Certification
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title (String, 42 characters ) The Benefits of Professional Certification
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value (String, 62430 characters ) <p><strong>IIBA Certification</strong><br /> <...
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<p><strong>IIBA Certification</strong><br /> <br /> At International Institute of Business Analysis<sup>™</sup>(IIBA<sup>®</sup>), we are dedicated to the development and maintenance of standards for the practice of business analysis and for the certification and recognition of practitioners.<br /> <br /> IIBA<sup>®</sup>'s multi-level, competency-based certification program recognizes a BA professional's knowledge and skills and supports their lifelong BA career progression.<br /> <br /> <strong>Why should I become IIBA certified?</strong><br /> <br /> There are many good reasons to earn a professional certification or certificate:</p> <ul> <li>Personal and professional recognition</li> <li>Increased income – 16% average increase in salary if you are certified <span style="font-size: 11px;">*<em>Source: Randstad.ca</em></span></li> <li>Professional development opportunities</li> <li>Added Value to your Resume</li> <li>14% growth percentage between 2014-2024 for BA roles *<em><span style="font-size: 11px;">Source: U.S. Bureau of Labor Statistics</span></em></li> </ul> <h4><br /> <strong>The Program</strong></h4> IIBA Certification program offers certification levels to support a career path for the ever evolving and growing business analysis professional. Each level is <a href="https://www.iiba.org/certification/apply/" target="_blank">competency-based</a> and aligned with <a href="https://www.iiba.org/standards-and-resources/babok/" target="_blank"><em>BABOK</em><em><sup>®</sup></em><em> Guide</em> Version 3</a> . *Certification levels do not need to be completed in order.<br /> <table border="0" cellpadding="6" cellspacing="1" style="width: 600px;" width="570"> <tbody> <tr> <td><img 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" /></td> <td> <div class="rtecenter"><a href="https://www.iiba.org/certification/core-business-analysis-certifications/ECBA/" target="_blank"><strong>Level 1</strong></a></div> <div class="rtecenter">Recognizes individuals entering the field of business analysis.</div> </td> </tr> <tr> <td><img src="data:image/png;base64,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" /></td> <td> <div class="rtecenter"><br /> <a href="https://www.iiba.org/certification/core-business-analysis-certifications/CCBA/" target="_blank"><strong> Level 2</strong></a></div> <div class="rtecenter">Recognizes BA professionals who have 2-3 years of<br /> business analysis experience.</div> </td> </tr> <tr> <td><img src="data:image/png;base64,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" /></td> <td> <div class="rtecenter"><br /> <a href="https://www.iiba.org/certification/core-business-analysis-certifications/CBAP/" target="_blank"><strong>Level 3</strong></a></div> <div class="rtecenter">Recognizes BA professionals who manage and lead with over 5 years of business analysis experience.</div> </td> </tr> </tbody> </table> <br /> <br /> <br /> For more information on the Certification Levels, visit the <a href="https://www.iiba.org/certification/core-business-analysis-certifications/" target="_blank">Certification page at IIBA.org</a> <h4><br /> <strong>Specialized Certifications</strong></h4> Showcase your specific expertise at the associate, professional or expert levels with a specialized certification. <table border="0" cellpadding="6" cellspacing="1" style="width: 600px;" width="570"> <tbody> <tr> <td><img src="data:image/png;base64,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" width="250px;" /></td> <td> <div class="rtecenter"><a href="https://www.iiba.org/certification/specialized-certifications/agile-analysis/" target="_blank"><strong>IIBA®-AAC</strong></a></div> <div class="rtecenter">Strengthens your skills and expertise, focusing on applying an agile perspective within a business analysis framework.</div> </td> </tr> </tbody> </table> <strong> Experience the many benefits that earning an IIBA designation offers today, tomorrow, and throughout your career</strong>. <a href="https://www.iiba.org/certification/apply/" target="_blank">APPLY TODAY!</a>
