tag:blogger.com,1999:blog-199233332024-03-08T12:34:07.155+01:00Serge Thorn's IT BlogThis blog is related to many IT Governance domains such as Service Management and ITIL, Enterprise Architecture and SOA, CMMi, COBIT, TOGAF, ISO 9000, Innovation, organisations supporting these frameworks such as itSMF and the Open Group. There are many synergies between these domains..and this is an opportunity to discuss these topics... The views expressed in this blog are personal and do not reflect the beliefs or opinions of the organizations to which the author belongs or is affiliated to.Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.comBlogger95125tag:blogger.com,1999:blog-19923333.post-52822895367037365132020-12-30T18:13:00.001+01:002020-12-30T18:13:47.178+01:00Top Intriguing Business & Enterprise Architecture Articles for 2020<p> </p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWZhsun8taDIfilEEn7Yx1VbAHXBfSH8eLi7a_sMHoAAHm-TbmeQkL3srrqbqte2XmCs71uBFI-Mtr5dPLvlLLR1q8nw7TNPrSAZ0dgSpGXjfxLvB4Gy_ouKmosj9DXHJs9h7Y/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="1530" data-original-width="1062" height="592" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWZhsun8taDIfilEEn7Yx1VbAHXBfSH8eLi7a_sMHoAAHm-TbmeQkL3srrqbqte2XmCs71uBFI-Mtr5dPLvlLLR1q8nw7TNPrSAZ0dgSpGXjfxLvB4Gy_ouKmosj9DXHJs9h7Y/w411-h592/image.png" width="411" /></a></div><br /><br /><p></p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-1581862675359237742020-12-16T15:19:00.002+01:002020-12-16T15:19:41.211+01:00How Would an Industry Reference Model Help Me?<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwFOGA8_FZjhT-HtSlCL4FCf-FSvCNjDhoE3R1q83a35qnlVveHZ2Yv9KbxpIAVlmRN_pnO_DFqkTz64hftz9uiTAfwDUA78Id-AkOGP6PP00WU3fSwfhitFNP1q-VtcbgRuQc/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="712" data-original-width="1912" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwFOGA8_FZjhT-HtSlCL4FCf-FSvCNjDhoE3R1q83a35qnlVveHZ2Yv9KbxpIAVlmRN_pnO_DFqkTz64hftz9uiTAfwDUA78Id-AkOGP6PP00WU3fSwfhitFNP1q-VtcbgRuQc/w375-h140/image.png" width="375" /></a></div><br /><p></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p> <a href="https://www.cutter.com/article/how-would-industry-reference-model-help-me">How Would an Industry Reference Model Help Me? | Cutter Consortium</a></p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-33857272923256902212020-11-25T16:03:00.000+01:002020-11-25T16:03:08.218+01:00Using Heat Maps to Better Drive the Rationalization of Your IT Landscape, Part II<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7i2KPP4t3yJocCGFulLS5CUgsQd6yd9rq-si-LSbESY7cy2IJLxBH-18H99Tt88xBc4a-RsFkRgWTxb1266TIwP4iUCypndGaIgUfTRbPKqtm6GDoyon-s3ZYKYudHefOQY4x/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="707" data-original-width="1877" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7i2KPP4t3yJocCGFulLS5CUgsQd6yd9rq-si-LSbESY7cy2IJLxBH-18H99Tt88xBc4a-RsFkRgWTxb1266TIwP4iUCypndGaIgUfTRbPKqtm6GDoyon-s3ZYKYudHefOQY4x/w370-h147/image.png" width="370" /></a></div><br /><p></p><p><br /></p><p><br /></p><p><br /><br /><br /><br /><br /></p><p></p><p class="MsoNormal"><span lang="EN-GB"><br /></span></p><p class="MsoNormal"><span lang="EN-GB"><span style="font-family: "Arial",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"><a href="https://www.cutter.com/article/using-heat-maps-better-drive-rationalization-your-it-landscape-part-ii">https://www.cutter.com/article/using-heat-maps-better-drive-rationalization-your-it-landscape-part-ii</a></span></span><span class="MsoHyperlink"><span lang="EN-GB" style="font-family: "Arial",sans-serif; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"><o:p></o:p></span></span></p><br /><p></p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-70356458814762263212020-11-19T08:03:00.003+01:002020-11-19T08:05:29.881+01:00Using Heat Maps to Better Drive the Rationalization of Your IT Landscape<p> </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn4S7GkA_L7ORcHyzSgQJTWoj5K65J2k4EUKxiwoEd5Yx6qSdK3MqzZNi15SXfUlE_lsC22EoT64PkZyv5INTeFdUyzysfiTEpXstBgMZwCIOw2bhd-OQu5ITJNBpTwWTT0WUt/s2010/Screenshot+2020-11-19+075645.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="752" data-original-width="2010" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn4S7GkA_L7ORcHyzSgQJTWoj5K65J2k4EUKxiwoEd5Yx6qSdK3MqzZNi15SXfUlE_lsC22EoT64PkZyv5INTeFdUyzysfiTEpXstBgMZwCIOw2bhd-OQu5ITJNBpTwWTT0WUt/w395-h160/Screenshot+2020-11-19+075645.jpg" width="395" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><a href="https://www.cutter.com/article/using-heat-maps-better-drive-rationalization-your-it-landscape" target="_blank">https://www.cutter.com/article/using-heat-maps-better-drive-rationalization-your-it-landscape</a><br /></div><p></p><p><br /></p><p><br /><br /></p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-38507379043240020032020-10-28T14:15:00.008+01:002020-11-19T08:02:41.161+01:00Tuning Into the IT Landscape Using Business Capability Modeling<p> </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcKs1Lk4utFn7De9YJgTrT_JG_PjhSPV3ebRGmdAx3U8HS8o1YzlEyfYM_Xx3Hy3s-Bxlv0DL_u_geT74MukgdXiuD0NW4b17oBzj5UezQQ90i42wnfLnH73MPOSigyGX0iDhJ/s1980/Screenshot+2020-10-28+141413.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="755" data-original-width="1980" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcKs1Lk4utFn7De9YJgTrT_JG_PjhSPV3ebRGmdAx3U8HS8o1YzlEyfYM_Xx3Hy3s-Bxlv0DL_u_geT74MukgdXiuD0NW4b17oBzj5UezQQ90i42wnfLnH73MPOSigyGX0iDhJ/w407-h155/Screenshot+2020-10-28+141413.jpg" width="407" /></a></div><br /><p></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><a href="https://www.cutter.com/article/considering-it-rationalization-through-business-capability-modeling-approach">https://www.cutter.com/article/considering-it-rationalization-through-business-capability-modeling-approach</a></p><p><br /></p><p><br /></p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-37062815399658616592014-08-27T15:05:00.001+02:002014-08-27T20:59:02.198+02:00Business Services: What are they, really?<div dir="ltr" style="text-align: left;" trbidi="on">
The TOGAF 9.1 Metamodel has a box that is in the center of the diagram called: Business Services”. Quite often I’m asked: what do we mean by “business services”? Looking at the specification and the definition, we find the following definition: <i>“</i><i>Supports business capabilities through an explicitly defined interface and is explicitly governed by an organization.”</i><br />
<br />
Right, we understand that business capabilities help us to identify what are the services that the business needs with a certain level of granularity, to enable business agility, to be implemented by IT but it does not really explain what it really means and how you identify them. Business capabilities align perfectly with the notion that a service, in the Service Oriented Architecture (SOA) sense, is a black box whose implementation is encapsulated behind a standard interface.<br />
<br />
In the SOA section of the specification, you also find:<br />
<br />
<i>“A Service is a logical representation of a repeatable business activity that has a specified outcome (e.g., check customer credit, provide weather data, consolidate drilling reports, etc.) and: </i><br />
<br />
■ <i>Is self-contained </i><br />
■ <i>May be composed of other Business Services </i><br />
■ <i>Is a "black box" to consumers of the service “</i><br />
<br />
The questions remains…What, exactly are these Business Services, how do we identify them, and what is the right level of granularity?<br />
<br />
In ArchiMate 2.1 we also do have a definition which is probably more detailed, saying: “A business process, business function, or business interaction may realize a business service”, but that does not answer our question: What, exactly, is a Business Service?<br />
<br />
A Leads Management System would likely implement a number of Business Services (e.g. Lead Identification service, Prospect Identification service, etc.) that would be accessed by the sales person (as part of the sales process). To gain access to functionality in a service-oriented architecture, one would just need to be aware of the set of services (and not of the underlying applications/systems).<br />
<br />
Business Services are also more business-friendly in the way they are represented. A Business Service characterises a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that together support a specific "business goal ".<br />
<br />
Now, are Business Services within TOGAF similar to the ones in ArchiMate and SOA services?<br />
<br />
<b>Starting with Business Processes</b><br />
<br />
As a starting point, we can focus on the business processes from the process landscape comprised of core and noncore functionality. These processes can usually be represented at various abstraction levels referred to as process levels in a process model (e.g. descriptive, analytical/operational, and executable).<br />
<br />
Business services can then be identified and extracted from these levels with a top-down approach. Higher abstraction levels provide inputs for composite Business services, while lower levels provide inputs for fine grained candidates. Such a focus on processes and Business service candidates would also help identify functional redundancy across the enterprise.<br />
<br />
Still the results from such approach may differ from one organization to another.<br />
<br />
A Business Service is characterized by a unique "element of business behaviour" in terms of a "business activity ", undertaken by a "specific role" that, together, support a specific "business goal”. Below are some examples of Business Services. Two are for an Insurance Company and one is for a Bank:<br />
<br />
<i></i><br />
<i>Example 1 <b>Insurance</b></i><br />
<br />
<i></i><br />
► Business capability<br />
<ul style="text-align: left;">
<li>Customer Contract Management</li>
</ul>
► Business goal<br />
<ul style="text-align: left;">
<li>Ensure quality Customer Contract</li>
</ul>
► Business activity<br />
<ul style="text-align: left;">
<li>Create a Customer contract</li>
</ul>
► Business function<br />
<ul style="text-align: left;">
<li>Contract Management</li>
</ul>
► Business process<br />
<ul style="text-align: left;">
<li>Contract Management Process</li>
</ul>
► Business role<br />
<ul style="text-align: left;">
<li>Contract Specialist</li>
</ul>
► <b>Business Service</b><br />
<ul style="text-align: left;">
<li><b>Customer Contract Creation</b></li>
</ul>
<b></b><br />
<br />
All these concepts may be linked to the individual entities (the boxes) described in the TOGAF Metamodel.<br />
<br />
<img alt="" height="235" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAykAAAHcCAIAAABdyHK+AAAgAElEQVR4nOy9d1RT2f7wnfV7nne97/P8yr0z9065M3OnemfuVGcc29i7YkfFggJSRZAiTUBEpPcESG8EkN577z0koSsC0qQTEqrUZL9/HInHBBARabO/67Ncyck5++y9T+L+sPc++2CmRWIIBAKBQCAQyPKAWfEcQCAQCAQCgfx5gO4FgUAgEAgEsnxA94JAIBAIBAJZPtaMe4HVF+amZtb6qs5mN5wgEAgEAoEsFtvb6nraGsMjwyvVoEP3WhPuJQYAXDp7riPJGXApoIwMgUAgEMiKwaUAHgVwZtojDgXwqIBHBVwK4FIAZ+6j3qgJ41IBj7r0medQhnOxNxVP9PX1rVSjDt1rzbjXlXMKncmugEcDHCoEIg2P9vK7waWCchrg0V78K9mHSwXl9JdbeFTUaxrgUgGX9uJFOe0l3JnEJVtmTQ0514uTyuSH+2qy6PPyUCd6WRxUgtyZPWW3cKkvsoc+0YvXtFeyh84DOhH0IZyZ1F6WnfYiKR79ZcFnrXl0obi02TZSQTkdlNNfFrMclQdkN+RfSUXxXq0oyTV9WRBUUpIUJMfKVo7kuvBk9imnv0xNFu6rXySepGZQOee9mmEOKm/ls34VZS46Orez7sN9tdLQNcCjSuewHHWVIUsLjzaU59Oa4CzMxok5FMChDuR41UXY1kXadqa6PS/CT7HJM19g6osfDpcq5lKfJbs8jXGYYpNf/Dy5M79iZE8e/cVl5VABlybiUDqSXRtjHMaLiS9/sy/+e6G+PLYcddQC4dKG87xuXj3Vx+evVKMO3WstuVdHkgvgUkEZBQJ5BQ7leQF+vJgAeDRQRpkuJQ3negsysf2Zns8L8KCcAcoooII+XkruSncX5nqJy+mAQx0vIowW+AAOVcQmDeV5TRQTxwrww3neowX4/kxPYRZWmIXrz/AcKySM5vsIsrD9mZ79mZ7CbKyojALK6VNllN4sz8FcL3E5fZpNFmRiBZnYgWxcf6bnUJ7XSL7PUK63mE0GZZSxIvxEEWG6lDSY49Wfie3P9BzJ9wHldDGbIslnf4bncJ6XiE1GSjSWjxdkYYXZ2PEiophLE3Oog7leSB6eFxJAOV3MpY7keY8XEydKiQM5ODGXCsoo48XE4TxvcRkFVDAmSkjdmR4jBT6ggilmk8eKfCaLiZPFxIFsr/5Mz+E8b0QgpkpI40UE8UxNTpWSBnO8kCwJsrDjhQRQQZ8sJfVkevAzPcUVdNmaH871RjI2VogH5XTApY0V4iXVJcjCitkUUE6b5FB60t0F2VgRjwZ4tGk2eSDHS8QmAQ51oogwlOc1xSYN5XpPFhPHivED2Th+pudANhZppURs8lDui1wh11RUSh7M8RovIoAyiqiUMpDj9bzAR8QmD+d5CTI9+zM9+RmeY4WEsWL8YI4X4NFBGeV5Af55AX4415uf4TGQjRNkYQVZnhPFRMCjDeX7dKW7jxfjAZc227eLOl5EfF6AF3OooIwiKiWN5HtPlpIAlzZZQhwt8BGzycO53oIsnCALO1FMBDw64Lz4b0rMpgizcf1ZWGEWdryY8KKBLKeJuOT+TE9BNlbEoYLyF7UqKiEP5ngh10JcRh4t8BFkYfkZnuPFeFBBBxzqWAFhMMdrqoQEOJTpEtJgjtd4IRE5dqKIOJTnjeR/upQ0lOfVn+kpyMROlZIl6UOWBh6tI9k1yVu/hGVR6GveFOckZpOH831KWZYP7TR70j2zGWZ5jDsDOV6DOV5NcU5tya6gjAK4NM5DqwLGndYEl3CXm88L8JXh91sSnUbyfHrSPWrCbAdzvFvSXOvjHDqS3QCHOlFELPa1KGZZVIRYlwdZ8zOwT6Lsu7I8HoXbtie59mVhB/O8ezI8x4sIj2PsGuIc+Jmekm/d6+FQh3Nx0L1WIyt1PeYI6F6Q+RgrIcrv//366R2DBThQxSz2NVc4tEX+4KZrpw9cOLSVaK0EePQilsXVE3sunN556vAmZ/3zowV4x1vnnHUugicPm9JdlS/syiQaBzlo6CsfYdmoXT6x7/iu3w9t/+HU/l+jsbfuapyU27lJ6fTBa6cPml0/M1TgUxpgqXZuz6Xju07t2/TA4PyTGMfLclvPHvjtwJYfT+/f4WOp5HHnkpHSkYEcr8lSkovlRTvd89XBD87t3Xzu8B9KZw5fOLyVaqUsyMGpyO88vW+z8pl9l+R2kq1VRvK9AZc2UUy0MTx7aPsvqucOXJHbijdT7EjzUJTbfnrvVqUzB9Xld9lqn22Od7qjctzXQTWTdvvYjp9SfAxBJTMOp69/5ZCIR0unGCmd3HHx/M5zh7e43r7Az8Ga6570s9XIoBgd3/3LhSO7rp7YdevSoaexjn4P1O6oHZ8sJSN/DXMD78nt+Fnx+HalM4dU5Q9mkm6XB9zXPndQWXH/2cNbbXTOTJaQXtY8h/q8kHAVydjpgyqn9t3XOs3PxHqZXN6/5WelUweVzx66eeHYQK5XTZit6tkDp+W2Xjq9Q/vikaexTm0pbqf2/NoY4wBqfEOdtbUv7H2a4KR2ZncK3jDYWWP/lh+Uzhy6cmLP1eM78n3NK0Ns5Pdtunh0i9LZQ9flD0a738ylmW76/kuc8aXpUnIkQXff5n/f1zrfkuByat+WC0d3qpw9fPn4/lSCcYT7jSN//JTlZw7KaZ4mF10MzuPvKirI7T68/We53b8pyx8M89INddS6cGKL+uWDl45ty6GaiKW+XRwK4NEtVU/u3/L9s2RXUE5vS3BR2L/NSe884NKyH5pel9/fm+55T/PksZ0bFU/uV5TbSbK4NpLvg2hQT5rHsZ0bFY7sUpU/cO3UVg8jheF8n+pQG5Wzf1w7vk9FbreGwt6KaGtQwQA1LLyF4h+/bMimm4JyuiAXZ65z4sgfv10+vlP+0K90R7UJNglnfWXP5n/TbFRADYt6V3njt5+HuWmJysjTZRSN87tO7/3tUaQtqGZxI+5dPrlN/uCOy8e3K53YUcqynN0pF8b7f/lvDAwYqyM+/+Jr6F7LGdC9IHNTTmfaqX792Ufbf/3GVucseBoU5Xbzuy+/olurVQTbqJ/b883nHzyOsP/j1+9MVeUG8nxyaab2Omc709wVDm05uX1zfZRdsIf2p19+FOp0w+P2xV27f+pIcWuKc7l+ateezf/uzfIcyvM5tO1HhaNbYrH68TiDIoZFXazdtm3fmqoc78/EZZFNzG+eakt07U5zD3DS/Pqzj/Lod8RsiuWtM4d2/tSfiZ0oJV29uu/Mga25pDs/ffm1j7lSbbidvuKhzz/7e1Oi88ZfvlQ/uz+NYBTtofs4wk5USgYc6lgR/uyFrSf2burLxFqonPrmi39kUoy/++JjixsnOYHWpPvKH/79/TDnG2f2/nZPRy7YWet//us/P/vk40I/S7q18pHtP7L97/72w9dYE8W+TM9supG16tkn8Y4Hj26yVD/NclT7bePX6WQTXqD1e+/91c74nN3Ns/s2fzdZQkKGMDKIRn9/7y9+tupxOIM0gpEwx8ta6/S/v/qUdPca3Un5rtbx4TzvlzXPpQpzvL7+9AM7g3OcQGuyjerfP3wvjXFb98L+3b9/G+Gmm+hlmOVr1pPmvn/rD4rHd/VmeHSneZw7tF1u1y9lAXc/eO+/K4KtwSM/99sXt/30TU2Y7a/f/tPvgZqrgcLnn3xQEWKTRTHd+esGE+Uj8Vi9j//+Hs1KOcHLMNnndk+aO9VK5X/9P//v1l/+1RzneGjXD598/MEFuT8qgmw+/uQTG4NzaQTjOE/9vgwsyULpP/73//7x35+Xh1sbXT9wSe73rkxXYbb3lp9+vKjwR3e655No+8N//Hhw+/eJXgb3Dc4meOtNo+WyjAJqfOO9bm3+bcPGf29QurQbVDKeRNhv+PCz9/7y36wHqoE+ul99/XVboutluW0XzuwYzPVJ8jL4/pt/Mm3UQCUTcKhNcc4ff/A+wfxabbitucqp7/71eSbNaNev32kr729PdmuJc9Y8t2fPtm+FudinMY5bf/n60PZNu7d9N17k05XpcfjYFq3zR4byfWI9bn3+6YcZZGNdncPv/eW9/dt+rAq5L39wMwaD8bxzHnApKQyDTz/86OiO329e2Qfq/NJYpp9/81mgg/bTWIcdv244sf8XUMVc9O8Lg8FgvrwOgawKMIuUKOheiwvoXpA54FA7M12+/PwDW+0ztjfOfPPZh61Jrik+Bv/64rMzhzbv/f3bbVu+SSUYsP2tPv7koxiKPqgPBJXMqVLydCnp8tFt33z9Tz3NQ5fkt/31/f+OctPBGl/av++XkQL8dBnF5sbpU3t+A08CAJcmt3Pj7s3fGt84aqh1hGSrUupv8c0XHybgDUFDIKj2nS4li9lkUMVMo5r8tOGfjbEOoD7wvsE5ub0bBfnek1yqmurhy3K7CqjmGz776sTBzQe2f7/jtw1Rnrp9mZ6//vrVvh0/meke11E7mE41nnEvgsLF7V9+8rHqmT37d/xsffNMS7zLd1/8Y/fO707s2fLTD1/SrFT6M7HHd260uXUi1EVrwxef2d269O9vP9O8tk9+3yZ/F62fv93ADnoA6vxBNUvMoXRmuB09vsVa82yQq+bnX354Zv+mK8d3nt2/qTr8gYOO/KFtP4q4NFDJBFXMLLLxh+//5eb1AwZaRx4Ynm2Ism9JcPa4ffHaie2H9m28emp7Z4o7qGAgo3iASx3I8UYydnLv1o2/fEU0vypmU7TP7/thwye3NY8YaR8l3L/amuj89YaPmG6a4JE/qPXzNlP89puP8hl3Pnr/L7XhD0D9Q/wdxT9++VdN2INN338ZYKuBNbr00fvvqZ/c99u/v7git/1prFMG0ejTD9+/fnm34Y2j9/RPt8U7ky2Vj2z/afvP35ncOLXxh8+VL++8cmpnZYjN3z58X+HMVjPd43oah56luNKtVH789l93NU9u3/7dueNbrp3aOlaKB4/9923dpKl+AJTTJ0tIBcw7dzRPnj+28+j2Xzwsr4yXEEEV88XwDZc6Vkg4tvPnK6e3B9hrvPc//5cdcLc+wuHQ5l9Vruzdu/0HBbltP367oT3J7drJPzSUD4LGQEG+z9HtP9xVP4lMSmuJd/77e385sffn47t/2fbThggXbc7Du5988NdChjmoZoHHAcne+p9//LfHUfZmKnLb/vh3EsHwg7+/j71/uS8XJ3d8+121c6AxaJJN/eGrf2CNL+rrHj3y268Xjmy9cHjrZbk/fvnXP91Mz42ziVt+33D1wh66tepHH7xf6GtWEGb19b8+Pbz9Z1X5vUf2/RSG1ULG4hcHdC/IKgK61/IGdC/IHFQwddUPf/Ptx7pXDmkr7P95wxdGV4/HeOj8vOFf+QyLbIrx1//42MXwYmu8y9E/Nqqd31UT9QB7R/Ho77+1JLpcPLLl2qHdoJbJibz/r+//GeKo5XFbYdfuH4fyfSZLSHfVThzZ8TOoZQEO9cCWH66e3pHOMs55aMoJv9cQbSe35yelMzt5kTZEK+Wj2ze2xDuDCkYS6fZ3X/zjSZQdeOzPsFbZ8PXHkW438x+ab9nytbHy0XyK+aYN36STbmewjL/56iMn/fNdae4bf/lC9+r+4nDLrACTqvD7E0UEwKE+L8LLn99y5uCvA3k+gzlegEcT5vh88Y+/4c0UH4fbHdj660W5XY2Jzsd3/HxPRy7YSeOLf34qzPW+q3ESg8Gc27+pMtruj60/mKofLwu7R7S8dnjPr9yoe4eO/m6pfprloLr91w2FLIv+LNx0KXmqjGKrffbXb/+Z52tWGGxeH2uf7G3w8QfvheN1ch6a5jw0e5rk7KR7+dblI6X+lgF2mv/zX/8nwv1GRYh1Xbwd4hbCHK+vPv17kL1mXaS93J5fzh/f2p/nrXV2z4HtPyTRDHMDzYqCzNuSXM8f/+P8oT/CnG+YKB39fsMnqmd2Pomy/+iDvzjoKVREP1A6vfPEro0tCa6//Avp97rw/defPS8k2Omd/fn7zzPIt5N99P/xwfsP3TVzA82yA0xbUl1xplcUDm2+o3Xm//vP/6t1fu8N7QMKp7dWh97f8O0/3O9fKQ6xyPQ3aUt2wZsq/vb9D4P53pqKezEYjNq5P8ZKfEANa+dvG6+r7AU8Wmuqi4riXg/Ti1Wxtlfk/vjh53+2JjnnksxG8vGAQwE1vjQrlW++/uTqqZ2G144e2Pr97m3fVgXa7Nj0fTRdL8Lj5t/f+++//vUvnSlul49tkzu0pTziHv2uyq8/fRnoqgUqGYBDbYp1/uTDv6WTbrP9rX7/ecNt9SP9eV5yO34+vfe3vIA7OSyz4zs3Kh3bmU03/e2Xr04d/N1A6ejpg7999vHfysKsj8ptuXx8Z1Xsfdwdxc//+VEey0RX57DCnh0OuvIYDOaB3pkz+za6mcjjrRQ/++wD7csHdK4c/OXfn185tj2SYvDFhs8iPW4JsnFjRYS3ES8A3QuyqoDutbwB3QsyGxzqSD7eRPlYBsMYVDJAJTObYmKhKhfletNc+0xjgjOoZmUQTbTO7XsU/qAp1vG+1mmNs/uVLu6JxulPFpO8Ta8w76mBatazFFdTVbkipnkiTs/Z4MJ4EWGqlBTiqOWifwFUMACX6mqgoCa/5/b1I4bXD9vqnRVk4RribO/dPKl6Zp/ypT1ROJ2pEhIop