around an airport, and their potential Obstacle Limiting Surface (OLS) impact.
What do we have in ObstacleAnalyze ?
![](data:image/jpeg;base64,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)
|
- You can view and query the construction criteria for the area remaining in the airports obstacle plan,
- You can see our aeronautical and shielding studies and query for the point you click,
- You can upload files to our Notam and KML management tools and query for the point you click,
- You can perform critical obstacle analysis according to the criteria you choose from your obstacle list,
- You can view and query the CNS BRA (Building Restricted Areas) surfaces, ICAO Annex 14 OLS surfaces and ICAO Annex 15 surfaces,
- You can visualizig AIXM 5.1 data format,
- You can add your obstacle in AIXM 5.1 format to the system individually or by clicking on the map,
- You can add obstacles collectively from the file (.xlsx, .txt, .kml ve .csv formats) in accordance with ETOD standards,
- You can convert between ETOD and AIXM 5.1 formats,
- You can use our obstacle management system as an individual or as a team by adding your own obstacles,
- You can view the AIP obstacles of a specific country and use them in your analysis,
- Using our surface analysis function within the scope of SID procedures, you can view the obstacles that violate the area you create.
Start your free 3-month subscription to www.obstacleanalyze.com.
|
Visit www.haritaevi.com
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RDmRXhpZgAATU0AKgAAAAgABQESAAMAAAABAAEAAAE7AAIAAAAFAAAIVodpAAQAAAABAAAIXJydAAEAAAAKAAAQ1OocAAcAAAgMAAAASgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEFSWlUAAAAFkAMAAgAAABQAABCqkAQAAgAAABQAABC+kpEAAgAAAAM5MAAAkpIAAgAAAAM5MAAA6hwABwAACAwAAAieAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMjAxOTowOToxMyAxMDoxMDowMgAyMDE5OjA5OjEzIDEwOjEwOjAyAAAAQQBSAFoAVQAAAP/hCxdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+DQo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIj48cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIi8+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPjx4bXA6Q3JlYXRlRGF0ZT4yMDE5LTA5LTEzVDEwOjEwOjAyLjg5ODwveG1wOkNyZWF0ZURhdGU+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iPjxkYzpjcmVhdG9yPjxyZGY6U2VxIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpsaT5BUlpVPC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMAAgEBAgEBAgICAgICAgIDBQMDAwMDBgQEAwUHBgcHBwYHBwgJCwkICAoIBwcKDQoKCwwMDAwHCQ4PDQwOCwwMDP/bAEMBAgICAwMDBgMDBgwIBwgMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDP/AABEIALQAtAMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AP38ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGzzpawPJI6xxxqWZmO1VA5JJ7AV8n+NP8AgoZexfFuGLQbfT5vCNtcJDLLPG3nXqbgJJVbcAi4zsBB4GW+9tU/bq/abN5NdeBNAuf3K/JrVzE33z/z6qfQf8tMf7h/jWvludPNhdf7ykV/Lfix4u4mhjlleQ1OX2Ur1Jr7Ul9hf3V9ru9Nk+b9y4C8PqNXCvHZrC/tF7sX0i/tPzf2ey13at+q1FYvw18Rf8Jf8O9B1Ync2padb3RPu8St/Wtqv6ew9eFalGtT2kk16NXR+I1qcqc3Tnum0/VBRRRWxmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4f+2T+00Pg94c/sPR5h/wk+rREo6n/AJB0JyDMf9s4IQeoLHIXDe4V5n4y/ZH8F/ED4mT+KdYs7y9vLpIxNbtcsttIyKEVyq4OdqqMbtpxyuck/J8aYXOsTlksLkUowq1GouUm1yxd+aUbJvm2S7XbWqR73DdbLaONVfNVKVOKuoxSfNJbJ3a06vvaz0bPg7wZ4D1z4kasbPQ9Lv8AWLrcPMECFxGT3kc/Kmf7zkD3qnr2hXnhfW7zTdQt5LS+sZWguIX+9G6nBHHB9iMgjBBIINfp7ofh+w8MaZHZabY2mn2cIxHBbQrFEn0VQAK8F/bh/ZoPj3RW8XaHa7tc0yL/AE2CNfm1C3UdQP4pIxyO7LleSEFfzjxL4C1suyWWNwlZ1q8NZRUbJxtryrVuS31fvK9knZP9jyXxUp4zMlhsRTVOlLRO92pdOZ6JJ7baPd2uztv2MtdOv/s1eGJGbc9rFLZkf3RFM8a/+Oqp/GvUK+e/+CcGvf2j8G9Vs9+42GruUA6BJIomH/j2+voSv6I8Pcd9b4ZwNfd+ygn6xXK/xTPyDi7C/V86xVL+/Jr0buvwYUUUV9kfOhRRRQAUUUUAFFFFABRRRQAUV4p4Y/a5hm/af+J3gnX/AOxdB0LwHb6XJBqtzeiHz3uoRIyyF8IOXVVAOflPXOA34wfthWXhDxr8MtP8Ly6D4o0/xv4l/sG9u7a/WZbIeWG+UxkjzAXjbDH7vb5gRXI72I9pG1/67HttFFfKf7S//BRq8+DvxuuNH8O+Gh4m8KeBxbS+PdTiDO+krcyrHHHDghfNXO4g7t3KfJskZSMXJ2Q51FFXkfVlFVdB12z8UaHZ6lp1zDe6fqMCXVrcQtujnidQyOpHVWUgg9wa8R/av/aI8c/DP4xfDXwT4D0vwvqGrePxqWJNclnjghNpHFL96LJAKtJztbkL05NEYtuyCUkldnvFFfJ/xx/aW/aC/Zh+HN1428XeE/hRqXhvSZYRfQ6Rqt6t2UklWIbDLGFGWdRnDYznaQDX1ZZ3S31pFMm7ZMgddwwcEZ5olFrUUZpuxJRXmv7XXxqvP2fPgJrHiuwm8Ow3WnyWyI+tyTpZDzJ44zv8hHkzhjjapweTwDXpVK2lyuZXsFFc78VZ/Fdv4Dvm8E2+g3XiYeX9jj1qaWGxb94vmb2iVn4j3lQBy20EgZNfM2n/ALTn7QupftD3/wAMY/D/AMHx4k07RV16WRr3UBZtbmSOPar7d3mbpF4KAYB+boC4xb2IlUUdz6s8P+FdL8JW0sOlabY6bDPK08kdrAsKySNjc5CgAscDJPJxV+sX4dTeIp/BGmt4sg0e38RND/p8elSyS2ayZP8Aq2kVXK4x1HByOep479rT9pCx/Za+C1/4muIft2oSOtjpGnrnfqV9JnyoQBzjgs2MnYjYBOAc6VGMEqdNJJbJaI0qVXK9Sb17vc9LorxT9jL9qTUPj9o2vaL4u0q38N/EbwXemy17SI8hE3ZMU8YLN+7cZA+duUJBKsjN7XWkotOzJjJSV0FFfLdz+0D8aormRRr37LaBXICv4pvty4PQ/uuo717X+z34t8TeNPALXniq68DXmp/apI1l8J38t5p5jAXb88iq3mAlsjkDjnnAJRa1FGabsdzRXi/7V37TOqfsv+I/A+rXml2k3w61TUH03xJqh3tcaM8gUW0wAOBFu8zexB4AAwxUNa/bG/agX9mv4Uw3uk2cOu+LvElzHpfhnSQS51K8lICfKpDNGuQTgjJKpuUupoUW7eYOpFXv0PXqKo+F5NSm8M6c+sR2kOrtaxG+jtXLwRzlB5ixlsEoGyATyRiuI/ax+MN58A/2ffEXi6wk0GG70hYDG+stOtkDJcRRHf5CPLkhyFCqcsVBwCSEld2RTlZXZ6LRUOn3P23T4JsxN50avmJ96HIz8pwMj0OBmikM8D0P9jz+3f2rvi34m8Y6T4b8QeDPHNvpAsbG7jF0TLawKjGWJ02qVZMqQTww6HIEfxb/AGKrV/G/wpuPh7ofhXwxovhLxZ/b2sW1rALJZh5SqZFSNMPIREic4/h5wDj3C58d6HZJftNrGlQrpV3Fp96Xu41FncyiJooJMn5JHE8BVGwzCaPAO9c61ae0luZ+zja39b3MP4mHxAPh1rn/AAii2DeJvsEw0oXrFbYXWw+UZCATtDYJGOenHWvNv2Wf2R9P+CXwBu/DHiDyPEWs+LhPdeLryYmX+2Lm5UicMzYZowGKDIG4ZYgM7Z9lqlr/AIksPCtjHdaldwWVvLcwWaSSttVpp5kghjB/vPLIiAd2YCpUnayKcVfmZ5J+xb8DPFn7NvhfxB4N1jUrTVvCWl6m7eEZzKz3sdjJlzDP8oGUZsAgnJL8KoRRi/tcfsgXP7Tnx1+FepXXkt4S8LjVF1uNb+azvGE8UXk+S0WG/wBZEN3zrgf3gSK92tPEVjfa3eabDdQyX+npHJcwK2ZIFk3eWWHYNsbHrtNOvNdsdPS7a4vLWBbCH7RcmSVVFtF8x3vk/KuFbk4Hyn0NPnfNzE+zjy8nQ+Sf2mf+CV2g638Kpv8AhWsV1beMrW6t7iwfW9eu7yxO2Qb/ADI5zMhGwscFDkgA8Eg/YFZPiDx7onhS11CbUtW0+yj0u0kv7zzZ1Vra3jXdJKwzkIq4JPQAitalKTasxxpxi7xPF/8AgoB8A9e/aY/Zb17wf4bfT01jUZrV4TezNFDiO4jdssqsR8qk9DkjFe0VC+pW8eox2bXEK3c0bTRwFx5jopUMwXqVUugJHALL6isnUPid4b0nxvZ+GbrxBolt4k1KLzrTSpb6JL25TDnckJbewxHIcgHiN/7pwXbVh2SfMbleJ6D+z5r2m/8ABQHW/iZJJp3/AAjeoeDo9DiUTN9q+0/aYpDlNuAoWI87urDjrj2XU9TttF024vLy4htLO0iaaeeZxHHDGoJZ2Y8KoAJJPAApLnVrWzihea4ghW5dYoTI4XzXb7qrnqx7AcmhNoJRT3LFeE+Iv2add+K/7aVj438XTabP4K8CWaHwjpkLs7vfSAGa7uFZcK6MuEClh8kLDaysG9q1rxDYeG7eGbUb6zsIri4itInuZliWSaVxHFGpYjLu7KqqOWZgBkmrUs6QBd7Km5go3HGSeg+pojJrYJRUtzw34z/s065L+1B4J+KngG402w1q2lTR/FVvdM0UOsaQ5G9iVB3TxYBQEfMVjywEQU+6VT8P+ILDxZodnqml31nqWm6hCtxa3dpMs0FzGwyro6kqykEEEEgg1colJvcIxS1XU+Orj9m3xMbiTb+y5+zmV3nBF5FyM/8AXiP5D6Cvf/2X/BV74D+G0lnf+BfBvw9uGvZJf7M8MyrJZuCFAmYrDEPMbGCMHhF+bsOk+Hvxf8J/Fu3uZvCnijw74mhs2Vbh9J1KG9WAsCVDmNmCkgEjPXFdFVSm3oyYU0ndfoYXxN+HGkfF/wCH+r+GNetVvNI1u2e1uYz12sOGU/wupwysOVZQRyBXzZ+yP+wp4v8Ah58WbLXviZ4gs/FNv8PLBtC8DJHIzC3tizZuZEKgJKIisYGXwAQSRHE1fUt9r1jpd/Y2l1eWtvdalI0VnDLMqSXTqjSMsak5chFZiBkhVJ6A1bqYzaVkOVOLfM+gV5D+3h8Edb/aN/ZS8VeDfDrWK61rAtDbfbJTFCfKvIJ2DMFYjKxsBwecdBzXe/EL4t+FfhJZW9z4q8TeH/DNvduY4JdV1CKzSZgNxCmRgGIXJOOgGelbtpdxX9rHPBJHNBMgkjkjYMsikZBBHBBHORRFtPmHK0k4sr+H9PfSdBsbWRlaS1gjiYr0JVQDj8qKuUVJR8/eOP2WdY8T+J/HmrrdXyTa1400XWbC0j1aSKzuLS1h0dJmmhHyGTNncgZBJCx89MZ+ifCX4v2d9ql5Dqt7DqtpBNdQvf8AiGW50/WdQW+WVFFuMi2tZbUGEqoHl7yRGWjEkn0jRV+0Zn7JbnzjP8FPi1o3jeOPS/E2qXX2VmW216/1p3tpLf8AsGW3RZtP5jab+1m+1M2w/IygOVUQo6X4JeOfEOjaPbeTq1jY2t7ol5c2eseJX1aVp7TXLG8uJhKxbIMME2wDaOihY921foyij2jvcPZo+f8A4WfBr4jeF/ixoeu61ffbtPbTLOz1iGLUCs1xdRx3IF074/fJGZNvksVDef5mS0KI1H4pfsk+Jviz8R/Ftxcaumn+G/Htymka5bRzN50uiwWsLW4jIwFkN0l4jjvBqMnO5Ex9HUUc7vcPZq1j5c8efBX4ufEjwNrWk30OnxahrWm3MtxdjU1a3k8/w0bBtMxtD7P7TY3OSPL2xq+d52D2P4W+EPEHw78ReILOaXUNY0LUta+0afNf6s93PYWxsLffzLuchrtJ8RhsKJMrhQFHoFFJzb0CNNLU8J1j4K+PL79o7/hZEN7osZsb6DSbbSTE/nTaJyk6tcCQIpaSWS72eSWZrW1QyAKcRa7p/iq3/ae8J6rp2hSaDda/aQtr0kep/bbO8ght5i9vPD5P7ueKSQLFcRsiuCQ7n5IW97oo5mHs0cP8RNI1b4h+GfD+jzac1pb63cQt4gQTLItpaonnS25PAlWV1S2YAcxzSN2rj/2n/gT4t+PniHSbfStW0nw/pnhuE6pY3V3aveO+r7iLeZUSSPYbZVZgzF1Y3HMZ2V7RRQpNaoqUU9GeH2Pw1+J13qa6hda1Jaw/b9NvLbTo9TdzaxTXtvdarBNJgCZYxHJDb4AAhkZOjZHH+EP2dviRrltpcXiq61SaTTLzw7fXTy+J57iO/wBQtLu4fUbyJAR5UEqPC0cA2oNigRRlAT9QUU+dkumnufO/g/4WfFqw8QeE5dU1TULm6sbXSUur1deb7FDFFbKuowTWuMXM88wdknIJXzVIaPytsvZfs2/DTxd8OXZfEmrahqkd14b0YXJvNVlv2/tlBcrqEieYT5cbj7KQqbY8hiqLk59Wopcz2BU0nc+Yvgz+zj480b4Q+CfCerXXiLR7fQbSKz1T7L4rkUXKxabJDH9neHZJDELgRMEDA4UZJAKmh4VvviRofx88N2OpP4k1rWLW6ik1Tyr+6j0uS1Tw04MLRtGtvhtU+Y3C7gXljXeSjQwfVlFV7TuHslpY8j/ab+Gviz4k6RoN14XaGw1rSoNUljkN15TWlxPpN3bwFHA6rPNH8w6AE9sVzuq/Bvx1oniCSGC+8Ta54U/tprtLNPFc9tqGHsbRUc3LMJPJjukuma33hCJlIVlQRH36ipUmgdNN3PI/E3h/xhonxmXx1pvhiz15rjSJNAbTn1NILnT1ju5ZY7iGRl2GO5VozMuVZfJgwJCp24+leBviZpHxl/tjEjWMM81zJbx66x0y4sP7PKQaZDalAkUyXu1zc7AzRxnL4k8iP3SijmHyDLZ3lt42kj8uRlBZN27YccjPfHrRT6KksKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z)
|