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safe_value (String, 62219 characters ) <p><strong>IIBA Certification</strong></p> <p>A...
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<p><strong>IIBA Certification</strong></p> <p>At International Institute of Business Analysis<sup>™</sup>(IIBA<sup>®</sup>), we are dedicated to the development and maintenance of standards for the practice of business analysis and for the certification and recognition of practitioners.</p> <p>IIBA<sup>®</sup>'s multi-level, competency-based certification program recognizes a BA professional's knowledge and skills and supports their lifelong BA career progression.</p> <p><strong>Why should I become IIBA certified?</strong></p> <p>There are many good reasons to earn a professional certification or certificate:</p> <ul> <li>Personal and professional recognition</li> <li>Increased income – 16% average increase in salary if you are certified <span style="font-size: 11px;">*<em>Source: Randstad.ca</em></span></li> <li>Professional development opportunities</li> <li>Added Value to your Resume</li> <li>14% growth percentage between 2014-2024 for BA roles *<em><span style="font-size: 11px;">Source: U.S. Bureau of Labor Statistics</span></em></li> </ul> <h4> <strong>The Program</strong></h4> <p>IIBA Certification program offers certification levels to support a career path for the ever evolving and growing business analysis professional. Each level is <a href="https://www.iiba.org/certification/apply/" target="_blank">competency-based</a> and aligned with <a href="https://www.iiba.org/standards-and-resources/babok/" target="_blank"><em>BABOK</em><em><sup>®</sup></em><em> Guide</em> Version 3</a> . *Certification levels do not need to be completed in order.<br /> </p> <table border="0" cellpadding="6" cellspacing="1" style="width: 600px;" width="570"> <tbody> <tr> <td><img 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" /></td> <td> <div class="rtecenter"><a href="https://www.iiba.org/certification/core-business-analysis-certifications/ECBA/" target="_blank"><strong>Level 1</strong></a></div> <div class="rtecenter">Recognizes individuals entering the field of business analysis.</div> </td> </tr> <tr> <td><img src="data:image/png;base64,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" /></td> <td> <div class="rtecenter"> <a href="https://www.iiba.org/certification/core-business-analysis-certifications/CCBA/" target="_blank"><strong> Level 2</strong></a></div> <div class="rtecenter">Recognizes BA professionals who have 2-3 years of<br /> business analysis experience.</div> </td> </tr> <tr> <td><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPoAAABKCAYAAACSJklIAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAECUSURBVHhe7X0HnF1Xeef/9em9aDRqoy5ZsoplWZItVxnbEAdCEkqy5AfZkA3JbkjYsGRJshs2gTRaAqSxEEhwsgQIAWzA3bLVu6wujTTS9F405fX39v//zn3SSBpJJsYJeN43uu/ee+453/nOd7567nlPviwBechDHl7X4PfOechDHl7HkFf0PORhGkBe0fOQh2kAeUXPQx6mAeQVPQ95mAaQV/Q85GEaQF7R85CHaQB5Rc9DHqYB5BU9D3mYBpBX9DzkYRpAXtHzkIdpAHlFz0MepgHkFT0PeZgGkFf0PORhGkBe0fOQh2kAeUXPQx6mAeQVPQ95mAaQV/Q85GEaQF7R85CHaQB5Rc9DHqYB5BU9D3mYBvBjrej536/NQx5eGdzg555ZnPWxRobXOvwsuWwX+MSBml++YU3VU80Mi1lfOHLgy3U1qewqSPPw89NndVx/Wdc9S1MIZIPwXWo+BqT6MTDQiej4EFLJGALBApSUVaGyppHd1LJOodUUmWm2U9OAxnYDGl4JCIMbDcfKMWaN5gyHG