1WF2pgoHW1PdgXl9OE8b0+ji0rndqvJH7DQPdOR6vY4zNZG80xt+ANQ65dC1tdW2MsLtLbRPn1DYa+x2lF95UPUe0pDOV7IDG6SjZLX/Sug2he5EW8kz8fo6uEcphEopzfHOupeOhDsqo03U4zF6uYzTHUvHpgoJg4V4C3VT7gZXABsalXIA1OdY6rn9qlf25vsYzSY5+1y52IoTjubZXbv5pnuNHdQQQdc2lQJMcJDS/n4H7eVj+irHPK5cyWfbnbzwn5DlcNGqkduXTsY66XXnOBqel1O6/R+nQsHWDZq/Ez3e5qnbXXPgxoW4FDHS0gmSkcLWCagnNYS76Rz8UCEp26QvYbSqR23rx8xUj1ipnGsPs6uM8XV+ba8xul9ike2n9zx27WTf/RlesZibymd2K12dv+tKwdLWRZTpWSL63KFTPMo95smSkdBle9YGdnb8up9rVO5NNPbikduXTtkpHpEX/Wwv9eNDKKxp4kCO9ji1uUDpX6WoR43PK2vPktxUb2yW0/xoLHaEX3lQxFuNzPJJnd0ToFyenuSq4HiYfLdaxMlRFDJtDaU93fSABzqVCkpiXBb68r+68oHDJWPFvrdeZbs9sfGDfXxtoBHHyvB48wu0m1UJ7hUUMXsSnW/cX5vio+hu+Gl8lBrUO3r/0BNTXF/fzbOx/SKxrn9BsqHja8eScDrjZcSkJ6znkxP3YsHasMegGpmPt1U4/ye0gDL9iRXmxtnbl49oHHtoLv+xb4MXKSnjoP+uf58b1DtO1rsY6QlF+Kk5WNxVf3cbkPVI7eVjqZTTKbLKMFuWixr9dooW23l/eVB97yML0d7aVtqHQ91uwkqGaDalxtqZaZ5MsxF21TnRH2cAzJD/y1/ZdC9IKsI6F7LG9C9ILMjZlNe3P+PbOHRAJcq5lBe3G9fRkEkQ8QmI+sIiNlkwKWCCjrgvHogemmGF1uoL79s6NeSE/FmUkPuoyxD5mWjDi+nAw5FzCa/XOtBkqtyOuDSxMit5rO2jlya9PxoybHIAgdIwSWLTSBnf7GCAwU5oxgpdQXjZRHQBXxZNNQWSWoI7BclFbEpgEMFlYyJYmIe6w4v3ObFsCOHAsppgIPkkAp4SMZkzsKjgYoXw5SAR+/PxE6XkkEFA3CoYjYZ8Ogzg5ioFSVeZIYulqpYST65NMBBL5ZBm2U37kxSLy469WV+uOhKo4lLKcg3ZLSYEOxyY7yUCMoogE1+8V0qo0ouilhyLZCyl9NmPpq5OuWvGs8rF44qZs/sU0YRI99PHu1l2ZGilc/UFTpNydV58dWauaAc6ovaK5v5Sr/4/i/NTwy6F2QVAd1reeNN3Ivz6lo7EMjiKF+ifZY2zfJ593zT/Cwi5+U0UMEAlcy3qk9EOBZyrndUnPlqlQ6qmS90WWqfWSv/7TO5uBSWq3Kge0FWEdC9ljcW7F4c6mihT1W4dSnLnO1nAYFAlh7/lc4ALOAyAt0LsoqA7rW8sWD3qmTkkYw1Fa8E+LP8fRkQCAQCeRuge0FWEdC9ljcW7F5VzFRPPWsT8+GRUaFwQCAQQiAQCGTRLKd7FfMaAQAr38AvFgBAMa9xfZdxhYHutbyxcPdipGH17hmbCQeEfX19vTMhEAjQbxcefD5f6sC+vj4+f/ak+vv75z9L39oPPp+/jsrSN1OWXj5/pXOzFLHOyrLuvmZrMuZ3L6n/qV9rHvOz1r1kITWw1su4wkD3Wt54K/fq6OjIyMjo6elB/vsTCAQCgQB5LRQK+/v70duRowQCgVAo7O3pe/LkSUNDfX9/v1AoRI7q7Oxsb2/n8/n9/f2S/fv7+/v7+8sryltbW/vm0K+urq6WtR9Pnz7t6+vr6elpa2trbm5e6ey8VTQ1NXV3d/f29na0tzc1Na10dt422tvb+/r6Ojs7m5vW9nVpaWlpa2vr6+tbHz+ZluaWvr6+7u7u1tbWlc7KYuK17hWbzkNe69sEot+ue+qbu+ubu98mhd0KjgAAH7+MFS/LmgG61/LG4t2Lz+eHhoRcVLjo6+s7MjLS2tqanZOdk53T0d7R2tqSmppaWFjY29vb1taWlpaWnZ3d1dXF5/dnZWUlJyc3NDRkZmUWFhY2Nj5NTU3Nyclpb+/w9vYmEoi9vT0lpaUZ6Rltrc8GBgbY7LKoqGhdXb2srGxE0WT7zx49epSdnd3c3Ny4ZqO+vj46Olog6K+re5Kdnf306Upn6O0iJzenpramp6e7rIxdWspuampa6RwtPurq6lJSUoRCYVVlVU5O7pr+mj158iQ5OVkoFNbU1OTk5KzpstTX1ycmJAkEgtra2jX681+4e2GWQkfWENC9VgDoXssbi3ev5uYWeXn54OCga9euPnv2jEqlmpub29vblxSX2NraOjg4EgjEqKgoLBYbGBTo7e3NYDBdXd1IJGJ8fDydTg8NDQ0ODvHz86fT6erq6lFR0ba2dl5eXkGBQbd0dF1dXe9Z3fPz87O3t4+Pj1dUVMzJyZ3HvSorK1e6Jt8qRCJRXl5ef39/TU1NaSl7pbPzttHS0lxRWdHZ1VldU9XX17fS2XmrmJiYSEhIFAqFtbW1T548WensvFVMTU2lp6cLBIKamprq6uqVzs5bxfT0dG5urkAgqKqq4nC4K52dxcSi3cvHLwMAsFvBcdadEe1AQiIfsek8MDMeJzlcdjcEZPAOCXQekO43JPRtAuc5nRTI2ZGQGjpEn0vfJhCdGhJIMfmCYeRAWS2TfCQpI/p0AID65m4k5+jsydbhnx3oXssbi3QvPp/v5ORkZnon4GHAHVNTe5sHqWlprq6uVlZWLJavr68vFot1cXE1MTGxs7OvqKjMysyytrY+J3+OzS5tampKTU0lkchOTs44nBeTyVRXVycRySyWH4VC8XBz19e9FRgYaG/vYGRkxGT6NjY2mpubZ2Zmrm/3ysnJQdyLzV7z7vX0aWNFZUVXV2dVdWVvT+9KZ+etArrX6ow/lXtJqcP87oV+zRcMo+0HfbjkLfKRJDW03CAmhKQm1ZMkSXnW06GJTedJfEsqEfQMrd0KjpLD5xEsqbIjCSIiiC6jbL8XXzCMTvNP1Y+4IKB7LW8s0r26urrs7e2fPWsXCoXlPB6ZRA4JDqFQyA6OTklJyWFhYQQCAYfDRUZGxscneHpiHR0d8vLyiooKHRwd8XhCYGBgampaUFAQDoelUMjOzs6hoaGpKanOdvYZGRkeHh5YLDY6OvrRo0eenlgSiXTvnjWXy0MmkEH3Wv0B3Wt1BnSvVRVvNNcerTULdy8Js/Z7yWoKInnolIt5jcip5xrFm/V088AXDM8qc2jmcS+pM8am82b1S9nE0YoJRyRnAbrX8sbixxwHBgYk0+El8+WRafICgQC5KQzZ3tfX1/8yBD09PQKBANmzv5/f19eD7Nb/YhOysbe/v5/P5wuFwp6ensHBQcltgNC9Vn9A91qdAd1rVcWbjjmCGXWY370kI26SYUHMvO6FPlzSJYYOidxIxgfRx856OinQA4tgZtgR8bxZj5rfvYp5jZJP65u7pQqOvJa1K3QfHlLMldedVQV0r+WNt11jQkqDkLsUkfsckfuoe3t7JfsjNzkiFiVxsb6+WaQKfYq5Tgfda9UGdK/VGdC9VlW8kXvJqsNc7iURlBdnkfGS17rX/LOgEAuUGl6UOp3s/pK3EotatHtJOueQOpHkdn73QpJFsl3f3P2Wa3asQ6B7LW8s3r0QuxoYGOjv7x8YGHj8+HFWVnZlZWVJSUlDQz2RSES6siT9VXw+PyUl1cLcoquru729PTY2Njw8PDo6+vHjx3P1aS0kFudeU1NTPT09ra2tra1tQ0PDL6tDLB4ZGXn+/Pk8xw4MDIyPj79SiWLx8+fPJycn3ygP6Fice4nFYqFQ2NjQ0NXdLRKJ3vSkYvHs30aRSDQ8PCxbHLFYPNchUvGm7sXn8xeY8iJifHx8eHh4EfWDxELca3h4+NmzZy0tLW1tz8bGxt4o/enpaaFQuLTFn6uw7869nj9/3tLS2tjYODg4uITJzhNzuZdIJBoYGEBej4yMDA+/+HUPDAzMVS2Dg4NS9S8WiwUCQVtbW2tra2/va77Ak5MTo6Oji7iCi3YvWWsBsw38of1jge41jw+hmXW3uQbyJIOMkreI98wz8Ifu2ZI6SvLWxy/Dxy8DvRu6jEihpBKXTJtbSBn/dED3Wt5Y/HwvBsP32bNnLJYfm11WWlrix/LLzc3z9vLW0dEtKCg4uO8Ag8Gg0+lPnz5F1IrP5ysrK9vb2ZFI5K6uLiwW5+Az3VMAACAASURBVOjo5OHhyeFwZp1E/07dq6ysTENDg0wmMxgMa2vr4uJi5L/OsbExNrustrYWACAWi6empiSHiESi6elpAEBiYlJjw4s/8pAtAwNCOp3OZpchW5CNbxSLcC+xWBwdHe3o6EihkG1tbalUKtLkSGVAJBJJmhxJiQaEwoT4+Lq6OnQpxGIx8mJkZCQ/v6C7uxs5fGpqGgDQ3d0VExPd0dGxkLy9kXtlZWVduHBBcncnkklJnqempuapT+QjdBmRQ5AXRcVFkdFRbW1tJaUliBKhU0YOf22T+Vr3mpiYIJGIpqamgUGBTCbT1MS0qblJUhBJ+pLvj1QMDg7GxsYipisSiRDBRR8IUBdIqpizliUvLy8jI33Wsrwj96qqqrS3t/fy8iGRSHct7xYUFACZ6whQ12VJYi73Ghsb09TUnJiYGBwcvGt5187Wblo03dHRbm1tjXgYum6RF/r6+sjXQ5LbkZERfX19V1dXJpOJw3mRSEQgc0HBzHUpLS0lU8gjIyPo7ehrLfU1k3ylFz3miHl1rVEkWYk8Sd0OKTsPff5uM75gGKAMJjadJ+kSk5xRMndqrtOhkfQ2YWa6xyTpoLvE0HPtZVdJlXKv2HQe0jcmO6MLXSjZzi2kdLPeE/BnB7rX8sbi73PU09NPSUm5ePGSzs2bvkwm1tOTTmfQqHR7e3sul6twQaGiosLd3T0iInJwcHBwcJBEIuno6AQEBMgdk+PyuHgfvIuLKw6H43K5y+9eaWlpN7Ru9PX1jY6O2j6wvX//flxcnK2tLR6PDw0LKywsDAsNcXV19fBw9/T0fP78eVZWlrOzs4uLS1FREZlMrqmpZjCYRCIRj8czmcymp0+dnJyys7Pz8vJIRCKBQEhKTkLqdoGxCPdqanp65NgxgUAIAOjv78/Jyenq6oqJicFisW5urimJSR0d7U5OTmQy5e5dq9LS0traWk8PTyKRGBISUlbG3r//gC+TGRwcbGPzgEqlFRcXe3t7Y7E4X1/fpqam6KjoJ0+eYLGeOBzOzc09KCg4Kzt7+44dkZGRC8nbwt1renr6xo0bcXFx16+risXirq4uEolEIBDodEZPT09QQCCZRCIQCGVlZTwuNyoqCgDg7+/P4XDodAadTnd1dXd2dg4MDDI3tygsLExLS8NisUQi0dvb59GjWgsL89OnT6empqakpHR39/j6+uJwOE8strKqksvhWlvfIxLJtra2z549myeHr3Wv58+fO7u4eOG8Ozs7mpubLl26lJCQ0NHRQSAQCHg8i+XX29tbUFDg4+NDIBAcHBwaGhri4uK6urr6+voCAwOrq6tIJBKfzzcxMSEQiXl5eVFRUQQ8nkgktrW1FhQUuLm5ubu5OTs7BwcH37O6FxMTMzg09PDhQzKJRKfTa2qqOWVl963vEwiE+/fvNzU9VVdXV7umzOfzZbP6Ltyru7vbyupeWFg4AEAMxLW1jzIyM4eGhnyZTBKRaGdnx2azMzIykOvi7u7R0tKyJOedy73EYrGVlVVaWlpFRYW29k0nJycOh8NgMAIDAx89euTm5obD4ZhMZld3V3h42J07ZnFxcUePHhUKhdHR0YmJiUgiwgGBqpp6eXn56Ohofn7BsSNHm1ua/QMCiESyjY3No0ePujo7cTicp6cni8UKCwt3cnauqqqi0xmtrW3pGelEItHd3ZNOow8PDcXExLi5uZHJZC8v75GR4aCgILyPD5lE4nK5bzTXHrzqIlLLPaD7ltCTq+ZfYwJ9LlnPQwKtL+jtEsea9XRzlQXp0HptmuhDMDPOhD5KshQF+ixS7iWZuyYlbeDPtErtGwDda3ljke7V19eXX5B/9OgRPz+/q1evenh4FBcX06i0kOBQS0vLgoICnZs3u7u7kXW8hoeHm5ub1dTUYmNjs7KyCAS8np4ejU5zdXX38vLi8VbAvbKzs48dk/Py8iYQCI6Ozg0N9W5ubi4urkNDQ3g8Pjo62sTEOCIiHABw6tSpgoICefnzY2NjXV1dTc3N2tra+fm5WppamZmZExMTdBrtgY0NkUiiUKgXLlxwd3dnsVgHDh1qbX2DNmYR7lVYWHj16jX0loyMDFNTUz6fPzgwcO3ylZjYGFVVVaFQEB0d4+XlHRgYeEtXj0KhBQUF19XVubi4PH782MzImMX0HR+fyM7OCg4OplAo169fDw4OxuFwJSXs48eP19XV9fb2XFBQqK6qtLa2bmtrW0jeFu5eLF9fJSXl8PDwU6dO+fn7NzY2amndwOOJNDr9WXu7kYGhk6NjYGBgbl5eTEyMjY0NAEBPTy8mNvrmTZ3IyMj29nYlJaVHtbXRUVEEIsHZxZlEIk1OTmZn5+jo6ETFRN+zsWGz2XQ6w8HBwcPDUyQSVVRUaGlpUagUfUMDAIC5uXlaWuo8OXyte42Njzk6Ourq6jIYjLMnTmI9PUdHR6ys7mloaERFRl6+fMnDw11PT6+urm5iYvLypcvFJUVOTk5Pnz5ta2u7c8c8Kzvz1i29lqam3bt2TU9PMxgMOTm58PBwfX19Ozs7JsPX3Nx8QDhgaWkZFBRUV1dnb2/v4OBw+fLlgIAAJycntetqAf4Bhga3AQCGBobJyclEItHf33/WsrwL96qurtbXN3z86DEAICY2hkQiWVlZ8fl8EomYnp6moa7p5urm6uqKJ+AnJiaKigp1dHSW5LzzzPeqqqrS0dGNiYkOCQnx8/P3ZbH0DQwaGhquXr1aUlICAAjwD7hvfd/MzNTPjwUAOH7suIaWloW5uSSFwaEBhUsXbWxsKBSKh4dHSmJSe3u7v79/cnLKeYULDAZDT88gOTl5amqqoaEhKCjoosLFI4cPp6enAwAiIsKjo2O8vX1UlFXc3NwcHByGh4efPKnX0NDMzM7avG1beESElaWlyW0j+Czt5Qcu6zUn0L2WN95qrn1KSkpnZ1dFRUVNTU1LS0tNTU1ra2tiYuLjx49KSkp6enpqa2vr6ur6+/vr6+t5PB4yP6yzsyM7O7uioqKqqqqyqhJ5yMkyu1dqaqqmpiafzx8dHUUGGjw8POJi4yYmJnx8fCIiIhwcHPLy8gAAFy9ezM/PV7hwsa2ttaq6qqS0WE1NNS8/R+emTkxMdGdXp7u7Bw6H8/LyIpHIejq68XGxHA4b5+mJHoN4bSzCvQYHBxUuXczNzeXz+bm5eZaWVjQazcLC4smTJw0Njdevq8THx+nr6wMA0tPTvXDeqalp8fFxYWFh169fj4qKtrOzy83NNTE2zsrKAgBcu6YUEPAwPj5eU1PT39/f09OzsLBYVVWtt7dXKBReV1Gpqqo0NTVd4KTmBbpXd3eP6nXVoMDA0tLS1NTUU2dOs0tLwsPDs7OzL1y8GBMbExocnJWVhfchXFdTTUyIv61vMDIycvnS5ejoqJs3dThcTkdHh6GhYU9PT0ZGBp1Od3Z29vTE9vT2hIaG3Le2jo2NNTQyys7OplJp3t7eLi4ufX192dnZOjo6LJafvb0DAMDR0TE1NXWekcfXutfo81FXN7fQ0FAAQH5e3rWr16oqq5ydnR88eFBTU81isXJzcw0NDfPy8tra2i5fvlzGYdvcv5+Rnp6VlaWldSMnJ1tHR7e1ufnMmTMAgODgYDU19Zqa6pCQkKysrAD/h0QicWhoyMPdMzk5ub293cnJycXVxcDAoKyMnZKSHBoaFujnZ3/fBgBgZWWVmJhIJpOdnZ1nnX34LtxrZGTEzdXdxubB06dP6+qehIQEHzlypKio8NwZ+erqajMzM0dHRzc3Nw939+6e7ujo6Dt3zF+f6AJiHvcaHR09c0b+htaN0dHRhoaG6yoqpqamw8PDenp6CQkJAqGAiMe7OTk5ODikpqYCAI4fOpybk6unfTMnJwdJQTggUFVVr6ysGhsbQyZ3xsXFKSurVFRUqKmqk8lkMzOzwMCHvb29eXl5eDzhzh1zHx8fOzu7lpYWObnjSUlJoaFhKiqq3l4+D2wfVFdX5+Rkq6tr5OXlycvLV1VVxsXGREdEQPdafqRW+YK8BLrX8sZbudfAgFAoFA4ODiIrbwkEAsl9jshrJHp7e5FlJpCjpD59G/FatHs1NDQkJiaiJ6MUFhY+qn00PT1dUlIieUoJACAsLIzP53O5XCqNRqFQKioqEhITn7W1aapruLq60eg0pGHOyclpbm4pLSqi0+h+fn5JcfFvNPd2cXPtW1paqFQqmUzG4/HIH/TZ2dlMJpPF8istLenp7kbGUBobG4uKimtra/1YfiwWKyoqSiAQpKWmxsfFRkdHNTU1AQDi4mKZTGZUVFRIaEhxcUlxcfGzZ88iIyJHRkbGxsbCw8OGh4ejoqJTUpKnp18/a2eB7lVRUZGRkYnc2TA1NZWZkZGQkBAREclisQICAjo6OxPj4phMZmBgYFFRUU93N41C8WWxqBTakyd18fHxz561Dw0NJSUlDQ8PNz5trKys8vDwtL53n+XLCgoKEggETU1NdDojIyOTy+UMDAxER0czmUwWi9XY2FhdXY1IZ05OTkND/du41+TkZEFBQU1NDfI2IyMjOSm5u6fb19fX19c3JCS4t7fn0aNaJoPJYDAPHDjQ3NxUWFjo6uoaHBwcGRnV1PQ0ISFhQCgMDAwEAAiFwvj4eMlcyYqKytLS0omJiaKiooaGhsHBwaysrK7urujoaBaL5efnV1FRXlNdnZeTAwDIysx88qSusaEBT8C3d7TLZvUdzfcSCoWxMbFEIpFIIDKZzKrqqt6ebjKRGBkZGRQUlF+Q7+TsZGJs7Ovr6+fn39/fvyQnnce9RCJRenp6cHAw8jYoMJBdWgoA6O7uZjAYVBo1MipKIOjPyMior68HADx8+HBycrKpqSk4OBiZlPb8+WhMTAw6q41PG/EEQlRUVIB/QF5eXk9Pj7+fH41Oi42N5XF5eXl5IpEoLi6Oy+UGBD5ksfwiIqMioqIePXocHR1NpzOwWKyamvrIyEhCQgKTyWTQ6Rw2G7rXMiO7uj3kJdC9ljcW714CgaClpSU1NTU7O7utrW1gYODxo8ft7e3I/Y9tbW21tbV8Ph/9IO2ZNb36JWtPoB+bvZzutYiQmiuNw+GePm2UnT68bHPtkZCd0Tw9PT3PPX3oDEsJx/wHznrIXPE2a0zMM9dearK5bMTExBQXF09MTKBTE4lemeb8pjc8LnqNCdm59hMTE66ubr19PUDm/gCpWMi1mL8ss16pd7rGhNQPBH2rSmRUZE5ujtTdwW8Zi1tjQuoGmll3mOsjkUgkdaxsUsjhk5OTyKXp7u6m0xl0Gt3DwzMnJxf5dIFz7SGQZQW61/LG4ud7FRQW3L5tFBkZ5efnb2V1j8PhuLt7hIaG8Xi8zs7Omtrq+PiEvr6+iooKHq+8s7NTKBTU1NRwOJyGhobY2FgvL6+urq7q6uqysrJnz56tfveSiomJCZHojR1rroDrey1JTE5OLu3NdGCp1/eamJh4d6tpvDZWan2v+W9WXVyslfW9xsfHu7q6ZJexANC9IKsK6F7LG4t0L4FAoKKiUlhYKBAIRkZGaDSqh4eHhbmF1T0rKpVqa2tbUlri6OgYERHp4ODg4uLi5+cXHR1lZ2fHZDJxOJy3l7eRkRGDwTC7c8fNzT0/P7+np2dtudfSBnSvVRtwbdXVGWvFveYJ6F6QVQR0r+WNxbuXkZFRYGBQv6C/v7/fw8PTx8f7wQPbjIz0wcHBo0ePFRQUaN/QNjExMTc3d3Nzd3Nzv3lTJzY2VigUZmdnR0ZEurq4FBQUODu73r17j0QidXZ2Lm7kEbrXKgzoXqszoHutqoDuBVlFrHX3+vyLrzEwYKxQvP+3v690gwIAdK/VGtC9VlVgMJiVb3EhEIS17l7w5wRZSTCYlW5QAACgqelpRWVFZ1dnVXVV7+seybLKA7rX6gzoXhDIUgLdCwJZPBjM2CqI2ke1FRUVXV1d5RW81tbWycnJlc7R4mNwcDA2Nk4oFFZXV1dWVk1NTa10jhYfw8PDycnJQqGwqqqKy+VOT0+vdI4WHyMjI+npGQKBoLKyqri4eC2WBTYWkFUEdC8IZPFgMI9XQbDL2M0tzQKB4PGjx2VlZXV1dSudo8XHo0ePyssrhoYGnz5tYrPZa70s7NKywcHB5uaWMvaavy4lJaWDg4NtbW1cLm8tlgU2FpBVBHQvCGTxYDAlbM6KU1rGLS3jSl6veH7eEjaHV8LmlK6TspSXvLhAvBXPzNuWpYxb8uqXbW0BGwvIKgK6FwSyeDAYlpPB6kB/hhXPCSzLrGVZZ8VZ8Zy8MbCxgKwioHtBIIsHg6kIMIdAIKsf2FhAVhHQvSCQxYPBhAeyIBDI6gc2FpBVBHQvCGTxrI41JmDAgPHagI0FZBUB3QsCWTzQvWDAWCMBGwvIKgK61zpD3yYQAKBvEyh57eOXseK5WrdgMFWVNRAIZPUDGwvIKmIdu1dsOk/q75765u6Vr/F3zDK4124FR3St/qndDoMJCTGEQCCrH+hekFXEunevla/i5QXtXlLUN3e/vX0itYr2Lb5geNH6BQCITeeteKUtHgwGAAoEAln9QPeCrCKge60z3ql7IT1eS2hL68C9xIACgUBWP9C9IKuIP6d7FfMa65u7ffwyJANnuxUc0Z8iG/mCYWQL4hzo3h20x8Sm85C+H6mk0ANz6PSlkOxTzGtEkpJkQ/IaIyNVUgN/s+4mybbUzkh++IJhKRV7rQkhNTPXp3zBcDGvca76l6pVdOXLVrUk0BIpe9Uk5Z21kvmC4VnTQeoE+RSd4cX9fla8RYFAIAsBuhdkFfGndS+Amv5V39wtafvRR/n4ZSAu8lr3QtuD7P7IDrPqF1qAkFwtxL2Q9GfNzKzuJbubbK4Qp5nHEaUqatayzOVes9YqRsb2kMxLtiBZkuRf6qpJ1GrWvMmmI9Ev5KilmaaGwQBAhUAgqx/oXpBVxLp3r1k7n6S0Bq0dsxrbQtxLqudsIV1KsuOD6IzN3+8lVVLJngt3L6kBxIWMSMp2lUl9uhD3mqdaZPOA3iJVIVJpSl1EKUdE520JurtQv5+CQksIBLL6ge4FWUWse/ea9aP5tQYRNVlNmd+90OnXN3cDmZB1L9kDF+5e6LE2dPfPwt0L82pf0UK6ghbtXrPWKkbGvaRSmL9C5nEvyfgmOtDutWSTzDCYmJhYCASy+oHuBVlFQPfCzNalJJl1tPAxR3T6C5zVvmj3khqMQ6fzRu4lGYxDXrw2w28z30u2VjHv0r3mGRtdWveSlTwYMGCswoDuBVlFQPfCzD2ch94NzD06Nr9CzYPsFKu5Zp5JZVJqTG2B7iU7EoqZ0Z365u6FDMNJOZ8Us84nm7/y+YLhdzTmONell72UbwV0Lxgw1khA94KsIqB7YV71lfrmbomEoYfY0FaEDCnO415Igmib4QuGZ53Gjk5Haq49emVUyQgjut8LvYAqWJh7yVaIZFbcrDPJZq06INMFiLxFz3uTJCvZZ9ZalRrEnLU/T3Lgwt0LKTg6ZXQGAHQvGDD+fAHdC7KKWPfuhY6F30IotT+CZHtsOg/dhzTP9HxJzGU26N2QZGX1AglkT7SISD5CjxjO417oIkhlYCG9dBKkloeQ8jBko2QxCNliytY8QHmS1Dw2qTsYFuheUoWVrQToXjBg/NkCuhdkFbGO3WstssDByqUFrPUFTlcQ6F4wYKyRWGeNBWRtA91rVbH87jXP2mOQ1wPdax3F4OBgY+PTxsanw8PDr9977hgaGurp6Zmenp5nH7FYPDk5OT093dPTMzQ0tMCUh4eH+Xw+8rq/v1/2wMnJya6urtHRUQDA1NTUm+d9Pcc6aywgaxvoXquK5Xev+ZeNgLwG6F7rJRITE48fO6F4RVHxiqK8vHxubh6yfXp6WiQSAQBEIhFap0Qi0dTUlFgslmwRi0XI29SUVE8Pz8HBQalTTE9PIymIxeKQkBASiTw8NOzu7pGcnILsIGVLIpEInf70tIhIJJ0+fRrZTUVFBYvFTk1PIQkiKbe3d9y3vs/lcEpLSx0cHCYnJ5eqftZBrLPGArK2ge4FgSwe6F7rItra2n766SdXV9fh4eGBgQFzc4udO3clJyfr6ekpXVcJDQsLfBiopKRkbm5uYGAQHBzM4/EMjYxu6Ojo6Oj09vYRCAQDA0Oj2yaXLl5is9lxsbEmJiaFhYWWd+9qa2sfPXrM3z8gLzfvlr6+qoaGhaVleUX5d999u2Xz5oSEhLuWd6Ojo1uam41uG6mqqGpoaHE4ZY2NjarX1aytrc+fO+/p6Yn0Y01PTzs4OG7atAkxqiNHjjx48KCoqEhFRdXe3uHihUve3t6trW2amlphYWHy8vKf/OPjkJCQla7aVRSwsYCsIqB7QSCLB7rXuggel/fF559nZWUhbyMjI3/++WcsFvvTTz8FBgb29HR/+umnLBaro7199+49d+/eLS1lW1lZGxoZ/+d//Vdpaamamvrhw4e6urrOnDljfe8eg8E4cfJUR0cHl8PZv3+/oqJiV1dXXGyspaWlhprG+3/9a13d4wsXFLRv6rS2tZ48eYpIIFy7ek1bW5vP73N2dt60aVMZu+zrL75OTkkmk8nbtv3R2PgUzLjX5s2bkc6wY8eO2traRoRHfvjB32travz9/Tdt2pSVlbVz587w8DB7e8fDhw8LBIKVrNZVFotrLKTu2Vr5/3MWBboIcHbvqgC6FwSyeKB7rYuYmJhQVlI6cvhwWGhYcGDw7l27zExNY2Njd+3aVVZWBgDYtWuXoeHt4JDQLVu2GRsbmxgby5+VxxMI7//tb7m5OWpq6pcvXwYAqKmpW1iYUygUObkTqakpW379bcvmzeFh4WkZGVevKKqrqTvaObz3P/9T/6TuquI1+bPn2Gz28eMniESisbHReflzGRmZWlpaCgoXSopLfvz+x8qqysjIyF279tbXNyD5jIuN/eqrr2g0WoB/wIYNG/wD/GOiYz/5+OOxsdGM9PSNGzempKRs27Y1KioSh8P9vmlTdXX1SlbrKotFNBbIQ2Mlb5G7sJf2/xDwjmUIuQFcahnFRZ9RdvlryCKB7gWBLB7oXuslBAJBUFCQpfnduxZ3w8PDJsYn6uvrAwICurq6AAA0Gl1NXf3uvXubN292cHCoqCh3c3ULDwvH4XB1dfVJSUkxMTEAgISE+OzsbF45LzQsLDk52cHBwcXF2faBXXhERHZ2trubW0RYuIe7e3d3V35+np2dbVZWVnR0NI9XPjg4yGDQnRyd8Hifvr6+rq4uBoPR09P95MmTh4GBku6r8fHx2JiYO3fumJmZBQUGjo6MPG1sIhDwk5MTTU1NDAajqanJz8+vrq6uoeGJna1dckryStbpKos3bSyW5z4k8I7dCyzh42uhey0h0L0gkMUD3evPEX5+fhoaGrdvGxsb3W5oaFjp7MBYTMzfWEjWJkQvwjyXZ0hWW0QOkcgTetlFKaNCutDQp5BaKFFyl5XU2pBzZRi9FOJcd2jNr49SzxGRWiJRUhYk8bmeIIyZeyVF5Pkr6AN3KziiSye17CX6OcjodJDHn0gtab7mge4FgSwe6F5/mhgbGxscGBSJRSudERiLjHkaC7QGIaqBKMJcPVISgUDbA1plpA5HFAR5LbUotNRZpB5wN9cjdPVtAtG+NVd31PxP4J3HvdCZ9PHLQBcEfSKkmJItSOYlOyOJSD0PBqCeuovOGzpl9DNdMDPaut6mqUH3gkAWD3QvGDDWSLyRe0k1/1LImhmy/zzP4ZhrTyAzGUtWbubKBvpcs3YIoR+FN+unC3EvNFLuJVtG9Jb5Hz2Ctkz0Q1Bk87Y+F0KC7gWBLB7oXjBgrJFY4JgjIgcLcS/0p1IDiEigvUTqo7keL4sempTErNmYa8hSqlCLcy9JhqWkR8q9pFLAvOpbC3cv2QcAok+9PieZrXv3kvqCwgXcIUsJdC8YMNZIvOkf6uB1871k3WvW9mXWgbl53GshnoHICnpoclbHepv5XhjU0OpcY45L615zFRa619pzL+RPGcnFRr5Jb6lf72Lp+QV2LENWHdC9YMBYI/Gm7oU0H7N+JPs/tpRRoZEaZJTaE5lIjj7pQsbXpAYZ5x/fnGumlNRRc+kjejepIdGlHXOcq2mG7rXG3Au5nLP+GN4G6F6Ql2AwnZ19kNVMV1dfTw9/xbMBeRt6evrfPpFFTFB5IW0zb5H/qDFz/I8ttRhYbDoPkR6pyWFImmj3ku18QtvSrP6H7tBCDpn/Vkd0gsW8RuQtuomUDBAhadY3d8+aQ6lBTCm3QxKRVMvC3QspJjrlYl4jeq49dK+15F6vnaCHvh8YvafkzxTJp1I/G0kg3xvkTwEkNcm3R/aOYnTGXv4pJjPUvQ4nFa5jMBgfHz3IagaL1XnwQA2H013xnEAWBx6vb3lXxcvr1lums7jJweiFDyQmMddfy+id0bqAnvoi1SkgWYJB8j+/1GoO84wYIjsgPWfz9AhIJSjlYZJE0P1z6OYPnbJk+1wrYqAbuzdyL8yrLeMixmHXGOvYvcC8a8pJ9SfzBcOSL5Pkm4r+q2KekXUkKfS55rmjGG2EPn4ZyFGw32utgsEAQIGsVsgA0NrbnbG4K3w+DgDqSucHsjjoBgYHhoZ83jIdeGMWZBWxXt1r/tVZZI0bvUX2U/Dq6nmy7vXavznQGif7dwx0r7XKQt2LCgANAKp4zh1oc5gBdWY7ksKKt4JrDlpLi6PVPfmubiyqAukAUKenSajqneuSvdwiBpS5Lx/kncK8fHkrv9/7LdOB7gVZRfw53WuuGzoQ+5m1L1TSrTWre8kOFIJXY/67OaB7rVUwGADoM60yDQA6APSZF1TJ66kpUkuLS2enW2Oj/dCQj0TFZvand3S4tz1zE4kkWygA0AFglpffb2iwB4A6NU1KTNQXi+kzKVMBoIkBVTzjBJBZAYDa0uxobf3CvZDL1NLiHB2jGxKilZhocS3tJAAAIABJREFUMDTkg7pqEuh9fM8nT+wkV1AMKJVVNpNT5JktVMnlXvEyrnsAYCgqbkPcSwwo4heV/+JXhtqTPLM/Bbw89mU60L0gq4j16l6Yeed7vVP3mueOYuhe6w0MJjpGZ3KSAAC17okthXItKEj74UMtCkX5WbtrQqJeXJx+bOytkhJLM7NjAQFqeflm8fF6w8P4hCS9J/X2LJZacLBWfoGZu9tFpq9aUrJ+VLSuv79mHx+XmnY7IkLX+t6ZomJzAJjVNQ+0tffHxeulpBiWV1i3d7jl55s+qbdDfAIyd7P9insBQB0ZxZvdOV5VbT045F1RYcPhWiUk6gUG3SjjWJWV3Q0OvpGYaJiSakihqrg4ny8tsQgM1PJlqQ8MeuHxijyeNctPLS5Or7zCOi/PNChYKznl9vg4HqAafsg7uIgv3QsA6vCwT0qK4cOH6v4BGu3t7jM9lzQAqGIxRSymTE+Tp0VkAKhiMXVsHC9JB7oXZBWxjt0LmUU460TFNx1zRLuX7KxGKfea547iee6khe61JsFggkO0pqZIz8cIQUE3YuP0mEz1xEQDR+dzAQ+1qFSV3l43AlGJTFamUpUDgzUzM01cXS89DNQIDNJITTMOCb1h7yDv7nEpwF8jLPSGsfHxoGDNu1bH4xP03d0VKirvkUhK3d0eADCdnM/VVt+vqb1vanqssMjC+t6Z0DDtfgF25u9+2PDP1WxLuRetvt7B2vr0+DhlfJxUVWUTE3MrJESjsdGBSlXW0T3A5VpnZho7OJxjMlWzskxCw7RDQ7XV1fekpBhicVdcXRXYZVbx8boMxvWIiJuenpdiYm+NTxDAuy/InxmUe1EnJohBQTcCArTGxwnV1TYuLhcio24KhNiIsBsVVTZVVQ9ionUT4vX8/NTbO1zj4vWSkgxyck2Qnwl0L8gqYh27F2bmvgm060jeoifXI9ulbjOZx72k0py132uuO4rRJ5LMtccs9dPmIcsEBhMYpDk1RRIKPR8+1Hj2zD05xfBZu2toqHZp6V0iUTki8mZo6I28fAss9mpComF9vV1wiKYP/uroqA+dcZ3lq+UfoBYSouXrq5GXZ0YiKfmy1OIT9FtanV1cLlIoStExt5CBLWcXheDgG76+aq2tThmZRjq3DnR0uC/zgBd61tqSIaYucYIyeX7VvSgTk0QyScnXV93XVz02VreUbUkiKTGY19lsK5zXFaEQFxqqzS67SyJdS4jXwxOuhoTeYDCv02gqjx7bY3GXR4bx6Wm3k5MNYmP1PDwuxyfoTU6RAHTfdwnKvWhd3W4E4tWKivsAsLjce65u521tz9Joavfunbpz53hgoBaRqFRSYm5rK19Z9YDOUMV5KYZHaCPdw9C9IKuI9e1emFcXkpB1Jsl2tPfM714Y1K2wkqVQpAY357mjGPPqVDDZQ6CBrSUwGLH4hTpMi8hiMUUkJgOA/EudmCQ8HyMAQBGJyOMTpGkRSQwo0yLSi/koYvLz5/ipaaIYkCenSCIRZWqa9HyMiBjD5CRxfJyApCMWU6ZFpLEx/OQkid+P9fNXr6y0AYCxvO0ffXjE53GdXVeXO2rCEzKDSjL/hoL+SPJaso94ZqYasrMYUKamyUPDPhMTJElqS51t2fleFDEgD494j40RkLp9Pk4YHycAQBWJKWJAnpomAkCdmiZOT5MmJ4ljEwSRmDw9TQKAIpomi8XIeBZlbJw4PkF89XTQwN4J6H4vkZhcWHSHQlVJTDQkkpTa211ycsycXS5VVlpb3ztV+8guNc1ocAjPYFyvqrbx81eLiLgVEqyF/JUC3Quyilj37gWBvEMwmHnbjNnn/IplNoI59gevJoU0+cIBr2Xv8aIUFpkTCEp5+ZYBDzWionXHxghtz1yamp0mJ4mjz/FNzU5d3e7TInJvr8ezdtfOTre2NufOTjeBEEskKrW2OQuEuKYmx5ER/OQUqavb42mT49QUCQAqn+/B41k9a3dtb3dtaXWZnCItdc6l3WuBl2YhH8GhxuXh1fleFDGg8vuxLS1O4+NEAKgTk8TxCeL0NGlkFD85SRobJ4rElNHneJGY0sf37OxyE4lfODFsLCCrCOheEMjimde93g3vdpBOBrIYkAGgqajsHBkhAOBXXm7j7KLwMFDTP0Ddze1iYeFdG5szdPp1b+8riYn63t6K+QV3wsK1AwI09PQPVdc