2CZ3w3VuiE3fEn2H2Apn/0A3RovMkk2CbKdR7yBoz+TTRN3llj5/FWCGwvZyUPYrCtPNBz7NUYCH6jYrwpeIz33UU4ceZ6M6Jnqujvv2c2AtU3mJEcptuFc55DYKcsTeyMvjcFWXTXIKSsT9Z7M+cQ9AuXFwAgQpWqfK1MdPfBo/jeC0WV9ujvvwoOr76cC0aWTR4cJj/A5bXDtVaYjR6vXxp7dDD9rTKXo1k2uNHfDidSlU3Yx193laFK5Lh3kJt0jQs11aXW9BtcB91Sf3qRRjFMUdqmJzy8lGkZ3+z60njuMvq6TCPnH+CSOUFCTTeEIhBCLE7+/EOl0EebMXYPKmfMxc86dbFvGI4n2M89hYridEk2xCUhRNQ7hFq2cNr+mjowk0X5JdNYpbsAfIt4wistrUdc4n/WdIcmoayqdP6A2UgnSrSGYAeAfeeenAcgm+3H85SdIq56xEZE6AUmyIEylziDpC7F9nEYriKXrfhaBTInRI46Kh6LVjG/GmausP4nhwbPobt6GUGTyHFwF7MfoIg4icSd/hDwoQh2NYkn1PJZU8/CR3+SJxs6+0jbvWaocifaN8/kgD/GxmPUCCIh8w5YTPPXBucvxU7QaVU5ubgxsl1E/HK/1a6aRZZwnNVeJ8Y11xAf+y3Asfj4X6qwpepCPdK8xevw10FnzI3o0P6JTfGcPdq06/xZweuEzHDnue8jUlS5vittrZ+PgtejKUtYMnxpPPhsjeOm1UflN8QvVFIpurJAbpdBeJlZM5AUHlOMdG7sLlpvoqJxFufGmTWFUrD8Ku02A1/h64PWXsYkiEzl4v1+Di6HtxFM4c/RfeT1KZeEEc46EzUc6xW4f6/nTugpTADLIZBL0ehSfdBbJVBmW3vIWzLvlzTi07U8w0PuC4ciSoX4KrJHOMfoyIW98GojHTyJRH0Yc7zPpMJLpIPyRCsxdfCcWrPgJPqtEipUDbOxj31kJLXH7NF4ZZtLa0fyvOHHwC/CH5KsixJakQtHbm/cKIZz284r9szyWHMVtd/0hqhrvJA303ERBK2bKB1+CNxRo0U2yOtq+h2N7Po1IUBbEiJ8CfAikTW2ISwSJRvZFDcow1IlnwyivW4pblj+AshkbOGR6U1qwFOkPcTyjg8ewfccTaKhbgL6eTixavhxzF9zPehojoxnSYsA5lzG9HBeIZyTyZvMuoMyZiOiDh12bMjpcnFGKuQTE64vjUIlMq0bj7skXXsnkybCZ3lhdgnswCVTAflTnFZB3fRA/c5DrwOFV5zdHrTGpnfRFuKQvGqMQuHsbs6cbduiRDsEVY5oaruPRFYY66ZRVdZgJRrh6UwnLr27JalbFjIQj3gxArj1BJmHy/TXgEPAkKvw2xalYO3Y+/xdIT5xDOMiJDRAvhT9n8KwPzlSG/fqoQCrJ+Cd4kuJHnOLRWyLUgE1v/HMc3vNxDPXsQEhaIkVnPRMVf8oE3DAKJVmTEXtoQCR8Cv3FjQDL5LxFwFg6hovxQtxz/6+hom6zOWrQy2aJ2+hTNbkjztPerR/D+OAehEIFfMYyjZO4zAxaZYmreghzfkdRVrsRqzZ9yAmiEEuJPPqUDmh8Pnq37tbtOLXnE/TobCdeTAnCTYPCgZkQsa31LRbwWUYWkeeJWBrlNetwx/2/zgdl5mSi4y3Yv/UxLF+xHEOjMRRGQoiO9TKyWYuZTRvZyoXZROT1LlxGtJ2VtpjBuwHIlAXYmeZA0ZW4ItcSyskSx6l+pNYCJ11itsqF20mMIj/jl1pbGqVDtW3CvIM4eKspyGG6MXU3Aw+ZN4dOb9yfIEfz1MA6RrB0RVzQmMIepXrGextHDtxY1Y/J/SukfQoKvLCbFt51RasuJVGRDUSC4jUzakSImHq5SJY4ozYSRN5YFRuEpu4mYAZCVtzZ8Ysjh/DCEx+CL3YKwXAAGXrDJPuj82P0KuUTLRIyDZj23hdFOpBgXzISnHYjVSJC2x+WEVAX9MapMBU2Yh7SZx7SalhdGQZfRrQ6D2JGT95eHkej4IASjAbi5Ec4HEJlaRY7nv40jcdWmxPl6RLWS+kA04NMqhVDfadRECikQCv3JF7i88sjUnmlw6LfT5x+jj/AFKG3cx897UVTNoX//LR/qpkxYRCHdOvWNDQ9xu8pD3o6X4F5YIXjGX+cdKUMr7x6iAbS74ugsIRKPHwIL33vD4hMaRFw9uQh3P3Gd+Dw4f1YuKwAB3c/S4++Ca2tp/mUeGTI1LdolNDqENF26JmE1wi/AjyxskcaQQ6csJPTwqfUyR5JfjRem1A95Sf5qz50zzGK23IApnQyiHbNebR7tfM6FJn84Azy0BoIsXnkTeH3bgK5hjyMFh5WxDPH7szVjXCqjWgzBLxz0aUDXWnMOot2zpdHnzsJ9yvQKYLj2hXAIm/i1IG6CIjh4rndj2C4+0WcPPhlHN39Kex69n9h29O/y+tP4NShz2Ooi8KOCSqYDAWnh/m1DERW3lbW+aZAtjN8ltAPD+7Fzif/DCWBGILBCOeKSklm+qUo3uRJmTRlGbMmGepUAME022cKyIIgxUPKr2dkiCmvutBgkmxH5SbONOlLMf9W2CcV0j/4SD+9SJZnhfPiScBTQjFNyqMMUs/kiSrKge1P/zVp6iI1tM7ykGSe0cn71nO7GQJfpIFK82BKQZrUTVYphmgQf1jCWzM+Ad4zQcBg5yETYKNBYNrMCTfj44pICnGytSISOzi2KQ6bVLWRAaIhl4KbwKg96ZHwS0EiQUY50WbspvESpJIaA9uEw9j5/WfQ1LSc1022diJB8yt6AY1lWjhkfJmUcEwZenEpqzNIHrEeqF8ZYcmF+g1zPFpsFe8UpWiYYdKnKM1xfBIotJLiGxJeso4MpSKHNNvKCSRZRaG+RWT85yqKkxwznylNUyrpY8Sn9NCrdNPIY2rQXHi0CD//TMR4lzVabwzOiEs+JX9O0RWBZrIurXO0CZtHJ+m1KClDGTX5ujlMXcviVrsg/fQ2YjwG0XziMTz9zd/C4Rc/g/6z38FI50tIjxxFYOIUr19EL8sOvPQ5PP31D+H0kb9n8yEEAi5PVS7sU5Tg+Hl94CB8FNpkrIWh7l+jJBQjHoZnDNdlKBQyK3TWGoLuZTF9Enwy+tIhhaE1l7JIMWWx3VBzw1WZBEwhFg8brlIBMVztaeezMSQycebdCVMC8xfMy30ch2qL0ZbjstyuOEkVhTGcOfakatKzEz/xueGm0Nd+DKGA55EkFKrFftOIWT0wJRG1ep4hXhkeLT52X9hm7d18alJ48MaWqS7xUmqv3NQmjeDVm3TYJ71bgHm3jIkZTI5BaYt6lOBrYS9AwZSi+IMBphmHMdx/EHUz6tDTug9FwRqsvevn0N41ipGBvago0+JdEVuTAnlQo1mOIWhpkfRHci71NYMyCSRizjsZMTxzRP4ghtp2Y/f2L/KWFfhPMxyS47ERENTELoNIpSZw+vhTVtWiQE6kJFVcDlik56IemwUZeoKaSz5kqO05T1ZV5VcT+QpBxsnhp8IbxZI4jkmR4RVh99SQmze1m7jYi9YL22kEZfCEd3J7jox0a7YtUpUcvRpFFw/MyhhTMxgb2ofnnvhdXDjxdRQHLyJQxAcRWpQgGRUuYF88h4rsuqgIKA53oa35G3j2O/8Lg727DIcgRcLMeN4AbE5pVPZu/TzCWYaO4SCSCjHTZCcVTV7CvBfxKK/V6mw6Td8cS9A4xBFPRBFNTiCeGSc7ZBFlYXMK7ZjmckB5aw2UT2QQTMlpYLIFCIRnIFy0FJHi1eTtUvYxk7SXIJZkysD6GXlD9pv1T/CgMaBgJ8X5cBotxzleTnKGE5CVgWBxMtaK4YFmTo43aVq4YsQhq52m62lasBmJKCfRJo60UeEkiMFQEIPtB5BJD3LSTXTcnHBMFnl4gimWBmTwNOmTD02vBIPV4nEarnjU+JNIjCFBJTEjJlpFJOv7qawSNnm6FI2SP5LEqZf/BbPmrUPbuWHMaCg1gVm1diGOHz6EFWsf4DhFCQWa489kenD8yBcZ3fHY87dIj51ndEWcanSdeZciJEhT2/mX7H737i9hxaqV6GynE4l1OCXWAJxgOGCfMk/ZzBh6urezgM/I23RyEEcPPYYTh/4S6YnTZtCk5FqYNcNKImTEzcjLYBPtOJ1Ue8du0uEI/MGVPWf0ZV6EgwZHDp786Oh+iWcnVzcCe0ug+eIpFutC/+AhV66IhoLuKKIhMT7IEcbQcuFZJJI9N8F8GSZxbxLQ6tuKOrF0nH8CLz75x7zvQChENtFEWzii0IKhWjpFpjFM1bV0RSmRj88CzGEDqQvY98zH0XP2CbNAlg97ZF/6tEa6lAI5glpOfRvRsaMMITWZLGT47HjBMF3RhSkm+cmmca2SFy7EwlXvwS23fwDL1n8Qt9zxG6hveiu9yUwKdoITrpBeEYFycXXlJtxZYJ6NyRJ0DiuZxcLlW7Bhy8ew4YHfZW76B7j7J/4Qmx/9KJasf7cZghBDKi0EiSZFPPKSGS2OMXph9k6c9JwcKXtVd2hv2UtvNc5u2CsVVgcYvosbPnrJisZNKAiXkW80JAG1V8IhuphM0Fj0XNjLMqkgDZ0YxPbyzpPBhFez7uGXYZCxUB+BQDVW3fUBLN/0QSzb+EEsXf9+zF38DtqbRiTZp60nGMVsK7rMyNPbk/+DPSd4PYh1974XJVW3oLMzRhrmYOP9v8G+SqzfIHkXnziB5x//S5QW12HRio2oqluI0ZFh8kQmVrQrPTFxNXnV8MbH26jgW5FMTKC3q4eFNM2+cRSX3I7Otm5cHOfcqWKArcVr1sh4ntnAl2DkIEXSsP308IMY6D6MqvoF2PbsV2k8W80z2j4Hdqp5d2+TeHBqNO3x+Bj6+3oNhwy/+MUhGa0Os9IRAdub4+AVH8iApGw0kmuWGfNJLfkmnY9Gz2LPC1+gXpAHxKH6uXELJNY6dKtXlHahMfpCKBAOgeREBx8oTtC1GU0U0sANIJqI65Fra+NzNFqByvhhKR4h8PsEu/JAz5nRWfg1erEVp48+g6rKWhQUzUSkqIHHbISL6+nxGnjmPY9wkTzgDD6bgVAxDz0rmYmiwnkoLW1ER38XamawbqSGDCSzSbAYKhqN6cYkDYLeOt6P/Tu/gEg4zrlQmCyF8iaaAwkoxCSR8VSCArEMq+94HwXrZ1BWtQLF5U0oKZvHowm1M9Zg3uK7iacGPT3nyfBRKlMFGhc+jN6OXTQkbRQS4XX0mImRl2beWTljJUorlhlzHZWy1iUoLV9EmlIY7j5IQ6a1ARkPhe7iN+85lCTzpoXLH+Ys6jWdcCdwcv9X+bTfw6Y2Kqc3p4GIlCzA/GVvQ2/7TmTjQ2wjOkiNQhbyw08jF6M3bpi32dFoVPEshpi782Hs4nn0t++lYpIK0mP9kkl6qk01/nAtFq/6ZZSUziVveJQvQGXdSvLnToyNDLD9WYRMgGRIXVuNTtQGA7zyawPSEvJ7Jipq5qOsYrYkxPo2/tDI7dn2GNbc9iDqZt1He1eLssomFJU1WJ10coCETNDgFHHuSA+NVzozzDD1PFpbXkLTwnsxc/Yqq3vu5BNYtOw+uy8sqmAZFTgxxDPb+9le/PMxikqPkAI/utsOoHHevWqKZHKIEWQblqz8BUZRvQiFC1FY0sA+lZYwQjHNkpxl6QAGmUpFUFjYwEhlIccTV0+ktd9e22Z9EaFEJjVMmbhIg1HMe0YNvLe0gKj8vihpE12F1r/Wesxo8vrowS+huqQGg8MDlMVbTe4Zu7B7RlKkPRgodlOIMdLC+yBDYWpebHwY40PNqG1cR5Qyc/qU46WxIA/Fax8KMGvWUsoz21COUoxk/MInIggW8kukJc8ehmsUXRXIEnuldXT/36KyJIlwMMNIPWtHmDgCgTiZlOSR5pG6dIRZJk8eDPmYudGrhegtGM4WF8XR1nIAdQ1LEQpqs0VO0UWYDnYq7vA4f4a5P/PCcECLYApjFVrykRRKoTAnKppKomrm3bjt7vcjXDibEYa8PLEIjcbACdUfshGUVS/CnPmrGQq20J2kMHvxw+hp24HYRDsnKMdI1tUnT1EetQ2rKcxLhIkgu67g1NUKhtLobNlFLxYypZBXkWdQXq21g1giSMPzJtYNWRSTHD+Fk0e+xUlx/kHTrb50TqXjqJu9GdX1qzFBeob7z5kHIptZhSOQQeDfAPO2+Uvu4TPlw/IiFCaFdMQvHpqid+ylsPDOFF04OMl+Zcecg0ApZi98kPxwAqDRpCgEvmwhqmuaODfb2F2MmJTnk5c2FeyHY0wzBSqunIfqujUi32Oy469oUN1UphfNJ/di2eo380bhv4yzFJIR4ZnHcfTIM7jAqKQwFMLowEG0nn0Jp0/uQybajcGBs0zJQuhuP05DVID2k09idLAfFznmkrJq9HVsxZHdz6Gj7SAdR4bGphJ7n/sUzp45wiiiHan4CGZK0QmZ1EW0n32WTG9nFHQMi9a+kXiPYWT0FCrK5uPMsRdRWRlBx4XjOLTvn8gjKccwzrccQjYxgOaXH8e55v1oO7sDcxespUPYhyO7vonOCwc5oijCBePY8cw/Ymy4D/WzF+DQ7m/gzImnGb3MRkFBJbkq76z1pW60ntyNdff9Co7t/RoN6l2cxRD2Pf8n6Oo+g+NHn0JVSSmKSkux94XPoqX5EOI0tp3ndqN25hJc7NmH860vY2bjLZzzIE7s/xZFt5XG4xvoam9nKrUA27c+hplMpU4f24XDh75Lg1WEsvJG8lwaQEp0liWRrPGaM38lWD1O8tGDX7HFmO7O4+jqOorurlPosevDDLOO8zjhnS8fPSzr0TUnra+DzzsPMcQ4QG9zFInBkzj44peJnGImgTNRccLsCNIRQ1frLiq5VkRZh8KuHFBtzOlSyBKUv6LS5Vi94b+Q+aW0gQx1aXCy/ijrU7gloObpqJi8TtNSB8JzcNdD/x2hsuUs97qbEuTJpCSugvq0YI73otgoIQ16NWVrwby2kei54jkqS2FxDUvoeRTPsVbbuf0opLHTay3TfNUnkxVSZej1Z85ZbWW1M1choXUI4SFW8UhrEAqjw4xuWpt3WLmjwgjTJ0H1eSPFtfscqK13acZFSuxA4wryoeY6VFBC41xJauS5GfbRY9grKvVlSs22igYJmi/1ZcVscQlIc4YpnGokFWaL/+R9gjl2y5ltuG3DOh6b0XzmaXrxMygorMTmLb+GmfPXoLZqKRV1Li6OHkdBySyk/WGsvvvdNHyMwqh8h/b9IzY8uAlrNtyOl3f+DZXkcdTPXYZ7H/lN1NUvZgTowmf1rk8/vV1x9So6gnk4fug5ppITtMUj9nScHt8XjKH1wj7ceusczFm8gpHeEJLRLhqMAUakBbjrwQ+hhMZksHsbjh9+HKvuXIm1m+9l5LEbF848i4ZZZVh5x+3IxCdokM5j4+ZNVDDOOXmiaE9w9vj3MGP2HBbFMKtxBs6fovHh/PT0nsS6TT+H+7e8F10t23Hm9FZGogtwz0O/gZkL1mBo+CjnzI9gcRXKK6vQevpppGP9GBkmb4qqGT2nsI58lHyND3eazPd0n8P69WsYAS20dazcWwxLkjTHnlQ4ybsKxsdaqeB76MGL6LkiDAvcCjDjDRl5Wx297hFgUBeilwsxd+N9iESFOHnhcBgXBw9hYuRlEzAJilbMJTryqvqXSHRifKTDvKVyDeW98jLy4hR7zqOPyhDEqtvfzVYlLNHedxLExFWvZCy35GECzsNt4+QQFbL5a7Hu7l/U8KYetECEsS/zZgThkepL2IVS7frOH7Q+UuSHJkXKru2hWjeYiKfpzR+wtk7wxtFz/mV6WrGeikSEolE7ydKZOCduDsPo2eoE5VWLUFBexRCPhsvGoH5FA2MF8rG3fbdh1Kq/TaQNQtwTZQq0BW785u0tfOMz8sW2lRK0tKIcXBmfnqmlBELjFX+1eOj2Vwuv+uKH8VaGwvWkD7dLUHxiG9YJBqtRXhpGf89hpkN6Ln4FqeijiKUCGOjL0ugHsWD+PRx3mFHEYrYPI8mIIusv57SGiU1pGqMkG1c5cWg0cUaDNYzGknQyfqxf9/NM2UZRUb+CdQL0pMtoO90ojCLOQbComNHHOixZ83YMDLQgHh1lTTd+fzrA8N6HTff/Ej2jDztf+Apl5CKj1DANTBKRMm1p5niKyjhXI0iMZzEyFEZHqw8L5m3C0lvfjlDhImx96vPk1TjW3fuLOLD7IM4cfY6DljzTuaSH0UWH2NbXga1bv4HewTSN3ZPEOo5IoVKRYoQiTUzxxijvSRqEpSyLMC1cTL0RnQzfGRUtWv5T6Ojcj8P7/g4LbrkPlbUbMKP+IWx79ltsd5qRMQP6RASb7/slGpYLOHbgO94CvSJP8ZK4/JpPJxnG1qvhwukXEQ65pF65pAkGQ1Qtakhx3Gr3VIeaUAF4pDgBKe1Sk5BRMCRkISr/BYY0qua6vxK6Ww9SqCk5WSotiZSQm8hx1rXApBXvyhm3oKhigUjjBIoeCqwE2iaTCkcvyaqSY1ZRiKtBsz0/3cro9UGLGWYwrHaMBz03c/tUshvjoyfQfPjv0d78HCMOjYm1FLpmw0hlo0wnoigsX858kcLM5grO42PtGKdnktEKBCkIRhO5KQ/Iq9KqZeyjzHqTAJRXzeczES+es7I8PE8+GtuhwVNIT3S5YIUtFJKrD43t0iFE4hlDdmMAJzxL4XZtJIhScL1uklFUGY1rdNDlwJxXv15/6t2scZbzycNeE9qGIg9kNAkm1DQQGhPoRVet+2mG2N+np3ocoyOH0XbhCSrKBMpLilFUnGGe6kP/4AWjMZ2UIaUQ8jqZGCXfeZ/bQht14UM2wcgqUMEUMo262lLU1BXhTEczqirmofnQ95GYOMlQ/JucJc2TAxm3+HgPxrt24PS+f2aYX4WymjqmJofpsU8w/N9BhxPAqeMvYfnaZcznz5LVo6RnDNkkIxkvSMkyxfNxPqpr66iUaTQ0hjDU14lehvC1tZWU4zj6exnhtp7C8hVL6VW1cUh8CeAMvXnj3DW4+55fxb33vAebtnwA9TWL0Nu8EyFjnRtnnHNcWzsXp/b9C8dyHi0nHkeWjsLsbDLOjyLMaroDE2N9TCXvtEXRwoI0ZtZVYXjgFKPBlKUqbS1MmW5fiq4B0pBVO0mOOhKPpWVOxa/N0SncLYe/TMs7RgEJc/KdUDu5kCJIyKa0DwbmQVnZLDNzZImV2xxCn8awbnAohvnLH+IzT0E5OcIpiek4/yJiI82MIJx3lsGQMEtAlatGEwnMXfJTKKtkmEKF0EKXdSZpMy9MATWcXo6o8crSXhJIYaN3ad+J6Pi1Obqq6P3v2GAH2khLe8vTzCe/h7bmF2ignmVudoKTnGAeJuFnGypGMp3COL1wRc1GbLz/Nyk4JYZTK6nNJ76D2MXj0PtzLcYIv/GO14l0GotvfQeVYCZL5eV9ZqU7GCJGKBFSeC2IKpTOkA9BrVX4i+nFVrK+eKdPx2uXo+80vnECjDbxy3hAhQoGCtC48AGW0AiyH2OXMeQiQ+P/i+REG/HLQHoLeWyf1ZsXRi1JKkBZ7a30klosE2jcQiA54JnzTXYgWFCF2fOW0/N2oIOpW4LK3DjvdtTPWYEzJw/Ru/Zh0ZIHECmYyTHXM2XQWo2feW8ZSssa4A8yx6xo5JhDqKxfRI4EUVQ2C/MXrMeRo7swMDiK5SsfoMIvxwQNU9u506hrXE5PuIxhLqMi8xxBpNJ+DI0MEddiLF7xIFOpGfR8cZxuPoKlK+9i3r+cih1nCnAcK1Y/zL7ns+8qGul5zHNnoLCoirKl9HA+5ixchzOnjqG3uwNNSzejsLQep4+/jKqG1ZgzbzP6+xj59vRg5ZpHaRAqRQBGh3qZk2txsNzoUfRTVlWP8WicdM5BeY2+DKVlP6CxcRPFM4YzLcRZuwAV1YtQUtlEGStDMXly7sSLWLzsARSWNBJVCi3kYyBSg7kL7yHni2iIlmN0dARnm8/j1lWPMiWqtrnRzLoPscVJOKNiDcuBrny+KJ7/53cjUMpKKRMNVksgRaWXj9YXQHLhwFRg+Ikn7b0/1GsP29hCt5LJJDEaK8LDb/sE+6p3aCy8EAlBHN/3GebzTzI9KLR28j5+KSnbK4dMcII2PvxxTsYCOT22VeivHmUQhMMlA7IxLtTnp+XKel1Fus0IZXFk1ydpIXfSMwfMz+lTkYjRbN6UQiyypBQmQQVGp72PZYQSyCj8DVF5w4wwVqBx6SMoL79Frdhc9FDN/ON44dsfRDjbzetCY7gYnGGf2RSVl4J918Mfo/FrsLFQHuhVRrH9qQ8Sfx8jIPI9XUCyosRHL6vXmEX1uOsNH3f3IkvA8XW3b8WJPZ9lFMZy7YwjY/3a9aIUiLQGwuW4ZcP7kE7TayUyVN5hDA9fQG/HUXq6HkSUkvFP9GlXmwmGeBdI2Pv9tXd/ABV1d7Azx8scH5WO2NRxjnLGX6aFBXatdQi3+CiQUVa0oAbuieOUPg0JDZpW5F2mG7SFAXFNq98arMNPoeSlIrPLZWpnEYmMjxk3B0aV4czV17ySZu26MjApyWEmsD/WV+oh1yLwerArjdh5S5XkZI70MJ3STrygtWUZZUQttAsyKPk3Xsn0siodg6XBLEvzmb1aIzcs+tRzj2ejzNeP7vk6Nr7h96k3LKNTcn0TszlfnjhfLs1U1Mqx2etjGWxvRJQNcVA9Xx6jgI0TsXE+4iQw1paVd+8HC9hGX/4Q07VfXHni1IdWnzM+1s8UM3/WCizzMF8xJ6PAlQf8zHt6SSDRWIgpgjURHEJKCkRFYp+WJsgSmPUhoSQ+7C+iYug1hJHKAaldbgicbIKbOnvKGydOUkq7N6ZcHxQNmMhrAjj2gBSc4xW79Kc5DGZ4pgLZxAViVJQ+jPWfZ97UxZacfJKj4+LgUUZg7Tap4qE8q2xkgIIaSMdRVr6UY6nT8PlMnxSAUCnCpTPo7aVqxGNxHIWG7cPEExtsZWjawjKyRUNUM4J9c4w064suGkOQLJBYuK900ivH49j1zKex77k/x/5tn8OxfV9C97ln4E92okCSZlaTvJGBYHt59TTb+Zk6pNJBKjkjKNcVQUKqzp1C2SXBtmqyksZq6DhvEjFtbLXGeoMiQ6fRklZTQMPAxxyvpln9q61ss1uEVXsHei5BVrSiOsJtZ2vHD1a3Z1ZPZ0mxaJABURk5akqutlJoLdQSH5sr1VKdFBFKfrN0cD4WaD8IQ1s2YF+qSDA8pE24jUatEfFEtATRLP5o7pz7sZpqQyAmyoNk1pWZkguvIilG0katpTBxvHxsG5asfZjXxCXDwL4kc7ZmRHD0qIWeWRHRygAQqfDqsN5d35M8uk70iPQqXc1foxdQib5lFSfRbKVcV6uyGrTczyXsk0HYFTZLWTgsCSqNg3I5TYIWidJU5hlztjB0m08MUh4SS+5rYefgSx9DdHA/+6FB0eQZaNKIl8zQsf6RP0UwLC8ohePEmLXOiYQboeXOVigcOjx6hYd4p/To+pRwaKzWRJOhPpyoZW2twbDyRht4lCPTgrKvWJz1wsWYt+hNTEveygqMTg5+Hv0XvsOwXcaCyko8GeIM0lPGYmNYfvuvo37uFtezkyWjWa+TDu/8KxRHJKJUUvGOFYLsJxXLYsbiN2PxyneRNj7XeDjGnrYXcVwenfmntrX6fMxbaViFQYtMbrJFrwbmjcHKNFYduud4xU/Wl1H1ZSKIM3etm/swlq/7FROs3PCvBImvISDkhDDKUqZ9vLdv3VlDzrYnNxbsaXfX2WdQyJC3ftZGldp4bOaIzvghtOxYwYnGEqRnk6Yaz0hrjnabVrtk61yx5E24DIUqUU3oWHq6WlBbN4tGusSeGQivGWQ5AoXbrJ5iG2qi5NMKHKrXBjROkzMOVItZpDOe6EckUkayqYPe25pXA1coui7SySE8+dVfRkmRNjdQuDkhGqUWtfSFCRdGeU2mAMdeEabAicJDxmkhz3iVCmMs7sd9b/qfKKZHExrXvcKZEE7s/iQGurYiEHS/CmNgBkP1qCwpH9a/8eMIR6joDO2E3W1lZJ9OelTRtVOj3OTokUD3N1B0W5wnzhQn3LDJLJuUUcgoYFrlz2rPvXDx0/UkxWD/tPx9Y8V409s/hUCoHE99/X0oLhigUCvsTzH1cd376dETNBSbHvoY8zrla84LKydVd8nxIex47n9QqIdZWdERKZGBTTOd0U5EfyXu+clPGz8sROO/zvbn0bz7MwiGFHFR2TRnVFQ9zNr8aSbcqr+ur4TcaDRn9HTko37DgzE+hmNleEhplv3ABuu4qleBOOXDYN9BxMa66SCouI0rWFpk9MmDa4OLpEIRn85C09uxG2dPbMeK297EvNTtWdBQ0+SVvneo78JzUg23ZUMyujTuw8OnUVm9nHiFmXJji0GUDRo8M2RmWFSm+VIZkbLY5pZj2/X8P2ClLcRFEQrqe/8hzJ4zD30DQ5jRuIZ1x3D+/MuY17SWclDEuSUOEaZQ4LUCTYnxVpEGb8k3jUC6IeN7aev0qwDhcwjZgaYgyDyvqEQLQylEQmPM+xIIhVJUrjEUBGMIhd29ftElFLr6UJs0wmSgngfDWVu9L+B1gTbbhKJ8FqCSK2SVhddkCdxAfPR+okWiY4cmiBV0Vv14OoFMUjmrY4ZyPvMCmgibVntCRApD3eqtgTq55N1dj1MDe2GHkUgtiooWIlywEIXFi1FQOAtxX8Q26qQS41RWjtEEj0JI0u0HNigI5eW1VPIqDHbtIV2DpEjC7fqTwCgqkrIVlNxCfs6xchN7WXONk7VDxZXwF5bR9DCU82t3IPuigCvXC9AwpWKdGBs5yTFz/Lmh8Fo96UcsNO40vboiCH1LTlX0LacsjYt4KV239/ikN3dkJMQsEy+1BqOgeiiWwao738lyKrlYKtZdF3w4f+I59LefRFf7Ubz0wl8RQ8z442wLDZCt5js3IUikhlFfvxylUnLhZ5nWB7SzT1Gk6JJxVJmMo8Y4OtCF4/u/Y+1lDiyU1VsSNTYgB/X+18JfWSsexOdkTfLCdCxIGQ9GUFZVgZa28yivnIuRi704uPMrfD6OnvYjOLL3X3gtR0XCaHgcda8liLmOXkWyxjJ+uP0IpqKvGgyLW4HNARW9TC/7ZYU5Lfbelp1LsSQg5kkUHkpEr/5zOYl0iuzk5KoDttUk22uuJMK2rbGCz8VAibb6doPxcQKUL0nV1aeG7wasMmYjHHhX9xGrq3xLumNgYY9EXSdV1isytyAiL6z38Vn7yp8Ts1yzqWCCSjVnySO4fcvHcMeWP8C6Lf8btz/0h7jn0c9iy0//HZbc/t8w4atCmt5V74zl8f3psL0Xn7NUm1986O7cb0bPNh2YEeKJA9GY44wWZjetYwn5Y0+UekSMA7lYYcWK+5BJMLSkgmjwpmTagUf+Rdhp21l9keMy2A5CuyKX2J+2e5on0HiZcljuyva2MEQ6rC/lyPTaOgL0uBmG+wrzU6k0hqNZrNz0a5gx6xHjm75EofWOG0E2mMWcW+/C6jvey+iH0cBgi9lvjU7yqk7VrzPpvBaNud2Cbtikg9Iia6TtpzxpUw8ljZW1VxMorZuBO9/wfnpat6yn9+Oqp8PxzuOpKltLVrTnQdJkT0goHVCwFOXVS2wVvbJ2AcP0AqxasQbnm19kdHQKS5o0jwWGQWtTJoCvOYgX4g57ZXdKDZ0D8Oh+lXDp9dplZQ8wP5hAb88+hP1l9j5cHlLf75Z11GqjjZsfytVdwDTpoKeTJbLc2YSDpVI8CtsEmTxrwUOotldEeuIMiFRA/5DpR1ebtr+KwRqwnsgUEIfo47yNJy5itrY8SrgDSiVIjCmThF31ZSRIh41HPlWhNWmhoXF1tUq9A7GrX69pPKQ3RQWubrgNZRVLqZbq2aab49GiXAHKtE+8uhEdLTuZfwu/vGEcYxOFuH3z+3ldiL3bPouCCBWEbWSNRIkOfTveKEym0dlxgN5jO3rbX0Rv2250dbzEsfO6cweGe44hGR9mhKNxyOMq1yYVbkgMXwfRtOxRh5X/xkda0d+52xZPzWuLZlMS8Z3mxXby0bubXjHoZUSi12cylFqXSFNzEjRwY8kEqmtXYf1d70dV3R3mY2xBkHORW+m9FoiED3ou7EFtzRwkJoZsk1DD7AacOfwUDh78W1RXNaCHY9z+1B9heOg4GueuR8uxJ9DHefCRts6Wrdi37XOIRgdpXNag++yTeP7bH8HMuSuQTLTj6cd/jzwbQ+2MZTh16AnUNSxH37mnsP3JPybPdmDmrEUY6u9E15l/wsu7H2NadhgNc9cikezHtu//Ec6e3ErDMoQEo6HoyDjqZjJHD5ZRqU+iofEWjA2dRkFZFY4d342mBQtIozayzCXvJPOaRw3xtVR2dSA5uszgnOS7q1cPVPTfo6Jrsi4PpLKqGmdPvUALS1Fn6K6QIqjFKIUzAXoACowLMa495EVy1kg/RiA/rm9aZRjOj00UYOM972OBvBWFmEKmBRvzQmwTKSzGueMvMcRXNKGBq63wGhL2yfBtrA8V5Q0ormhib2qnRxJC1VJd5e6KOlREIaXk67mi09hEN9OJUirYFIrujT/LnK12xiqGlNq9JVUPMHR0OZO6UM2iokJcOL2VBUwlqH1phpbh0sWYu+gn0HX+OYx076LXoLKRT1pH0fqKaA/QOEn5JiZ6EB87j2T0HGnqQJK5bWKsi9ediF/kERuiIIaoZAo5yXPjtbJSmdlCJGjsKuqWMq3Ql0ao6KPnmfNqr7u4z4FavqqTohp56iAKi5bRUZYiWFDL1GkuwsVzUVSxCKXVK8nL5aifuRnrN30ADU0Pso72befiC2IS/d75WnCK3te+jUbrZYxGo1i26ic57ixz8D144NGPoLv1RZYnsfkNv00jHsGxQ9/FjKZFTBGbbENSpEi7Fj+Avu5TZNYoDu3/Zzzyzt9h+UIcPfBdrFm9BY1Nd3E2Ujh/8tsMu6mUR5/BfW/+KGob5uPgS19CcVkWfRcHsOnBj6Cz8yTKy8ax7cXHOaY3Yumqt+HMiaeYdsYxEY8wZWiEPzSDDi2Liso6RgiMzsKVqKpagvqGpczbg6ioqqF8ylDL4Yib/w4wmb+SWwrclCz/N8CUI/D567BwwSNIxBPMSTO0qgxNyZRMkkLNe4V3qSTPUxza9JSmsqQSzPUSIXqmIK99mBiPYv6C+9ljPYWIwqEc17OSUmY5m2CwEVU12h1mNUxZpcgarURdfyXhCA7s/zLiEy0kXsbHC/GJwbFFoZZrY6CUgbI/PnocL2z9lCsj0mtYyFvRoBBXiiXIYTRCdKeFHntUSAXXN6n4SIrO1Hhu03o9wGD3IT2lkpkJY4mMkbDQ7HG4MUUhYfrcsMLOYh4ldJZUIyqjNouEqeDaOMMHNDAknSi07TWQLmARMZKGQCiL3vP7rD8HNAGiUQaWIDqdwWO64ouiIFyPO+7/CDbc/6dYf+9HsWrj72D1pg9iJdOQZavfjeVr3oV5TFcywRKadBoLensL7dm/ZkJ8Mfw3gDQFc8maN2HluvfQcCykSjISKSzlk1JcaD6FxYs38LoAtbPuZOVuJGOj8AfKMTrSg7HhDpw4+FUaIhrVwhLc84b/ime//Uk0n/4a1m56C44d2YED275o27FDoQBazh3G4qWbDF9hyWJEKuowPjiA6mptPgqgpmoxYnQI1WVlKK1Q9FiAeU13sF8/kvrtBJsPsEyLhklGb3NRXDqbBp7G3VeOeQvWctSFnGvOt3vR/dqChehaUxKnPbDF5Rvz/AcBShS1wA4HQp8k/vm3Psqc822Yf8vbsXD1z6Bxzc9izpq3Yv7Kt2Pu6rfx+Nmrjp+2o2k166x6K5pufTuaVr0T89h2Dp/PWvROLF/380a7+QpaSVN06bpffk5KS+bP34AYjYTcoRaG7OuaBFvBpaDr54VKMlHsePYTGBs9xuaeOum5KuqGTbSAZzkb0fZ1bsULT3wUVaFRFVoa4MzDlWD+kH3YZhO7FzpNAjHLs4pyI2ecdSao5BTmVBLxdCHmLL6H5aNoO7dbvwjNVvK/WoSiwtJwuZ+z0tq6PL3eI/MgLiVDjh88+7WeIPziBzHIm+iW16JDr/gC7DPEo6P1WXsisF8BYogpJXV7rlwUIlx6K6EQ3c2xsLmxuevLouQiG/fUzxTAQlX+Iyb+6fN64J7Q9jPSMG4RiI1pgAygYOaidTjNsFjQ0fpdOslKhBk1JFNjKGZYH2JksozGprywiuliEL0Dfdjy5k9i765/sq2nG7f8Fr1ukiH1BTqbDObMvw1nTupLPhlEh5oxTGNRUDnfnIsglSa/w8UYGotitLfZyi6c3ktSwwgkYzYzNnATEsVzjjeOF7mRkqfk8/XH/cME9SIaJvf2w+35mi2wmn6Ta+YnZRWl2L/tHzDWfRhj/fsw0NeMwf5m3p/CaM8pXOw5zTBVZx0n7Tzc14L+7nMY7n8ZIwMn0N11BG1drQyh3oNAsEYs9pTlanCFRRX1aD93gMI5wHocPBVCeqcQOaAUgGdbLc4Oo+XMMyy7aCGXX19rFXYh56HTxNBJHN33BYZtX0cxc+ZwcBYaF27xtsC2XRO6a0U8zqNm9lqUli+0Mv3lJiIXSh3f+xgmRo7SiCitSbH/VWiY9xA6Lii/3sN+nJK59sKtcbhw2sjToxxM9pRaR+B4Le2xnEQKLixsa56FIkqlDgZTjLIyKKtdYFtoR0YuYKhrl0UFtjtM/Zp2K3RPMQ0ox+wF2nxxRc8GuRJ3zsU5+rxc93LZtaAfARVf9As/FVVzEYiUG+1axJMlq65tQnXNQgyNnsL+vV9huJzAho2/jDQtQzhQhdlN96Dt/H6cPPA1ZOmt585/CN2nd+Lw/sew+d5ftS9/7H7uM6isW4g5Tfcy3Ykxf16HoD+JHXu/iP6+U9i46V1MzUrI93KG8DMZXYyioHAGI8jbceDAV9F8/nnMYc5eXF6PSEEVSipm0KDrPTrHlIsqvSM3TMcJ7+Y1h+v19cPrf9J79MugzSiSM/3oX2q0F7ue+W16iH7KjUJWhT4y1blmThQvEcuGej2iDQ2xJL1dtg73PPJ7zLfmIW3l7jXLjaC3YysObf8cSork7fSaRYt7DMppqdMB+gzeBLURJ51FMh2lKFMxCutsH3QgrHRhGD2tLyOcTVAgSFvILdEFC+Yxh/uU9x59xzXv0RWk6muws+ffh5qGDUhlEuQB0xCNIzFEARrBuZNPw5/oc994CgQR57PFq/4z2zyCXS/9EVL9exBkHprW9jSpXEqRClWVHjuVVl4jRdYoHZ9N8+2GvZvMqYz1svQ+VBR9k09D0GvlbECLavr+APNu4i2pXYXVd34YnW3P4+Tez0C/SKsIIc0a2lyiNw8pRDnu2dj4hr+wbl4LkAhZOExRkGFxBtGNSz8jbW9pnLMl2EB4ltyoDceq0MaAM0Fc+k63A/FQEYpkhgbM+qHh59gU2VzCYWcHMtZuR6HaaS9BDlQm8HBbU32oXIx3EeXrFaZUdPt9dDLUfbFCjJnAwd2fQV/rNhSGwhQ8F8LaHnaPcVppN1ScxAwVcoKhW03jOqy98zf5VNaTgsx5s9Vzj9fXhxQObP9TjPXtoyfjZNF6BxnG238WoAkkbdrWqnfptvXSXp/R29lWStFGugM0Ejy7twQMg2kcQqG52PDwn11X0QV6R56gxiVoy3yBKMdIfBqTDAzrRkJ+GhkJRQhpKu7FRAQPv+0z1vY7/++9qC6icWBOqF8bybDfkL36IpXEWVF7K4pK603BldtfCTJG9Mgm3HGOoQhjY93oZ4RQqLriNfluu5lVhaDfYH/gbV9HFw3jiV1U9IgSg39/RRdoq6t+rkuG3tSTJIujRrHmTfyweSMfORf2xsbkgdzx9jjoa6R6U2PDUwpFQyuDl9HvE3As9opUuKSXJrXEJaMhsfOMpGbcUjZ77qIN9a195cZGFROs+qU7wU2F8scaplB0MUuhIxVJDOKfBEar5xPDJ3Dq6Dcx2HvcxNJ9WUXMZj3HWVPGmhkrsGjZoyipzH3jyZsQna3ejaynnovp/dj6vd9HNt5LhWQLFusnhIMMbzWZWsnWaycJSUALR6RFC1fKU/WFEOUfCsvt55iFk/MfCTVh7Rs/Zoo+1KPXY9o4e1nR1ULgwmaZMBoRKrXt3/a7NwFaFFPf8EVJUBTF9Zuwil619fS30HL0iwiHxCn3WkuGUoKtjSzxVAXufcuf8Fm9unhFkEoMY+v3348iff1Q7DM+08Mb75MWLi/d/CF6uAwV/c8RCiv++Y9S9ARpknLKsDpFlxnWzyeJHzK4tr7EZ5ZOuAGxnep4ymqemN5f08D2kkyx2nvItpp5t5Yg4+me6VPtjCvWp84qdSbH1TIBUD8eDTnQrWBS0esSphgfra5WqsVkC5G1TOY8ZlHFMqy568N44K1/jVvv+iCaVr0Ds6nQs5a9BU0r3oVbN30YD771b7Bm0++akov9wqPNLZo1+8XWS4y/HnDqbStcDe5+6HfgC8+01fyE7cGmStKw2HfVeehrqlod1n7gTLYISZ9+01tKQIvOMr/txqIw+RNIMuxNBL3VoeuBuqUwaIVZr/tEq/PMEh9FEzQFgQmkiEvCnCCf6ua4n1jqaz3BMJv1bKeWwlXyT66HCp+k0kVKtROu1tgx9aHtMPq1PkejeBcMV9iilV7/WAmRarutGV/2o/C1reVZRGQJ7TfW/+NAEZbmx60gK+XKCRc/ZQA0SttlphKN2GmcuybYeoQWHzU27X7kc2OifgCRMmPITKLsLCnKmhFRe/bLEvd9B/LImqpc9/qOtvriPefB1c/hUTkPFb3Owc3FVOBMorvUf4hAyU4zJ06YEpYwH16DeQvfggVLfwELl/0nzF/0FtTW30aelZKNVBJWE8MtYFBopsmiyXCLW9cHC7V1VhN/A+5+4MMIlS9gLqzfL3OeIc2oIaCVa72XZkXt7JJwSRn1nynoq61afZaXd6JkMYB55UugTnRMAiORhfZqjMYpkIlYPwF6TPP68uxWRhpZJ5mtR8Psu1jeyyjnGAJB/X9qztfYl3pMoPSd7gAazCDIiBqpUxyKFxRy0sjyPhddzJtzB/TVSvtWoLBpkYsNFGX4g0EMMbpKx/tIuzdhV43JYKqyHzIoKHcgpXOz7HjgqbKNiZGcbmiIzRTw2nldB1aPRkFfTdWChVT/Unt9kO8mPTyrmQyDLuy5QOVWQyU6xEt9qcga8xHnQ0cOOIfu7/UPU4yRTKH3lEdzG1nIIs2JvCfz1DATHW3icN8BZl2Pp06ZdEHGUSHNuqoejxQP958guL8bgZ4rt1VIbsoeqcPGB/4P5sx/EFGiTDH313/KYDWZv9lhCp/gtGsrp/aTa1+3vLLyPSq85jdOYxXVpDta2dAdEkYbhwSAZ7bQ++cMvXbaH+U5RtrJCwmglJDX+l9F9Uue9bP1jrYUrc3PI1jYw9Zu2zDNgTtn9UqOf/4iGkH3xQ2y57oH/3EsokXX+jIKGBkt5TiEUf+7i4yYyrWqT7yaD6YF7Rf2Qz/q4byhNx72b4hEh8b5WoO6s3FIPbXHXuOQ4pFvpNF96URGSrTI++bou5zGqbYVCREhaB7bKxLfJyupcfgqRTeQ3PGk+janAhkYRXc6hNvhd3zSfE7G+/oEb8STQVyiZyETNR260yKGvoOtMoHyK/1AgLlAY6r+udpWRKz2u2E89Csp8lRqo6o3A9VRzmaC4AmovpCxaNV7sOkNH0Fl3W1IJAqQ0AadDJWQIatyYbe4I+WK8aCgMZHOKAJJJBHLlqG0Zj1Wbnin4UukAohxfmNxil48jCg9bjzhQ0Kbe+I+Xuv3zgp4HUY8GqZx4X2SMUJaRyH7qaDxmonZTdq0AZw5uQ/pVDHrM30gzlgii4lkhH1HiIuxhL8WxWVNJrEeu6Y8TFsCUmDxwHn2yvrVTDlKEIuS1pgfY4lCO+vXhqKkL5kIYaj7DJKpMPvzY4L3MdIaS7rxxDm2CR5XacMPHzxJkozo50oMvDItpDm/KaXmSG2wJiTubOBkS8+sxD60aq62Aj336qiAh5Oo3HOCXfDD8Moos37uofUpUIF3YwuiwnkJw+sWplx1/48HF2qbYWFIK3BfQ5UnjyA63oW+3v32K7PRsW5kY5R65l/moKnwviA9aiiE0sq5qJm5DjX1K5nHzpCttykdGTxGBRnkNXN7iYtCf4F5IPWjPnl48hAI0PDRU/r9JQiHKhAi7kBE/x2R/EEUfV2H7TWe24rrfkBAX0iR4aPKM9cuQUXVChos4bFm1wdvNmxhiuGU8vzBgd3IUnGvmSjDxQ/lnnoHp6mUp2eZFutsTYOezRcsQnX1bTfvOw+vW/jRU3RRY57cqWVGubhXrFw/ReG3b41dAoaKSf2i5ijraPsq1begmoah1HsuYNhLPPpWl62CGzZhzVly69Rd3gBytawfhoHum3a8Mg26Hg6Vu/+RVltcXS59PWBdz7BpQc/CcBoit9vtcoj7ykHt3Rj1ny+FzXvlYTrCj56im0MlSSbkFHgmr0oLjErTAXdh30GXXkiQPd2Rz9OhbNBshQf2IxUW2uvucgqhrZAstlb2J5TX0UOHTvknezRPq56kRGxA4iwP1j/1YzjkkfmUBsbq5mi8Dn6BXja5KMa7t9dJWg9RMqP8/MrGmrrLhkMUakRazJKRpIHI4dEH81tnMm9AQB5et/Cj6dEFpqm5QwsvEtKcIstP6VNC7Z67T6+Z7qzAE2or5PVla2GPtQjj7ojb86RewbWgBtQc0eFIIy3M8QxPTtG1aikQDloNo01GwWj3ym8AamHjumQV1K0WlbQ+Iq9OPJNxWOceqFxNhUELUcpdbbwyOEopvDp5mJbwI5qjTwZ5J6mAlEoqQ49nFNNdXRJcXlxSDk+4PbWRMXCg556L45OcN/ZU0MOpVevrh7fC4Ljl8FiPMiYqs7NduHsidrXcKrxAKm8PrgOqf3k1Wmdv8cohcqiF4nrAZhq+/a67ZwR9tnrv/cRUHqYt/MgpuhNOgaTalTjl9W71aYtmBE/oTZH0UFpgZdQMemtXX3gk9Aq3VSKt0UGFY7m1Zbl5X1NCD6nXejLYEyvO1SGY91Rr0aT26on4mXLYSKxP1VErT3GvA6pp9Ci6oLI6nB4Ku/C6vy44U2L9acx2I6OXe5JX9ukKP3KKnvPDV0i1k14D97ZeeXsOch7Tq6+kezJcGl3OLTplNARSKCXmZhScol7Gq4aXGl8DOSoFCqtdzaCdbfFMWiaDZNVYeskI3QhEo9qprt47KKuWuZChEKKbIVAdb5x6MZ8Da6bySWV5mFbwYxC6Xwsi+EqRv7bkB4McC14Njqvh1dI0GX6YuPIwHeHHUtHzkIc8/GCQj+XykIdpAHlFz0MepgHkFT0PeZgGkFf0PORhGkBe0fOQh2kAeUXPQx6mAeQVPQ95mAaQV/Q85GEaQF7R85CH1z0A/x98LN0PNlVyzwAAAABJRU5ErkJggg==" /></td> <td> <div class="rtecenter"> <a href="https://www.iiba.org/certification/core-business-analysis-certifications/CBAP/" target="_blank"><strong>Level 3</strong></a></div> <div class="rtecenter">Recognizes BA professionals who manage and lead with over 5 years of business analysis experience.</div> </td> </tr> </tbody> </table> <p> </p> <p> For more information on the Certification Levels, visit the <a href="https://www.iiba.org/certification/core-business-analysis-certifications/" target="_blank">Certification page at IIBA.org</a></p> <h4> <strong>Specialized Certifications</strong></h4> <p>Showcase your specific expertise at the associate, professional or expert levels with a specialized certification.</p> <table border="0" cellpadding="6" cellspacing="1" style="width: 600px;" width="570"> <tbody> <tr> <td><img src="data:image/png;base64,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" width="250px;" /></td> <td> <div class="rtecenter"><a href="https://www.iiba.org/certification/specialized-certifications/agile-analysis/" target="_blank"><strong>IIBA®-AAC</strong></a></div> <div class="rtecenter">Strengthens your skills and expertise, focusing on applying an agile perspective within a business analysis framework.</div> </td> </tr> </tbody> </table> <p><strong> Experience the many benefits that earning an IIBA designation offers today, tomorrow, and throughout your career</strong>. <a href="https://www.iiba.org/certification/apply/" target="_blank">APPLY TODAY!</a></p>
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