80NTYk5Fhamd33tvnSnTUrcREA0/Pi35+qj09HgDQORwrGl2VxVINDtY0MZHr6PRc2tLN5V6QNYTMfY4USa+q+EWX6osXMv/S0KPksLGArCKge0Egi2cF3GuZQdyLamFxoqTUou6JbWCQJs5LkUJRzsi47e1zOSX19vXrO4OCtWl01ajom0HB6lVV9z08LoVH3FRV21VQaO7sfCEx0dDA8BiDoZ6WZpSQaBD4UFNf/+DoKGFaREpPN7a2PhMcrNXHx9nYnunqcoXuBZFC1r0WB2wsIKsI6F4QyOJZ/+6FNH6U7h73tHSTrGyTqur7xcUWXl5X8gvMuDyrsXFCQaF5UbFF7aMHvb2era0uvb0eRUUWJaUWpWzL5hankhLz/n6v7BzTklILfj+Wy7MuLLIsKLQQickTk4TWVueKyvstrc4Tk8TaWpuxF+s1LGHOoXuteaB7QdYh0L0gkMWDwby6Juc6hgEAEwAGAKzOTvenTc4AsABgAkAHwHfmUzoAjBmYM/szUW/pM299ZZKlzeywlAuWQvdaB0D3gqxDoHtBIIsHg8Hjr/5ZIFzFE67i8VeJxGtEkhLyGr39lT3xc2+ca3/8VTz+qre3YlLS7aUaeVwF7kWWefGuT7TkO8+Vgmwi76SMa9G95lnK8W2Y9RkqkDUJdC8IZPFgMM/a3SBLRXuHW0HBnRta+wCgLUlDvlLu9erqG5KVNSivLswhQWrnV5bqkBQEvDqv/NUnU1HfqHQA0CanyJNTZInjvvrY0FeWBRG/nLROmdmHLpvDGahzfwTd622B7rV+gO4FgSweDObVRhTytjQ2Ouro7F/T7gUAg+WnVlNrOzJK6OxyGx7xaWiwS0rSHxzy7uN79vR6iESUsTFCvwArHMB197j39HqIpsnTInJ7u6twANfe7vrwocbEJLGn16OP74ksJzb6nDAtIk9MEMcnSNPTlKYmx/Jya1/f68+eufngrzY+dRgY8AIL6ywEgMpgXA8L0wkI0EhM0heJqeMTxMlJ4sQEYXSU0NnlJhDixGLKwKBXe6fr6CgeAEZvr0d7hwsA1Klpcr8AW1hknp5uMjjo3dPr3tvnIRK/TLmr2z0iQufZMxck80sye2/Z3Euy7CJ62W30Yo1ST4RDlm+UrBMpsSL0ypGSdbaRB6JIUkO0DFmpe9aVHdErU+rbBCJLds+1ViVk7QHdCwJZPH+OufbLBgCU+gaHdeBepqZylVUPbG3lk1MMCMRryclGVlan4+L0IiJ1WX6aj+tssbhL6RkmhUUWERE6Pj7XiootQkJvpKQa+flpJCcbW1qeKC296+2tGBN7q6PDFQB6fIJ+efl9HO5KcIhWfsEdKu16QqKhkZEcl2t1+cr2jAxjnNcVkZiyEP0CgMr0VWcw1PLyTOsbHFPTTCqrbGJjbzU+dbJ3OJ+eYUQiK3G41nj8tago3YREg8hovYQEg6Qkw8jIm2lpRkyWmp3DOQJBOT5ePzhY62Gg5tAwHrzoHmMmJRpERelERNwMCbkRFKw5POKzJPW5DO6Ftp/YdJ5EmNArY0s9p06yejZG5nEmsv1eSFJoq4tN50nOKPVIX+REko8kR8F+r/UDdC8IZPGsevdCTZZf4M5vNnq11Lld8+4FAO1xnaMPXpHldz0i4mbbMxcLixMZmcZUmrKziwIef9XR8Ty7xMLY+Fh/P47BVPPzU9fTO4rDKZLJym3PnHPzzOiM6zk5poWF5njCNSJJqavLDQB6RobJHbPjXl5XlJV3xMfrBwZqOTicj4zUTUs3YrHU2jvc7pifEIkpI6P4+fULAGpN7YOSEsua2gc+Poo+PooPH2qVl9+3tT2blGJw1+p4Z6ervf35yIhbXl6KFRXWoaE3NDT2NjQ4FJdY3rc54+xyns/HhYbdTEzUy8szpTGUHzw42y/AjY7iAaAAwKBSVUJDdTIyTai0646O5yaniEtRpe/cvRAxkt2O1inZLVKfosVoLveap7OKLxhGUpPyMDTQvdYPa929Pv/iawyM5Y3/+I//+F8f7Vn57+5cfLB32ari/b/9N+q+PLKkeZvbYMhgZsrOMjAtItc32KdnmJRx7v7/7J13WBS5/8cDioKgqNjO7lm+3v1Umr2c3nn2rjRFsNB770jvS13qFkBFxS6IigrYFSuKBe+w0KQjbRvbJr8/BtZxl6augN7M8354ZjNJJpPJJC+STxIGIwZNZ5t5UCJqtYMg5LaZiZSKypC6jxHv3we1zVhEfVJbfbaxRdslUtuzi83C+qdgL2p+vuerAr+sbJv6hqjy8tDr1x3v3nO5e9fpyZMDFy5a3rrlVFUdevu2E50ek3nZ5vp1x/R0y1cFPllZtmlp5vcfuGVesnz4yP3uPeeMDMsbNx0bm4gQkquqww8f2l9dE5Z6zOhjfcSLF143bjhev25/9apNRWVYTW34lau2L1/5PH3m2fksUQjJVVWE06dNLmRYZ2bavv7H59o1u4uXbLOzHQIDd6Sk6Gdl2+bkOCQn7yVTdC9lWpWVBd+753Llqs35DIsPH4KvXLFBEErONfvHj91u3nK4mmWblm6em+vy4oUXhBQuL/7uPecXL7yzc+yyc+yuZtkKhiO/LUu/O3vl5r3F9kihapeBsPvLCbEXNpKO2Ev0vthhRDRm0U3tBMLZ6+fRj85eXWrzpiVtTZ045+BAeDAgYFtmpo1YttWDkJKX50EI0aj7GCaWhhlC8p27boFB29kcMfzfKaS8p+6DZAeB8eq9X3zbk5TCLDJFR0xvmZqf7xkSolFZSYAYq+S6j+G5uc51dWEQJha89rn/wFnAWxCSKyoJTc3RhW/8OJwEgWNb5xP5Y31kXW0ouoc05pL4gQxCUmNT9J49yx498rxy1Sb7mk15eTCDEfPihVdjY1RWlu2du07v3gdUVoZeu2Z365YjnRFNCFV/9dr35EmT2pqwnOu2z1940ujRBa99bt12fPvWH92qsrKSkJNjm//ck8GMzXvqkXPNTmRbw29Kcw+wl+BdtLmQ4Sd3MoQkzLvGnpMF+whhX5Ygns89t75TPpIAIQVBSHyEBCGFx09AkE+m8Xw+mcONR9p88pEECBMRSObxExCEzObE8fmfFmrHWOujaabw+AnoOCOEZA4nvqYmjM2J6xJQ0LS1sGP5CBlCCp+P7jFKvXzFmkaP4yMJzc0xN246MlkxPH5rAWZz4tpKLBmBJAQhIQgJQjLqXlERyuXFQ0jmQ3RzdAqEZDYnFkG+o609/LQ9KPlzz2h2kQR/215Nn2Mv1CxMNGacvf4Twtnra6uD/y57IZDkF7BtyKhJvV9829Pg0TPOZ5iJ6S23y15JN244bNs29/Fj94aGqD26SxJIuo/z3M+dM3340O3hQ3dn5/UXMizu33fNzrZhs+Py870KC/2ys+1OnzEpKg7y9tl6+rTp8+deGRcsb91ybGiIvHvP+dRJ47fv/MU+Rb+2LvzBA9fkg/uOnzC6dt3+xAmThgaij8+2EyeNqYl779x1dnbZmHHB8shRg5iYXTk59q6um3Jy7CMitRzs1xw+bBgZpZ2VZRsVpR0fr3vnjiuE5Krq0BCC5rt3gVTqXgp1H5Gofe+eE48fL66U9wB7QUi+c8f55EmTkydNrly1hjCRzU5gc+IgpDx46FpUHMxHyAxmDIo4PH4ChxuPICQIE9u2OafweGRmSyyf39qiV1SGP3/hDSGV1RLLxcwcFE0JjUasqCB8KA+prCK0MQoVfppImFRdHdbQENnW0Uhu63SktPmktHU3kgUBhW7R1YAjdpYiSZCANrA7WF0TXlcX0bYMm2gCBPcViiSxhR3X1ExEaYzBjOEjn9AWi6Rf+xJF9xRKzM62KSoK5CMkVkus4M3yeGRWSyyfT8Ls2k5GEAofIfH55E7YSyxjjlj2Qvmpc/YSDDIKfqLs1cmYY27eW5y9fhLh7PW11cF/mr043Pg5ipOlRi/q/RIsoqGjxuc9dRfTWxZmL7QhOX/eYvfuxdnZjomJ+3ftWpJ7z8XbZ1tVdfiRI/oenpsvXbSIJmq9eOHp6LTu4UN3YtTOa9fsDx3Sc3bakHHB0t9/x6PHnjq6i89nWJDIuleu2KYeN4qM0nr00JXHj/+6UZWJk0b12DArfuBH58ew4fK37zi1sGOLiwMhJNPoMeUVhG+p1oTYC0Jy3ceo6Bid69ftL160Op9h8c8/vhCSa+vCL16yTjtncfuOY1q6WW1deEqKwcOHB5488bh+wyn1uBEAoKNKA8UdUVt7IeN6oZ6qLtkLy0/t9nsJ/KM3EiQAeyOsrT3WBh/Xjy2cvb62OvhPsxcCSQWvvWXlBoHxar1fiD+XnLx8RSVBTG9ZlL3INdWhaefMz5w19fXb8fiJl4/v9n//9Y2I0Lh+wz71uNHRYwYXLlrHxeuUlQWTyHvCwrUqKghJSfvPnLEICNhxLs08Jmb3q1c+Hh6bzpwxPZyi9+yZ1+EUvbBwzfsP3L56PfdOGhVcuHpaABw7ZXj5inVg4PbSUkJCgm5pWTA68Pq1n6GAvdDdRROvXrVNPW6ce9+FSNwZFq5RVhYCYeLNW07R0buqqkOJxJ3ePltJpL1+/tvt7dbGxeqePmt66lRn7AXa8Et0jQnsMhBC45KdsBfA2HKhBNZu1xrW0quwqAq7zAR2oQrs+KPAsfdfNK5vEc5eX1sd/NfZC4GkSKLWYIWxYJJu75djjAYMHCC+t9xOvxebHdvUFMnmxDU1E9mc+IbGSD6fVFUd9vadP59Pam4mVlaF1n2M4PLiabToZhoRQkpDI7G4OKCuLozJiin7ENzCjvtYH/HmrT+XG8/lxJWWBJWWBXO47XZ6davQ4uyFqw8JgEOH9ufedztxwsjWZt2duy7fuEmUSL9X4vnzFnfvuly5anPhgmVwsFpdXSSE1ILXPiSSbmqq4d27znlP3P391Morwuzs1paWhVy+YlNeTsA/E1x9SDh7fW11gLMXCYGkBQunDxw9v/fLsUATtIaPGNr9lTy7UmJ+vldgoFpVVShmgXIhG3nBXyrm5DP7+s8dqZ/7J39u3/OZuvkW8EYFVx8SAAWvfaprwo4c0Tt6TB/CxG/+DJN37VpY3xAtcOHxEvj8BB4/obmZyGLFttp1QRKTFUOjE/l8MsTMV0AQCpeXAGFn9l64cPW0cPbC2etb9L4oQG7wIDBuW+8XZVRjN//v90kMTrxYxOIllFSEZt1yrG6IZHITxBVttxXH5cfj7IXrBxMAdR8Jz/IPpJ83q64OqaoK/jYF1deHbto4+/U/3tXVrY7V1SFV1cHV1cHVNSHVNZ9uUV0T3PqzOhj1jP5Ez/HPBFcfEs5eOHt9o5KS98gNG9lXRh5Hr1o0eeRL63ni0iub+QV281/azHtpI7Y4u3Vf63kPjZXfXDLpTgHDGxVcfUgAREX5REf7xccHREX5RkX6fKOIRF8nB/vwcO9vjAf/THD1IeHshbPXt+vvVbOkR6v0fmmevBcoLNYfIQXngJ9AH6eCkpitXHgQZy9cP5IAgH3ywD8TXH1IOHvh7PXtKi0Lkh8qB37Z2PsFeqgSYTyAqj+D6maC4vjtXJjcecmBkIo3Krj6kHD2woWrS+HshbOXWHTylJGc/HAwSad3C7Ts4CkpU76Ab5A5gP9/gD8LILMAovj5JWXAnw0QJYwL5q9wPL3BXhCSq2vCnuQdwBsVXH1IOHvhwtWlcPbC2Utc2rRZWWbU7N4t0EMHjbw+o3twowKQBVIsq030w+H0xMDm5GCG/nJEtR9UBHA2gL8D7uoJ7OD9iMY0OBNAFQBVAZwNoBKAygDOBgh6rgLgbABnA6j49Yz1leyFJEBItbZaRSLtxxsVXH1IOHvhwtWlcPbC2UtcqqkNGzlqGBizthcL9JCBskWzuwc3yoC/SJqZSmTm3WHsX86JNKCVvGo2WcdcP4VhtIpmtp5usYEVZ8sx+6Nl3zLu8qGIEmDq/8nZNIW7cjTDTp3hoMlZO563cGCLwQqmxSa61RbeXMme7fdKgDBp186FFeUReKOCqw8JZy9cuLoUzl44e4lR5zPMZIfIg4navVWgpfv1Zyl3t9+Lv0iaeTSSef4wZwZgTwdN93Oa0pKbot1oVRXNXvosl120x1l0773NOWnNgRbMXcr00jdMq7Ut1xKaLic3ZZCbM5PpestbKkqaT5Po9upcVYmeZy8d7cWlZaF4o4KrD6kr9kIQhNd2IAjydSCFIMiXhh2uMKL7OyOJ4Ri7ufffhUATd4Gxm8HIFWDYXLkxSv1lJ8kOGdOvv1SPZgh+YI6Jk37F2QtnL3Fql/ZCuTH/1zv1yyQd2X79uws3KHulRrMun2D9DphrxjcXvmCE29JjXZueP2T9D3A1lepfPKHbqbMMVzS9KWjKv8NJtGVs/72hprL5LLUhzqvhbFKzxXp+dRlr9wK+IkDEbfWFsxeuH1KdsterV6/MzcxNzS1Mzczd3A+8Lij4In4qLS7NuXIVQkilUk+fPs3lcr8o+JceTU00J+f97975ott1d65r1+3Wb1QeKD1QWmEG+GVD72T+RG0wdgsYtRIMXwAGzwLSk0D/4UBigLSM/IyZcyZMXDB16tqRI9YNHLgtNvZiEvUSADsC/DMuZPwzfLjVPBXX2pomnd2UDyU108aZ/fFH8PNnhUsX+1y79szW9qK8vMWd26/DQnOiidfi428CoP3HspBff3ULCLh0+dIdAHQlgOE3CgCj/v0M3N3NsbkNIeV8hgWZvJ+PiLMFF4sgJG/etKSHkQZnL5y92lczjThq9DAwamUv1Dvj1cYNHPAF7LVwIDPSkf36KSsjpfl6BuNIOPevEXQf/aarZ1pmAa7a741XzzAtNvF+B81nEhuf3uf8MZS3bDAt9kDjxdTGUxSmx17m9pnsZ3dbNBX5KuI3t8fZC9cPqU7Z68qVq0OHDj12PPVSZubdu3eLioqOHz9eUFDQ0tJCoVA+fCi7efPmyRMnkpOTExISPnwo4/N558+fj4iISKImvXnzxsTYeNKEiXfu3ElISDh69AiHw7l3725oaBiJRP7333/odPr58xlnTp1JSIg/fvx4S0tLD7BXTW1YUMiOcRNGysorgOELwMRdPZHJk3TBuO1g9CqgsAgMmQ1kpgCpkUBCGkhIA8mRQHIKAIoSYKkEWCcBNADYY2pyMCUld/RoewD2AqAvI20eGXHN1/sEALt/m+lx6NCd5OQ7aWfvu7ikjRppQybfOHf6PoV8JyfrqeIcd0fH09nZrwjBZzMvPTM1SV2yOORCxrPDh29lnM9XVfbdt+/wo4dvdmtTAdiHsxfOXjh79Rp7IZB07bqd7ODBPVQHYTVm7fzBA7sPN4gq4CwYyPlrJGf1WPbSwYiiBFQG7PkDOX8MRVQAf14/9qJB/Hn9oArgzh/AWSgNlQFUAYiyJPuvkZxVY5B5/RAVwF4mzxe3pRfOXrh+YHXKXtlZOQoKCrt36+rp6cfFxb0pLFw4b+GRw0camxrHjx9/69YtYyPjhfMXnD59WlVVNSSEEBlNXL7ijzNnzgT6B6SlpVnb2E6fMb2goGDvnj1ubm6nz5z+/bffjx8/ERQY/OeKPy9dyvz7r5X6evuPHz+hoKBw797d78pe167bbdqsIi0jLT18Khiz7nvl53g1MGYtGLEUyM8BMlOB1GggKQskpIDkMCA5GUjMlgCLJMBqCbBDogP6AcBQRtpEfoh5P0kj1EVSwlBG2nSAlLEEMARAX0rK8JcxDkOGWAKgB4B+//4Gv4yxHj7MQnqgST9JIwD2jxppN2SwhfRA04EDjAHQk5M1mTjBUUbaDAADCQn90aPtRwy3BMAAZy+cvXD26k32QiDJyHiF7MhpPV3pj1imoSAFVQBUbJuZ2NbF9UkivV+IctvsRWUAVQGiAhDltuUk2vwjKgBRAYhim5RaLyGqAFFujbaLfi+V1vhx9sL1k6tT9rp6JWvo0GHPnz8vLy9vamoqLCxcvHBxfFz88xfPR48effv2bWNjY3U1dQihtra2u7u7pYXVxo2bKioqbt68mZubSyaTFy9ezONxtXftcnV1DQoKVlRUrK+vv3371ty5cxMTk1avWn3kSAqEcMKECenp6d+DveobIiKJWuMmjJSVHw6GzQUTtMSTbxM0wZh1YMQyyeHKQ36ZOXzMhAEy8gBIAkl5IDkeSPwuAeZLgJUSYJuEyAAfAAYA6KHk1DHZGIgEMcCc62M8GACwH4D9AOhJAAOUz1D/oPXnZ7FhoxK9Ec5eOHvh7NVzYrJiJk4aBUau6NFKf5iqy2hJ3pIhtD1LeUuHIYqArwigEuAukOYsH8ZZNZr75yhECUBlgCgBZA7gKQFEEfDmSrKXyHEWy7asn8hXleIpAb4iQFQAfw7gKwGkDZj4qhIsszUs45UsszXsHb8hswGcA/hKgD1/AHvZEEQR8JVAa+SKrTFDFcBXBHxlwFcCrNW/cP/+BZkD+EoAqgD0hK/YGZDh7IXrh1Sn7PX48ZNt27Y1NzWhP9lsNoFA0NDQDAkO2bB+w4sXL8PDwn18fCGE/v7+JBLpzZt/zSws9PUNtLS0rly5eufWreXLl6elnQvw9yeRSBUVFa6urnp6evv27UtISCj/UG5ra3flyhUI4a5du+7duyde9rqX66SmsaCto+trJ3RP0AK/bETN3mVH/T5szKQhw4b3l+o/bPgQJZWp6poLPD03pqTsv3nLWkfHAAC97lDLhPH2GhrkVatiZs3y7t/fEID9AOgDsB9lMgkMmQn+tgH5WhhsAAAgAElEQVSWwFEPvRcA+kOHWq5bF/fnn5GrV0ePHmXf5kd/4ABTOTkLTFQGbTfSA5jYpk5xlZU1BUCvLQH6bZF3wWQ4e+Hs1Z1Mx9mrC93LdZIdLCe2fwq7oYHD/i9hHGD56dKSfVt2z2XpzGfsW8ZZ/QvTYw/NS4+mNpth8Cd32RDWqvEtGyazdeczdRexNk9jGv7ZFGLNMFzB3DaTrT2XuW8JS0uJ88dghsFC5r6l7K0z+HMlERXQsnUG41gkU30Wc8fv9C3/Y62bxFGfxVw/qSnWg262hr1tBmPvEpb6bPby4QxtVeb+JS3qs7jLhzH2LWPuVKVv+52uNqtFfTZr7yKG3grusiHsnUoM7Xkt+5dyVwxrpzcOZy9cP646ZS8EQdhsNtaFz+c3Nze3tLSw2Ww+n8/lclELeuxJfX09i8VCgzMYDAaDweVyeTweGkNjYyONRkOvcjgcPp8PIRScfDt7PX3qFkXcOXHy6C/r6JqoDcZuBqP+AsPny4yaNXTMr/IKIwYMHDBEXm7m7xM3blZ1dFwbF699Ncu68I0vhxsvVIHzEaKxiW2X7AWA4SAZcxuL5D8We8/+zd3F4dS27fFzZvtMmui8eFHIAlWPqVNdhgyxXryI8Mey0DGjbRXn+CyYHzhtmpvsIPPFi0Lmzw+YNNHhfzMOrFgROnWql6SEkSQwXPln2IEDl6ZOdZs+3W3KRJcpE+1nzPCYOdPD3PT4mpVREyc4LV9OmPk/j8FylosXBy5aFKys5D9sqNWSxQQlJb/Jk1znqnrPmuU9f37gwgXBw4Za/fY/lyWLg5WV/OWHWHfeJYazF85e3cl0nL26lr39GrkRk3qs0h88dHL6mlmM8wlMZzU60aVllwrddhs9yIwR6UB30qLZqzMi7FkGy5uDLOl7FjcE2TATnDnJdjTrbTTP/YwQi8YQa5q9Wov6LDrRmWG2gnXYnmW7ne6yk7tQGlEEzFhneoBJg+nGZt3FzBUj6mO8mo8SWzZMph2PYexb1nD5FD3ClpFwgEawoQWaMQz/pBMsmXsWMU75MVx20ezVGWE29AM6LYYrmnyN6ZYbGalExu559BALps4CfgfrsuLsheuHVF9d3+srjuzsazN/ny41QEpm+BQwenX7zztJB4zbBkavAsMXSCnMGvrLtKEjRssMkpEZJD1l6ti//p5tZv4XMVrrfIbZ8xeezTRiNyvwbrOXgby8VUrKEy2tpP37Di5dEuxxIGPjxjhb21PLlhLmzPYID7+2fXPUts1ExTl+Ntan/P0zLSxOEQg506cfiIu+tkc7bu5cL1ubEx6uGQvmhUhKGMnJWlhbnt235+C6v/1VFN2GD7MMC77k5np+5v88goOy/lrhS6Vct7I84+R4xtjomLH+kQXzg4OCcubN9QsPu75mTbS+fsr2bfGODudmz/bV1EwyNT7u6nJm8UI/I8MjSor+AOzH2Qtnr2/MdJy9uhaHGz99xljJkUt7ptKXHzL6npU63X0PS+8Phscelv7yRg89hskqRowr3Wgly2ojc/c8eqxri9r/Mey304LNGM47GERjpu12hpMmw24H3Xs/3VWTsX8pI8yGbrOFqTOfZfQX0/hv3hzAVpFgZoexrNezLNa0qP0fW3N2U6RzU6gdY91EBsWXqalEp/gyLDfSTVYxbLdx9i1h7V/GMFrZ5KBFt1hPPxjAtN9BDzSl2+9gma9rDrKiG69qinDiLB9G99HnLB2M9Ei/F7ZFSc/K6/0W+suVm/cWTX+7V+vqaRDCwqKqXk/nf10/PnvRaLTYuLhJU6bJyA2XGKYKJmiCyYKphauBwmLJYYpDxkwfOvKXQXKy/fv3Gzdh5KIlM/UNlocQdpw8ZfTwkWtNbdg3VuDd7/eaMc3Zy/20BDDq389ETs5ij07S+PEOu3Ylr1oVsX490dry+PZN4bq7Excv9rezPqmzO1FLM3bJgsBN62J0dUiWpoc0NZM3b4rx8bm0cEEAAAajRtmSSHdXrQpfvTpyxnTXv/4MNTZOdXE4OnGCU3Bw1qz/8wzwv7x7J3XBXF8nx9PjxjrMnxeoqZG4YT1RZ3fS3j3JZqbHly4NMjE5umxZmJHh8bV/R+kbHp86xUFbM364vHUn5mg4e+Hs1c1Mx9mrW8p76i4zSAaMV+uBSl9ugEzlsmHcpXL8hdLcFcOYG3/lrRrNnyfFWTeB86cCf6kcsnAgb9VoOK8/b5E0c+t0ztpx3OXDOStHsleN4S2R5S0cwNk0mblxCu+PIZwVw3kLBnCXDuYvkYUqgK8qwd08gbNtOmfrNM6q0ZwVw3mLZLl/DOMtkWWtn8RbKM1eNYa1YQp3+VDOEjn+Yhnen8N5Cwdy/hzB3DiFs3Ycd4kcd+lg7ophrC3TW1aO5i2WYS8fzp8vxf1rRA/Ye0Ufyoaf81ZhUdU34pel11EIoaXXUfG+wcKiqk7gKTfvLQpYoolH01NXT/sPsld6Vh7sgEd7Rz8yez169Ehnz74BA6X7DZAFclPBUKUBw6YPGTFWTl4eADBi1FBl1ak7tRf5+G45nLL/1m2HikrC96g2u89eEsBQTtZUfrApAIYAGA4cYDJksEX/fsZS/Y2nTnWeMsVJUsJITtZ8xgzXEQpWA6VMJk50nPKra/9+RgrDbKZNdRk50mbIYKspk10mT3aSHmgCgKGUlPH0aW6/TnGZPs1tpIL1uLH2Awcajv3FYZCM2ZQpzgMHmI4b6zBtmuugQeYjR9hKSZnID7GUGWg6QsFm2jSXEQpW8vKWAwaYjB5lO2mi06iR9gOkTIbKWw2SMZcfYgVwW3ucvcSR6Th7dVd+AdvkFMb1QKUvCSRapyuqtBrUQ3QnbME0RpW2TRhV2q4qY6QCYJu9fCsSKWOmRioCqPR5VMpt8ahiAqp8uvQpDcoYz8qYOY+dznwUF3tBCHPz3oo3q3uRvdC/7QbsPPjPKpy9xHI0NDTMmj0HXXNcfqjCb/+nuGWbmp2dw9p1Sw8f3ltUFNSTdeYXsZfIjEUDiU9TFwXzE7En+kDYQ6tjWyR62EsSrfMcUXf0XF/isxthY0Yv6WNvJPH5REicvXD2+pZMx9mru+Jw42fPmSQ5YsH3rfHHqysMkPoe62z1lsTCXmjDvEw9oCMPKEUJDqzPunpaelaeYKRPQDwCF/RAwQ7tXRPEhmIZ6ogeQlSEJgw9og9lL1MPEGoLRdOMUhd6i+hD2QJ3NKyl11Eh9sI+GhbX0rPyBPFgU4uNTXB0lGZBykXzRKiLMTfvrSAgmgxstgg9Y7s5IHhAtNsPYmBa4CKUnt7Uj8leXC739u3br1+/Ro360aO5md79de3FqC9ir59GOHvh7NWdTMfZ6wtU8NpbVk4WjNv2HWv8XzbOkh3Imw3EK/4cAJUBf46Yo+1SyGxQ8ysoid7ChQc7yNVusRfKBB1dRSFA0GCjiCAAEaEBPohp8kX7vQQ8gXXBkhA2KiEiFITqTr+XqLd23VFSEfhBO8ywdxdCSYChHEEobIToA6JpFnp8rDc0BsGTFhZVYfMNzSLBrbGDpGhAoXeB3k6Ag+gdheizD/Z78XhQvIIQ8vlijhMVOhWy3cgRBNbX0+zs97592zvsZWhkDcA+TB/Sl8rgaz0bAGD0Dff96tQa9Oun5+hoirMXzl6dZDrOXl+mSKKW3LDRYJLu96rxR/21ZPKIl6YqYtQrM9X7e2ZlbJz8xGDOK7PPr5qpvDRTfWnWvai66e1z5e+f/SHDAOmwgHWLvQqLqkRH6NolElEXoavYwb6O2KuTUUi0B0iAIO0anHWTvbAYhMaGgkgnwXPz3gouCcFKJ+OnaA+ZaAygrVNQEBzbS4fNqI4wUTQlQvFjc0kIy0B7KCmej0gsAuDgwQgx6tChSH8/Tyo1XLzRHjwYcehQBJUaGhbmm5AQcuhQpOh9ExKC3dw0KypDep69EBgXF+fw55/Ga9darV1ruW6d5dq1X6PuB1y3znLtOst166yWLTOeNk1z1Sqzdeusvu6mX6316y2oiXY4e+Hs1Umm4+z1xZq/YFr/kfO+V42vsEjf+K9mTrwYxYLke3meXkHqb8tCGHySwJ3GTWAhZCafxELIdB6p80gYvAQ6N+Er7t7EiWPz42GH+SkG9hJlICwrCLEXto3viL2EBgqFBunQmEVJot27iwoLLvDzsc52g2OH9rC9TUKwIpQeoUFYgc+O+r2E7iJ0r+6zF9pDJnR0xF7YaPsge7196/P2nc/bdz6fTrDnb33evvN5986n6L3vu7dtLpiTd+98iot9BY6lpf7r1/3++In7u3cYb6LRvvsskk8noo5tnouK/B49cnJyXH32rFFJqf+7dz7v3n0e21uf2towHv/L2o6OvlnYDT9Y8XjxHE4MhxPD5cWw2dEcTgyHG8PhxnA40a3q7GcMhxPD4caysT+F/Hw6Rz3HsDkxCBL/8pWHs8ua+vpQHg8T+XdX69PxEaGlznD2wtnrs0zH2euL9b4oQGaQNBi7+XvU+JLDFAkENQjJYlXi8+deBIJmVVUYhNQ2RwqrJe72HecLFyzPpVlU1wguUQQeIKRASIKQwueTyitCamvCIaSiLth4ukxAp/kpBnuv78pe6FiewEUQs1jYSzBQiE2kKJEIUogN2wl7tTsIi31AwSHw0y50dvREnbNXR8/+w7EXhIkQJkFIhTAZwsTPRYUwCcJEHo/S3EyEMAnCpLKysKKi4OvXHbKybFNS9GtrI0vLghEEjSQRwoPa2osam2LaviwxKunjx4iICK3Hjz0gPAghlY+Q2lJIRf0grd8pBa1X2z5btJolCX3yCOoTIXN5nzwLAnK5JD7SWj/z+KS2WqLVQ7vVOOqBRotOPW7UFqHAXajCIUNI4SNkBEEdqRCSGxuJ586ZQ5jU5o2KSc+nighByBBSz54xbmgkQpj4zz++bgc20unRbTfqGQnqPeHGEWcvnL2wmY6z19coKXmP3LCR32PkUW70/46l6os3tRBS8/M9Q0I0KisJbXUWCULy+QwLMlm3vILw8L7L4yfumZets7Jtb99xysiwSE+3qKwMKyjwTj9vfizVoLg40Mh4+fUbDrn3XU6fMf7nH9/3RYFnz1qcO2f2sT6yO//7dqxusRcKSR2tKPFFY47YNl5g/S24Koog2EFGIVzoKEmi425CVwXggiagI7wTjaqb7IUdZAQibNRumjuf8vlFY44d9VB2zl7Ynr8+IQDu3nN+/Njt30JfMlmXTNYJC9eMidlpbLxcc+eirTvmzV/828zfJ47+ZeQgOdkBA6UAAIMGD5GTl5eVVwAAjJ8w4vYdZz//HfUNxLynHgUF3nw+SVt7Yd1H4rd9L+1+4JTa2rDQUM1Hj9wgTE5J0X+W79nQGFVaFtTUHAUhGcJkEmnvrdtOHz9GIpDc1BxVXBLYTItmt8QxWbF8hFTfEMlqia2sCisrC+ZyE2i06PLykNRUo8ePPeobIktLgxnMGD6fVFMTVlQUlJKiX1wSBCHl7l3nEyeNqqpDOZx4OiMaQkpDQySbE9veAyZASLly2TYhQefKFZvomJ2XLlmz2LEQJmZcsDyaqh8Tq/348YGzZ81SUvRPnDQ8fsKIRNJ9/Y//hYtWR48ZBgaqBwerX71qS2fEXLtmd+WK7fHjJlTqvmf5nmfPmsbF6Z48afIkz+PUKbOjRw0MjVY0NkZCSH392sfVbWMzjSiWxujb3xHOXjh7YTMdZ6+v1F8rZw0YoSj2Gl9+5Lhr1+3Em9T22Ivc0BBJpuy9ccMBwoNFxUENjURT07/+/dfXzW1TXJxOWJjWmTMmiYn70tIs1NXmFxT4uLptzsq2NzNfeeiwfupx48tXbKhUvcjInRUVoT3AXoIGHssN6Mw70F7nEBZlumQvbJwd9Xthw2LBCLZna9/5zAAhOkEH6bBkI9obhN4CTVv3+72wJu1CacMeQpMSsBmFtbXvJnuht8NmeF09DWtr3zl7iX29j6/WgEHyAwYOkJKRHTREQXrI6EEKk6WGTu03bBYYqgQUFoERS8HoVWDMWjBuOxivJvg3THLkUmkZGWub1QxmzLXrDiSy7pUrdg4O606cNGYwYnbvXvT92euQmdlfFZVhPj5bz5wxuXXLEe36cnZef/q0sb//llcFPmTynosXLc6dMzt+3PD+A/eS0pBjqQbUxL1HjxodP2GcfHB/Wrp5xgULQ8PlFy/ZUKl709LN4+J08vM9Dh3aH0XUik/QQYHG1W3jiZNGx1KNjx41yMmyffnC8+Qp448fIzro/Up0cl7/usD71Enj2FjtY6kGEFIgTHZ335z/3DMz0yYhQdfNddPbQj8Kdc/79wEpKfpkyl5v7601tWFeXptzrjkQQjWe5XsePWZsabU6/7l30fuAa9fsd+9elJPtcOKkiaPThqxs24eP3BKT9rBYsTh7fUnacPbC2UukTPRZ9iotC5IfOhj8skG8Nf6QYcPfFwWIN6kd9Xvl5NiTSHtycuwpFJ2Xr7yPpRrSaMTk5P2HD+sdSzVISzc7fNjg/HkLZ+f1z597R0TsevDALTREjUzWefzE7cRJ47R0cx/fbQxG9LeVyS9Y117IhkmUmQQHNlQn7AUwtlxobO0OvQlWQED7wIQoRHT8DmAWWRB9CiFwERofBCKgI7CgQu3iu2nvJZQwLD6KGpNhu9wEoTrq7RN9hHZTIsp2nbMX9u59h8C+QOO2Scv/8uv0sY8euUFIptGJFMre7Gzbi5esE5P2pRzRZ7Fivzd7Pck7UFMb7uyy8cVLn0OHDUIIahkXLCA8eC/XNSZGu+h9gIvLumOpRkeOGD596kml7gsJ0bh4yTIsTPPWLWcT05V1dRFpaRZBwWok0p7CwoDwCE0f363uBzYmkHS9fbYcOWqQnWNLoey9lGkNIbWFHauru6SsLPToUeOLlywPHdrv4LDu9esOp1JCSImN211bF5mYuDc11fDECSMID70vCjrgsTE11TA5eX9JKeHoMQMeLyE7y/pwit7RY4Zv3wUmJOimp5sTiTuLioOjiFrUxH23brlk59ilpZkdPqxfWRUWE7P7+HGjmzed7t1zTj1mGBqqXvDaB0ISzl5fkjacvXD2EikTfZa9EEg6ecpITn44mKQjxhpcaoCU0H604shGYfZC2vCrujbs3Xt/Njuew4njcOMhJLNb4kpLg2n0GAip1dVhH+vCaTQimx1XXR3K5SVUV4fW1oZDSGa1xBaXBNKao765IcH3c+w5idKP6Kgrri/WJF2pESqDZAcFBG3PyLCsqQmHkMzhxBYVBbBa4t6+9b//wKWikgAh9XuPOT7JO1BaFvzsmce79/4XL1lk59gVvvGHMOnlK6+rV20uXbLOz/eqqgo9n26WmWnz9l3Ao8ceVy/bnDxhVFUVlpNjx2DE3H/gWlEZmpVldy7N9PETj6LioMxMq5xrDiWlQa//8UtPM7+QYV5SEgghtbGJePas2aVLNnfvuTTToiPCtc6cMYEwsZOnazUmQ8hcXgJq3ZWX5/78uRebHS8wLUVaV6YgIUirNZvApAxByHwEPadwuPGoQRg2Nh6PxEfIbf9e4uzV/bTh7IWzl0iZ6MvshUDSho3KA0f8LrZKfKK2rNwgsSeyXfYSvLK2+o6EwTKsaa2gLqOI+KeI4y3j7NWjEurQ6nx4FFfXGrNOVn74uvXKZWVhgi+lzYZdMHklEf27a9eC7z/mmNj6kSIkFEoEHzKPH9/6zbZeokJIQhBSmxn+p0+ezycJKAeBgnNyWy0hqCioXF4Cn0d6+MDl5i1HBGnf1r69BLee8JEEBEF/ftaucbhxbE485o4koVk7mDxMgO044uz1RWnD2QtnL5Ey0cfZq6Y2TGGEPBizVjz1+Lhtk6b8IvZEdsJefUA4e/WohAYEO1m5A1cXmrhr0KjfhivInztnVlIa/CzfG4EUCKnXrts302IF4IVAMoKgANRD7IVxF/LW/nl7EXb/1q0J+LqVw9q9EYSJ2dm2aekWlZWhPF5CMy0KQUgtLXFMVsyXJAxnr+6nDWcvnL0+i40EYeLdeweCgndwON39j6rndT7DTHaIPJi4Swy1+ejV8xf+T+wphDDp+XNvAkGjqiq8hxdX7IZw9sL1A2rkCulBsrt1ltx/4JJ52YoQqpFyxADCgwik7Nv7x9lz5pevWJeVheQ99Xz/Pujx4wN8fkLPs9cPKgiTyGTd6OidwcEa+fkevr7b6hsi4xN0K6u+oFnB2etL0oaz13+YvQTdyxhRCv/19fHZrq4+NzPTmtUS2+U6Ur0lrZ0LZUbMEEOFPmKp5s7F4k4epbycEB6uoaa2ICXFgEaL7vXs+lwknL1w/UgarzZgyPiRo4aZmKwgk3UdndYXlwTHxu25edMBwoO3bjklJu4vKwu2tl79qsDP1XXjyVOmj5+498CY4yBZaYAf+NE3jomTfsXZ68dgLzojpr4+su5jFKpmWuzFS9beXlsjInbb2q2Oi9P28trc2BRTVxcl8NN3VFIaMmLkMDBq5bdW60OV7e3XijFhTc0x9x+4e3puDQ3VcHLaEB2jbWu7tromotdzDKNIJjNObfs8nL1w9XVN0pVUmCszSEZTawGVuu/wYf3KqlAPj82pqYbxCbpNzVEQJqamGlKoe1NTTS5csCgtDTIyWn7jhiNau35v9sI/H1x9SKALuMLZq/fZC0JyRWXY/r3L/P22hhDUQgjqIQR1Qqi6i+umgte+j594hRDUaLTYiAjNkJDWq31QRsYrpAbKgAla31JepYbNUFObK8ZUhYVreHptvnbdrrDQPyxMs7Y2kkTaE9zHspEQquHuvqGhgYg3Hrj6rn7ZOHj4qEWL/1fw2pvNiav7GNFMIyIImUaPrq0LZzBaF09vYcc2NkXU1YWzOQnn0sxOnzHCmN7j7IXrPyOcvX4E9qK8eevv5LSBTo+BkIpRIoRUga192z4efVcGhn/KDP/1W8qr/OgpmZnW4k5YIoRJGFv7vpmNSQgk440Hrr6oidoyo2bLD5VLTTWA7cz//XSO/cnjxdfWhX9+CWcvXP8Z4ez1Q7DX23cBTk4baDThxaJgn5/niBWTFTNx0igwcsVXl1d5hdF5T93FnjDYp+c5fhLeeODqcxq1Uk5eXnfP4vqGiC//7iifTy3E2QvXf0Y4e3X10eLsJU7dy3WSlpEB49W/rrzKyA6qqQ0Te6q6zV69PAEHbzxw9SFN0Bw8aurESaPEtccXzl64/kPC2aurjxZnLzHL1m61rMKkryuvkpKS3yNJHbMXGbPkRAKCWV4VgWSxtxBdCm88cPUdSQ+SdXPbwGTFiO8zxNkL139GOHt19dHi7CVmcbjx02eMlRyx6IsL63i1EaOGfY8ktcteEJJp9JiP9RF8pG1ReyShqSkSfSNsdhyTGY0uVC1Y+wPBLH+PXdcesxmI8PLTXyS88cDVhwSAuD9DnL1w/WeEs1dXHy3OXuJX3lP3gdIDwXi1LyusY9bNUZr6PdIjyl4Qklta4g8d0gsMUqupC0fXAKuoCAsOVkcQ0sf6iLR0s6wsWwYz/sOHUDYnrrIytKExCkISjRZdXhHKYEaz2fFVFaEf64kIpDQ1E6urQrm8eA4voaYqrLY2kvdV6wfijQeuPiScvXDh+mrh7NXVR4uz13eRj982OYVxX1ZYR65Yt0HleyRGiL3QTdzSz1u6u28Oj9B68sQtNdUwPd0sPHynv/+OlBS9c2lmXt5bYmJ3x8Ronzxl4ui4Ljxc08tr8/0HriSyrn/Ajmf5Hgkk3WjiLhJ5z527Lvb2awP8d5w+Y375qi2BoBETs7uh8WvWksYbD1x9SD8je9XV0wTbSWG39fyBlJ6Vh6Z/mXqA6NXCoip8p6w+IZy9uvpocfb6LuJw42fPmSSpMPcLCuvw+RaWf3+PxIiy17N8b2eXjbduO3l4bM68bOfnt6Ow0CcwcNutO04urhuKiwNTjuh7em7OzXUuLg62tV2TkWEdHa1z/77b0aOGQUE70tIsz2dYHT1mFBWlFRGxk0LRO3bM5EiKUc41+6PHDKOitJppUTh74fqx9XOxl6XXUdFt1L8Rv9C9QaMPZYs353Pz3nYCTyh71dXTRBOPpqeunvYfZC80W3o9GZ+Es1dXHy3OXt9LBa+9pWWkwbht3Sys/YfPCiHs+B4pEWIvDifu0SP30tIQCJNeFXgVFwffvOV44aLF2XMmTFZsVrbNiZNGj5+4P3/uWV0dBiH5ylWbjAyLwjf+NTVhaemm5zPMC9/4Xb/ukJZm9viJ24cPhJMnje/ecWpsjLx/3/XMGdPbt53ZnNivaGBw9sLVh/RzsVddPa2wqEq8WdSL7NUuaqABOw/+swpnL5y9cPb6pEiiluzQUWCSbncK6+DRM1JTDb/PyqXJL174hIZpVleHta2tmvT5SRKEyRAeRD1DeBDC5LZLiRAehPBg20/BeTLGD3qe2BY2SSgBSPcKA85euPqQfiL2ij6UDSG09DrakQe0V0xwYIfzCouqcvPeCkb6BA081gVCiIIdGo8gNhTL0LtjvQmEjQT1DD8/RNOMBkGxLz0rD3sJjUSIvbCPhnVHU4XGg00ANrZ2M0TowbEBc/PeChyxaRPKQzQZ2GwRekbs0LAgB9CkWnodFVwV9Pxh/Ys+SG99Pjh7df7R4uz1fTV/wbT+CkrdKayDFcYeit/1+qGz2PU2z/XMSSNby/V3Mi3/fYw6OrVefSTw5oRxdBKOBHV5JBTW6fVDp9ePnF8/cvoUzyPh4K9yHWvLgzCLWXQonL1w9SH9ROwl4JV2r6IQIGiwUc+CJh+1oMI28wJ+Eu33EoCO4F7Rh7KxvIWFEqFUCRCkO/1eot7adUdJReAHO1IpQJ+OEiM4x0YoIDaAAU1BRgnljOBJhfJQCASFuiSxAbHQLMBE9Cd6d6G31vtfDebzwdmr848WZ6/vq/dFATKDpMHYzV0WVtkBMs/mDapfJit2NSyTrWaj7tgAACAASURBVF46qGyeTN0S8UfeuRqXyb5XHfCeqs6HyV3m1XCFwQA/8KNvHBMnjRJvVdCL7IX2x3R0VdR2CuuCRQqhNr4j9uqk3wXtARKFDKHUdoe9hNCnrp6GxtZJ8Ny8t4JnwVJUu88iEOpTNAbsTdHEYOkWmwyhPOyIGtFzocQL3oVoCrGvCWcvnL1w9hIWNWmPrLwCmKTTeWHtLynJVQJQ+ftIBUCV7xZ5p/o4A5TEbePBZLE0ORCS2Zx4R8d1rwq8IKRi3JMPHtQ7nGKAQNKX3gjCRB+fbbfvOCEICUF6v8C0+9TFRQEeHtsqqyK604PYlwUhubExKi5ud06OnViqnR9FfZa9RBkIywpC3IBFlo7YS2igsN3RyU5Yp5vsBTA9Rlj0EQqOHdrD9jYJsZdQPmDHIrE9eR31ewndRehe3Wcv7Kil4OiIvbDR4uyFsxfOXu3or5WzpBRmdVZSJ2gN6d8fqoJvEYL+Vf6k7gRBUDL7tlt3orqZoDh+O7cb/V7dKy04e+Hs9UOqz9p7fVf2QmFCgDiC2MTCXoKBQmwiscGFxk87Gj0Uygf0KYQG/rDsJTgE6ReNraP8FH1AIfbq6Nlx9sLZq7MqAGevdlVaFjREXg78sqHDkjp282TpAd8OOsgcwF8gzVk1hrN6LH/RIESpC//8uZK8PwbxF0rh7IWzV489C85e4o65C/ZCm+2OVpT4ojFHIcjokr2wg4xCsXU05ig67iZ0FQsZ6HN1BFhCQ4TdZC/sIKOQz8KiqnbT3G6HX7tPDboac+wIoTpnL6E0975w9urqo8XZq4d08pTRoMFDwETt9kvq6FVLhnwze80GXO2Z9MzDDVfP1p1Lab6eTnfQRGYDqAh4yhJ8ZQDnAKgCECXAVwY8FUn+LMBaPY597WCL5WpuNzrJcPbqLeHs9RPou7JXTU0Xa0ygbTMWg9Kz8tCfop1D7fZUtYssQnF21O+FBQtsBxVsz9a+85kBQnSCRoJFGdF+L2yXVff7vVDKEQw+CgY0hQYEsQZn2ISlZ+Vhbe27yV7o7bCeC4uqsLb2nbNXJ1NZe1o4e3X10eLs1XPasFFFaujM9kuqwmJNha/vfEJUAVQCLcuHsx5cYqRGcdeNZ234le6xj2a1mTOvP9NuW/PJhMazyQw/Y97SwUzLjY1HY5rOUJtCbBhbp7NeP2U5anK66iHD2asXhbPXT6DvyV7kjx/DO2cvIGLDhGUmoaE0bKjO2UsQEI2t3e4fwQoIaB+YEIWIjt9hg4gSmBB7CY0PipINOscQpS5sj1rn9l5Ci18IfKZn5XWSG4J7CWVv99lLkBLRbOmcvbB37xMEhrNXVx8tzl49p9paopy0NBi9qp2SOlTJ85ev5xtEFSBzAHPbTEZRYYuTJuc30Bhq25RxhH0imu6yq/FZLt1yE3PLdGZ5CcNRk+6yk072bso82fzycbP5BlZ+LstBnYP3e+Hs1VPPgrOX2LOUy4vvkr1wfaNE6Uew5lavp63PCWevrj5anL16ThAmuaz/P5n+A8HEXUIlVXbwlOTJ30Y5KoA3V4J+kNB87yrdXr3ZQaPh5pWWf/KaHDUbH9+i+RrTLDcxC1/QLdY3FjylJfoxjobQXj2h221lFeSxnHfi7IWzV489C85e3yN+nL16QFBkX6a+ZWXVd4SzV1fVAc5ePScIk86YLNMY3l968BShkjp00MjM6d8MOsqAv0SW4axFSw6pS45gRTgy9i7lzu/PMl75MTm8MTG4xfhv7gIpuo/RxwQflp8209uApanI9DNiqs/h4+yFs1dPPQvOXt8jfpy9ekBC47b/wc2LuiucvbqqDnD26jmh7FWnJDlSqj8YuQJbUocMlH3xe2v31acVH9pd+qHz9SCUATIb8JUBb64kfw6AswGiAhBFwFeR4KtIIKit/WzAVZVE5gC+IkBUAV8JIF+0xsQXLkiBs5dYnhpnrx9dOHvh+g8JZ6+uqgOcvXpOKHu1qEhemyEh3V8KTNASlFTpfv1rFQFUBXwVCf5cSZSieKqSiKoEFnoQZYDM78+f10/giGA7vZQAf64kb74UoiqBEhIiCkwqgL1Ilr1Mnr1Mnrdw4CfqUsJ47li8ef358z9bh6zLUDh7ieWp22Wvr2jF4VeFwtzrW+ufPsVeEJI7qam6X4mJqJ1cwtkL139IOHt1VfXg7NVzErAXX1XCYGQ/GdlxrcV0kk5/SQmoApBF0gzPfSyz1chvgL3tN7q/Me/vMVwVwJnbD1GRYG+Y3LLj95Y141rWjEeUAKIM+KoSfBUJzjwp/hzA/XsUQ0uJ+fcY5pbpvPkD2PMH8pVbgYynKsFvYyzOokGNoQ6NxuubTNezts5A5gCoCBBlwNgyk6mphCgCjqokT0UCKgFEGXDnS/GVJaEK4KhIcOdJ8VQkGOsnc1aP46r046lKttKeqgR3Xn/Y8ZAlzl5ieWpR9oKQzOEkoPQAIRm2OUJIQf1ASIKQgl4SuDc3E7nceNQd+eSB0iYyxv1TJAik8PhfDSLCz9IX2At96qrq0MI3fmx2/Oc50HpCY0Tz+KS2DEQdSUirB7Ko/7YcoyDIZ0Ha/CTh7IXrvyKcvbqqgHD26jlh2YupDCYM7A9GLAWT94LxaiMGSEEVgPwxhHH5KCPYgvnHMGayKzPBsclpF91qE8NzL2vfYgbZmxFiwTRYzgg2Z2+a0qK/nKm7kOlvzPDVZ7tq0B01P1JDaK676XormD4GDLvtTK99rK3TWyIs6R46DIu1vAUD+cqAabyaTvFm7l3M1FRs3vJbs+k6hps2S3NO/blD9U46dDed5khbmrs2a+9ihpcu3VGN6b2/ZcNkWrwr3UOHYbSqyWwjy/hvhsMOur8JS+13hvtupsN2WqBRi9r/dbSOK85eYnlqIfaCkFxbG0EkarHZsWVlgTW1oagjqyWmuia0tCwIQgqHk1BcEvCxPhxCcjONWPYh6FKmlX/AjpLSoJKSgIaGSAQh1zdEVlYSPtZHlFeE1NaFV1WH1tSGQUiu/xheUhrI5sRDSPlQHlxQ4BUbuxvCJLE8S6+zF4RkBjPmzFmT5OT92Tl2QUFqVVWhdXXh5RXBTc1R79/719aFFxUHJSfve/XKk8GM5vFIxSWB1TUEPkJqphFLSwM/1ke8fesfGbWLwYwpKwuqqiJU14SWlgZyOPG37ziePGXC5sQXFwfU1IRCSG5siioqDmhhx+Hsheu/Ipy9uqqDcPbqOWHZC1EFuTOBdL/+YLw6GLNWSW4AVAUtW6bTDwXTw+3orlr0E0Sm5UZ6hD1nzTiG4V/0EHM6wYJh+CfDUYPup0/3N6J77WswWtvgqsvy0GSnOtItN9JtNjF89BtJvnTTtZzlw+jxngz7zRy/nS2Gf9IdNbhz+/OVAPOYN8t2I1tvKUdLkf2XQn1KVOPxONafI5jJAQxNpabLpxgmq5vsNRiR9nQHdebW/zGCzekGK5hu2nRfA7qDGiPBk+a6i7tlGs1Bg2a3nXEssmX1OLqfIWvbTJy9vmfJaYe9TpwwPnPW9Ow505iYXdnZds3NRAiTkpP3n0szTz64LzPTJjXV6MJFy9NnTLNz7KnUPennLfbuXXouzTw+QefiJcvTZ0zOpZmRyXtv3HBxclp/6ZK1peXfFy9ZxcXtvnnd4dAhvdRUk9u3XU+eNEw/bx4XtzskRE1MtURfYK/E6zfswsM1IEyC8LCfn9qt2y42NmsyL1vHx+uknTW7e9eZSNwVG6eTetwk5Yj+4cP6iYn6VOq+y5etDx3Wi4jceS3HLjBoR1zs7tRUo8TEvdeu2Z86beLiuvHWTWdz878yLlhFEbUPpxgmJu27fNkmMWlfbNzup089NTTmfazH2QvXf0A4e3VVB+Hs1XMSYi+oCmzHSMrIjAIjlm0ZLoXMlWDuWcTcu4hptoZlupppspKpOYtpu5Vht43puZe1eTIrdA/D4C/O/qWMLTNpBGvu36NY+xY3BxjSnTToLmps8+UtLpuYxqtY+5cyXLUZVpuarbYy9y9lbZ7O2reEozMPmQPYqv0aDwYzXXcz3XezjP9m7VnAMl3NsNnC2jSNE6XXsnEyy9+I7qzBMvmLuX8JZ+eclj0LWzb9yjRbQ7faSAswZO5ZxNL7o0X/D4azFtNhB2v7b0ybrdwVw5iu2myVz03TcPYSc8kRZS+qmfnK4hLCyVPGxOhdMTG7IaRCSHFy2vD0qcexVMMjRw3U1ecdP26UmLiXEKpx4aIlgpBdXDfkP/f29tlaWhZ88NB+b+8tmZnWr175kMh7ykpDXF3XlZYG+fhsJpF03dw2RUfvysqyMzVdWVISRCRq37vnIhYz/77BXtQHD1yDgtTfFwW+eOnl47MtO8c+IkKzrIzg7Lyu8I3fq1c+fn478vM9z54zu3jJes+eJQcP6UfHaJ8/b5F52crTa8u5NDMz85Xv3/m7uGxsokWnphpERmgaGf1x546zlfWqouKQHTvmHjqsFx+vc/GS1dk0Mxu79fdyXXdqzcfZC9d/Qjh7dVUH4ezVcxJlL64KmCYjJSElbzVaEqLbYCsBqAQQJYAoAagMECXAVZFoPVcEfGXAV2k9hyoAKgGeMuCqSPCUAV8Z8NqC81QAV1UCNeRq3VS7zR6Lpwi4KoCrIsFTkUDaYkBUAE+xdbshnqokakwGBQGVAFdVgqv0KXk8FQnUD5oMRBG3tf/eJUeYvXh80vnzls206PTz5tdvODx85A5h0ouX3gSC5oULVleu2jKYcVez7LOz7V689Hr69EBpSXBDY1TufZempqhLmVZZWfZPn3kVvPYtLgnMf+5R9oFQVhaUn+9RVxd+965TUVHghYuW2Tl2jU3EnGsO16/bnz1rwmbHiwUa+gZ7kTjc+KfPPC9esMjMtC6vILx/H1hRQWhhxz567JZ52Sb/uc+Llz5NTVEPH7o3NkflPT2Qk+P4JM+zspJw955Tdo5tUVHg5SvW798H3bvrykdIz/I9b9y0v3zZpqY24uIly+rqsLt3Xa9ds3/+wrOkLCQnx+7KVduq6vDtW+d9jzHHZhpx9Zo5g4aN7f0WFxcuVDh7dVUH4ezVcxJlL6gKnv4GJIFExIQvW7jhBxLOXmJ56vZs7SkIJCEIpc12nvL6H5+i4iBO608SglC4vPg2q3mMSf4ndzLyuZ0+0jb1j8cn8floKAqXmwAhFUISgoih8ukL7IVAEgLJEFLRv2iXoaBDEUIK+hdjVv/JESNqWySCKQtU5JN9PVUQEEHQq4nqavPFzl6lZUHT/zdWRmEamKTT+y0uLlyocPbqqh7E2avn1C57QVVwbip4M6v3IQlnrx+LvZC2Twy21QnYCY9tLp9iqPsYweVSBPMikda/aFjhWgUTSWerMHzds/QN9kITQ4UwqewDgcmMhZAKYWLbTEZqG04ltlGU4Jz6ObRR26Y0JmKCJLbNbUxsQzEKhIe1tReKl73u5TrJD5WTHK7cZVsotAM0dmMcXLjEL5y9uqp6cPbqOUGYdFJ/CXM24M3paXGVJHmq/XiKEgIXviJAlCW+KBK+IkDQRSsUO/MDVT79ROaAmqmgOGYrDx4U14gVzl5fEby2LsLNbdOZM2Z1HyMqq0KZrJj6+siyDyE9v1Jrn2KvV6+8c3Od7ezXlZYR7j9wuf/Ape5jRF1d5I0bDg8fuTXTiA8eut665VBRQWhqImZl296755z70Dnnhl1DI/HpU8/7913u3HHhcBMKCnyvXLEuLQui0WNy77veuOnAYMa8LwrKuWb7b6E/jR7z9NmB27cdt2xWEaO9V/KhfTKDZMCov7rTFmI3ikZ3gMbuP40Ll5iFs1dX9SDOXj0nCCmPrtvlJag/TVB7mrAjr6f0nKx2LmCjn/7iG+Gbn5HU8xLUnpJ23I/akuW35kns9ldJmi8SNVCfT0k7XiRpvKBqPKeqv0rWeEZWf0pSe5mk8TJJ8zlV/W7Elit+a28RNj6I3voqWfNlkuZTktoLqsbLJM18stozktrLRI18ikam1+pHsdta7x6//QFFo+SVp7jaeJy9voq9Es+eM01J0Xv50tfXd8f1685nzpqeO2f++Ik7Ng977Fn6AntBmJidY5t63OhJnoev7/agoB0HD+pnXLAMDNQ8fdr89h3HvKcewSFqN246vH8fYO+w7vIVm7h43aTkfYeO6IVFaubne9rZrS184xcbt/vwYQNq4r78515Hjuinp5vHxuqmpBjcv+dka7vmXJr5wUP6Z8+ZURP3pKTsX7d6jrjYy9FpnfQgOTB2czfbQiHYKiyqwvfDwfUdhbNXVxUQzl49KggpCEzsYUF48OkL38BQrcrqcAiTEZgIYfLTZ95R8TrF5WG3H7g/eeHF5pIgTGxhk2/kujzK9/znfdCV6w4VHyPYMPHeI7fr95xqG6NynxwgRO18VuCb++TAjXvOl7Jt6OyEJ889b953rqqLojHibj9wTbtoHZ2wp5keC2ESJgFi61zB2eur2CvZ13drRoZVZqbV8RNGxcVBajvmXcq07hX06TPslXT2rCmJvCc+fveFi5Zubpuio7XDwrROnTJNStp/5qzZw8funt5br2bZZlywJIRqhIVpvS8KOnnK6MVLr5hY7bR0MxubtbdvOwUHq2dcsIgi7kpPN09LMzt61ODECSN9/eWPHrrt1/uDSNQ+ckTvapbNkaNG1jZr/lg6s74h+hvZq5lGXLN2juywMWCCZvfbQiH2wm4CXVhUlZv3FnURABnaNyY4hGKrq6e1ewkbZJl6gNDthDZATM/K6yh+XD+8cPbqqgLC2evnF4TU/HzPkBCNykoCauIDIeX6Dfv4eN3rN5zi43UOH9ZraoqCkHz7tnNg4I60NDNf321nzpodOmxw4YLFyVMmh1OMgoK2p6ebhYVpZVyw/lgfFRGhlZKid/yEMYGgceKkaXCI2vnzFnfvOvv6bb923eF7PktvsZfApkpgVtVjIkFILSkO9PTaXlUdiTE/6r4opaVBj58cePHSm8mMzrhgTSTuFKxi302J8Q32LnsJnojBjH3/LuDff3yYrBgWK+btG9/yihAEJnz8GPH8hVdtXRiTFfvPP75v3wVwOHEfygkcTkJDYxSXF09rJlIoOrn3nApe+zQ1Edns+MI3fm/e+LW0xFdXRxQU+H4oD+HxE0pKg96+82cyo+vrI1698q2oDNfUnN/QEP0thaGsLHj6jK+xrO+k36uwqApCmJv3VnAVpSJLr6PoT5ScBCxVV08rLKpCz6MPZaMB0U2mBWZkaAxoEPRc4B9NBsp2qAdLr6PYu+P6GYSzV1fVEM5eP7+E2AtCEo0efeq0yfHjRpcvWycm7Q8P12poiOBw4shk3fJywtWrNk5OG8LCta5fdzzgsen4CSNb2zUHD+lFEXdlZtoePqxHJO4MDdMoKQmKjtaOjt4dH69LoegcPqyXk+N44MDmN2/8v58VUa/2eyXwkYSP9ZElpcGlZcGlpcGl6An2XOhE1LGTS9jYPvdWXkG4l+tiZbU6L8+jvJwg7KHL2EqDy8tDyisI5RWEf/71Sz1u/O5dQNmHkHbCisZcFlxaFlJTGyEuK6VeZ6+Gxmg0Z8o+tOZJ2YeQDx8IH8oJH8oJZWUhHz6ElFcQPgg5lhNKS4PLPoSUloWUV4Tey3UpLgkuryB8+EAoKwspr/jk7UM5obyCUCpw/BDyoTzkQwWhtjZi4wbFl698yrCvuOwLylJautnQYUP6j1D5irYQy14oDAk4SXT8UdQaTOCCZSascvPeCoBMKAiWvQTqKB5cP4lw9uqqHsTZ6+eXKHux2XEVlQQmM+b9+4B7uc6VVQQ+QuLx40tLAiEks1pi8597FLz24fFIxcVBjx67vX/nX10bVlIa1NQcXVIS9OSx24OHbkVFAUxmzOMnBwrf+EJI/vCB8PiJ+7//+LS0xIqxm0TkWXqNvSCkVFWFuLrvtHd0jI0jEqMjelJRxPDw8FAi8VvjiY6OJJGio2Miux+EQAjatmW+WDYUQnqbvdicOGvr9Z6eB74oB0QVFxcVE/PFoUJDCdFfe0cdXe0BAweBUSu/ri0UmueIhZ7CoiosNgn1YKGqq6ehXVPtghRo6zwTOgQAh/4UgjN04BI3O/s5hbNXV/Ugzl4/v0TGHFvzFn7aBliwKBFaDMjt7bVMFgmC/kzGbBhM/t7z5nqXvYqL/cLDrZ8/fy3azPzEB51GV1db/nOwF6slxspqU3l5ZW9n6pcdjk7OgwYPB2O3fHVbCDue2Cgu9hJCKyGh0YomA3XExxx/NuHs1VU9iLPXz6922Qubyc206PdFgdXVEc+eeQjoCn01fOQzqMKckCAkt7ATbt1y7AHkwqa2V9nLPyzMMj//VS81wb1zNDc39wX26k4Z67LaaWmJsbLaVFxc0tuZ2t2DRqOtWbtedtiEL7KsFxXsNnu16xl2Y8yxOz1Y7XrriOdw/cDC2aurqgpnr59fXbFXYnCwemLivoOH9EJDNdPSTQsKfO7fdz13zvR6js2li5Znz5pWVYVeverAZCUUvPZ98NA9K9vu/HnzM2dMnuR5mJj8mZZufv++S8+sVoCzV88fvc5eEJI4nITa2rDPu2BbXwp29kN9QySHEw8/TYkgtXXftnpoaYn+gdirrKxs+ozfZEb8Dibpdt3aTdzVyVX4JewlZFyPjidioxK1tbf0Ogo/776qq6ehMRQWVQnM9gV2+rl5bzsxOMP1wwtnr64qNZy9fn51yV7u7pvfFwXZ2a8peO17Ls08PHwnmbwn975bZOSuigpCbOzuU6eM3N03lFcQUo7o+/huv3jJ8tkzz4DAbYFBO7Kybe7ec4mO3gnFtHJ9V8+Cs1dPH73MXggJQvLzF16RkZoMZsz7ooCKSkJ1TRirJQ5ByGVlQUxW7Ot/fKurQ/kIiULZ++iRO4QJTFZs3ceIhsaot+/8GcxoDie+pCSouDiYwYz6UdgrNzd3uMKo/iPmtdOwTdAEo1cDhUVSCnPkR/9v8P+zd95hURxvHF9QKdbEFo3RmOSXZjS2JMZEjTGxK9hAiiC9d5BeDjg63MHdcZ0uTZpUFURFUSwIIhZE7KA0Kdf7/P447jxBEfUEJLvP97lnb3d2dnZ2du9z77zzziefKSqOU1adMshvIXgb9oJeDgAxEIxkyyndKO1VFC9S3pLdLpvVKzOBNUYEs9eb3oMwe419DcJe4tn9goL33rqNjIne390dnZ5hfvac2/Hj9nQGLinZuLTUMRavW38DgUTuyj5inphoUlrmkpNr5eyy/dRpj9BQDSYLV1LiWFPjA9u9xuoysuwlHvyRkGCUmGSMQmsXFTlRKAZYnM6FSreKClcKRR+F0j571j011ZRA0CsstD10aHtHBxqL1c0vsHM9tCU6Wjs93SK/wDo29kBMjO6jx6EODh8Be6WkpEycNBWa/Q80Xwuaux2auVbx05+nzP5h6vR5E5RUJk+Z9uNPS/fs1QwJCcnKyqqtraXT6RAEjfwvLixYYsHs9ab3GsxeY19vsnuRnj4L76XFsJg4gZBIZ2C5PAKbHQsApZeGabyL5PIIQiGpuTn82bMIFotwpsItCqUZGravoxNNo2OFQiKdgRUOV0jSMc9eAoGAyWTSaDQajSYQCAYmEIlEXC73lbs+0DLS7EXq7ka5Htp26ZIPgajX0BCYkWFx63agH2JXFGp/S0uEs/PWzk5UWpqZncO/V2t8SaSDkVHap88cys21Cg3bm5ppnpFjUV7unJtnExC4p/N5lBzZi8fjMRgMGo3G5XLlkqF48Q9AQhCkrDpFWWWisorqt9//tG2Hure3d0pKypUrV7q7u195FMxesEaRYPZ603sNZq+xr8HZS/RiMKPYM6av5kV9XjJUGccaCgAkDjeWwcTyBYSXnWmG7VrGOHudPHly3bp1RkbGJiamBgaGFRUVIpFINkFvb6+FhUV5efmHK0O/ZcT9vVgs3IUL7h2d6Lt3kc3NYQ8fhYsAtbjEjkbH8vn4C1XuBYU2TfeCGu8iOzpRLS3hFWcPCYXk7u7owiK7C1VuLDauvh5RXGJXed6NwZRnn6Obm9tOdXVTUzN9PX0qNY7N5sgl26ysLAqFcu7cuWfP3mI8JsxesEaRYPZ603sQZq+xrzey11vmRh5O2Bp49rHNXomJCd98801hYdG1a3XLli09eFCfyWQWFRUecjnk4uJSXn6yo6Nj5cqVmZlZbW2toaGhXl5eqYcPc9jsD1ckGo2mqfkXACkAxL1G8QDEv2YlTmal7yuNRqBSDU6edBr6a0c6zFb04k+C7L8CqiQqijTuifikiQAkAhAPQAIASQAkcrlEZ2c1ebHXli1bNDX3NzbedXN3X7R4cXFxCYlECgwMxGAwzU+ehIWF29nZYzAxrW2tLCYzNhbv4uLi4+Pb1HTv4cOHQUikq6tbfn4+h8spLChEIpF+fn5Hjx5lMBhpaWne3t4BAQE1NTX9yHuQBWYvWKNIMHu96Y0Gs9fYl3zZa6SvZYyzV2rq4enTp2tr66xcuXLH9m21tbUVZyrmz/u8vPxUYkLCH6tXHz58eN26dbm5ebp6er/88mtISMiypcuIROKHKxKdTt/w928J8QYUsv77i0o5GI3WsrbaUHne7UP4CAJAzUg3I5P1Xnl2fKzOjh1/Pnr0WC41s3379p9++snc3FxNTT0gIOBsxdmvv/o6NDS0pqZmh7rawYMHb9y4oaWl6ejo6ObqvnnT5suXLyfExxcUFBgaGK5bs9bfP+Dbb78rLi7Z9O/GjRs32traRkRE1NffWP/X3zvV1c0tLLOzs/l8/hALA7MXrFEkmL3e9J6C2WvsC2avN+U5itgrISF+8eLFDQ0NKDTqpx8XHT92rORYyefzPr9x/XphYeGaNWvj4+PXrFmTk5Ojtmf3hn/+IZPJ9vYOH7QLkkajq+388+7dkNu3A6W6eStQ9usrJU1z61bgLZmNN28G3L8fzOHKVmqLswAAIABJREFUff4D8buRqq62/Fqt7+3bgbduB956uZx1db6GhhvlZffatGmTjrZ2c3OzuHPwWu21L+Z9ce3aNQDAv/9utLKyam5uNjIysrSwsLS23rJ1y7Xa2uzsrIyMDG1t7U2bNpPJZDs7+2u110hkkpur2/79WsuWLTt9+gweT3B0cvprw4adamrPnz8fYmFg9oI1igSz15t+dWD2GvuC2etNeY4i9jp37pyvry+dTgcAxOJwHu7unZ0d1DiKraWlo6NjRkZ6d3c3AoG4dOlyQ0PDoUOHxJ1TT548+XBFotFomhp/AZAEAFWu+iAtRCiiaGmtYrNjX3lSLhfv6Ci3PseoqKiUlBTp1ydPnjg5Oj169AgAcKP+hrOzs5WVta+v38MHD54/70QgEDY2NlZWVpcvX75+/bq7u/uhQ4fQaNTTpy0JCfFeXl7IwEBUVNT9+/exGKyPt4+7u8eRzMyhe/HD7AVrFAlmrzf96sDsNfb1GvYiS7xkKK/7FZSZR2jkr0JapLHNXiKRSNbFh8fjir/yeDwOh9MvjUgkYjKZH64w4kXW1x4AslBEEopemplKJIllKttmXr9RNjIqWe5/BsTsxWJhXrlXvrFV+90sAIBQKJRd53A4sltYLJY0PZ/P53A40q8cDofFYklTstnstx07OX3GTAhe4GV0LNNnzITZa/BfHZi9xr4GshcAlI6OqPwCm8JCm9Iyx87naAmHUUV9XsxUAChMVuzNW4g7jYF0OhYAKgBxksDiVMnQyL6U8m2Wg17LGGevUbhI2QsAskhEOZxqiiccoNFiAKA+f47u6Y0BgMxi4Tqfo3h8ApeH7+6O5nBiRYDI4eK7e2I4HDxfQOjpjaEzsCIRpZeG6e6JEQESX0Do7Y2h07FCoTwbz3Cy18ey0Gg0Ozu98nLH+w9C7jYFwRp+PXgQQiTqEYmGQtGL1g5AHDVO/8gRKy6PMIL/bwEgq+38c5iRBmYvmL3GvgawFxEAcnm5CxK5p60dFYDcXVbqeKXap6rKq6rKncWKvXrVu7zc+U5j4Mly54IC28Qk48ePI85UuOXkWjXcQd646V9W7nzrVgCdgS0/5XKu0v3e/eBh68qE2Wv4Fwl7JQAQd+yYfVycka+v+qPHoYVFtukZlkeyLM5VusfHGyUlG5+r9EhLN83MNI+J0e7sRIWHa6SkGNddR2RlWWGwuvkFtucqXePjDZJTTIuK7auqPIND9uYX2HY+R8vxhwdmr4ELjU7X09vnh1AnkQwJBANYIyCiARanfb3er9+bB2av0S6YvUaqXY4B9WMvcYClmBjtyChNJHI3iah38ZKno+OmhARDJ+dN164h4uIMvby2U6kHEYhdF6o8/RBq7e2o2FgdAkE3L8/60KGt1DgjBGLPpctenp7bk5KN6m8gYPYatUtZWdnp06fZ7xGEgkajaWj8BUDi1as+7u7b09JN9fX+rKlF2Dtsbu9AVV/1ycy0SEw0fPosnBpn4Oa+NTnZKCBQ/XYDkko1QqO18o7anj7lEhmpmZpmZmq6nkw6iIs9EJ9geKHKOzJKi0I16OqOlmP7gdlr4NLbS/fwNL5/P0QM0LBGQuJ+g5fmgwcwe41+wew1Uu1yDGggez16HBoeriEUkhoaAuITDE6dckahNFMOm+TkWp0sd0Eid0ehNIuKbMnkg3HxhqdOHUKjte3sN9Xf8D9zxjU0fB81zuDyFZ/cPKvcPCt39x0NDf4we43aJQqF+vTT6RMmKP287FcHR+djx46JHfmHvoh97QVCyoUqz/p6BADxFRWujx6FFRfbFxU5Hj/h9OBhaFq6WWmZw63b/seOORw9alNd7XWnMTDjiMWJUsez51xPlTsdzbW+WOVxrtLt6FHb4mL7+/eDTp50zMu1PnvOjcnCwuz1QZfeXrqbu9G9e4EDfvvfXO0f++ic0SyYvT4Cwew1Uu1yDOgFe7X2+Xvx+HixsQEAyvMuNJeLb22LbG4JZ7FxbE5sc0t4y9NwOgPDZGK7e2K4PMLDR6HPnkW0t6O4PEJ7J/pJcziXR6DRMY8fh7e1RQnk6q/zpmsZWfZColD2Hxd7AQDYbHZ6evqSpcvFbrCKiuP+990iUzPLvLy8101QI7vQ6fQ+X3sRSdJnLY50SuVw8ADEAUAWCEkCAQkAqkhE4guI4jEcAiGBxycAQBUKSXweXiQiA0Dh8fFiT0GhkMwX4EUiskiuv+5DYS95xff6WBYajdGPvQAgCYVEgZAI+kY8vHhqpEMixMl4fLzsA9VvIAVMZu8jmL0+AsHsNVLtUr4SAgoPxPEAVfI5HAIg8cr1AGTE/ietKCGI5wEqH8SJV3iAKgAJfBAnAvFCEC8AcQIQJwLxIsm6AMTL7I0XHygE8XxAFYB4IUgQgnj+G64oTvjyv+33a2MjyV6PHgWFhdlUVdUIBIDF4n50qq6uMTYxV504aYLyZEj188kz/6esMmne/K+0dPSTklIePHg88BA2m9fW1qm2849Xzikkfcxlfrn7rb8Y2yg9RDaB/B+xQdmLzcFZWW27fbuJw+G/Wx2y2VweT8Bm897hWD5f8G4n5fH473ZGFovL4fBbWzsdHPSbmgJk2Cuu8rxnRYULACQmCysQEvl8PAAkoZDE4+N5fCKdESMUEjlcYmKSMZeLA4AkFJH4AjyXF8vh4sSPCYeDY7Nj5X4H/zuC2esjEMxeI9Uu5Vrb1MpcyzthGneHV/cj9ld4bkLrLatGqN0L1xzOUzeFatSH7X58RW4RzEeWvbq60FiskZ+fZWysNxbr+ZEKhXI9cGDHnLlzlFQmK366DJqzBZqxWumTr5VUJk+aMnXp8iUHDuzw9jaXTe/itBmAuGEbzfo+Gpy9eHwCCq0bGuaIw3m9Q9XhcJ5RUW5OThbh4YfeNofYWC9rayM0yl2SlRcWNyD/WC883huP947Fe0v3xsR4ODmZhYY6D37G1+3F4bwiI138A7Ta2iKlUzM9fx6dkmJKIumlpJhkZJrHxRlkZ1s9eBhaU+tLJBlk51inp5sdPWqTX2CbnGwUE6NNo8Xm5FplZlrGxxtGx2jduYPMyDCjUg2OZFkIhCN/0z9Swez1EQhmr5Fql3Kt7fgskz/YSyDBz8Mt0TKIs1yRv3TYz/sz1PE19AirzgeJcqrDEWMvkaQLhs6IodGjx4AqKpwP6K1WnagyedbX0GcboYUG0Bf7oJlrVGd+N+WT6ZOnTPpn08+RkXsrzx/i8WI/CvASvZ69JOFRyHwB4Z3vIJOFaboX6Oq25do1bxYb81bHcji4fXuXP3ocymDGMFkxPb0oFgfDYL5UkuaW0KqLbpcvuT14GESjo+mMGDojuq09wtll08VLrizWa8/Y3YPq6kaxOTguD8fmYPtlS6NH8/h4maqgXqn2isXrxcUbHTvmUFvrGxdnUHn2EAKhRqHq5+XZkkj6HR1oHE7H3Hzdw4ehbu5bc3NtDh82jY7WjkJpRkRqnKt0z86xIJP10WgdID+r9n9NMHt9BILZa6TapVxrOz7Hci1nhaJwpYJoJQT+G+r8AXpI2MMHCXKqw5FkL2kZxpLodCyBoPu/7+ZNmjpt/MyV0Pz9fZGp5++HZv2lPHPRtBmzVFRV1q1fHBq+90KVG49PGPFHaRANZC+x8xmPT7h9O5BOx7x8+RRJpLohitrejvIP2N3UFAL6wt0NXfE6Oqu6e7A9vZisLMv8fJuKCtdeGgYAqrgk3d0xIaF78o5a5edbR0Xtr6ryEHvIsVixvr7qt275v/6M1AcPQzMzLY8etTlxwqGqyqOzAzUgjbg2iOIKabgTWHbS5fJl73tNwefPuz98FNpLw4SG7KPRsPcfhKSlm2dkmt9u8M/KtmIwcOWnXDIyLQCgVF30SDlsVFxi/+RJWHqGVX6B7dGjtsMZ3m+MCWavj0Awe41Uu5RrbcuJvZZBoiWQaDEElkJgJQRWQGApBJbLJPgZAsvelMkKySFLh5AYZq//gC5UuWlp/646UWXSrP9Bc7a8NEPIAh1o9galmUunzZyjoqry2+/fe3ltP3XamcXGjXix+6kfewlFpHv3QlpaIm7eDDhZ5nSvCflSehFJEhx4SJkDQGlti0Igdt+9G/S29h4A4nR0VnV1Yxvvhvj47qyr88XitM9WugKQIAIkAMjNLRGBSHUAEgBIvXcvlEjUb3kaDgCZycL5+KjduIF4Xcc9AJR794OLCm2PH7MvLHI4dfrQndv+rymG9OejjztFL7nPxwFAAoDC55MFApIk2DJRWkUAkAUCklDYZ0TkcgmSHw6Yvd5FMHt9BILZa6TapVxr+73ZawUkWAZxdn9HR1rxwvW5ln/zVigI/5zEsfibv/NrsAgCSyHRcohrtZGr8ZNopQJYBoElkGgpBFb0QRtY0gdqwt+UeeumcZdD3IOruVpLRSvG9RHYcggslfDckj4sex9ShNnr41JXNxqD1Vr49Zwpn0xXnPELNF+r/0xtC3ShzzaNn7Fs6sx5KqoqPyxa4OS8qeSYHY3+aherYZYsewFAaWmJPJxqhvDfRaEYxGC0WWyceAQAj4evrHQ9ddolP9+24uwhHn9IP35yYK8ubFd3dHKyUUqKaUyMTixe79o1P76AAACJzYnNyrbEEw4cPmxCIOiVljlxuPghsldZmROVakCNM3B13draNqR4aQOvt99Qx9cc9WJ0xdBf8rBeU5kwe416wew1Uu1SrrX9vuwl/Bni++5l3qigkZHsAH3GhROsFBRXfSH9WjqT4MzV+Jm7bQF/KcRMQHb6mgmXQ/xNc7jGfwh2zBWuUBAuhfjb5rMN1/DUvub/rszGeDDOltB3fstE2dC9tLn7FnH/nglWQMK/PxHs/pL/uzJ39w9s4/W8f2eD5TB7/Rd19tyhXbtXqqiqTJz5LTR3+6tnzP1SD5q7Hfp05dRZCyYoKX31zefmFhty8yzbO6JGqtgvsxdJKCKdv+CRnm5eUXHoaL41hxsrhobu7uijR228fdRycqzDwjSed6GG8oKVi92rrS0qImKvt/eO0NB91+p8aXSMUEQEgEyj49LSzYjEgySyQU2tn8S8RBoKez1+EpaQaHjxkufhFOPOTjRMRR+FYPb6CASz10i1S7nW9vux11KIt2kuq7qCHRfCXwIJlkBs7eXczjaWmxqn6TjtTCE9Lph29RxH99eevMReYgBH9xfG+bLu9Bjm6XSm4x7OoY09FQU9hICekgym/Q5WeTa7/SndYjMrD8tE2TNiXLtKj3L+nEwn+TKOoBj+pj0VhZ0ZZHpVOXf/UuGKd8cvmL0+arV3RIWG7/1iwewpn85UnLkKWqDzaggT63M1aPpvU2Z9NXHypM+/mKV3cE1ausn9B8HDWeB+7MVi4SoqDsXE6GYesbxxM0Aai07s85SXZ3Oy3Ln6qne/KFavk1zY60lzeFSkxsmTTsigPWfPuckG7+il4W7eQsbEaBcU2InfyUNhL4GAyOMRBUIyj48XieLkGy8N1ocTzF4fgWD2Gql2Kdfafj/2WgZx/55JP3uCnYbhrxgn/Ali225nd7aznbdxG3NZUZa8JRDn6lkmxq3zXBkji9CLdue2tzCQ5vTidEbUod7KYtoRPO9XVeaeRZwdX7NRLtyzJewViozyfEZcCPef2cymy72Jkb311Qyzf9glhzlVJxhB5vQLJ5m2O0Tv0e0Is9fYUGmZw/Ydy5WUlVRnfg/N3TEYgYk1bzc0Y/Xk2d9OnjZt5uxPd+9dhSfo3nqtH5Lc1K/Psbs7pqDA3trmn+xsKxRKi8HEiu1eNDqmuMTO11ctJcU0v8CGycINrZ/ufdnreReGzcGVljpGRuxLSDRiMHESXytyewcKgVBPTzfH4nSuVHtLJrZ/ib1kXebFRzGY2JMnnQoK7LJzrNLSTE+edOZwYkfwhxzW0AWz10cgmL1Gql3Ktbbl0OfIcdrFrjlLK0juSUKz6qpYsT68bXNotXm9x7LoGI/u6gsMvdWdpfmMzFiW4VpG/QV+lg+jhEK3UWN6Heg9f5yJces9mcO038H2NuA+rOVY/UEvPMzAefF/Hc9028l4+oRJ8OUugughdl2XKujxod1Hk9jbvxbBdi9YgCQCpKfPIpDBu2fN/nTazM+gGauhBbpvhjBJ6IqJs3+c+un0qdMm/7tpKQqtWVPr/SFKKGUvAEhcLr7+BuJIliUWp3v4sMm5Sje+gCACJADIHC6+tMzJ3n5jQoIRFqvb0ztEHyk52L0ePAxHozXr6vzi4w0uXfKQMBa5oxMVHa3d0xNzotSh5JijxAe/v90LAIpkikAKAJSe3pjcXKugoH1x8UaPHociELsePQ6H+xw/CsHs9REIZq+RapdyrW05jHMULYW4G2axzf5m223j7lgoWgYJVylx1b7m7vmBY76Bs30hR3s5rfEmIzFcsBzibv6ca7eFu3+J4LcJwqUQd88PHKuNHK3lghUKgjWTOSZreXu+5+38ir9xjmilgnCFIk9zMX/dNNEySPCLIldrKcd2C0/9W9EvirC/F6x+Kjlm9/eGn5RVlFVm/gh9rj4kAnsRumK98szF02bMUp2o8ufaH5HBu+UYukKGvcgCIfHiRa/oaK2UFJPcXOu0NFOJvxeJLyBerfUhkfSLiu0YjKFOKCkXX/vO59F5eVbNLVF5eTYy7EViMLA5uVYZGeYksn5OruX9ByECIfFlX/uEmhqflBTTgiK7U6edb95E0BkYsQ2vtNQZg9GJjzcKC9vX0YmC2eujEMxeH4Fg9hqpdinX2h4Ce62ARCskmLVcMj5Rlr1WQGAZBJZC4GeZuBLL+zaKFkNss/XsABP2lvmilZJBi8teJBMthYRLINEySLQMEi2BwHKJVkJAnLM0z2Uvn2JA8WD2gvX4SaiX1/bpM6ZNnTEHmrkG+lLvLSBMHLris41KM5d+MmuuiqrKshXfiENXvM+QyZf7HMksVmzJMQdv7x0Bgbtzcq0khEcGgPL0WXhpmVNUlFZqqjmbgxs2f6+2NlRMjDY1zhCP13v4MFSaD4eDv3zZq/K8Kw6ni8Pp3H8QwuO9GOd486Y/AEl5eXbUOIObtwKdnbfk59s03QsCgAQA9UKVO4l8IC/POhZ/oKsbA7PXRyGYvT4Cwew1Uu1SrrX9RvZS4K6bxl8/HSyHBL8ocjfMEq1SBkslUSGWKfBWKvDWTBH8MekFMy2TaDnEX6HI/U2J98dE0WKFvvAQUlCTItQKBY7a1xy1bzi7/sffMLNv13JIuAzi/jr+BatJD1wmiTexFBIuhzhrpgj+nNpXpBWSUy99BSPC7PXfEY9PKCi0XrPuR2UVZeWZi6B5u9+OwKRDJudsGT9j2bRZL0JXFBRad3Wj36ow/fy92tujjubbIIP2nKk4hIs9IDZx0WjRR49a4fEHKBSDkyedm+4FD3E+eLmw16NH4TExOt090RmZpifLXcS+9gCQGExcdrZVXLxRQqJxXZ2frK+9r6/61as+PT3Yx0/CCovsjhyxiMXpMJlYia8Y9exZ18DAvSXH7G/eChhivAxYIy6YvT4Cwew1Uu1SrrU9KHutgER/TmQQ/dgBxsLvIKb7/p4jRN6+RTyNH3kaS/hrJrPsdzDdNJlayzkHfxf9NkGwWoW/8TP+zoW8Xd/yN89jay3v9T5IN1rL2vU9f8dC7q7v+JvnClYp8XZ8xdNYxP93lmglJFoBcXZ+xc3wZRqtZRr8ydiziLvuE976Gdy/Z9B9DRmuGrx1n3B1lvG2zxeuUuJv/YK3fzF325fCVco8jR+5+37gbZjJ1FjC2v0Dd/tCvuZi/u8q/C1f8Hd/y9vzg3C1yuvwC2av/47uPwh2cdk87ZPJU2fOg2b99dZmsBccpg/N3a44feXU2V8qqyh/9c3nllYbjmSZP30W8cYy9LN7dXXFFBbaX7zkdaLMofqyp7gXj8cnNDeHV5x1jYzUdPfYXlRsy+UNyT9dLr72NDrmcKqZH0ItIcGwvR0lDVva1YUOCdkbGqKJQOxubAyS9bX389tVWemeX2Cfd9Q6v8A2Ld0sNc2ULfGpB4Dy8GFoVrZNeroFFqfT3oEe5XMPwBILZq+PQDB7jVS7lGttv4G9+H99wixOYYVYszSW9BbF94TaMsLtmdYbmS576QGmTKwn01OH4aDGiHJgaq9kIAxZhmsYPvqMIGMW2ZHprNETbMcIsmC5anR7GbB1VzJCrFkmf3DIjgx3bbqnDm+1qmgZxPI7yMB4sCw3svR/Z2yazwrWp5M8WWrf0o6QGZYbucmuDKQJzdeA5mfMCLZg2m6mxfoy9X5jpIQzXHYzbbcxA0xoPgYsm620AHO6xSZGXBDLbD0twJSm/6doKcxesEgiQOLxCUeyzH/7/VsVVdUJMxZD8/a8I4G9HLpi6mf/E4eu0D+4Jj7h4OtCV/RjLzYnNi/POjpGOzvH8sZNf7F9CwAyg4krKbHPL7A9fsL56FEbFntILl9yYa+eXkxJid2JE44YrHg8o9i+Re58jkajtYqL7RH+u0rLnPrFmLh1K4DHI1VWesTGHojBaNff8BeKXpTqSXM4Hn8wKGhv5hGLx4/Db9784ONJYb2/YPb6CASz10i1S7nW9uB9jgosk78YBC862rELaUqjerEdNjEi7BnavzL8DLvdddhxngzb7SzXfQy77V1xoSyLjUy7HYwwO0aQETPOiemixvLWZPgZMqIcme7aXJ2VDLI/w2U3x3w913oL03m3YBnEWwHR8pMYJuu5Bqt5e37g7fyaRkQwsB6sLQtYaUiW9jJmKa7X15Dhp8/0N2HZbGUd/IPptIvptp/pqskkIRgeWkycJ9NDi228jhFsxbTawiAjeH9Pp0c4sNbPFC2H2QvWS7p129/eYePkKRMnz5gPzVoPfan/vhDWF7rij8mffS8OXbFDbWW/0BX92IvHJ1Rf8SST9XPzrG/desFebE5saaljVrZVxVmP6Bjtnp7oYbN7dXVHHzliVVRkGxS0+9QpZwDiRCIyAGQWC1d20unUaZcjRyw6n6Ml9rB+MSaoQhH5eRe65Jg9ixULAEkkIgJALS11TkkxaWgIiIjY39qOEopG0SQ/g85xOZY1lCYBs9doF8xeI9Uu5Vrbr2avvvVfFNjbvuStn8FV/4qjvoCzcR7vr+mcHV/R9f/g7Vsk+EOFa7iCufNb/qbPOX9OZWguFa5SFWyYwdJfxdRYwlb7hrf7G672YvaWL/jrP+Xo/sLWWcHb9gV70zzBH5O4mz7n/TsHLIcEKxWZJn+ztZezdVaw1b9lbf6Cu3Eud/f3vE1zuQeX8tdMZmn8zNT9jbd1HmfzPN6GmZyt83nrPuXtW8QyXMPZv4y7aS538xe8TZ/TD67haS3lr5vG3rZAsFqVtfcn4XIIrFSA2QvWQLHYuLR0k6XLv1KdNGn8jJ+hL/bJgcAWSkJXzPpLHLpi8pSJf/+zBIXWvFrjK8tera2ROTlWTk5bcvOssDgdJgsr7ae7eNEjNc0MT9A7f95dIBxSJ937sVffXNpsDv7iRe+rNb44nG7F2UMAxIkAEQDy06eoAH/1nCxLH5+dFRWHxHNUvyrGRN/82bKlqr3mi0ZrJaeYuLjsOF3u3NMTM+L3vU8iUg8N8/Bx1IOHqP+OHj5C9fS+meZh9voIBLPXSLVLudb2m3ztJe7zomWSQY7ilaUQWAGJJH7x4nXRir6vIomvvXQFLJVZXwGJlsv42v8ss0vqrb9cMuej5EDxIX1lWPpivKRIeiJxkZZJPuFxjrDepOv1fqZm6ydNnjh55pfQ7H/kYwaTar4WNHuDOHTFuPETfvv9O3HoCjYbX3vNNzBgN4msd+q0i9gRCgDy8y50do6Vj+/OrCzLsPB9Xd2oD2/3itfV+f3CBa/MIxZhEfsCA9XxBL37D4Kl/l50OhaL1ck8Yn7suGNlpbuEyYY0p9CDh6HpGeZolBaFYlxW5nTzVsCI327xRYlArLu3reK4/UpKB5SV/wNS0lVSOjBpog4y0Ph190umfmD2GvWC2Wuk2qVca/sN7PUOYbREr//6PkG55CiYvWDJisXGxSccXLR4wcTJU8bPWAZ9oSFPAhNrga44dMWnsz9XVlFZ+M3n27b9bG+/sbTUkS94MafQrVsB+fnWxcX2ZWVOwxJjIl5H5/d790PPnHUNDdtbV+eHwehUVrpL2au9Ax0cvOfIEbPAwN1hYRrNzeFgQJ/j60pVdtKJQj2Ixera2f3T0Yl+46/+8AgAklCEMTd3giATCDL/72jcODMvL9s3thCYvT4Cwew1Uu1SrrUdn2O2hvdzX8iGYZVs2Ijh1fP/QY9idwlAolxeLjB7jRnV1HobGK5VUVWZOGMh9NlG+ROYWF/qQXO2KH66bNrs+coqyj8sWmDvsDEvz+rp04jycmdk4L6cbOvKc27DFt+rpxfX04Ohxh3MzLSIitS8cMFd6lPPYGBz86xz86xQKK28POue3hihiAReiq36WvZqbYs8f96dQNBLTDJkMGOH/vr9oAKALBRhLCydIMhYATKToyDIBIJMILlmKL+szMePM/X2toHZC2avQSodZq/hbOJx2d7bHmz77Mn2YVXz9s8at8y++sf0B5tnN8tu3zGnZeecgYmbd/Tf+JJ2zGnZMaf5NXtbds5p3vFSbjf/nt6UrCuE7V6wXiUaHYMn6H77/ReTpk5TnL4Smr//Q0HYQknoihm/fDLna2UV5bnzZi1e8qW5+Xr/APXubvTQnKPf39ceS6NhM9NN0Wit7GwrqU+9CJC4PPyVas/qau+jR20rKtykcb+Gwl6XLnvicLqJSUbJySZ0Ou5ty/aB9CHYC4JMIcho6iSb6Z86KigYS3OGXkrT9ylZMYYgIwXIFHo5pewhUybaKCrA7AWzF8xekjYxttiL9LQ96vED5DDr2ZPgkjInF49dVy97tjwKEm9sfhR0o867+pJH86Pg1pbQlsfBjx8gnzwMevwg+G5DQMvj4NYMGDfiAAAgAElEQVSW0JYnIU+bQ1tbQp88DBIne9Yccv9u4NUrXg+aApsfBT99EvKsOfTpk+AnD5HPmkPanoZdrnJvvI148vDF2R/dC+zpltskJzB7jVVdvuK5X2uVkrKS6vSvoDlbPiCBSfW5GjRj9eRZX6tMnDh33sz9WqsGCV0h1vuyl+6q513Yxruh0WitjvYoElmv/JSL1IO+vQOFRO4tKrI/csTy1OlDb+PvRT1+wik0VOPWLX9fX7UbN/zZHNyI31DRB2AvCDKdOsXK0zMzN/vikSNVaWlVv/4SLEarcYqmihIUE/OZooLYPHZw/V+o7ZsxKkpWfSkVTBUgUwgyVlQwU1AwhiCj+fPdCo/WLvzSWS6GNJi9YPYaSqXD7DXMrZwiHig+vEq4ft0/MkqzrQ0FQJxkY1LJMYeMTMu2DvTVWu+Hj8NEIqoIUMrKnTFYna5edNUl90ePI27c8q+u8WJxcAwW7tx5t6b7wRcuehw77nirIaCXjnn0JPRqrffDR2F8Afn2ncDqqz5h4ZqPHofLnIUKAFUkvx4QmL3Gtrq60dEYrS+/mjN52nTFGb9A87WGA8IWGkDz9kAz10yd8/3kadOmfTJ5p9oKPEH3er1fv+LJJa49g4FJTjZNSDTKyDBvuhcsZa/nz9EBgbspVGOXQ1tPlDq9DXuRuDzCw4dhlefdD6caJyUZ1dT2L/mISL7sBUFmEGQQGJBTV3195XK/adNsXV2ztfaTJ0yw0NGmoMOLggNz/lwdMGGCqbdbtqlJMsKv0NY6bckS/9Onb1+58viXlUGHHDK8vTIC/LK+XHDI0DARjyny98v86QffnxYhOjroSxZ5QJApzF4we8HsNQbZa0QEALWuzi88XPPZswjQNwkJmc8npKWbFhXbJiYaUygHCwtt+QI8nY4hkw9mZVkmJhnl5FodP+6Yn28bGrYvJ8cSjd5ffdW7rs4Pjdaysfk3N9emstI9ELkr84h5VJTmieP2h1NNk5KNSWR9Ov0DTicHs9d/RBeq3HaqrVBRVVGZ/g00d/swEZhY8/eLQ1dMmzFTdaLyhn+XoNCal6948vgEubDXk+YIarxB+SkXHE730eMwaSyJ3t6YWLxeWrp5cpLx2QoXLg8/RF97Sf5kyV87ypjscxRbszIyLuGx5SrKFhBkBEFmEyZYGBykXLnY9NeacGenI/V1d3743uvRoxZ//xPqarFXqx8bGCQlJ1dmp1/5fM6hGzfupaRU/vZriJ9HTkXFrZXLfSMjSysrbvz7T9TTp90//egGsxfMXjB79bUJmL3kcV8Gshf1blMQkaRfXu5cVOzg56eekWEuFBHb2iICkbtLy5xTU81YbKJ/wC4KxUBba/WVy572Dv9WV/ucPu1KJBxEBu2OjzdOT7dwc98aG6tDJutnZ1slJhqFR+w7fdrlg773Pyx7AZi9RpfaO6JCw/fOmz9r8iczoOmroAU6wwphCw2gBTri0BXTP5urOlFl9Z8/enhtNzBYe+OG/zuzV8vTSESAOpV6EIvRkfQtkgAg02jYzEyLjAzz8DCN4OA99+6HvBV7jUJ9gD5HAyfH9IsXm9S3R/26wic+/pKtbY7+Aeq1aw+//87XUA/X2PB46c/+9+49+fdf6tdfu144/1BrPyUGfSI57sKnnzhcv37P3AAzfpxJWFBOVdW9z2a7ODtnn69s2rQxprW1d+nPvjB7wewFs1dfm4DZSx735RV2Lxod09IS0UvD3L4deO0aovM5WgRIHC7+1q3Ae/eCn7VGAkC+0xh442ZAfT2CzYm92xRUU4N49Ci0vR3F5RHu3QvupcXU30Dcuh3Y0xvT1R1dU+tbV+fbS+t/E+V9LR+EvRCI3ReqPAGIgzU6dfq06+atyycoTVCZ8R00d8dwE1gfh+lCn22cMHOp6rTPlFWUl634xsVlc8kxOxodM8RmJmYvGh2bEG+EidEpOWbf3h4ljTHx/Hl0cPAeLE4HgdhTV+cnG9fe21utoSEQgMQRvxFvqXgACDY2LvIaRQhBpirKVpqaZELsqdSUU0hkyWeznSdPtrW2Sk5OOkOlVPz7D0pZyRKHO/rL0uDPZjv7Iwp/XxWitgOXk31p8z+oYGTJ+r/CIchkzmcu7q6ZiQknMTGnVq4IXvCFE5Vc+s1XrjB7wewFs1dfm4DZSx73pT97iQBJ1NdDIf6kSLdL1smgrxeDLBNNmyI5RJyMJNlClaSkyNG16zXX8iHYi4rDHXBz3Y5GacEazQrw37V129LJUyYpT54BzVgNLdAdGQhb2Be6YvzMldPnfqmiqvLt919Y22zIzbPs6ka/vpn1sVfTvVA/P/XUVDNX1y3nL3iI370AkJ53RcdgtPLybL09d5eWOUnn0uZwYoOC9nh67IiJ1h7xW/BWikZrRaP3/b1+HwQZKUDm8sIvCDKCIBOx4zwEmYgd5yVbxL72L7YrQKYQZAJBRpIDTQdkYgxBphBkKBfwgtkLZq8hVjrMXmNfr2Gv/mkkFCU7IEDqQUJmMLH3H4QCECd1KBFLICC2t0WxWEOailge1yJ/9hIBEpsd++xZZHNzOKyPQocPG/+59kclZWWl6T9Cn6uNGIH1cZg+NHeH4ozfpn/+jbKK8oKFnxkarUlLN3n6LOLlpiu1e2GOHLHIyDDD43Ub7wZJGYvJwp044Xj2rHtaumVbO0r2l5vBxD59+traePo0or0d1doa2doa9fRpZEtLeEtLREtLeHNzuHi9ufnlz+Zwyd4IcQ4tLeItYZI8+w4Xp5GsR7S0hLc0R0izkkkT3twc3vI0vLU1SpqnuGDNzciDB62H2OcogSQpD5lCfS720vAQ/VcUJAkkG01lcjOVzU02sTT9yxvNFPrvNZX5+uJEMHvB7PX+lQ6z19jXG9kLAGplpVturtWxYw69NMyxY465uVbnKt3u3Q8+UeqQmWl+737w1au+p046lZU55uZa19T43m4ILC52KCy0rb+BsLL8p6EhcHjcez8Qe0ntdjK2PVijXU+ehHl5bf90+tRJn8yBZq6BvtQbYQgTa95uaMbqTz//dvLUKbNmfyoOXXHrtj944e8VEZ9gdKbiEJ5w4PGTMGmfY1s7CuGnnpVl6em5vZ/fpOSSX9ky4+4/CKVQDY4fdziab/XsWQQAFDYnVvwnis/Hc3h48VhjaQ5CIYnLJQgEZBYbKxSSAYjj8fFsdqzUjM0XkNkcnFBIBoDKYuMEQgIAVJGIxOPjhSISl4cXCslsbiybHQtAnEhEZXNj+XwinYG9Uu0lji4mU2CcpdWQ/L0UFcxXLg+ytkw/qJ+0fy9x+ieO4xTMJ4yzGKdoNmmiFQSZQJCpkpKlkpIVBJmMVzSfpGotDq86fpy5qrIlBJmMUzSbqGqlqNhHTgu/dLe3O7J7N2X/furChe5iCFOaYPnlArefvveDIJOJqtbjx4utYqaTVK3EmKU8wVJZyQKCjH/9NfTTT+1VlS2VJliJrWhKEyyUlMzfiF8we8HsNZRKh9lr7Gtw9gKA/PhJOJGkV1rqpK29Oj/fvqDAtrTUkRpnGB9vXHzMISR0b0ameUjI3hMnnKKitE+ccMw7apOTaxkfbxIXZ1R33c/Xd6c4DuSwXMsHYS9YH694fEJBofXav35SVlGZMH0R9Ln6yOOXVF/sg2aumTb3+2nTp0/7ZPK8L2aFhWscP+Ho66tOIulHRmqcOu0ifvcKhKQnj0NJxAP5+bZnKtwuXfICgDqUtz0A1Lw8G0ODtSfLnS5ccHv6LIpKNSwssj182OTx4zA8Se9EuWP9jYCTJ11pNGxGhnlzSwQKvb+wyLawyC4ry7zyvHvDHWRaumlOjqV40GV7B6q4xO5wqunVqz7iZOnp5vfuBWVkWJSXu6almSYmGx077lhUZJuVbVlT63Ol2is1zazspFMUShMZtLurKwa8cGAgC0XYofjaQ5Dp5Mm2wciyzf/Erlsb5uyQaWp8WH07/s/V4du3xW7dGPL3+oj5X7jqaJN1deKXLPbfvhmnvi3snw2oWTOddLXJO7aG/rwE8c+GaM09mCU/IRUVzMcrmu/djUOhTm7YgFq2NPDbbw6t/yt0yxbM6lVBwcHH1Xbg/lqL1txF2PBX+A8/+Grso+zeGa6uTvxqgauRHuWfv0NW/Rqw9veALZti1LeH7VFDffut59YtMeo7Mbt2oObNcx3cfQ1mL5i9hlLpMHuNfb2JvaiFRXYEol5SspGPj1pZmVN8glFI6N7UNJMYjHZioqGpyV/1N/yDgvaePed68ZJnSYndyXLnrGzL1HRTX1+1C+fdsFjdIf5OyONaYPb6+LTgy9nQcC6jCr+kmr8fmvXXpM9++nTW8NYGvLy8TPtk7u+rEFmZ560s0hxskpwcsnZux/z4nVdgQMHvq4J8ffM19hGtLFP2qMceOpQ/e7bTLjWsnV22m1vhj98hLIzif17sA7MXzF7vX+kwe419vbHPUSAkt7RE9PZienoxZ864x8cbUeOM7t8PYbFi21ojemkYDpdAZ2BZLJxIRGIwsRxuLIOBe/IknM0hcLj49vaoYXtxwOz1MQqCoJFHH1iwxIKg/33jYWJyeJc66efFfgcOxM+a6bT6l5B/1yP3axL37SXs2hmzbzf5px/9NDRImzZiDhxI/GmR977dpK++9Nj8b4yykuXg3Y4we8HsNZRKh9lr7GtovvZ9Lhp0BvZJcxiNjnnZp4QkuyJ6Meyx7zYN47XA7PXxCWYvWKNIEDRO0XzSRJvpnzoqKpopK1kqKpgrKVlCkJmykuVnsw+pqtqMH2c+TtFcWclq9izn8eMtFBXMlcdbjh9noTTBAvb3gtlLLpUOs9fY11DYS7bOZUNOjDbB7PUxCmYvWKNIECQZz2iiIDNGUjKY0eTlMY8mLyeAxznC7CWfSofZa+zrrdhrlAtmr49RMHvBGkWCoKEEvHhnQZD5+HFmMHvB7DV4pcPsNfYFsxeskRXMXrBGkSAIggw/mIwgyGjcOEN3N3OYvWD2GqTSYfYa+4LZC9bICmYvWKNIEOTwgRcnJ/uyE64we8HsNUilw+w19vVK9gKALA5eLwLkfhNIy9wFosynRANmm5YGxH+/cg6pYcuFvcSDBl6xS/TmRgsAecC8ScQBCUgiEUk6LuGtLnBMCmYvWKNIEDQsc1m+eeJzmL0+AsHsNVLtcgzolXNpd3SizpxxuXLFk87ASKYPogJAEgiILFasdCohESCJAFFmHiGyJCVFutLWFnnligeXR5CZ2FGcIE4yN5HsdulURRTw8rRFMhsHuZb3ZS+hkNjegeruiXmBnpJakplYiTKgYH010N6B6urGyNRGXwLJ/JjUx4/DuLxYAEgsduyz1kgA4mQnwRzxxjAigtkL1igSBI34EyF558DsNeoFs9dItcsxoH7sBQC58zkKhd5fXGJ/NN/2/AX3lqcRN28FNNxBPu9C42J1z1QcankaWX3Vt70DJb4jtxuQddcRtxuCeHzCw0ehNTWIjk50T2/MjRv+Fy54BgbsLii0u30nuKbWt7ML9awjsv5m4P0HodVXfepvIK5d86utRbS1o1rbIm/eQtbfQDCY2IcPQ27c8G9sDGaxcU1NwVUXvVtbIzo6UdfqEPfuBwsEr23k78leAJCYTCwKtf9OY9Ddu0H1NxBdXdFieLpW53+9PqC1LfLaNcSDR2EsNu7Bo7CrNYiODlRHJ+pqjd+du0HPu9DZOVbFxQ4cDr6nN+ZZK6rxLrL+hv/Tp5EsFu7W7cBr1/zCwjQ7O6NEItLxEw5RqP1N90Na21DtHdEiQGloCPxvtmSYvWCNIsHs1b8YMHvB7DWgTcDsJY/70o+9SCw27vIVr5QUk/QMi/p6fx+fnRiMjq3thsrzbra2/1y86BEeoREapnH7NhIAEo9PsLXbWHneLZagi4vV8fXdgYraj8HokEj68fEGJcfsTM3+ys6xSkk2ycuzzMmx9PTbeTTfpqTYztVta3q6mafnNhxOJ7/AuqDAjkTS19Nfc67SzcNz+/ETDhSqQUSk5pEs69Nn3CsqXC0s/sZgdIKD916/7vc6i/17sxe5uyfa1u7fhjtIJ+fNZMrBpnvBAFDb26MdHTceO+5oY/MPFqcbFbU/v8AmNEwjCqVVddEDidx1pdozO9sSidxdUGgXGal96bIPgaCbmmpia/cvCq2FDNqTn2+TkWkWHbM/OcWEw8Wz2Fhf3x2nT7scTjXBE/SKih1ycmwy0k05HOJ/0B0NZi9Yo0gwe/UvBsxeMHsNaBMwe8njvvTvc6yv9yeRDly44IZE7ktMNAkP35ecZEQmH6yp8fHw2H7nDjI5ycjDfWt1tTcAcQ0NgQ6OG8+fd0tMMklINPbx2REfd/BilYen546uruhrdb6x+AOlZS7JycaZmWYlJfYBAbufP49JTDK6WutXWuZUWuqUX2CbnGIcEro396iNnt6aGzcDQkL2NTWFHMk0JxIO5OZaHTvmVHcdYWn5V0aGaWqaKZ2Bed2b6P37HKsuekRGal685JWQaBQauq++3g+A+NQ0kytXvNva0NY2/2akmxUW2BYX2R05Ymlvv/lcpaer29bqas+0NNPwCI3cPMvSUkdXt62XL7kXFtmFhu5LSzXOyrJKS7fIybFABu2pvuoHAKWrO9rIeF11tVdamunthkBUlJab+9beXkxdHUIo+s85fsHsBWsUCWav/sWA2QtmrwFtAmYvedyX/n2OLDauutqrqsqr8S6SxyfcaQysvebX8jSipze6rs63vQNVfdXn5k2E2BUsLv7g8RMOdXW+z55F0hnY6/WI2mt+LHZs070gPp/Q3h7V1R3d3RNz6bJXfT2itzfm2bMIHh/fdA/J5RFaWyNpdExrW1RHJ+rW7YD6G4iaGu/unuinzyJ7emOePoug0WOu1/vX1vrweMTbDQHX6hDNzWGDNJ73Z6+nTyM6OtFPn0VUV3s3NQWx2DgAKPfuI3l8okBAaGxE1tT6tbah2juiaq/51tT6stj4hobA6qu+Dx4E9/TEPGuNoNGxDQ0BHA6exyfU1PreuBlAZ2CftUZerfGuqfVhMLAAkDlcfE2tT02tz5PmsMdPIoKQe+rrEQIhJSfXWiCE2QsWrJETzF79iwGzF8xeA9oEzF7yuC8DxzmSZbzgSS87mEv9zakiQAaAdP9+qEhEknG3j5P65oskcw2JAFmynSL2KJfJjSQ5UJxt3MvO6dLhli+83Qe9lndlL5F0KiTqy+clS05NerkMZJn6kd1IkVy77OgBcYXEARAnyZAk/ioUkRvuBLa0RABAFQj/ix2OIpi9YI0qwezVvxgwe8HsNaBNwOwlj/vyLvG9pAQm5i2RiPK8E914B9nWgRa9gDAxl8R1dMQ8fBguGVwtZi8ygxFbUuJ482YAAPESWBGz1/tcy3vZvdgsXMVZV5lLk17pi5GMMiMTZQdjxkmwUpqgbxQnixX7+HGY9KvkMimtbejbtwMAoNIZ2KZ7wUwmXpyb6AWwjnzbkJ8og0AzzF6wRpFg9upfDJi9YPYa0CZg9pLHfXlr9gKAeuOmf2GR7dGjNu3tqPQMs7yj1sdPOEZFaqLR2nV1iJJj9rm5Vj29mOMnHMrLnUvLnEuOOZ4/734ky6L6qhdfgBcBUkmJg4HB2gtVHoUFtsUldt09MSUl9nlHbXppmPe4lndmLyIApJNljkSC/pUr3nl5NpWV7nwBAQDK7YaAwiK7vDybCxfc664j0jMszp5zffQ4tKzMqajI7uRJp67u6Oxs8+ISu7t3g+rrAxKTTGpqfQsLHXLzrK7V+WZmmnt6brt9C5GdY3HypBODgS076ZRfYI1AqF+t9gYg4exZV2TQ3rh4w3v3Q8rKnHh8UmNjyI2bCAAoYyPoFwDUu01BN24GAEAViohSCBPPtg4AGWYvWKNIMHv1LwbMXjB7DWgTMHvJ4768HXsBQGl5GkEmG16v97twwbOo0JGA16uu9vLy3llU7BAfZxCE3EONM/b1Vas872lts+FOIzL5sHFKinFWlmVUlFZ0tBaTiePxCUeOWEWE7yMSDdo7oiOj9pccc/Dw3H7vfjCfT3iPa3l3uxcAVHeP7bcbAinUgyj0/pPlLkIRhUbHhoVr3m4IjMFoJyQaGxuvy8qyIhD0/BBq2TmWNbV+AYG7AwJ34fH6BKIBOlo3Lc20qMi2/JRzWqppWNi+0LB9ZMrB9Awzf4RaVpaVj686gaCXk2N1/36whcXfYvNYWppZ3lGbM2dcExNNQkL3VJxzRaH29/RgxobpCwAyX0DMOGKWmmZy6bJXTo5l071gESBxOLGV513Ly13OnnOF2QvWKBLMXgMeYZi9YPbq3yZg9pLHfXlb9iK3tUfGxRvGxRmcOeOCjt7f0R5161ZAdLR2UpJxcYkdhXIQg9FJSDCsv+6blm766GFYfIJRTq51aKgGArHr7Dk3ESDR6TExGO07jUgKRS8nxyopyTgpyej8efdBYncN7Vrejb2I4gix7u5bmpsjcLG6GIwuNc4QgAQGAxsTsz8721xXd/WdxhAPz+0Uqn5pmWNiotHVqz4VZ91Pn3Ymkw9icQeSEg2Ki2yLi+0EAlJEhCaVou/rq37mzKFApPrZs64YrA4Wq3vsuOPxEw4kkn7mEcsolCYAVDYnNi7egEA8QCTq3b6NLDvpZGKyrqUlYszEWQWAev9BMJF0sLLSPT7BIChkT22tLwDk9vZIXz+1y5e9fXzUYfaCNYoEQTIeqO+vd/8HBbPXRyCYvUaqXcpXMi5E1CE/29TXrA++S1YJ9dcDIiP2t7WipH5LLx9CHfCVymLGPu9ACwRELhsPRBSRgCjkkzgsPJdD5HGJvT0YPpcgFBCFArJQSOZxCAI+iU7D0mlYoZAEAEUkorBYBADiuBxCRweawyWw2bEvhvgNYfae11Tgu9u9hIDIZOKEQuLz5+jnXRgeDw8AuaMjKifHKj3DIi7OUCQiMlmxnc+juVw8l4vn8wksFk4oJAiEhI5ONI2O5fMJXC4BAAqPh6czMAwGRiQisjg4Hp/I5eF7adECPgEAak9vNJ0RIxDgASCLAJEniKXRY1hs7PPn0YmJhuKSSwL9fzR6zR0hAkC9ft0vOdn4wnmPrCzriEjNhgYkAKTmlkgKxYBGx2ZkWsDs9YG0ViMYAJBfVjN4MjtEKgDADpEqXccmnRzxwo+YIKi7K1ou6umO4fHex4oPs9eoF8xeI9Uu5Vrb5Cdt4bebg8RqGC41tYYWnLJ1C9x6vs6j8WnwEI+60xJ8pyW4oTnoTsuLLQ0tMrsk67Kfd54GN0iurm/j4+AeGmbA7/c7NuP39LUHQDrakSRxtCe3tUU9eBgiFEp3kYFMSlHfoMW+7e0d2Fu3I+80RjXejWq8G3WnMbLxbtSdxijxljuNL3Y13o1quBPZcCey8W5k492ou3ejqq8GnatE3G1CN9zp2/WxqLWt/7MpU6UkNieWRovh84mPHoU8aQ4TEzaHQ6DTMQBQaDTMG9lLzBDSZWyQQWcXXXpFazWCP8QpYPZ6F0HQr+FfDdTK8C9/Dpn3S9grdr1Sv4QvXBvxfUmZ4zs7bsLs9RHov8le02dMgeAFXkbHsuDL2QCQfHzsIWifsrLuO0hV9cCkiXrvduwISkVFx9bWYJBOUolPPUU2RIhkoOibfe3zy2r60UBnF/094QCbdPJDEE9nF72qpmmIKRsftIrX12oEd3bRR5A2ZNlrKGp80Cot/BgUBEGeEOQFQd4Q5CmRF6SCUF1FWq3oNx7ygYaoST7KyZmmAFBh9oLZa0yx1+CvbFiwhlUQJGEvXQiygCDz/4gUFEwtLHRfOcsTAOSOTlR2tiWdju3piWawsBJLIYXJwnV3o9/4IA/RcvO2Gln2El/U6LEtwez1kiBII1Pji6j5iv7jfiGs1MvV08zU/DxiruMJx/ud9/9J+hfygSCEwhAETUGopmaZwXYvmL1g9oIF64MJggAg+fqK2ctcATKTlyDIFIKMZGQMQabvlo/COx04uBQVTCwtDrzS7gUApfEu0t19+/Xr/hSqQX6BdUcnCgBywx1k5hHLzEyrxHjDc5XugzzIVTVNAIBBql1sFRMv/axHYr5pfNAq3ivFBekW8SIGu/yyGrE5TbYTUHx22WRSyWayViNYjC+yyyBlFrPXKykNm3RSfBWvO+8gRZLdJQWpfslkSyhFT1n26seFstULDej8/XC9pSMpCKp4VBF7KVYtTe1Ew3HrY9bo8+gtSZuRlchORqdamjrMXjB7wez12lc2LFjDrQ/DXhBkpqpssXypz+rVfn/+EbBuDXLFcu+pU6whyESaQIpiEGQKvURs4k/xiomKsuWEcZbDyV4CAeHECSccTvfcObeoKK3UVNPuHjQApEOHtj58EH72nIeF5YawsP2DPMiND1oH6Y8T04b051/MQ9K9YjgQY0Q/+9lAu5cYMmTPVVXTJE3fzzIkWyo7RKqU6obe5yjlpH7s0g/++nlfyRqc+l2RLKTKdmLKppE9XVVNk+wlvJK9ZGvJDpEqvbQxb/cqvFWYWpfmUep54t6JueFzlxKWriSu3JS4qamjaUboDMgPZi+YvWD2GvEHFRYssT4Ie5lCkPFXX7rdv9dSeqKaSDweH1eO9M/+6TtPBQUzBQVTMWMpK1tBkMm4caZTp9gqK1lCkIkCZDp+vJWCgtnUKXbiLQvmOVCJJ9R3YmX57IOyFwAkNgd3/IRj3XXE8RMOycmmJSUOdAYGAHJWlgWZpI/w21VUbFdxdrD4XrJ+Uf00sOeu35Z+Jh9ZYngdew1ixZHmPEgP3dDZS5pPPwIbWDBpscXpZXdJ+WmQTsyB5jHZE8mWZHD2ktWYZy9KNQVzEfMz/mf8dXzK1ZT8+/l7MvYsxi2+2XbT85jneP/xQ8MvmL1g9npLQhL1OcaS35+9Xh6IDrMXrLGrD8VeJl8t9Gpt7SXHlm7ZjNm+DbdyRfCyxT7x1DMbNmdYDL8AACAASURBVERCkKGTY5afX9Hs2Q4R4ceTkq5QSac2b4qcMN4iPu4C0q+YQrlQcPTazm1o/QMELodRWtow/ws3qc3sQ9u9RIAkEBIBoPD5RAYTKxD0jSHNybVITjbJzrEUCikCAfHd2OuVDNTPzCOLHbKWntexV79TvLJ3chBfsbdiL7GkvXjiDAdmLi221CQmu4h3DYKDspXwuh7DQfocxYMx+5kexzx7qSJVlQOVFfwUJgRM+CzssynBUyBfSAGhMDV46rTgTxQQirDdC2Yv+bNXezuKzye2t0cJRcT3Zy8mK7anJ5rBwPb2xgAQB7MXrDGrD8henk+fdh8rrg8OOhYRXmpumjxpoiWFUl5QULfqt7BHD59v24rxdk9vae40N0xITjh77Nj1H7/3eXC/LSb69PffI4qLb6Smnlv8U+CdhlYX54zx4yzezV3s3dgLvFghy2wUTxzeN3fnu/l7fWj26uyiyzLHB2Iv6OXewzey1yvPOxT2Eqd5Za/rIOwlzQTIOKiNefaC/KA+y5afzLr0K2Io4AWzF8xeb1PFt275x8QcyMg0IxD0zl9wA+Dw+7CXUEhMSDAuKrYLDt6Xk2P1vAtdV4eA2QvW2NQHtnv5eWf+7xuv7771/uZrL2Vly+++8667dv/u3fb0tKvKShY+PoUtzc9NDBMCA48HBp5YMN/14cMOG9NYVVWrhIRLmZlVXy30aWhotbRIhiCT4WSv1z/XQ3qQxYjwyt60t+1zHOjhNDh79cu8H8S8EnQaH7S+M3u9rpuvX5/jK887lD5H2U5G6C3Zq1/9VNU0/SfYSyxfCEJAkC8E+UL9UewNgtkLZq8hiQgAqeVpRHyCCTXu4Nlzbjm5lgCkvgd7EYVCYnGJfVKySXGJfVa21ePHYdevDyt7jcmQjP3Ub4DV0AeKw5KzIAgAih/CAYJ05OvvNW+ua1HR1WPHarKyLuTkVCUlnVu3NhKCdOxsM86du/HTIl8IMvlinhuBcCo97WxG+kWNffjJE61ysi9u30pUVbHx8ysKDMxTUrKKRh0/ffrmr7/4yZO9FMwVFUysLPUASJDMx/DWGvxBFpu+ZB/exget4q/9nOtfZ6mS5tOPvWTzfKXdq9/QSGlusieS9bUffGSA7Llk2UX2Kvr52vdDT3EPoGw+0iLJZvJKX3vZS+7X0fk69qqqaZJ185fm+cbBpx+3IOj7mO83JGxYQ10zI2zmz/ifNydtWoRZNC9i3r9J/66i/D41eBrs7wWzl3zZi9jVHZ2aapqaZhqL1226FwRA8nv1OYqIlZVuaekWcXEGR/OtAKDU1voNG3vJNyQj+ABBht5f4pegLG+9P3690vHl/TU6K1CegiAsVnPLFnUI0pd3jAmzcePMlSZYqChbqihbKk2wUFQwk4xhNBY7b0GQiaKiiaqK1fjx5hBkIj5EUUFslzIbp2gOQaaKCqYqylbjFOVWsD67l6LJ+nV/xMbqYDDa76Y3/onq5+ok+xTLBlboZ4wZhL1kDxTnNrDZy/5zE0egkM3tlVHppYe8kcBkiy2bWHylsn+o+r2yZF3Q+tnYZHe9MsaEbMCIIdq9ZKu9X90O3DhGBEHux93WUNbqZOn4nPTRy9ZbiPpybdxaSi3FIdPBu8h7Q+IGyBtmL5i95MVeIiIAlJu3/AOR+2prfRsaAttbI9+DvYgiQBQKSZGRGsUl9g13kI+fhAuExGFjL7mHZByF6PCBZv+A2esdBUFtbaGOjhZD7HOEIDMIMpbC0xASS6NFvNZCJo7+JQ7i9XLgCVOFlyNQDMj/3UN/KSqaGujva22LeNIc9m6CnQek+kBBX2G9hSDIKt/q84i5u1LVzY+ab0/ZsSt15yrSKuRppHqSumaaxpDDTMDsBbPX0Or3WWtkWzs6KckoPt4oIdHw+nU/AFLe2e7F45MePwm/fMU7Fq9HIunn59uz2bHXrg0Tew1uFe/nEtuPNvoFY+z3n1v6J7Vfh6astUnsDyF7IPSaIeXS8rwyHzFaifcO9CN5YwfH60wC4pLbIVKl55VmLlsSINP10PigVfqnuV8tDeQ/2UwGqcCxJggCgOznN6Q+RwgymzrFds2fkb+vQv/vG6/x48wgyAiCTCShU02kLCVZ+T975x0W1dHF4bXEHjW2GBN7YkyPyZdmNDEaa+wFbPS+9N5hYVnaVrZ3eu8gTXrvS1URUEQRRAFp0rbM98fCugIiNsDknuf38MzOnZnb9u59mTlzRkUMVZLYqiOFxZ1eaosX6ez+FfPzTx6//oJeucJgpDXV2bPVFi3UGcEyVdjT1pSlWlNdt9Z00UL4SOxWSeMqkwGykTHHV1//G2IviSD2mn7BYB+4rViMWrzCdcVsxJzNhM1bPbbORsxe5rL8B8aPy10/gPy9IPZ6s+zFqq1zutPoGhyi5eurFhysceO6w+uw1+AQrfoaoqDQ0tdXzdtb5epVo8HBqWOviblkAvaSHpiITuY9z2933ElDksJi6JGOuDiKWp7nlSIZcZBsmqBna4Lp97AJXWEk1Dju6rlj+71GnQ5MyuEGNuZtIX1UJO8UyXX+L/R7Td7Xfu4czVMn6Ypy3M8/dzA0jDxzhvHDD05fb7f49VfnHd+jNm20WrxY5/vvUb/95rZ8ud4XX9h+/z1q+3bEwvlav/7i/N13yLVrTbdssdy1y+XTrdbi8cSf/odydUne9hny668Qn221Wv+x9ScfW3z7laW6mpeyst/aD41373bfstlqyWL4T/9z+WGH8/ffOS5ZrPPrLy5ff2X7yTrDXb+5f/G53c8/o37f6b58mc7WrVa7drv/7wfE8qU6L3QOezVf+0k+yP81Qew1/YJJudUjRhZnRMBg9jCYLTTPEWKvN81eYsp58ABLZyja2h7FYGUzMk1eZ54jAAyRiBEVrc1kyJmbH+ZyFZ/0ksqnap7jxFwySfaSFnh+nMaxOaMaGUUz0j+vYj+S5x3buN1d0of0vK1jp0RNPJVJeqfPY6/nHYakFw024ZsDYi/pAb6FC3Xw+Cx1lQB5ea+//8bq6YWeOkXT0wk4eIDwxRcO7q4pxw95/HOEtuN7p8uXvIyMIi/JcBD2V7Zts8S4J58/x/npf05amj4mxuH79rjNnau5YL6WPtzL1jbm3Dnazp2uy5fqOTledUTEfP2lJRab8ccfaFdUotwFpp5uoLoyXQ/O3rHDwc09+auv7F2ckw4fJF6+5HnoEMnQMPyHH5z+OYLX1vIzNQv/4w93NVXPnb86w2DKEHtB+g8JBoPZwRY6LZplP0s8yXExasks+0nyFsReEHu90iW+eROJw18gki7l5lmGhmq+6jxHukjEEM9zZHOUklMM3dHnIiP1GhpcqqocZjh7SfqERmHNKHQYG8hHmrcmz17Sw4ISm2Rf0QTsNZaBpHlrLHtJg+O47DWWR8cdnZzAVwxiL2n2+nCNEYGQAYOpzp2jCYOpXr7E/fRTa7nLXkePkv/5x8PSPOzCWQ9lRd/ff3VVkfc1MgjV1vS/fJa05w9XBXlPc/Po8+e5f//tYWcXd+o4bc4sjRUrDNmsvIMH8Lt34T771GrX7276eoEOduGrVupj0ak/7kAQPTJ0tfxPHCHYWsV89qn1Tz86aGv4HT+CVVf3MTKIsDC7sm8vWhsesncvUUM94MwJvKFR2EcfmVw4z/pordEL3dEg9oL0rxIMdszv2Nmgs39y/thB+e5c0NmD3gdP+J+cdEhViL0g9nrJ69vTQ8zNs/TkyGdmmrHYigWFVq8z5ggAs6HBxddXJSXV2NtbJThYq7ubVFHxDvh7waR8s5435vgG2WuCsdGJeWWCcdW3zV7SQ5DSrUHsNckxxwXz4Ws/NBUP582Zrb5sme6897Tmz9P6Yrvt5k2W897Ten+J7qef2qxdY7xgntbmTRabN1suWaS7coXhV1/affKx6dL39TZttNy00WLxIh3xCOanW602bbTcsN5ixQd6n3xitnAh/ON15vPnwTdttFi2VHfdOrPNm60XLdRZs9p43jytD5brL16o89GHhts/t1m1wnDNKsNFC7VXrjTc9pnNx+vM35uruWa14cIF2itWGIhnSkLsBek/JBjMIslijfsa7VhtWgH1uN/xr0hf68XpzXGYMwsBsRfEXm+BvdrbccHBWji8bHCwlp+/anb268RWpQPA5JXZIOxPBAZqeHuphoRqdnYSpiy26gQhGWFjRgyfRwzSxUbNMH+DY44TMOLEvCKuO25EiZcdcxy71J10a6NOR3qQETa5BeDGXsB/oV6GvcSLW0v3hM0ansaoOuIRr/ZsYmxaVTpKqthlXqqY+ogbvoo4Ldk06+mUSUkjqs/uXV2S80LwgtgL0r9NMJhurO75kPO7ObvlQy9vxG3c67n3e8r30JgjxF5vhb3EtNR03x2LO8/1VPHxVb1Zi3qdfi+RiCESMf0D1Ly8VVhshdQ0U76APmW+9rAJQzJKr5s7avpeW0ePBB3AsxMApWFrFNuNwqDJs5cYXEa5sY8bm2dciR3qpRmrraNH/HFsnMlxe6ok7Yxir1HTNsf2e42aGindQTiur/3Eo8D/BonZy3aYvWDDgDV1mvX2dzH+fiH2gvRvEgw213HeQtQSmN0smN0smD1slsMcmO1IaPuX0WLb+T7BagCwIfaC2OsFl/h2g4s7WvZGDarmJqq5xf1V43vRxewlFNE8vZRiYvVr61C3bjvzBdSpjK0KmzAko3QgCemeHulIENKsIMmXZI4KKD/uEmxiTcBeYj3vICczTicdL3EUMz0vDOPE7CVdUdzaWPYaFftx7GFLbIIL+G8TDAYAw8paFwY7B4MpwWCKUyslGEx1yneqCIMpzpolr6F2AQA2xF6Q/g2CweQ5uy8yf5dj7Zbn7L7E2HWRsfMSY9clxu+XGLvGJH5/NvE0fZHxuwprT36B1eRfdmPefRB7zXi9qbW0h/j0oCANM7NDLq7nam46vVa/F2CIAKPxrhsSedLC4nBUlM4QnzaV/V6QIE2pYDAAmCnpDpb2WghnnamUo6uuvon6H3+esrDTcHDRleSj3PVfrUEHFx2km66Dy6QKOLnqJsabvPILBnqQIc0swWDFhdbRUbqREXrVFQ4iIXMkdh0bANaIxGmpTBFrpJhUQsR6necCYq93QG9sLe0bSB9flfp659hYvawss9dbS5suEFA5XIXySvv8AuvwcK3uKfT3ggRpqgWDib+uAHBGViqUTnCkEhyprZwxCfZ4iXHTkiqejY1uTk6n2tqIUusqcurrkeKtAHhKVfEckddIYXGaK8kXCJhdXbjBQRoA3JG9eAHgNZL2BoDd0YEdHKQDwOnsxPc+IYnfNyLABIDxsuOP0IMMaQYJBsNgztfVOaWlG2dkmt2qR0VHawcH6hQX2xQWWnb3EK9dd8jNtUhONgwIVKuqQtxucPHxUYmK1o6J1fEPUCsstL55wzE0RDM0TLO7h/h60AOx14zXm2Kv5hYMgyEXHQ0PCFBLSDB49RgT4oSIGR+vHxCgGhau6eendv8+eorX0oYEaeoEg0l9/6dSDACYdxqc7exOtTzAg5EHcIhPV1X743EnIT5evyDfprPLAwBmdxchJ9c0O9u0utohOcWgqtqut5dUVGyVmKTX3oG/fsMhPd2ktNTm7l1XD+IlHs+uv59SU+P48BE2N88sLd246b57ZychNdmYw1b28VXr7PIAgOXqdpbDUcjLs2x5gGtsdBscpNbUIJ88IU/+GYceZEgzSDBYTo7l404SDn8hPt7A1u74teuOzS0EdfU/ExP0SaRLoaGadnbH3NzOxsTqUCiX3NFnc/OsMrPMcPhzqWnG4RE6V+J0uVxVMlnu0SMcGHlIIfaC2Ou517ehwSUsTLOlBZ2ba+njo9L7hASA9+uMOcbF6xcUWNfVI4OCNYtLrAHw5PHsIPaC9O/UU/aahh9HKfZiiXOqK+3R6HMV5bZ29idiY/QbG10B8IqN1fH2UU3PMNXT2x8WrsVgyqelmVBpcgymYlKSIZ0ud+eOC5lyKSICjsHKXr1qHBSs7h+ghnI+xWIrRMfo2CNOhIZqFhRY47AykZE6AHAEQrqOzv7aOidfX1UWSyEsHB4WrpWSaiwQ0if/toAeZEgzSDAYBiOTnGKMxckWFNn4+anFJ+h7+6qWlNpWVNjr6/7d+hAbn6BHo8thsOdu1iKxuPODQ7TkFGMez+5qsmFmpmloqGZQkLqj46mam8jCIrG/F+RrD7HX+KIDwHV2Pnv9GgIAz6EhRnS0dmgY/FX7vRgAMB+1Eaysjg4O0QHgVl9z8PRSbm3FQP1ekP61mmHsRaZcysm18PdX53AUUc6n29txAHCxONlbt12v30Bq6+yl0eW8vJVzci2YTEVT08NBgWpstmJmpqmT0+mYGL3Eq/qJiYbq6nvu3nUhEi96EC9jsDIxsTpU2uX4BD0cTraoyAoAbm2di67u/sxMMxLpQl0dytb2BJUq19dPAYApEk32+KEHGdIMEgzW3UNsaHDp7aWI3bmamzE9vSQAWAI+7UkvSezg1dqK6+0lAcB88oQsFNEHBqlCEXNggMLn04f4tKYm9MAg5XaDa3ML+pWxCWKvd0Bvgr1Y6RmmHI5ierpJYaFFUJBGQID664w5CgR0MuVSVJR2fr5lYqIBg6nY3OwOsRekf61mGHs1t6D5AtqDB9iaGlTrQ6y45KM23NAQVQQYjXfd6m+59vWTu7uJtXXOTfcxfD7tXpN7fb1zZ5dHdw+pf4DS2eXx8CFOJKIPDFJq61zvN7sLhPTHjz1u1jo13ccMDFIBYPb0kpvuY2tuOre144uKrbmeyk330S875xF6kCHNIMFgEid68f8PI76MjJHV3+kjmSyRiCH+NwOMeDqOlGEDwBSK6CM5rzLyCLHXO6DXZK+RuRvcunqn9AyT5BTDwiKrIT4NAF9n59NJV40A8JSa4jFJMfkCWn6BRUqqUUqq0Z0GFwC8ysvtMRjZ9nb8s3NGxq8uOTaIvSC9A5pJ7CXOlHpbMIFUpkjqJSEanpklfnMwpSXeNKqRkZlcknaGNw3xabcbXFpbca8Q6At6kCHNIMFgAHAHB2lk0oXkq8Z8Ab29AycU0UUiRncPsbOTIBDQRIDR3UPs7SWKRIyBQapQRB/i0wRCencPcXCQ2vuE1NaBF4kYIhGjq5vY1U18tVczxF7vgF6ZvQBgDA7RHnYQWtpwD9pwbZ0eHd0ebV2E9m5iazu+p59sbX8sMESnvYv4oA33smrtwHf0ENu7PNrFbXZ5JKeb2jqculHn9LADP0HFljbc427iyMsDYi9I74JmGHtNx2GwXm3v0IMMaQYJBquvd01JMZWR+cXbWyUyUicsXNs/QP1xJ8HPX41Gl0tKMkzPMONylUNCNe80ov391dvaCIGBmrm5FhisTEyMXlCgWli4VmSUdlW1g5v72fgEg6b77q8Q3R5ir3dAr8FenIZCc/Kf21y3rnH/fO2wtg8nMF98ZPbhMuuNq52/XPd06yto+1r3z9eit69FbF5tvHa5y2cfTlweuWkVS3k3AJ4iwACADbEXpHdA/3n2emVBDzKkGSQYzNLyHyenMz6+KiYmB51QZzw9VZydzwQGajCYii4u57C4C/kF1iSyHIVymcFUiI/XLyi0srA8EhEJLyyywuMvOSHPsNmKLLbC1WQjGl2OTLn8qO1VHkyIvd4BvQZ7cWtT9d0+XmrznHURHGAw+1dZTWF82cNgDpMoZgqDYfZ+AYC3COr3gvSO6L158+0Rx/v6ydPy4/hOs9eKle/DIINsZtjHn6ym0+WKCq0KC60qKu1jYnRCQzTq6lBX4vTj4gyjY7RT04zT000iI3Xi4vQTEvQiI7Vjr+heidPLL7AZ4tNLS+2iovQCg9Tv30eHhMKjo/WiY3Sf9L1EyBWp5xpirxmv1+n3qks3RK//wA4GQ8wYmcNguAPfAOAletfYa9TqPZD+Q/rk7OLVn65dtzIiUmvqfxzfafaaybp7z7WiwrbpvptIJPaBoz/rEif5yAKAIfG2Fo04xglFLPGkhFGvXgAY/QPUtjacZKAWAM7Fi7+0tROn7C0LAHNwiEokXYyL1wOAO+2XeioFAKO9nVDKsx3zvDCH/4rEHvTsvn7KEJ8KAFMoZPU+IQlFDACYAiHjSR9JKGQCwOwVh7ITMYSi4S/Akz6yQEgHgCkUsXp6SUIh/dWi20Ps9Q4IYq9xJV64cNylEt+SIPb6r2vt4cXLV//y27bKKvup/HGE2OstXFV2VpYZi6WQmmpCJF14+BDX8gAjFDG6usltbbjWVmxDg9vAIKWz06Opyf12gwsAzK5uj5qbyI7HBBFgNLdgam8iA4PUc/MsuruJt245d3Y9/QUTiuj5eRbe3spPnlBu3XLu7vYAgHPxEsReU3buz7CX1NwRhuSj9GwVyRUDw2XGyQRPG2c+m2ZK72ISx8YSDs+vhNhrxgtir7ESLzItzVttHT1vFr9GLUENCRJskyJso/zs1TsXLl6kqvZnx2P81Pw4Quz1Fq4qq7HR1ctTJThEIyfXsuk+2tn5TNM994AAdQ5Xmeup5OWlEhOra2d34kqcvp+/CpV2mctVzMkxJxDOJyQa2NufiovXV1XdXVBgTSZfdnE9l5NjLhwORsDq7vag0+WTk40ZTHkn57P5eRYAsC5d+hVir6k696fsBQAnI9P0TqP7yLpbkpnCrJFluCTrNo6anj+8xpcIMJ9d8osttVVcktPeji8qsunuIUqt+Ti2GPvJE0pSooFAKOY5iL1mvN4Ge4ldr16Zn+xfo5HXZy9xj1d0Mu+tvmUh9oL0XG24OH/V1+8vXUKmXhzi0972jyPEXm/8kvb2kmNidXk8u5xcc129A2npphTq5cQkYxfnc1xPpZhY3bBwrfgEg8uXf717DxMaqoUnXKIz5FtaMFTqJUurIzduOLa3e5iYHL5zxy0gUMPN/UJGhkVHB2FwiAIAs7UVa2J6qK4eFRCojkKdKSiwAsAL6veawvsrzV5cW7vjRSX2XE+l0DCtklJrAJj9A+SMTNPgYA0y6UJdvVNQkGZMjG5EJLz6msONG45lPNuiIuuQUM2QUK3oaJ32dryHh2x0jG5oGDwsXDMiAl5bh/LyVg0KUs/JMb9Z6xQYpGZvfzIoWGuITweAlZpm5OWlFBamWVnlEBysGRSkkZVldr3aPjBQg8lSMDU7DABXJKJD7PUO6I2zl+PcuaTPPyds3SKdbweD2Y64zIvpylYKrcRb7Ud8850WLULMnk37/nvi9u32I4VtpQrbSzX1xtkrn1cPAHje1tqGB/m8enGZto4ecSbJO0UyOjmKqMQlxSbmuVGjmQCA3eecYZsU2zp6pMccxX1vYpPsSCxxn1xtw4Nx9wjpX6KPTy1euWHTlrVp6cZv9ccRYq+3cFVZ1647hIfDY2K079xxa32IjY7Wzc+3iorSZjAVoqJ18vIsk64aEzzOX4nTK6+w6+un5OSaRUXDm1vQpTyb/n5KZxc5Jkan6T46IdEgJcWoohIRF6//uBMvjklbyrN51IZLSNBPTDJobcUCwIX8vabw5krYi9PQ4EwkXiousiaTL9IZ8nn5FgBwU9MMuVyl/n6qje1Ra5ujObnmTU1ulpaHc/OsbGyOx8TqojEyGIxsdIyemdmhjEwzGl0uK8uUTL5865YLnS6vovKHp5dKWBjc1PQIh6vU3IImEC6lpBgDwH7QivXwuBQQqGlpeczHV4PJUsjINI8M19bR3nv3LjomxoDLVRJHJ4bY6x3Qm2UvexgMtXhxPomUg8FYjWTawmBua9ZQvv7afe1aMTY5L1tK/upLwtYtiFmzHGbPxq1fT/rqK9eVKx3mzIk3Miqg0bDr18cZGkapqNrAYE5LlpC+/JKwcSNi7lx7GAy9bp3bqlWEzz5zXbXqbbBXbcODUawzausoxywxJEk+tnX0SGAon1cv6T/TQ/gDAPQQ/pJ2RjGTNHuJiU3MZJKdSkpKu6BNTS8dpGnTmn2Lly4/evzH2w3O4z2Gr7gGq/SPI8Reb0PPjjqJB544j9oITfeHx6caG137+igAcADgiF2zxQHNR7yIGCN1OQBwB4doQ0M06SEt0XCbw4NWM5a9xJ1DI2nxAY/7pWVKff1e91v9ls9dwl6e6emmGZmmaalGoWEaLq5nq6ocAOCUV9jS6HKubmfpDPmkq4a+fqoBgeopqUY1N53s7E7W1ztVVNjR6XIeHpfT0k1jYnRaWzF5eZapqSYlpbb5+VZ+fmpsjiKVKl9V5RAUpOnto8pkytfXOwHArruJdHA45eOrhnI+k59vVVRkHR9vUF2NoNPlQ0I0nFEy95rcRmLlQ+w14/Xm2WvJ4mIOp5BOtxrJ8Tx04EbClSIKuSIkJPTyZeK2bWXeXkVkUkVQUNC5c+Rvvi1msYpp1OvRUSGyMtciwh/V3gw8fTrd1TURjSZs3lQW4Ffm7VURGRlnaur24YcN+fnZOFyWm9v1K7Gkb76yfdPsJQ1PYzWWzEZ5hon7wCTY9LySE7CXGKek2xyVMwq2oOHLf7k2ys9e8ePi95eYmB7u6yeLX3tDfJromUlz40yUE43j+Tu6DMReb09SC8VI/rJGAIsNAItXZtvTS6m5iZTKZ0ndOzYArNaH2Lv3XAFgDQxQa+ud+Hy61NRIlmj4Vs5Q9gKA2dTkxmIqAMDi8xkpKcYZGaYAcPh82vDcTxGDz6cDwGq673azFikSMQUC+uRX85yu2yoZcxSKGOIT6eunDPGHn6n6elRomCaLrXiz1gkA9sAArX+ANnKzhu/v4CBtkE8bWVmIIV5ZSCgaXnGof4AiEDIAYAoE9P5+ikjEHLnRjCE+nS+giZ4uRjS8YsSTPrJkkSIR1O/1Tuht9HsVs9l5RKIZDGYDg1nDYHezM7I98NYwWAwcXpeWVkgh34yLdV33EXb9etKXX7H3/pWDRmei3bse3A+/56TcagAAIABJREFUeCHcCVno7e26bFkhk5nF5SYYGDRkZiLmzvX658jDmzcYv/z86N69gFOnSJ9/fiszM+jcWespZy/prWMHEKWHEWEjXVajhh3HtgOTYq9RPWRiSdcdxV75vPoJOuog/Uu0Xnbhqs8/WLH07NmfoqK0fXxVAoPUh4YYXV3Ex50EkYgBRKwHDzBPnlAAYPX0kh614QBg5eVb5ORaDPFpIhFjiE8TCBkP23C9vWQAWP0DlAetGACYd+5A7PVWBACzsMgyN8+8/pZLUbFVZZV9V7fHrduoomKb69cdHz/2sLY+XlGBqKqy55XZxscb1Nah7jS6lJc7VFQihoZo5RX2OTlWDKZybq4ZAJ7JyUZU6uWMTNPmZnRNDVIoZDTedRX3c8xk9uKwFY4d/aX3Cbmk1EZO/nc2W7GwyCoiUjsn16K5BR0do3MlTpdXYs1lK5A8LiZfNQ4L0066avi23Rxf79zHiTEhmZ8IAFMopHd2EnqfECVzGKWmLkqmQz5NiIYXeZSAlFiSf6iYg0M0vkBchiEOWvFsdYY4XsmzBwmx14zXWxlzJJOby3jp9rY5LqiAU6eSLc1vZ2fFGxlUBAWk2tv7Hz9el5Z61cam1Nf3iolRupvL3ZKiBEvzhzXXQmRlwvX1b+Tnee3bl89gJHh5ee7Z05CdlWxpXujFLfP3I3z66YPaWs+//vLYsuVGXFzQ6dM2U+7vNZa9njcFsq2jR5qKIPaC9Lr66Ojchas+3fYxEnmSyVRISjL08VFlMOVrbiIjo3RCw7TCw7WKi6yCgjQCAjR4ZbYo51OpKUaxsboPWnFstvyVOH0/XxVvb+XGu64stlJUBDwxyaDxrivEXm9cADDv3nNDIE6kp5vKXf7dg3TB2eVMcLCmf6A6GnPO3OKwt49KcIimpeU/bW0EX19VJPJk7BVdc/N/yGS5y5f/yMo2p1AupKQaWVsf6+r2AMAT5Xw6NdUsOhKOJ5z3D9CIjtHncpSaW9Azm704uroHOFzFsFC4jfUxOl3OxfWMjc2xyEhtCvWyju4+Gl0uIEAdj78QFg5PSzeNidH1IF7y8VUZHKJO+x18/kk9L74XXSiiP+kjP+kjDwxQ+vpIAgFdBBhP+oh9fWQAWINDlJ5e4uAQTQSYg0OUnh4PvoDGF9AEQrpASOMLaAODlN5eEl9A6+sjDQxSAGAODVEHh2gRkbrl5XYAsNs7CGyOUm8vUSCg8wV0AFgDg1S+YBxOhdjrHdCb97V/by7xi+1e+/Z5//23z4H9tB07HObOpf/4o/+5s8RdvzrOnWsLgxG/+CJE7rLPkUPOy5a5rlwZeOYM588/6Du+x65f77pyhc+RI+RvvyF9+SXh00/tYDD85s3BF897HTrotGQJYvZs1q+/Oi9b5rRgAeXbb9Effmj/ptlLPGj4PJway0wTuFuNake6ZD6v/k2NOULs9Z/Tqt3zFi45/M8OpONxLE7W1vZYSopxcLAGnaHgjpb19VUtKbGJidUNDNSysjracMfN0OgAm6MYHqGtrb3fz18diTyVkKAfHKxJIl9MSzdpbHSB2OuNCwB2ZBS8qMjmyROyucWRqGi96Gid2Cu6ONx5P381Hx8VW9vjN2udbe2Op6SawuF7S0psMrNMaXT5sHDt0DDN1FQzDlspIlKbSr0MAFcEWPaIE/EJel6eipVViIwMMyXF3bW1KAA4IkCfmewFALOzk0ijytXUIK2tj+XlmEVEwAsKrby8Vby8laur7P391CMidPwD1HJzLcPC4fHxBjExuiEhWiEhmu8ge9EBYDQ0uNrZHWexFDAYWTT6XFaWBZerymIrYrEXb9Y6p2eY4HAydLpCeYUDBivD4SoWFlgyWQrt7YTsbHNPLyVPT2V/f3Uc/ryXtwoGK3PzJtLTS9HbW9XW5uT1Gw4AcKOi4A6Op4JDNL191NLSzaqvOYSFadXVocSheqXf4BB7vQN64+xlLzWrUVrjznOUnsZoJzXV0V4qxsS48xwRz5nq+Ebie4m7vqTpp7bhgfjjWPYSF5Z0U+kh/CUFpIcvxYOP0uw1qndN2td+lHP9BP1nMIi9/pvacGnuyu8WLVkke+HX5KsGnY/x/v6qUdHaEZHaVdUIbx/l8AidklJETq5FXx+FwVQsKrbq6SHHxeuHhGhev46sqnKIiNT281epqkI0Njrb259sbcVC7PUGBQCz9SG6r48MAKO52f3aNYdHj7B9feTaOuTNWse2NmzjXdeBQWrzA/c7jS5VVXb19ci+fvK9JrfKKvveXhKfT6++hqirQ7a14QBg8gXU+81u1dfsGxtdmpvRdLpcYqKheNXa6WAvOgCMwSHKC/u9hvjU/n6ySETv6SUKBPS+PhIArI7H+PYOvEjEAIDV8gDd1e0BALO7h9jXR+nqJjbddxcIpv/2TXhnGe3t+LHsNcSnhodrRcfoJiUZRkXrenkph4XB1dX3BgSoEwgXk64aIp1OMVnyGKxMQoJhWBjcxuYYj2ejrbP3+nUEk6mAxcrGx+lVVCJMTA8GBGi6u8vEXtGlUC+mpRlxuYp9fWQA2EZGB2/UILOyTOl0+ewcczX1P9PSTIQiOhh+d0Ps9R9mL4fZs1HvL5GQkz0MhpgzB79lC2L2nLFE9TRaxKxZ0lXspSBsFLfZj+GzN97vJZZ02IiJfeRhz48HIe0NFp3Ma+vokWYmySbxx1ExJqSDU0zc0wax17uu91euW/7hhtmrfoF9fPrl6n5ydvGqLR+vX52QoCMCFD6fBAANACqfTxIKKQBQAaCKgDhBEwGqUEgZ4hNFIgoANL6ALBCQAaA3NCBtrI8+eOAOAE0EKJDelACgguEEDQA6AFQRoAJAF6cBoIPhTTSpTNpIgjKSSRMBivTHzk5sU5MrAAypHTFlZH5sayeAqTs1yuAQiUS+EBevAwBzgmKSb6DUX9pIQjpNEwHqyBWY/ns34bnT2juwpaXWANCl8wcGialphm1tmLIym3v3XHJyzRsbXWJidWKvaKek6LW0uHl5K4aEqhUUmuXmGSck6Pr5Kbe0uLJYclHR2omJumVlNnV1yCE+OTxCMyZGKzfPtLnFzc9P2c9PubjIEgCGSET38VGKiYFHR2v293sEBKo4Oh4TCCkj35Bnwt9D7PUO6A2ylz0M5vbhh0kWFvazZ2M3b8Zs3IhcsCDWQDdMQR63dStuwwa3lStxmze7r1njMGeO66pVuE2bXFeuYPz8c5CMjNOiRbjNmzEbNyDnz3dauBC1eLHL0qX4rVvd165l/vxzkIwMZsMGx3nzHOfNc/lgufua1ej1611XrsBu3IBetw753ntvnL0gQZo6wWBycgd++vnLxUven7fw/XkfbIet2QfbcGmy1dcemrfogy2fbjQ3v+juruXuroVGa4kTwx+l0+inCTRaC42G29urXr540tFBGY2GS9eCNDOFRsMxGG3pHAwGfvToXkdHtak8BhRK49DB3xUUDuPxutN+Tab4+js6qhgZyY66C+7uWjicLgYDx2K1MRg4DqeDwcDxeF13dziBoCPOweF0cHgdPEEHjR4ugMPrYrE6eLwuFqeNwWij0Vp4vC4GA8fjpargdNzdtNBoLQJBF4OBEwi61tbysrIHbWwUsdjhY7C0PPXwEVbKqR9irxmvN9vvRf3hhwQTE//jx8NVVBItLJi//VbCoLN37cqlUT337vU7ejRaXf2qhQXtxx8TjI2j1NR8Dh/OxGKCz5+PUFIKvnghwdqS+NWXgRfOs3btijcy8t6/3/vgwWhVlURDgxhdXfy2bZ779/scOZKGdPQ+eiRSXT1SG55oZUn78Qc7iL0gvbuCwfr7B8UqL69EozE7d+2ZN3/B8jVb5676Cbbu+Itb2Cg/e9XOBQuX6OgaPHjQKmltMhoYGBwa4vf3D71ULUgzSny+YCp3NzjIb2vrCAoKLioqFghE0376U6mBgaHu7t7W1kcDA5N6ZAYGRhLS6YHBAUli4Nnyz6kyquLgIH9wcGjkdgjgcO3qCluplSIh9prxeoPshZw/P97IyOvAgSh1dZeVK8IVFMLk5UMuX/Y+dCj4wnm3jz/OQLsHKytdtbAMvnjB558jaQgHr7//zsJiKd9/f0VPz2np0hg4nPvnn7lEIu1/P6a7uxI+/ZSzd0/QednA87Kxhvqe+/bm4HCUHd+n2Nm5rV6d6uAQraMdq6dL3L4dYi9I77BgsLFhSvr7+xMSEvQNDD/ZsHnRkmVL134DW/0nbP35idrZcHH+qm+Wr1jN4XLHDX0CGWRvykQikVAoFE33YUAmNiMjg2uVdhB7/UfZy3HuXPauXa4rV5K+/NJx/nzCtm3UHTvc164lff01cuFC1JIlnP1/0/fuIX/9DX7bZ+w/dnP27MGs+8hz3z7shg2kL75AzJ5N27GD+dtvzJ07kQsXMn//nbP3L+L2zynffE3++mvaDz8yd+7k/PWX25o1hM8+c5gzx2P75+z9e0nffI2cNw8ac4T0Dms89pK2hoYGFot16Mix+QsWfrBm07zVP8LWHoZtlB+/tXUnlqzcvG37V/n5+VPzuw8ZZJBNr0Hs9Z9mL8SIU7z0JEf750xglGy1lfor8axHwGA2z9YVT3WUZCKebQRiL0jvsF7EXhLj8/nZ2dlWVtaff/H1goWLP1j3NWzlTtgn58Zpc83exUtXnTh1tqWl5a3+6EMGGWTTbhB7/dfZy/G99yjffee5dy/hs08Rs2fbSi2SLR1IQrKQtiTT9YMP0Os+clu92un9921gMNtZs4iffy6NcU7vv4+YOxezYT1izhxbKfySXpMbYi9I76QmzV7S9ujRI19f3zNnZZYtX7Fs5bqFa3bAPjwA2yj3tNmNcnNX/bT4/eW2doj+/v43/nMPGWSQzRB7WfYaWeGKNSog/rj8JEm8sDDEXtPDXsj582N1df2OHqX//JPP8WOErVvoP/7ge/Ag9pNP3Fat4u7/m/PXHszHH+M2b/I8uJ/yzTeoxYs9//qL89ce9Nq17D92x+hqM37+ifb995w//vA5fDjJzAy7fr3PwYPkr74iffFFGhLJ/PVX74MHcRs2eO7/m/HTz6j336d++63nnj30H35Azp8PsRekd1WvxF7SVlxcjEQif/jfLwsWLv5g7bbZq359Gq5ivezCldvXrP04MjLyjfzKQwYZZDPNXoq9AGC2PsRWX0Ncu+7Q1UmQQNhIgiFZDXZoiPa4kzA4RAOAPcSndTwmSBHbcHmIvaafvdDr1uWRyRYwmN3s2U4LF0QoKnjt3+/x+edpSGSY3OXAixdYhw9FqCj7nTgeb2LstX9/gokJ+euvyd9/l0cmex88GGOoH3he9oq+Pu27764i7Ll79/odPRqhqBhvZJRobRV0QTZcSdHr4MGrtjb4T7cGnjkTb2YaoaHO/O23WCMD9Lp1di/DXitWvg+DDLKZYStWrnpTP8E9PT2hoaFKyiqr13z0/rJVi9d8Oxyu4qN/lnzwyU+//F5VVfVGdlRfV8dgMBh0BpPJuHo1qa+vb+LynZ2dkZGRd+/eff1dP3ny5MqVOALeg8Pm1NTUTLLWwMBASkpyXl7u6x8AZJDNNJs0e9FFgA6Ap53d8fx8y+wcc0vLf9raPW7edLrfjG68615T4zQwQGm67w4As6+fXFVld60a0dyMrq139g9Qy82zuH/fva4e9fARdnCQeu+e240aZE8v6Xn9YRB7TRF7oZYsycRjPQ/uDz53Tjzb0f/kySAZmeAL5zOcnZ2WLPE9djRMWdnnyOF4I6Owy5czXV1p//tfwMmTcfr64QoKAadOBZ45c0Vf3//48Rw8nvTNN4U0WqSeXqSlZbS6uvfBA0nmZrQff0xxQjJ/+SVaSytcWTnwzBn6zl8DzpxGLlxo/zLsBQAzJ9faxfX02MUrAGA86SPHxxumpppcu+4AAHtk7VLWSFetGPkl+eKPTwuIpJaXB4ANntZ6pss3JlaHwaCIRNBUIcjeit24cQOPx+/646/5CxZ+8OHWuat+gi39cvH7K5RV1B8/fvyajdNo1LVr17q7uTPo9C2bN9Fo1N7e3srKKqFQ+PhxR01NzdDgYEtLS2ZmZkFBQd+TJ83NzTY2NpUVFc3NzbdvN+Tn55eUlAiFQpFIeOtWfVpqanNzMwCgv7+/pKQkPT29sbERAPD4cWd2dk52dvajR4/E+xWJRGQyeePGDVy2pzZcW11d/f79+wCAwoLC/Lz8gYH+wcHBxsbGkpKS3NzcgoLC/v4BAMD9pqbKykoPDw9PT08AQFNT09WrV8vLyvh8vkAguFFzIzMz8+HDh695TSCDbLrMyMig5hoCAPZIv5Qnh6sYGjpOvxcArHv30Moqe0KCtYOCtTyI5wMC1FksJTpDPjZWx8tL7Uqcvj3iRHMLxttL2cdH2c3tTHg4PCPT7MLFn69eNbKx+YfBkMMTZHPzLB2RJylkuTuNbhB7TTN7IWAwl+XLyN98g9+8GTl/HnLBAtymjdj16xFz5qA/+ggxezZq6VLkwoWYTz4hbNvmvHSp0+LFhK1bsJ98glywwG3Nh85Ll6EWL3b/8EPcpk24jRsd5s7FbdqE27LFZfVq1xUrXFetQn/0kcN777muXo3fusV52TKnRYtcli93+eAD1PtLEC/p7zUBe4mGmYkDAAsA9rjnzhfQHj3EDvRTpFBs7Fg4fUwCYi/IpsHE4SoMDAzXb9j83rwFMBhs8ZJlRBKZz+e/cpsMBn3VqtXm5hY2NrabNm2KjIzklZV+vn17d093VETU6ZOnIyIj9/z5p6KCgrySUmRkZENDw/ETJ9LS0kxNTHfv3u3u5vbFl196eXkFBQXt3PmbsbHJoYOH0lJT4Trahw8f1tfXNzE2unevSVbm/JHD/2hoqDMYdEnXWkZGxt69e2UuXNDV0wsODu7o6JCTk5O/cFFXV/fMqdPl5eUnT5z4e98+Dpuz96+/PDw8Wltb9+z83dfPT1dXx9kZlZKacmD/35YWFpcvXYyOjiaRiH/++aehgdHJYyeLCgvf0CWHDLIpNSMjg6uJ+ncaXRvuuDTccWl5gHZCnfT31xjij2UvDoMhHxdv8PAh9vFjfP0tFA4n091NYrEVUlINPb2Us7LNWCwFJ6dT6emmCfEGVlb/BAaqVVTYOzqe8PVTd0SeDgzWCA5RLyiw9PFVsbI6WleHet7II8ReU8dekjV/EFJTER1mz0bAYA6zZ9tL+d3bPVvYfrwWxi0zKufV1hSamL1edOLMB60YpOPp9DTT5mZ0S7N7bw+xr4/ScNv5ZRqB2AuyaTBxuIrDR44tXLjor717X7kdKpWyefPmwMCg7OysY8eOysnJ5eRmr1u3rqOjI9A/8K8//8rIyLCzsTl//vzRf44iEIibN2/+9ttvcXFx6urq2traAICDhw4bGBicP39+xw87OBzO2bNn/f39fH185OXlL124ePHChZKSEgLB49zZcyeOnzA2Mn7woBUAIBQKk5Ku+vj4FBYWWllbb926lU6nb9u2zcTUFI/Hnz17JjIyav/f+8kkMgAgKTHxu2+/1dPTO3r0aEdHh8y5szbWVmampqdPn+7s7Lx163Z5efnvO3ft37efRqedPHnqSkzsm7rOkEE2VSYCABgY6COdTnK4CmyOApuj4O2jjMGe45XZjfv+qqhEdPcQxT1k3d3Ea9ccAODW33IpLLIuLbUZHKS2tGJzc80HB2m3G5xbH2IrKhG5uZY1Nciubo+8PKuycrtHbbg7jW75BdYVlXa9T4hQv9f0sxfiWQ5DLVnic/iw5759nD/+IGz7TBJCAvPJJ+h16+xnzx4bh+Ipmc2a5fbhGvS6dbbPlrEdbwntqWUvVm2ds6HBkdRU08BANaLHhVKeHYMhX1FhD7EXZO+K8fl8yUDeK5i3t/eWLVsMDAzt7Oz/+usvV1fX27dv7fjhB0NjY2249pnTp5OSrhroG1paWZ89e1ZO7nJtbe2hQ4eSk5MNDQ1NTU0BADLnZB0QDhHh4X/s3m1iYgKHw0tLS0gkopYW3MLC8uf//S89LR2BQOjo6sjJK5w9KyMehRSJRMHBwbt27TIxNb1w8dKpkyerq6/B4XD5i5cMDQ2tbayrq6tlZWV9fHzEx6mqrr5p48aysrLu7m5VVRVHB4f8/PyDBw8ZGhsfO3bMy8ubRqMdPHBI38BAR0fn1q36ic4ZMshmookAAEZGBlXltgIBnc+niSUS0QFgPmfUhS1FS0wpd5rhoZ5nE2KfevZImiM1R5ItyYfYawaxlw0M5nP4cLK1DXv3buqOHbgNG7j79jJ/+42zZ08eDhupoux94IC/7LnA8zLotWv9jh4NlpXxPngIu359wHmZ4Avnids/9/3nCO2HH4IuXgiSu4TbuNH7wAH/kyeiNDTc1qyZRvYSCOlXk00IhIsZGWaRUToFhdYmpv9ER+sJBC8HcBB7Qfbu2uPHneXl5UVFRSUlJbW1dXy+AADQ2NhYWFR08+bNe/fuDQ4O3b9/Pzc/v6SkpK+vb3BwsL6+vru7u6mpqampCQDQ0NDQ0tIiEAjq6+pzc3Jv3bolEol6enp4pby8vDyxV357e3tBYWFBYWF7e7tk10KhsKGhISc3t7i4uPPxYwBAX18fr7S0sLCwra1taGiosbGxo6Nj5Dgf19y8Ka7V1NQkjnZ27969nLzc6upqkQjw+fzr129k5+S8kXkAkEE2LSbxtQeAIdFzXj2MEWbiSKVZI57KrBE3ZfZIDmfkI/vZrUwRYAHA6emh1t9yFgjHhTyIvaaDvaxhsBQbmyg1Ne/9+z337HFavDhaTY3n7YXbsiVGT9fz778LqNSAM2fizU39jh1NNDMlf/N1mJyc14EDYXJyV/T16D//XECjhSkoEL/4wu/Ecb/TJzNdXIjbt1+1sCB89tnzur4mz17ZOdbu6LNDfIbUF2tSEolYzS2YsjK7Up5NV5dHVLSOt49yby/92e/oC+UZH68HsRdkkEEGGWSvaaPmOT7/rc0QCOk5uRZx8fpJSYbdPZSEBIP0dOOaGsdbt527u0nl1+zvt2CSUwyTk43r6p1bWjCRkdq5eeY5uWZJSYbl5XZdXR4xsbqZWabt7bjaOqfERAMXl3Px8QZS7EUXQew1vexlB4NlOjpEKCl5HzzouW8f4dNPY7W1fY8f9Tx0MEpDg/Ldt4lmZmHy8hEqytT//eh1+BDj5585f+0JOHMmWEYmxc6O+v33ERpq7D1/BstdilRS9D9xwuvgQdSiRVf09BBz575+v1duno2u7r7CQsvSUpuXVVm5bWWlXVW1fU6uRUioVk6ueVm57Uu1UF5uh8fLkskeEHtBBhlkkEH2OjZp9uL4+qnExxvcu+euovIHgXChrAyRkmJEpckFBWuGhsJ9/FWdnE9SaQohoVqubjJx8fr+/ipcT4WwcK3MLDM84YKt7bGgILivnxoKdTo0VLPhjosWfO+tW6hxdw2x1/SwF2LWLOSCBS7Ll7l8sNzlg+XIhQvtZs2ynzvXYc4c56VLHefNQ8yd67pqpR0Mhpg1yx4Gc5gzBzFnjj0M5rpypeP8+cOZc+e6rPjAccEC+1mzELNnI2Awx+eD10uxV0cHwd9P1c9f1T9A7ZUVEKAWHKwRGKj+shWDgjUMDf4mEHAQe0EGGWSQQfY6Nmn24voHqPn6qmIx5zkcBRLpQuwVfR9flcxM09hYPV3d/feb3LlcRRL5MpOlEB2tFxSk8eQJhcNRqKy0CwrWyC+wsbM7zmIpcT2V4+INWWyFmFhdV9dz7e04iL1mEntJuc/bj8kflRh36wRlXpO9RMOBJLgAcKZJXtCYI2SQQQYZZK9vk2EvcaTJtHSTkFBNe/vj9+9jB4dojXfRrQ9xIsDo6SV1dhGEIjqfT2tpwbS14fv6KV3dRBFgdnZ5DA5SOx4TBAJafz/l/n339g68CDDa2vH3mtwfdxKFovHhAWKvaWOvqdfk2Wt6BfnaQwYZZJBB9kbMyMjgRrX9xOwlFNFEgNHV5XGjxuFRG04kYgDAASORwEUjISrFfwUCusRhXzofPPXHfxoI8/mvOYi9IPaabtgal71YbDrEXpBBBhlkkL2OGRsbFhZYTsBeALAetKAbbrsAwBUP+PAFtIJCa6koEsPrM/b0kH19VRvvuEhNbJSILSksbrO8HNHe7iGpDrEXxF4zn73YYeEaZuZGOZlZuVnZkP4LysvJycvOmfbDeFllZWZm5WTl5ufm5r2rys7OzszMnPbDeE1lpKdP93fh5ZSRkZWRnjbth/GvV05uvqzseTRadoL48gOD1Lx8i4BAtehobW9vlZRUE19fVUPDAxWVCBZLKShA684dl6goHS5X0dr6qK3tibx8WyZTPihI49p1h8QkAw5XKSfHPDfP3MtLycdHrfGuKwDsO42u2jr74uL0g4M1IyK0IiK0Rh0AxF5vg73oAHDr0g3cP1lu+6xfl0SOMBjiOZvGLeww6cISOYypZQaD4fZ9NcJe7JnMXpFRWvDDZ8PV3SI03CM13CM13CWJsWmJIsekpcuMynlea5GTbi1yzKaJdzH2OF+ntVGnH62FidHCxsKxUVqYiU8/ShMtTkdposXpyPEafFpREx0Dx8bCsVGa6IhnD3gyF/OFpx+liWFcslTdfTRIBSXexSRPfzIXc+LE63yXIjXcE7QJ6r+fuqB/npRIwsXg3knF4owwRnsP/EVOIuGn/WBeSfgYHCWR/MV32+VtOVrYKE1M5MyXFjZKycH3s292qqACNDHvxjG/q8JGndZxQTicej57sW7dduZ6KhM8zkdGwnNyzYOC1BGIE0VF9nD4vsREAy8vZSZDgc1WbH2INTM/1HDHjUy+HBqmicXJWlgciYzSftSGKyu1kZX5OSlR389PLTvTFADPzEzT6GgdFOpMYaF1WztOReVPALhQjIm3zV4MADh12caYL9Y4zJ/ruGT+KDktmW+0cJ7V4vnIMZvGyn4EDnCGAAAgAElEQVTJAv0li80XLZxMYeldmC+aZ754vtNIDnLJfIt5czEyP78L/V6smCs6bBVrEascsCsAB9ILVdlDzLnvGn/fLWGIVgg4lYBTCbgVgFsJuJWAUzH8l1MhZPGGqPlCFg94VgF22RAtf7iMpNhIyWFxK4Xs8nZcyj3XKwP0oqeFuRXPlB/ViPTfZzaNqcKpAJ7V9S5X7I+pdVNyALdquq/ky8i3ln7ZxsnHsQbUVILKd1FVoCq8OlwFrlwLaiWZ1aBqTLHKqpdrdsqOv7ISVNaBuj3/7MWnPORWA07VRPK8BsaW8bwOuM+vwq0Gntde0OzzKo57PJ7XAPcaYPEEu46oUAt7XnjMkF5H3Gpg5VfgiDzzHPaiA8Csq0cFBmqmpZtUVyOio+H1t1xdXGQrKh05HEUvb5UrsXrRUdqlPDuRiEmhyLc8wDmhzvj5qTLolzPSjUPDNNkcxdo6FMHjUmiYlreXqlBIB4CTmmYcE6t35YpeeAQ8MFA9NdUU6veaGvZi9nQR6gvM6tIM69KNRqk539xQaw8XK3Mn23TsVmndyjAqTzKwtTlLcjp7L9dk4sLSup9nhjI/4mx5pCnv6S6uZxhfr3OSjEbPcPZiKFmK6EWAUQxpAokYxYBeDNhlLmd04vWI8fpEu5NKgFnaTkjrIWY99sh4iEsRMor7KLmAUSykF91HJ91wiujwyGgnpCcakBOMmL3k7Mce6YO0AiGjqIuY2U5IH6IVDLfPLOkn58bqEnxVkPH6JD81pw5CRodHRisuWcgoEtALH3uktxPSB6n5g7T8Do/0LmKmkF7UR8kV0AoHqfkD1LwOj/R2j/QuYmY7PhUwigcp+W34tAFqvohe3OWR+QifyqcVABavzinC5qjKY490wCyd9kv6EvKspl20QHDtq0BlKSh5F8UDpUG8IEUtxWugSpxTDspze3KKhUWloKQM8MRlykAZD/BKQUkZKCsHZeLMClBWDsrKAK8clPFASRngVYDyMsDjgVIe4PFAaTkoq3hauFzc2tvQNVD955E96IR7TB5glI4vJg9Q8vudIm/i0x+yywGrHDDLAKMUUAsHnSNvMkqGWBWAXQ5YZYBdDhg8wK4AjDLArgSEzE5UTD2tqJ9ZBlgjm5hlgF0JWGVAnMkqeybN5AFOJcAmPyDl9LArpapUAHqxwDmqDp/WRi8a3HlYkZjdxXj+MUN6bYmYPGDumfV89mKIAEMoovMFdLFDPV9AE4kYAiFziE8XCpn9A1SRiCUQMoQihlBEF4pYIsDgCxj9A1QRYAHAGhigDQ7RxP5e/QNUqUWEmEN8ukjE7OunDAxQxcsQQez11tlLfOkB4Iz47o1SgIvL2auppgD4PKeARJ79/QxvX9XwSPgkCkvLn81S9uSqAOD7bD5bwjcQe/1LxCq96x6nf0jmqikl2Yhqc1IxAo7Byhoy5azDtNxply2TjWm2/6h0emR6KSO4igjKRfMQDbdwLfSFXYdTTRnG+y+5ndFBy+iW2vg5ntBAn9NvcIkFLB5gFAMWj2fr73RSE7DLALeig5ARo4P3VnKIhGNJF8ySjSmu5+A4GaNMM7bHeROcrFGYlnuupWeMNr7cLshbyYGjbM1VstXefyZQw9nk4OVCa1+Tw/K2/6hwFe3STBjOp7SxMoa3XWMBuwxirxnCXpWgIvJmhIyCTFB5UImoOP1RWikoLRjK9yv2dQ12yezISG5Mjq+LKwO8vP682NuxCfcTUppTEhsTigVFaV2p4TVhmX2ZUbeinIOcMx9nJjYnXrlzpURQXDRUGHEzPK0tlQdKp4u9WOUAFV1/0YJiH1Ru41NoQE7Apz1ilgFSbo8OLgoVWauNjTIgJVh6p+viI8k5PQakJCuvPGvfYivvfCUE1zH8mgU329qnkFo0YECIsA3MM6QkG9GTbQJ4rvGNxsw0Y0YKLq3NNpBn7plh5ZvlHHPjjK6jCSPVLrDUyivPMayalNNrwc2BuwUq29Bxqa30Yoi9Zgp7iaRWGRqZvcgYmavIksxzlJrA+GJJNcUc9w0LsdfbY68JbrOXs/OphARDADgvKsl80kfhcpXDwjVfWHjULlhMBTZbEQDu8/gGYq9/ibgVAWpOfqrIYjufGmT4HddY7AX9Rvd4bxWHUhu/QDVUrC4edUqbdtky0YCcYkw32n8xUA3VhE60OarCkLPCnLcI1XKjyJkVWHn7qiPdZfVqHMMGKXkiejFglpbZBzqe1HpCzsk2Y5XZBRofvFSHiipD+Bsdvki7ZHHXLS5Yy5mjbJtoSPZUtPdTccLJGJba+IdpuiNPwn1VkDdRkW5ndB/hUw3/vpBgSLI4phQJx8bqEq4akcM03SyPyrV7pEHsNRPYqxpUVYDy5JarOrZwQycDtA86szPDlGCa055NiaJqO2nbcexQfk7MBAY7lY3yQ2G8MEimoy3FnBDkbuRuHFIdgvBGUK9SdN3gzBSmmrmae5i7S4CLHcsuuCzI0dsR5YMihZIKBvLfBn5Nhr3YFcDap1DGEG3pU3BKEylnQcGmtjLLADK0+pCC6SVLKhwbfkbXxYgef1DexMIz66SWg0NI5T/KVvqk+MOK5sfU7C6Zk3cdVbYPLDsgq2XGTTlw0UgLHS5nwzwqb3BSE3FE2UyH6HdEycrKN1cD7XMCbqeC8pQxxB5Ts1WwYe4+pqKC9DFlZ6g4eMpZUTiVgFbYD7HXzGGvseILaO0duK5uD6GIMTBIbWvHdfcQRSJmewe+vR0vENIHBqmP2nADg1QRYPT0EtvacXwBbXCI2vGY0NNLmkQoV4i9IPaabtgae2wQe01W9GLAKssxZ7fhUwGnAnDKOz0y8sy5gFNRiQiK0sYmG1L7Kbm3nKOTDMj91PxK+6A7rrEpRtQILXSJte8jXGqEFjrRiNiKTb7uEBqu5Z5iRE00IOeYcwS0AsAs6afkZ5h5+qk7xujhHuFS6p2irujiY/SxTe7xOWbsQVrBdcfQG8jwVDNajC6u2iEk3YQRo4NLN2EXWgfUo6KaMYmV9kEDlLx0I3qHR1qYjmuiAbkFncSz943Vw0dr4wYoeRB7zQT2ug6u5fXlmWPNTTDGmHD0WfWzYdVhem56rAyGnqu2g6cDMY6oZqMaWRvJTGLCnbTgDlpRN6OcvJGRNyMsqOZGeEMnBtKKaimjfIyexLBh2hh7GFu4mSuZKXKzuRh/tA3D2gBtUAkq3sZZvJi9eIBeLDRlpqs4eJmyM9SdA2T03TApDxg8kT4xSBcXfdmaiU6uMaKFusY2qCF9ZYwRik5EQ0riJQuinkessqO3kj1H3SXAnJWhh4209s63DyyDo8MsPHO1sZGqTj6arsG6BF/XK3Wn4ChibqsxK1QF6Q93D1V18lNz8oNjws1ZGWoofzgmUgFBN2YmcKsBraAPYq+Zyl50EWDU17vQ6QoehMvh4dpx8fpBQRoREfDoaN2gIM3wcN2kq4Z0uhydIR8RCS/Is8BgZTgc5WvXHdhsRRLpYmqqqUjEfFE0V4i9IPaabtiC2Ot1xS4DzJLhNLMEsMsAoxiweYBTBthlgFECWKUjCR5glQI2D7DLAIsHmCWAUw7Y5YBVAljD5Z9Qcodo+SONlwy7wIh3wRTXLR9psHikwbKnmWKJ85klw8OX4uqccsDmAWYpYPEAuwxwysUtQOw17exVA67H3orxK/ErHiyqBlXEK8TEe4moQBQ9j+pT7uWZw/Uu8PYp8sFEYZipzPS2dFY6K70jLex6aOK9xLDrYYFlgYQrBFYhyzPP07fIl55Bj6qJxEXivAq8cp/kUGLIxDgPvyI/sa/YNLBXKaCXCInZ3dT8fnx6u1NULT7tEb1EyCgVEbIfUgoG8BkdlII+cn4PpWCAnNtzSsvJKeaWa3wjJb/fI7OLXiLEJj9wiq6l5A94ZHVSCwfJeU/IeX3EnF5S7hOPrC7n2Nv4tDZq4SA2rY1WNETKfUzK6cUkt1DyB1ziGpyv3KIXC0m5vU5RdZjkJmpRH5MHaAVQv9fMZa+hIRoSeTI4WMvNTcbK+mhAoHptncv160g4fG/jXdeqaseAQC1t7b+DQzSiouBXrxqGhmmamR2+ft3Rz08NhzsfHKw+1sELYq8ZxV4vvj0j7KXxxtmrrh5lYnK4p8djZBh75ghir9cWswSwXpVjmCWAUfKKdV9BEHvNAPaqBlWloETsKV8KSspBGQ+UlgHeiCv9sO98KSiVbJL+Ww7KSkCJuEwZ4PEArwzwSp8tVgUqJe1LqxyUVYDyUlBS8jbZi1EKmDzA4A37vIsd7RmlgFk2nMkQby0FzDJAzOlmlolY5YDJA8wywOQBVjkQe82LPw7/5Q2nJZ77rPLhHYmrMMX/p5Q/3a84zYDYa0rA65XHHAVCRkiodnKKSXS03rVryKxss6Bgjbp6VGamedJVo4REg6b77uEROnFxek333XPzLDIyzEJC4XfvuQeHaKemGvPKbF+4O4i9JtKJ4zsB4IxEsH2D8nVxOZOSagKA54tKsvv7ad4+quGRWpMoLC0fNkvJi6sMgLckJu+olltbcUbGB7y8lQKD1GaUQkI1zMwPKv5xhKto76WE8IT0kvJSciBdMk0yIgvohU/7w2asIPaaAewl9rUXT2kU906VgzIxZomJSmpKY6mEsSSNSAqUSm2S5PNAaX5/Xvy9uMzHGXn9ueIWJDvK7MyIuBHxOq5gk2SvyWtUO6wywCgRUAr6mWUiJg8weSJq4YAYs15REHtNkYbZC4U6K17h52XEGVnXWAwAbADYAHClMsXijJTkjHxkAcB94ZsdAM6J4zsh9hpf+/7aGRqiFxYOf7OKi9eXlf3N0uJ0VNQLGg+P0A4I1NDW3m9mdiQm9iWO5EqcvobGPi2tv2OvPLdWaJi2B/GSE+rMTJOzy9mLl3bZHFepRoRec3gVXXcMu/5KFaWrX3cMG2eTQ+jrtPw6kj6pG+Mdm0R1TlEcBRvUaa1uYtY7QDMQe80M9ioDvJSHKcEFIaGVoUX8grBroX5Z/ikPUrJ6MgPK/f0KfcNuhPpm+uX15mZ3Zvll+cfejuGNtBNWHeqb7pv2MC37SRa3wDO6MpoHSkuExZHlkX6Z/pldGZwijgnK1IZhndmZUQHKs7oyg/IC/av8Mx9nKFkqmniYFA4VzBz2kharDGBS7mjjgtRdgiy5uQ6hlfLWlP+zd97RTR3p37+GUJIfG9I2pGyymwQCBEIxSSBAIEAILXRCB/feuy1ZliXbslWsarUryZZkuckN996LrC65UkM1HUIHN837h2THoQUHcLLv3ud8j85o7jPl3nNAH88881x/XrZfQpmo9c92i7DXKMkE60BIYv3evUtycj1G+kud/UjhSeUnOTxFmXLvVSsQ9nqCurq6WlpalMoXrLa2VldXNxqVrtVqnu6pUikbGuojsdi4uFiDQf/sQ7S2GlEoVHh4uNFoeIqbRqPSatV/NxkMOjqDDtthTLDut/ihZ5dAN8BXmwRaSyTTUL3I8LsakQEI9eb49MGywawBvtrEV9/nKIa1GiwItCa++vcdDis8rd7wuHrDsJkMOoiMD/sL9UBk7OOrTLAloKqPp3zMvQxJ3FETAFN3+t1i1v0X0AzCXn8D9moHbR2gnZFHD0sIw/IjKBlkWjo1TZfuRfBiFtAi+GgfvC8pjRgaH8Kv5e1x2U2WknAwLqszqwt0RiVHMYuYFd0VB/z3sws4waygmis1baA1qTopVhCLScKgGCi/eD9OCceL4HUYdFV2V6I56Kz2LK84T0EtvMtjl+Ke4nmyf71U9hIZgXNMshcjP77s3GaXyHX2KLRMGSSs2hPETOoAfK3pz3SLsNdoaHDPMbHB2clZo1G/8J/y51FLS0tXVxfCXo/Xy3u7J5FIrKyoeBbP+/fvS6XS3NzckQ4Bw3BiYuLIp/a3sMLCYr4dZoA78ngvgbabWCw4iLnFrL/FqLtBr+3nKgFfbeKrbzJqr9OqejiKB+zmPq7yXkLTAE95g1Z9hVp5n93Ux1Neo1Vdo1UDgTbDOe5YzKHqQN4AX3WFWnmbWQ8E+lushuv0Grlz3OHoHMDXDPDVv9JqrlOrezktvZyWa7SquwmNgK8egDVXqZXXaVUDPOUdVsOl+PIejgLw1dfp1deoVffZTX3cll/pNb/Sa/q5LffZTSae6i6roY/bco1eZa6/Sq3q56n6ucprtCozPN1lNd5i1ksd8MeicoFAf4FSRtvnd5NR18tR9HCaTbDmLquxbyghKl8NRMZqP248wl4vW/8fsVcX6Ky+UsUuTiBmEIN5QYGUAKlKIqoXeRI8GLmMLEMWihuWd/SQB9YjTZ+6zX4bWUbGs3HN95o6QYcv0VdYJxRXSNDk8HByeO2NWgPQtwFjOC88Ljl2v89+Tj7nQMD+pMak2PTYTtCZ3ZoVy43Nac9xi3ZPrBOhKKHP+QBfKnsJjSA4scEmQmiLEUSk6Xb6UziKewGcssjMtj+/7Yiw12hoKN6rISo6+q/+TXu8Iew12uwVRySWlZY+i+e9e/eSkpJycnJGOgQMw0KhcORT+1tYfn7hn2AvE08NBLpOfGbUFlcVShr3s5fcnXiNWgUE2vOU8oAf9+V5Ukv9Eop9GFepVfx9KCVaGrPFPd+DStsV0IIRU/f5cvaHaDDJkRudqoISeQfQSfbYRNsIsUNkvg8t0yOuwJvusHTTpfhyE0/dgpIk2WLF9tiqQK7AFsXZH3qCkNfPVVYGcKUOuGLfhAxXcoYLocCLJrTBKFHSqO0uue4UwYHwxlARYatHjjul1C+hwp9zi9UQvdm9KUwUu8uNuy+MfwCN/clJj03l7g9NdohK2Buii0iVOuCl9jj0eruThHwg1Ge7kym7fLLdSFJ7XFUgz4BNk9rjT8cV/hZcj7AXwl4jZK8O0K4FmsyOTG4Vt/RcSUuPglfDEzeLm+40lnaXNN5uKOkuaXnQnHM4V9mrlB+Ti1vEddfrzLFctddrRY2iVG2qqleZczhHb8mArys8XCisFabqU2t/rc0+mV16prTmWo059L6gs4BXziu/WF53o67yYuVzJv16qexlFkfZw1H2CPTmX3TA0w4MRev/GSHsNRr6jb3wePxf/Zv2eEPYC2Gvv5f9OfYCfE0vtyXPkyqwwarDZZz9ofQ9AZfjy4FA2xgiSnbEE3d6SZwiBXboFpSEuScodptnthv5cFS27+o9MueoykCOzClKZBfBP4jGb3GvDOBu+2ZZphtJaIsJ/8k+3YnQFZUVu83zNrP+LquRtSdYGy7L84xn7wtm7Qs6EZsHRMa7rMbgNQd/ics/EVvI2hua6hh9hlgct8szfIN9By5Li0km7fJSoCS0Xf7JDnjcJpfaIEGZHxu3yZl7EN2ASs5wiVWhpbRd/qnOBI/V2+WuRMbuwBx3suAAutCLluZCeMBuBrDGd9XudnxWqQ8r2R5fHpTgsGJrc5jYNPw5IOw1Onoye+mBrh20tYP2EakNtD2hleXdiyPt8BG1tf1+lA7QkdOR6+jmcAwcbwPtnaDzMDjcCTrbQfthcLgLdLWD9k7QYd6RbANtHaCzHbR3ga7D4HAH6GgH7W2gvQN0HAaHO0GX+dLQcObeukBXO+joAl0doLMDdLSB9qGBOkBHO+joBJ1tz3wL5hORo89eL1gIe42GEPZC2OsRQ9jr6fZn2Uvdw25uCpMciy1qCRUf8oivDxbeZTUAWNMckljhz6kMYrdhM/I8abkelK7obL/Ve/I8qOV+7KaQxND1NoW+9MZgUQtKfDKuoNiHeTehsdibWeBFV6OTzxKLi7wZGS5x+oi0AZ7KxFcdi8nN86RW+nENEWlHonLuJzQBWDPAUypCkwq9mU0hiUejcgq86Nlu5HOk4iIfRg9X2Y6Td0Zl1QcLD3nS9JjUmgBeuR8n35NmjEyvDYWv02taI9OvM2obgkVnicXFPswyP7Yek3KBUpbtTk5zjTkSkw2E+j6eKsedUuzDKvfj9PGUQjsM8wCqj6/53XlGhL3+UvYyAsOho4fQ/FAUPwgNBz+TBMEoOChSHIFNCkfBQSg4GAUHhwkCUYKgMDggIglNlpMjxRgUHBgmCAzjB6HgYLTZZ9AZBQeb6y2V/KAhB7NPGD8ohOsfBgeGi0KwSahwYQhaEIwWhDhG2Vpvmh8pRv/mP2zaKH5QCM8vSoqjZdMixZgQrj9KEISCg9ECywTMPqH8QHM5FA4I4fmbb8E8NHpwqoMKQg9O+1kfjnk4QXAYHMSp5KgH1Ah7IXoGIeyFsNcjhrDX0+1Psxfgq4FAC2CtZQPOnD6UrwZCvYmvNqcGNZkThAp0TaGiB9wWINDfYNap0cmD2UF1v2UiFeoH+Gpz/L5JoAECrSVTqGWUwVyjAt1vCbGEOpM5oahQZ4I1JvNkLGlItUCgs/QAa4HIYII1QKQHAnNGIM1vyUhhLRDqTXyNJSWpQGsypyq1DKEHsBaIjMcIOYU+tNusxodTeSHsNTp6Ant1gc6oTDz0GQR9+cz6Anpv8RR5dtreoN3QZxA0HYJmQOO+GANNh95f+p5IIswtzJ3+w+fQVGj87LFjF0DQDAiaDUHToVdmjhk7y8rs/8pXEDQNGjPDavzcsdBcCPoCgmZCE2aPHT9rDPQ5NPmbyZ4hHstslk1fPQ0Xg/1k9SfQ5xD0OTRxzivQLAiaBUEzIWg6NH722FesraBZEPQlBM2GXpk71inEsaiqkJPKqayqsPHZO3bOGGgaBM2GoC8gqxkQ9AVkNQ+a9NVrY2aMgWZCn6z4ODQu6P2v/wlNh175wmri7LFW5qnOgKDPoTEzoVdmWpkvWeqf/RF9CUGzIJtwG3WfCmEvRM8ghL0Q9gKgp6fn8uXLD+7fu3XzJngqe/X19V25cuXevbs3btwACHu91N9O4SBIDaVff4w0jxSeXS85t5YF1B4ZBWGv0dGT2QufhYemQ9CCZ9Y86NPVn+rUGnuc3QrXFfFCShQzKiVT4oBysAuyu33jdmZ+5he7Pg+mByaliRIL+BuDNk75YUp4AjpZLvaN9CGwCUQBkZZKFsgF/sQAWa4YnRA2ZfXbTlEONJgizUzcj9u/w2v7nZt3RLmJG1zW09i0qeunLnVYykvhiFIFBDbhnSXv/Oi2miNjk9hx8sq01Y4/QAsgaD705rI3JLmSprbmHb7bvVDuaz3XLt2/hClmQLOhJQcW41i4H5x/iJPEsARMmih+zk9fMpIY9+898Ip1n2f/JVlIFEr5obSwfyx93YXgQhXG04RUbjInjBwmy5QEMgNeXfIqZD2SpzQfcsA5qPsR9kL0LELYC2EvAGTJssLCIhwOl5wsvXDhQnx8/JPYq7CwID+/IDo6msViaTSaBw8eIOyFaGRC2Gt09JR1r2w8NAOCFkBWzyZoHvTZD5+oW5Q2mIPOVOf2rrbPN02LoUS36BXz9sxrams+ELI/IgHbrFdM2zz1+33fnTp7yiHM0djVHsnEjpv7Sk1znawsZeqmqWdOnwmjoXcE7tBp9d/ZLHbGOAZEB+bU5mha1V9un91qbHOIdF7htbJZ37zu4NqOox0ewS4fr/t3SUVpfCLFk+ih0+um/TRNmiOTFCeP++YVyBoa99Uri3YuCiaHCFPhRmU9X8z799qP1Z1qu2B7hpgRJ4zb5Lyxqb4pRZ4iTBUs3Pr1nthtR44eXbjh67R8WV1zfQgu8OSpk/s89yWVJ2XmZ3x1YIGhy+gT520bZtfZ2fnhmg+g+c/6iKwQ9kI0MiHshbAXABqNRiAQlJeXp6amdHefewp7HT9+XCAQVFVVpaSkKBQKhL0QjVgIe42OXjR7GbR6+0g7V6qLokUx6dtJTn7OqjblFztnNhoaN7lvOoA9oDAoltssP+h/0NCp/9lzm0Ktsgm2gaZClU1VZDFl8rLJh7u6HEIdf3BZrWxR+UR5NyjqMUxMslzW3tn2+U/TDHpjMD1kY/BPCl3Lj/tXK7QKFDV00cFFJZUlYcwQX7JvYWnBxK8mxgrJuVUF4xeOg+ZB7696HxYLSGzSEpuvpTmSrs6u1797fav7psvXrpQ1lc3YOH3ejnlxrDgMLby1tZUjYK8PXXW++/z6fWuS0oT1jXXeWK+kDPFyt8WiUhGNT//ox49r62p3B+3e5L6pq6PrwzUfIuyFsNdLE8JeCHsB0NjYKM+U5+bmmjN1kUikJ7FXV1dXdnZ2aWmJRCK5evXq/fv3EfZCNDIh7DU6eoHsNR+avPh1l0jXBXutFzst9sC7T1w4YeHPC90IrlPWTHEnuM/Z/iU0G9oTsIcqio+Bo+bsmvP2qredo10W7FoAzYbsMHYbvDa8+u1EX4Lv13u+nrrxM7dIt/mb57vj3bCMCBeMS1B80FtL3nQKd4zgYNZ7rXNGO32w+oOp6z7DsiOoiVR7rN2YxdByh+U2ITbjvxr3k9fGneE7x349xrwZOm/7PAI3JkHGiuJFLdi24JWvxs7c9fmlixdjxbHQdOjjH/7lFe2JZURgWJgZ62a8+8O7ZBHRIdR25rrPfeJ8YvkEu3D7Sd9N2oneucHzp0lL/88GbTN/1/xPN37iGeU5+bvXIWuEvf7qyfx/K4S9EPYCQCpNTkmV1dfXt7W1gaeyV3l5hVgsrq6uVqvVt27dfCHsdePGjaSkJKlUKhKJNBoNAODKlSsPHjwAAPT399+4cePBgweXLl1qaGi8fv367du3r1+/bjKZLl68qFKp+vv7b968ef/+fXM/t27dMple4ikEsyHs9VxC2Gt09OLYy8IWcyCreRA0D4LmWBbDoDmQlTUEzYGs5kPQV5Z4c2g2BM37rd7qKwiaA0FzIasFEPTl4KUvIWieJV7eHKhuqZwNQXMHu50PQbMhS1i9NWQ1NO5cS29DxGNxmwVBc6H/bP8gtUjGSU/4YMs/oXkQNNTtbAiaD0HWEDQbguZA0PzB2X4JQUN9Dt3LfMscRvZ8EPZCNAIh7PW/zV79/VZigSsAACAASURBVP2txta6ujoul5Oenl5aVjow0E8ikx9lL5Np4NSpkwqFIkmcJJPJcnNzL1+++ELYKzo6prm5GQBw7dq15ubm8vLy/Px8gUBw+fKV6JjoyspKsVhcVlaCxWLVanVJSYlUKm1uVmRkZHR2dlFp1OzsnIqKirq62uysbJlMdvXqted/LE83hL2eSwh7jY5eNHu9QEFmhrOGoDkQNO+ZWy2A/nAhaswCqwkLxkPzoRFtF76Ym0LYC9EIhLDX/zZ7mUymy5cuHT16BObDLBYrPT29p6eH/Dj2AgDcunnz3LkzaWlpLBYrMTGxu7v7hbCXu5vbxYsXenp6Ojo6JFJJUlJiX18vCoXOyJCz2ezu7u7Q0JCamprU1LTCwkKZTObo6FhWVubh4VFfX8fn8xsaGkSJotraWhgWEInEW7duPe9D+SND2Ou5hLDX6OhvyV7QAshqLjR/z+zghECqgBZJifxi2xdWg6tolmUna8tClHkNDLK2rIq9t+Ydv3ifaZumQvMgaC4EfQlBcyHI2rJMBX1p4a2/iikR9kI0EiHs9b/NXmY7dOhQenpGBAYjFovv3btHplCetOfY2NiYm5tLJBLj4+OPHTv2QtirvbU1USSSZ2QUFxcfP368oKAwJSWlvr6+sLCwu7v7ypXLhYWFzc3NBQUFpaUlmZmZDDrjzJnT2dnZLcqWs2fPdXZ0NDc319fV5+bmSqWSe/fuPdezeAZD2Ou5hLDX6OjvyV7zoH+ueLuotqCwquAnlw3MNKYX0WvMgjGfrfnMCe283mftpBWvfvz9RysPrNgWsG1LwJaN3hvHzx//5pI3l+/5frHNwlhRzOzts19dOHGb21bnOKc1bmvGfzPuXys+3BWya2/43vdWTRnpRiHCXo8Rwl6jIYS9EPYCoKCgoLi4GI/Hp6Wld3V2UWnUJ7FXQ0NDfX19LIEgShSVl5f39PS8kFj7np6eIWbq7e29d+/ewMCAOXLLZBoAAAwMDPT39w8MDNy/f3/Ypd99mluN+OZHbgh7PZcQ9hod/T3Zyxoa+y20NWhjVmlWUXlRSoFsk89m623WnUe6aCJ6UX1RPEze67nv2LFj0TBhS8AWhVHh5O+4L2hfcWXxNoetSo1i2b6ljERGTmmOU6QjMYnws8fO/Ip8eW6GLF9WW1/7+tJ/jChAHmGvxwhhr9EQwl7/8+x19NhRsVhcUVFeXlaWn59/586dJ617Xb58KS0ttbSkpKa6Rp4hP378OHLOEdGIhbDX6OjvyV7zoPdXv+9D8dkatHXujrnJ2cmnTp1yCLC/fvO6b6wvRUDBEMNcQ5x1Ov0n6z6BZkO7fbafPnOmoLTQMdxx5uoZx48cXb5/mUqvCmOGTVry2tfuX+6L2NvR2cVN5kQwIiR50teXjuxwIsJejxHCXqMhhL3+59nr3LlzXC5XJEpMTU2Ty+XXr1+nPIG9bty4IZPJ+HxeRkaGLFnW1tqG5PdCNGIh7DU6+nuylzX02qJXfWN8i2tKE9PEhWWFgVEBU777J0fMgvOFcLpga8Cm1U6rJJmSD358H5oLvf7t66nZackl0tcWvjZr7RcFVflf7/3qZ5+dhWWFwkRBYnbiErvFoZSQlEyZMDvRn+U3YdF4hL2eVwh7jYYQ9vqfZy8AQH5+vkwmk0gkeXl5JpPpsecczdbU1JSampaamiqABZcuXULWvRCNWAh7jY7+luxlxq8x88e8s+KdTzd8MmXlu2PmjoGsofELxn3y0ydTfpgyxnrMxG8mvLF88tivx5j9/2/Ra68vfx2aD43/etzbK98av2gcNAf654p3Pt3wyetLXofmQOO+GfevNf/6aP2/xn079i+5I4S9EI1cCHsh7AVAVlY2g8FQKpXnz58HABCf/D7HhvpGKpVaW1t76tTJ+/fuIe9zRDRiIew1Ovor2Mty5HD+71JwPd7TfIxxMBOEOVGq5aCi9e8yREBzLDnDoPmW9GCWgb60pJyArH9LWvEo541a9P1os5cOwHoA6wH8R57Dx32mOSDsNRpC2AthLwC6u7ulUimFQklOTgYAkEhPXPe6detWfn4+k8kkkUhXrlxB1r0QjVgIe42ORp29oAXQlBXvLrZZtMxj8cxtsyw8ZE6mOs8CZJC1BZU+/P6D1xf9w0JgQ/A0f9B5nqXD8d+Ms941f+mBJQt3fPPJxo/HffOKmcDGLhj74ZoPHjuElRnj5kLQXOi9lVPe/O6Noc5/y17xErJ/jSJ7mfhawNf0M+pvMBtv8TX9Aj2AdYCvA7DOUjAzE6wDsB6wW+7ztAOwDvC1Jo6qx+KjHXR4dFYIe42GEPZC2AuAZKm0uqpKoVCkp6c//V3aJSUlubm5Wq02NTUVeZf2X//7+t8ohL1GR6PPXnMhD6KHPfrgCucVm1w3vbf8vWUHlq2yWzl5+evf7Ppm3cEf17ivmTB/wkcr/7V+39ol+7+x3jpruf2yjd4bJy2etPzAslVOqz5b/+kn6/6z2nn18gPLXvv2VWg+9O4P74oyE9d6rV3psOqTLf/+arf1B6ve/8Fp1Wqb1dwMzscb319us3y5zfI3lryxdPfitQd+XOu+5rVFr32377t17munbpq6bO/SedvmLrVb+qP7jzPXTnv7+ze3uG7Z6Ltx5vaZf7gy9zdmL8BR9joRUr0ZBZ7UHFdSOq32OrPxNlfdx2y4yai/wdeaOC09sBZwVb1c5YNwqYLVcItRfyOu8KQzIVVoBLTaaxzlA1gPEhT36LXXuaq+3/WPsNdoCGEvhL0A0Ov1GenpJSWl2dlZT2evX375JScnp7S0TC6X63V6hL0QjVgIe42ORpe9IGvo9ZWvTV31n82Bm+wjD24N2egS5+AS5xIQFfiD03e0NPqCTXP2B+zZ67tvj+9uP5y/vZ9tGCl0+rbpy/d854P1iaBg9wTv2YfZ/93+pQ4YB7cg1ynfvwvNh+Ztmp2el7EjcOfOwF3vfv/ubsxuOEO4dPfSvd57XSNcQmkh9mh7z1ivH+1W42iRszfNIvEp7y2f4hnl6hRuv9lho03Afl4a/KPNmje+myzITFzv/aMb1n2D70/7MQegWf+t7AXrAKvx5tcrN4eIGpwIYpe4pP1hXNsIoXNsqhMhxYuWZ4sVBvLLovPbvFnFewLpgXCVLUbgQkjb7hV7EMV1I2bYRyY5E1Ii0/S7/ONtMQKsvPV3c0PYazSEsNf/PHsVFRVVVFRcvHgxUZRYVVUFAIh7QryXRqPNzc29ePFiVlZ2amoqAACJ90I0YiHsNTp6Mnvhs/DQdAha8EI1H/pw+zsBFL/F2xbbe9r64QNsfG188X7ekT4rti+1xRwcv3D8jDWfi9JFs7fM/sF91a7w7XbRB9bbr9+B2r7Pb59PjI9DqMNWn62r7X7Y47XDn+Lz1oq3IGvoZ6dtAfhA6w3WMzdP+3z9Jwf9DsZK4j5Y+X4A23+jzUa3WHe3EFd3rPuBgD0/2a3/x5JJKCFq1rrP3fEuzmgHFAu9cu8yH6LXBqcN613X2obYOqOd3vnurbU+P6xyWmV5k+MLfQKjtO6lA3h565r9HoSCE7jsztiCEzYYOK7w5AY7VGzBicgM40aniDBxw+o9roG8qh3eRG9m4UZnLLn89GYXnAc5e/F6Gzuc2DEm2ZdV5BqT8pMDKjb/BB9hr9EWwl7/2+x1//7d8PDwO3fuAACuXr0qlUpPnjxJpT4mt2p//4BYLDG/eBEAkJqaWl9fj6x7IRqxEPYaHT2BvTpBJzE3duIX48bNHzfBevwL1Pj54z5cP+WrzQumrZhmNcfq7YVvLVhv/d53U/5hPWny/NcnWI+f9PWkaSumvjJ37JRF70z+6h/vLnzL+qf5by95a+L8ibN+mPWfZf8eM9fqg+8+sN5g/c6Sd8Zbj5toPWHq8n8v2Gz99ZavZq/54rOl/35r4RuTrP/vza/e+Gjte1O//2zywskLNli/u+jdt1dMfmPxPybOnzhl9VuTvvq/eevmTVs59Z1lb769fPKE+eNmr5/1+fefjp//yns/vj1h3oQ3F0x+zfrVF3vvE6zHvzJ3rD3WbnTivSLTtDEFelErSGwH1MrzeHkrV9UbJKgN5JS7ETOpNdcIOV3OkSJO891AQW1s4Sk3kjwAPuQcnUavvuZByfGMzyHkHw8W1AawSx1jUug118woYOkfYa/REMJe/9vsBQBISUmRSCQajaaxsVEkEnV3dz9pz7G2ppbL4TY1NhqNRhiGm5ubEfZCNGIh7DU6egJ76YC28U7DoeO5OceyX7iyjmTKD2fIj2TkHMvOOpopP5yRdSQz+1hW9rGsnGPZ2ceyMo/Is49lZR3NNH/KD2dkH83KPpYlP5KReVSefSwr86jc3CrnWHbu8RyZURYlxw85ZB2z9JZ1JDPziNwyxNHMrKOZ5n7MDeVHMjKPyLOPZpkrM4/IM4/Kc45lDZtM1ou98exj2dlHsyovV2hNmpfPXoCvBULD0E+4Jb5eaARcVZ/QCAQ6wNcBgdESSg/rgMAAuOp+gflcpG6Ap+kTGICoFfC0/Y8Jt39+9hoW7/9H/PEsbv9fCmGv/3n2AgC0tbUV5OeXFBefOHECPHnPEQBw7ty5stLSgvx8vV4PkD3Hv/z39b9RCHuNjp7AXlqg0QGdERj+/moFRuV9paRd0g7azTVtoLUVGI3AYLR8/rHaQOtje37Ix1zTCoztoG3YKE9s8ujVNtCqB7qHHvWLZS+BAQhbgcAAeFoTve5XgR4IW4HQCAQGwNcMCPQgoekOoeAXkREIjcBMWmZ/oRGIWoHQOOisBbAecJUPYgpO8JQ95kpYB4YKz8NesA6wW3oSmu9yVX3w8BOXg0kxzLwlMFjKPHU/T2PiKHvMjGj2Fwx5/n8rhL0Q9nrEnsJeDxnCXohGLIS9RkePYy/NI2Twd5YOaJvuNokMIgPQa4HGCAzSFmnu4VyDyaAHOnOlFmgMQG8GIHNBD3T6QbjUA52sObnwl8LKS5U6k64VGA1Ab25rAHod0BmAwQD0RSeL0lXpBqBvvtdcdrG09Hxp7pFcba/G7GYAeuNgq6Fx9UBnALqhQbVAK6kXK+42G4HhJbEXTz1AKDgZJlVSys6zmm5vdMYmNN9Fp2gIBb+wGm/t9IyOSNGs2evlxyrGZXVEpBtoNdfodTci0o2k4jPRecfCU7RRuUcwaXpSabfAAHia/t0BpB3esbF5xyIyDHHFZ9iKB5HZnTEFv3CUvVzlgz/LXqaIFM3PvmRHQooLMYNec42r6uVrTZyW+1xVH63mGq3misgIuMoeSvn5BMVdWGfa4UuilHcHwjWwtpdSfp6jeiA0AHr1FVrN1f+abLQIeyHs9UIMYa+nG8JezyWEvUZHT173+m/RcPbSAE0H6HCPck/Xp5ElRGoeVVAvMAC9ul/Nq+JFC/GCCgE9g4ZPxJWcKU5vSwvnoeMzKUmNSUQZESvEFp0q4lZxA+kB3ApOVkdWJA9LT6XXXKnm5LHjUyj2IQ5ybWYHaKdmUT0wnhgGJjQuBJcYmd6eLqwSMjPovBI+JS+eJCOWnS5llTAbbtXnHc5PrEpk17FjpQRyGolXzrMPtI8VxFByKTqgfeHsJTSAqDyDQywzLLF2swsuJKlhhy8pTNLsEC3d6R/vGJVyEEUIS6xdscPeNS7dNjLJm1noECW1wQhtwgU+rLRdgRTXuIz1tiGetEN7QxLEXYCr7F17wM+LmmOLgVESxT4Ux52Ss8EeE1v4C1fZ9xzsBbCp2p8c0f68ClLJGTdSJiZVw6i96hKX7hCd7EqUe1GyPeNzXAlp7vE5+0M5UZntm5wwLkR5IL9qfyjbHi/251UGJzY44SS2eFFc8elR2pF8hlFeNAgi7IWw1yOGsNfTDWGv59JT2AvWjMocnmWUQR+Evf4e7KUHuqpfq7xIXmm6VAwDgxfhJM2SVtCaezQ3HA6Xt8od/R0oOSQCK5acSQ5PCifkxobEhDiFOUkUYpvAg+Xny+n5tBB2cIo+xQ3jzipkBZADAqMD+OX8qkuV2xy36YGuDbQSM+Joh2gBlIB0fXpsaiy3jOsZ7p7RmhECh8g75IQ0AquItdtzd/XVKlQ8ilxA9iX7lJ8rx3Fw+532CmsFqe2pPjifl8FeSZ3ALjJpTzAjXKba6R+/0RkbLKr7fofLLj/KZlfcVk+CN6vQjSj3h3P2BTMD4Gp36qGdvmRHnDiu4MR279iYvKNO0dKwxMZgYa1thEhyGMQUdDgSJH7s0gMhCfjM9s1uUY4xMidCqrjLvOd478+xF0dx34WQntB82wYjPBDK2RvMQElb7DEiH3rBim1u9JrL7pSc1bt97COTaDVXtnrG7vKnBLLLftzn50E99ONev/1hHIdIsQ+r2A6buM07jNlw4w94SAtg7QBfY7Jklx3GSQL9b8AED+5jDrmZy+Ye+JoBrqoP1pqGNjrNzQU6wNcMWJqr+xKa7vDV/QLdb30+H40h7IWw1yOGsNfTDWGv59IT2MvEV5t4L/2RmvjqAa7yGTw1Jr4K8F8cewn1o/eEYQ2AtSDxaez1EB/8PTWcvVqBUaIWM8oYghIhPY0WFhsiVUjaQZtEKWaXJuiADiMIjxBhUKywsvOl9sH2UYIonCQyMgnLr+ER0mKI4rh9TntpGfHyjgyCOCaEHswqYfJKeLhEHFlCRNNQBqDXAS1VTo1NJhCz4qouV6C4YQUnCvBcXMuDFmpufJQsCiPEyFszfIg+RDnRPdq94ESBL9nHM9ITTUejuKiSM8W0IppcI3/oLl4Ae+mAQA/sI5McoqToZCW97gYmRctW3ENJFGESRcyhIzGHjuKzO3FZHQlNd2nVVwIFtehkFbHoFLnkLE/dh80wsBX3cFkd7Oa7ccWnKBUXhAYQX3WOWtGd0HwPJVWGJTXF5B4hlZ6Jr7wE658r1p6r6vOIP+RCzHCjZEcfOuLPq3SMSXGOTolIUa/ZF+hByw6VlnmQc35yDHchyXFZ7X4JJZTybj9WMa36igcl2zehhFp9JTxZ5UnNdY1N57Q8eMpYAgOIyTvhRsmmVV+h1Vyj11/laQb4WsDXmJj1N6nVl3mqXrbiPlfVz1E84Kr7qDXXKJUXuKp7PG0vteYypeIiXzsQKqwNFdZ5MwthdR+5/Dyz8bbQCNgttyiVFwMSSjEyldAI4qvOOkTzXEiZu/zjcZltbOVtvtbEbnmQoLiPsBfCXi/SEPZ6uiHs9Vx6HHuZ+OqOqMyaQD4QGQd4Kgv38NWArxngqQCsAQLdAKzp57aY+Gog0PVxlQM8FYC1Jlhj4qsBrAUC7RC9mQRaSytYO8BTmWDzn7fq++xmJUraicsCAh3gqwd4KhOsMXdu4qkGeGrzKECgK/JidFNKzZeen71MfI0uPKWfrwYCLRDoLMt75rJAB2AtEOiAUG/5anYQ6IBAC4R6AGuAUAcE2t8k1AG+Bgj1loaw+e90HYA1QKgHAu01Ws0JQgkQdz7KXjqgNQB9092m+pv12gGNDmiHwpi0QDMYBaU11w9d1QGtHujNNUPOQ5dGh720QKPuV2lNGh3QKntbNANqHdBqgEZjUpvLWpOm8XajxqTWAa2qV9l8t0k9oNL0q80Oyp6WpjuNjbcb1P0qnUmr6m3RDKj1QKfqVbb0tAwdTlT2tijuNWv61UPDmTvXmbRNdxpVPUo90Jl705o0RacK8RJ8TEqMvDXDHOal6lM++kBGwF46ABsBv/Ux4upNpMpLLOUdYSeA24GgE/DbgLATCDosgtuBoAPw2yyFoUp+q6V+6Kq5Eh4sCzoB3A7M3Zov8dsAV9u3aL09s+U23Pb4+TxFwg7AMwJ+G4AHJyDsBDEFJwiFJ/ntAG4H0QW/RBf/IhicvGVu5tEHZ8UzWi7xWwFsfPw7K0VtIFhYZxMO+yWU2EdKPFiChOabAgOIr7iw05fsRs4K4FUFwgWM+su2GEFMbtcGB5QXI88tXhYkrLTBsPej+OEpmg0OKGy63gbN82EWOcWkOMelB8N1/oJUf37J4tXbaFWXEttBaJLi+y3OrnHpG+zCsOnG/Wgyo+66TYSQbolIM40cvBD2QtjrcYaw19MNYa/n0qPsBWvushpSnWIKvOiZrkTuwRADLm2ApwJ8TW0gnGQbkeiAaY3MyPeiwgfQGkxKnkd8jhs52SXySHSOyBYjsEFrw5NLfVgiW1yKY/QlagVpu3eeJ7UhRFTux5ba45Md8CdjC1IdolMconx/3H0pvgKIWtsiM9KcYqI2uR2JzhHZYPI8qekuhKbQpAIfmswF7/z95lOxBWYSel72grWn4grjd/qdIxZrMTIjNu0euxEIdGeJRdpwWV0I/Cuj+nRcoSZc1onP0oQnK8LEvzJqL1HKVWhJU2jiHVaDEZumRidfiq+4TKvQRaQo0dI7rHoVWqrByE4R8y/FlzWFJRqx6Q/Yza3YjIYQYdwuPxU6BUi6HmIvHdA23W4kZZGiEvERnAh8Mr7+Zl391fqCkwWKnmYd0FZfqyq9WKIyKZvvNVd2Vzbeaqg8V1FytlgzoOZV8RKKE1r6W4rOFjXcrtcCTcOd+qLThU13G18efj3EXs/i/9jyUM3wyicdO3i0oeZx9TqgVferKi5XNN5u1D91es/IXrAOsBT3saziUD9KWBBjSCF+8cG+FFQwEx2SgApmDb/0WAX7UkL84p/dJ9SfGuxNCvImBXkRg7xJIX7xYUHM0DDC93PmBfmQHmoYGkgP8iaFBtD+cBoW/wBasDcpNJCODmGhQyyTR4Ww0CEJz9hDiD8VTcrkavofWoGDdYCnGXCn5tqE89HSlgMo3j5UNKvpJl9jwqbr7PD8PQH0Hd5EV0pGpNyw3jbUCS9xxCVh0/Rb3aMd8FJvVrFDdLIH7dA6mxC32HT7iMQlG+ztcOKdgbS1NsF+CYXEwl/W7vfna02wzuRBydrihsdnd67c5YHLbN3kFGkfxQyBa4WGPw1eCHsh7PU4Q9jr6Yaw14tmL+0FSlnoOtvjsfmpTgTSDm8lWgpgzSVqZdQW11SnaPQGe97+MLFd5AVKuRqTjFpvd5VWVR3IJ273Jm/3Edig87yp5X5s9n4MZa9vK04usAnnHQiL3e4Zus4205VI2OYRu82jPkR0POaQ7+qdIKn9XkKj1D4yxYV8YOlaDUbm9v32c6RSsT2O/LOv1A7XTsgj7/G7El9uXlh6XvYSGYX24dVB/CIfZth6u1QXyi1mPRB38PaFZbuSsjyJQhsMdqtjnidVZBtR6psgc4hKdSZE73BVosQ5HpREO6z/j/vwm1yTHfB5XvFRO1z4B1FnSMXeq3ZJ7HGpLtGYjfaknd5+q/eKbCOkDvgWlOTA8k2Ar3lsvJe4QRwUF9gO2rpAlyvalVFAD4kPEdYJAmgBKVoZRhiOS8altqZG8kIoUpJMJSNJyOwydmwaAZeICyAFkNKJzEJGSEJw3a+1gYwARiGdU85pBca/CXuNvsxrgU/3eUb2EhgAsfpKwA87IiFoSDgrK+6smeKlSzDDKjEQhIagcAjCDn4Nh6AICAqHoEgrK/F3S2Hr+RHD6iMhCAtB4RCEhiAMBOHGWCUt+ZYzc4b5Eu1fH+bs25Ozb2/O3t15tgdFC7+OHDPG7Pxo25hXJ2Zs2Uj8x6ShqxGDQ4cPTm/40JQp76Zv3BD35psRg9OOGHYX4YPOEcPGwgzel1loCPKe8y2t+e5DKSdgHWAr7mNSddiM1mBRgw+zIJBXxWnp4aoHwiSNPoyMIG5FIFztxy71ZhQEC+t/2OvrEZ8TkFDizSjY5U/1oOb6JhTH5B0Jk7YEwjW06itB/Gpveh46RROTf8I/ocSDeigkqZmvAxxlbxBc7RSV7MMq9GYW0WuubfciuMSmC4x/ercRYS+EvZ5gCHs93RD2etHspbkUX5Fohz0Wk5doh2XvC+nEZwKh/hy5hL47QOoUxbVHd+KyxHaRUnvc8ehDMofodOfYcl+2EiXm7AuVuxD1mNRCb0ayQ5TIEV3uz5E5Ric7RBV60dOcYtl7Q5QoiRolTXKMSHWKKfdJACLjTWZdhhshzSU25meXo4TcHHfKVWpVpiuxAydPto9i7g9sCBUO8F5QvFeiMfwnh9NxhUIbTK5HfNx2byAyPOA0R291O+ROkdjhWlDiqC2ud9hNGS5xVQE8iT2u2IfJ2B1QFwTne9FkDlGZrsQKf05DiKjYl5HlRord7lnoTS/yYcAHwkW2WPa+kFLfhPoQocQBl+VJrAzgRW9xAyLDY9krqS7Jn+DX1NeQ0ZrhTw6wDbFlFDCKThZud9ruTwjwxft44z3JeeQgckDJ6WI0LZwgiPYK8XTHuMfnxcfIYtxC3SITIg4GHpC3ZuCT8b4kX2YR8+XF8j/KXn8IOg8tbo1orJd0FyNgr5qrAT/uGsIOLARFTZzYzEroKioKG0Y2tM+npfy0gf/1V9gxVhgIiv/gA8Hadcwv5/CsraMmTijy88vcvz8CgpjTpgnXrUtYsCBq/HjCP/4hXLxYtm4t7dNP8RMnGlJTy8PC0BCEhSD6tGl5zs5t2dlXT5wo8vYWLl1KmDyZa20tWraM9M9/RkAQ/tVXRUuWpKxfR/nwg/iPP75y/ITc5gB/zRrmtGmRVlbUjz9OmDlT/P1y4bff4seNi4Ag+rRpgvXrufPmRVpZwd9+e6HNwLW2xkAQvGBByob1jM8+i4CgyDFjEr74InHlSsa0acyZM+iffMKcNi0cguLeeYc5fXr0xInYYezlY72Mprj32HRfsM4kMAC+zsRp6REaBixx9AYTW9HD0/QJWwFP3WvOfOadUALrTQI9IJefDk/TCQ1AaDQJjYP5z1qB0GjiafqFRiBqA3ztAF9nErZaEpIJ9ICnGeBpBpI6AUqm9KDl83X9sMFy9U9IYACwDmEvhL0eMYS9nm4Ie71g9jJLoAWwtpen7OOphpjMxFf385Tmvb8eXksfX22OcOrhKIBADwSant6jywAAIABJREFUfp7SHKEFYO0DdpNJqAcC3QOOoo+nBCJDP6wZ4KnMkVW9HHOsmKXnfp6qn6cCAt0AXw2EOsA3B43p+vnq/qEJ8F9MrP2ZuMJeTsuJmENduKxzccVAZNRjUqUOUWq09CQhv5+nPE8qBbDmBr3GgEk5SywEAs3puMJWbNp1evV9dlMrNu0UIb+fpzxNLGjDpl8gl12nVXdEZpyIOfSA03yRXGrApNxg1PTzlJ1RGV34zAvk0seue+mAVnGvGa7kMzIYjBxGxaUK+zD72JRYTimn6GRhXnseK5sla0zO6MiQ6+TKHlVCcUJiWSK3hJPckMypZGe2ZcrqZbwKXnZXVvGpoviseLgQzurKfHmLUo+yl6pXpe5X6YBWB3RaoB0iraGCxqRW9inMAWpD9UMBauYaPdBpgVYzWNYN62doHesFJkJ7HvbCT5yg4HCOFBeHDa4VpezYcaSyrAYboZVI6mMJXGvrw/l5NWRyGRZ75eRJ0vvvt/B4xX5+KZs3H66sLCPE6DPS4EULZT9vb+FyFQz68YYG/qJFOonEzF7mPjFWVnkuLqeVLdhxr2DHjGlmsfQpKY002rHqKtqnnzZSyG1pKY0USm1MDH/RostHjzYlsEqi8KcUzdyvvmqi0ztLSwq9vS60taXt2ilds+Z4fX0pIUYvz6jERCSuXHneoOMvsC4ikZpzc2uio5RlZYk//5xzYH9nfl5JYGBbWoqipEi2aePxmprYt9+uwmEVLFb0/732jOw1FCf38JmAoRpLvYlWfSUyozVS3orLbMNnd0TKWyPlxki5MVLeGilvjcwwRmYMK5sLcuPv6uWtkRlGfFZ7VE7nb03+jAz4zHZmw03zSUmEvRD2+s0Q9nq6Iez1XHoKe5k/LdIBviUQvp+vvs9uMpmjzs2B8+argsFgc77GHK5+J6HREnov1AFY28Nt6eOpLM7mYHZYa4Y8YI6yNzc0fwp0QKB9wG7u5SmBYPBY4gs55zg0AcscNLeZ9bdZDZavFge1JbjePBORwRJNDw/N3HyPBsv8hXogHKrUA1gDYDUQGn7r83HrXjqgNZoM6j6VfkBnAHpJi9gcvGUEBj3QqgdU5gD8QRDRq/uUFjQxaXUmrQ5o1ANqc/JSjUmj6Ve/1N3Ah/J7tYM2gii26HihsldZfaWq5YGi/mZ9090mzYC66W5T870mHdByyjjytgx1n6r6arVmQK3uVzXdbar7tVbVq6y6WqkzabW9mqorVYp7Cj3QKR4oqq9UtzxQVF6qIGeRdUBbd7PW/ED+NuteE1q43CPFxSEQFAFBYRDUVljQzE6IGDMmacWKSx0dVRGYM2olddo0eNGia93d5I8+as3OrouLa6JS23NyUBDE/OIL8kcfFXm611HIVZHYK0cOS3/aqJNIylEo1OBCWqQVlOvoeFajwY17hfrvf18wGrUiUbGfn+ZQTuqWLVePdKbv34cdO5Y1YyZr9uxrJ08Kly+LfPfdq93n5Pv26ZOTm1msYAg62dycgUfr09OUWVlBECTftfNkXU2Og0O3Ti1e/cONs2dTtm7Djh/fxGS2ZmVpBAIlmx0BQXWxhJbGhpg33lAJBO1Z8s6c7NRNG9G/33P8Y/b6I8E68MMuDwqFKpUmSyTSv1bp6RlO9rYepLTEdoS9EPb6vSHs9XRD2Ou59Dj26ucqb9BrB3jKO6zGG4y6S5Ty07EFvZyWAZ7qPLm0KUgktcffYtV3E4tuMevuJTTS9wbeYNVdpVadJ5XcZTX285SXyKW/xOUzDwT2cVt62M1lvglFPow8D2qVL+cOq76Pq7xIKbtAKr3FqD0TV3iLUdfHabmb0GDiq6/Tqvp56rPEom5icS+n5ZAnJdeDco1a1c9teWHs9aiekslMqFeGSS6Qy4DIaOFLWAOEumFnP59Nz5DfywgMD+21mbO0mxeE9EDXCox/YTaK4eylA1pFr8KD4C5tkbjhnNjFbAdfB5KETMwg0oooERxMICUoszNzn/++FEWKJ8EzjBPKLGaQU0ixcKxrkFtcWiyWHsEt4eK4kQH0wBhpDL+cj4HDOSVsb6IXrYTm4OUgUYh9SN7kFFLpmdKnh8+PDntFQlD0hAnVUVFXjhzR8DhGSVK+q+shR4fDZWWVERHGZGk5CsWY/rk+NUWRwGqA+Tdv3iR/+KFaJCr09havWnmqurKZRjVmZ4tWfN+Vl6OXySpQYcfrapO3blEwmUW+vuhh7JW5f/+xioqoVydiIagxnqJPTWlkMJoFXPIHHzTEU9oPHWqixjfGU/gLF55RKuHF3+Le/ecvLQrZ5s3NDEZNVFQoBHUWFqYGeCetWXO4oaEyJkaVk1Xm7ytY+t3x6gr2l7Orcbj2LHktIaYjNzt5wwbZpk2Hy8uKSKSjDfXahno0BMHffts70K/m8/Hjx2NfAnut3O50/vy5v/qnw2IJDKpjlARhL4S9HjaEvZ5uCHs9lx4X73U5voK+K+A8pSzbg87YG5LsgBfb4eQuRLEdrtibydwbSN/nr0CJkx3whK0eVSF8jzW7KkK4pF3eApvwTPe4Ym9mrjs5ZrurzCka8DXdpGL/tXtkDlH03QGpTgTu/rCqAF78Tr9sV1LC3uBib0aOGyXVJbopLPEStZK2M0BiF1nqyxLZYJh7gvg2YUIbNG6Ty9m4IvO62qjmVoU1PfyW0E0HuQdCc90pv8QVKFGSS9SKCn/uAF/9bFlhBzXC3Ko6oNUMqLMPZydWJjbeaKi9XltwMj+pObHxzks8yfjs7NUKjCKlCJ+Cw8AYdg47vTUtkB4gb5W7xbhFCDHSJgkaRrPL2E6BjiHkEBQfFZscGy2IDmaFZLbLbQJtis8UBxGCmIWMnz22JZSyibI4F7RLUkNS5rFMX5wvhh8hKk5MrEzEi/F4Mb78YvnfhL0iraxIU6bwv/4a/naRYPFi5vTp2FdeIf7zn/DChfTPPkNDEO0//2mgUhtpNDWPe1qtjnv7bfonnxDffjsCgigffCD67jvaf/6DGzMmZtIkrrU18/PPSe+9F/fWW9SPPya/995wxIl7+23WzBm4sWOxEBRpZZUwaxa8aBHx7bexEBQ5cSJn7lz+11/FvjEZN3ZswqxZhNdfx40dS/vkk5hJk+L/9a/4jz6KgCDm9Onk96ZEWEHEd94RfreUOX1GBATFvP46/bPP8BMmYCCINXOmaOUKyocfhkKQZNWq9vS0Skz4kYqKejKZ/OEHVVjs6ZYW0bJl4cNv/8Wx16odTqdOnXwh//+bTM/748tjM10IyQh7Iez1sCHs9XRD2Ou59Lh1LwVKTNzuVeBJ4x0IY+zxL/Vl5ntS8zxpLsu2/ULI5xwIjt/jS9rpBR9AR212pe32L/JmcveH4TY5s/eFiGwxzD1BitAk9BabY4RDQKg/TjgUucWxKoCX6hSjj0jLdiVhfrI/FpPbgpLQd/m3YdPF9pHYTY7lvgm8g2Hl/hyfVbuPE/Ky3Ejo9fZSh6jrjFryDp+/hr1ExtpgfrIz7kJ8udeKn0/E5oeus5HYRdYFC0acnXXk7MWv4uOT8eIaMSOT6R3hlZCZkFCYQJTEPfqOwtFnLyMwJimS8k/ksUqZVVcqpS2SvGN5JSdLwlnhAXR/amo8p4Yt78qQaMW5R3LiZZTEclH20exko7TuZq2oRNR4q4GUQ2q82ZiQnUAroOUdzxPWC8rOlaYb07Nbszk5XGmNVNoojpeSuUWc+lv1j30r9l/AXhCEHTwGGDF4ABA77GBg1ITx8OJvsw4elO/aRZ86NdLKyuyGfeSc41APQ3pooIjflyOG+Qz/GjGscnhXD01veHn4+UezP+ndf2bs/DnH3j59187YN98kvfdenouLcOmSR2f1UtmLwWD4+/mjUCg0Jryqqur8+fMJLJbRYHjI7eiRo63GNgBA3qFD/v4BxcUlz4lfCHsh7PV4++9ir76+3t7e3uE1JpOpr6/v6a0e+49nYGCgr68XgD94tgh7PSdePMpeZ+KKDnnENwQLC7zoCfuCcn3INUHwA3ZzdRC/IoRTFcg+FVdY6c+tDOC24eQtKIkhIr2bXFrhx2lBia/SqrSYlDJfTr5P/D12ExDortGrin3pnfisk7EFxwl5FyhlTSGJvTzVTUZtkQ+9LlRwMragLTKjLlhQ4EO9xqiV2OOk9nj0Bnt9ROqRqJw7CY2Ho3MecBTmsKpj0bmYnxxuMGstQVcvVYmt5f4J3ANh2W6kIm/GDXqtw3ebSn3ZINE44uf85Hdp64DGvKU4JAPQa/s1jEIGJYccXxjPKeTYBtvWXKuJkuIzjZlDL6geZRmAXnFfkdSW1AqMesuLqw3m92EbgMEIDG2gteRkSW5XThtoawVGI9C3AqMRGIzAaHYwAqMe6FsHPw2WT/MLsI1DL+FuHfQ3WNrqdX9qwo9dIHxO9vpDRQzL1DCUviFm8mT6Z5+RpkyJNC9lDZLQQ1T39PrHfn12f6yV1ZPmjB2c8FBGCczv4W902Gvp0iW7du2qqKgMCUPNmjUrOztn1bLlh7Kyr1y5IpPJeFxuZWXl6dOnly5Zumb1mtLS0nlz5y5c+G2zovn06VMCgYDD4RgMBpPJVFJSkpmZmZiYqNVq5fLMnJwcsVisaGkRiUQ5OTl37959aFyEvRD2erz9F7HXtWvXMjIyjEZjd3f3iRO/mJHrxo0bNCpVr9dfvnwZAHDq1KnOzs6+vr7e3t4jR45cuHDh9JnTUqn09OnT586dO3z48MDAQF9f3/Hjx8vKytLS0v5w0BGylwYIRyhYDfgqYHmnjQYINICvBkL1szbnq/7AQaABsBoIhn21DKcC8BNGMU9jpDfyu5saXDR6bKy9OQReZDxLKj0aldvHUwKRJaX7AKwGAj0Q6nq4ynvMhrvMxnvMxtv0uruMhjuM+juM+nvMxrvMhjuM+ges5juM+tv0ujv0+nuMxruMhnvMhruMhruMhvusJks9s/H2sCY9rOY79PpCT1q6Y4w6TNKT0HyX0XCbXneP2XiHXn+bXnef2WhEpwSu3nc2tugeo+E2ve5l6wa15hKp7Dyx5DazIc0hJs01+rfA/+dmL7NUfaram7VV1yuqrlcOqeZGde7p3Ni8WFoBrehsoVQnKb1ckqgSlV8qG+42mqr+taroXBG1glp7s+aJPjeqam5W/1UzfEjKPuXos9dDwr3yStb+/UdKSrTJstP1dY0kYuzkyeEQFDlmTNTEiUMrTxEQhJ8wATNmDAaCoiZODB+sDIegqPHjI8aOtSCdlVX0xIkRVlaYYcBk3kM0f8WPG4cbN+63bq0g/MQJ4RAUOXbsITe3zIMHHkW3EemlsteqlSu+/345NjJyx46fDx48WFtXt2blquK8/KKi4uDgYC8v748++qiwsHDp0qUbN26srq6eN2/e/v0Hmhqb5syfRyQSORzO9ytWZGZlbdu2be3atRKJhMlkfvTRRzKZbP269WvXruVyuZ9Pm1pfV/fQuAh7Iez1ePsvYq/W1lYWi1VfXy+VJiclJZ0/3w0A6O7udnV1LSgokMmSc3Jy8vML8/MLigqLiouLRCJRWVlpWloaiURJTpZKpdLU1NSSohKxWFxZWUmn00Ui0R8OOgL2gjV93KYEW6HvRkbgZtazKHgrK+ogTHUTMzwlREdR0BZmyHY2wQ4O3Z7gt5EZsJkVsJnlv4lpdjYXzDUBm1mBm1mh29nxrkkh2xIeqjeX/TcxAzaxUD+zY2zhsB3sgE2swM0s1M9soqOI7iGme4hx+3l+GxkBw/wDN7MCNrGCt7FCtiUEbGYFmDt5tnsZkt8mhj4i00KTT3mXNl8NYI3lwOPvKrVXKJV0u9BwtwBaWHR8CD4+JGrw86HCkB76Orz+4SZMFIGJItBDYx7thxoaRQgI93P2IAZiqU/s80WKGhplVnwIPtDZO2CrPRAaTLwXxV5aHdBRsihOPs5kDjmOFTdcxAQimUshcylxCUQSmxTHiiNxyHEJxIfcRlMEOgETjSH+pXN4ViUQ7TztWnoUfyF7YSGI9cXMayd/Sd+2FQNBrBnTZT9tiJk0KWXLFm1KiiZZ2kgmUT/+ON/dTcnnN1EpbfL0qogIbZKoiUqhfPRRJSZclyhs4XENKTL61KnMGTP0SUK1VKrgcuFvFsILF6o4Cc3xJGNGRjkajZ84IdfZSS0Va/i81E0bKR9/rJFKKtBofUZaHSE66fvl108cv9TZTpv9Bfo57uilstey75bu2rWzvKJCpVLdv3+/ta1txZKluZmZ4ZhwHx8fNofzzjvvHDqUZ2tr6+rqAgBYuXIlhUJRKBTvvPPOsWPHjh49smLVyphYwqZNm2g0GgCAw+EsmGs9MDDg4+3t4ODw66+/zp41q/SRH1OEvRD2erz9F7FXfX09iUjU6/XJsmQ0CnX+/HkAQFVVlVwu12g0NBqNx+drNOrMzCyZTCaVJicmimg0enFxsVSaHB0dTaPR8fioyspKN1fXCxcuMFlMtVr9h4OOhL20dxNq9v0YP302Y85czh9q1iz2ilXC+sYjKvUvEqnGYDySwK3buj3F0Hbc1j7964Xwl3M5c+axv14Iz57D/nIu5+uF8Owv2fPmcxcvFVov4M6ew1mxKjElTfPtEnjmLJb1V9yly4TzrLmz57DnzuMsXir8ZhH86VSmo2OGUtVx0DZ7xgzW7C/Zzm5Z127cOZRvzC9oa1Qc8fDKnzWbPWcu59vFgm8WCWZ8wdz+szhR0vzz7tQZX7C+WQQvXiqcPYc9ew77We5ozlzOnLncmbNjCnz5z8Rej5VQ34nJiPEMbT3SaQKgp79vNNU70D8ATL39fT39vaM7bt+1m79u+HY5EBlNPPWI8esJOSY0QIODcbKkZABAf2//31+mftNfPoc/1EDfQM+DnvXr1jfdbfxr2Qte/O2N8+eZs2aFQRBuwoS4N98kf/jh9e7ujD174t58UyeVaMSJCibDKJPF//vjy0ePlgaH8L755tqZM8kbNhwpLWkgk1AQdKyirJHFPFpcaJCKIyCoHIUyFObnenr8+stxeOE3krVrfz17lrdgwe3Ll5qYdC2f15V3SLx69c2zZwVLliSuXHHx2LHEFSs68/LqSUTM43Yt/ybs5ebqKhQKBwYGzF+PHz/u4+nVUFePwWAOHjxIIBD+H3vnHRXV0ffxTVPjk548SZ5EU4wlJirVEgtiQxQEQaRK7733srvssp2FXbYXlt57771tBwQUxA6CBWkKSLvvH4uG2GJFk3e/53s4d+fOzJ07u8f7ceY3c3VO6NTV1dOoNBUVFR6P5+npmZAQPz09HQKFGBkZWVpa+vn6Xrx40cPDIzU1FQCA7OxsGyubmZmZCDweg0aPjI6ampryeLyHritlLyl7PV7/FPaam5u7cOHCuXM9XV2d+fn51dXVExMT8/Pz4lbx8O3bfX19Z86cOXeuNzc3t7q6emxsrKKiori4WCgUnj59uqmpsaenu7i4uKWl5d69ew0N9VlZ2Y2NjbN/FygGPC97RVWbqUZskSUpKtD/1rIytMOHOWLR5ejoOt2TSXW1Z3t7B3RPJl+7dj0r83RV1bnExBZHxwyB4PJhFY7uyeS6ujPBQQUlxR05Oe05Oa16uinH1BP4/Muqh2MDA0qrq8+UlnRxorkqh9iEyIb0NH5t7RkiocrKMrvj9GUry+zNmyjycjRXl+xbt+5s306TlaGymFwe77yJSUp0NDcxQdTS0otB1yTE8+bmp6nUJmennKREfm5uK493XlsrSUH+7+9IUYGuqMCQkUUVujNfhr3OBKehXYPO9va85G/mn6XRsVHtXQdfOXvB2fCUxL+fW5fquTQ7O6upqfnG2Qv1xRcdmRlCNjP2sEoLkyFKTiL+uuFic3MlBBx35EhPSUl1KLQlKopHo8FWrhw8eybbyoq0Zcutq1cTjh3rzMlpS05i7t59obExx862JYrYW1rE2LWTH81uIJMyra2un24nbNhAVVAY7eujKShcaxM1U6LqkWEFzo4UObmx/v6INWuIv/820NPNVlJqT0lpT09DfP75S7KXm6IySTjD6QKiO17QnE7goK7do+w1NjY2OTm5+Bu8c+fOzMzM7OxsX1/f7dvDd+/enZqamp6evnbt2tjY2N27dyX55+fnBwYG+vv7Z2ZmAQC4c+fO1NQUAABTU1Pj4+MAAExMTNy9e3d+fm5sbOyhcGRAyl5S9nqS/ins9ab0mtkrWiC43NFxOT2dx4kWWJhn6Z5MuXSpz9Iy09ensLf77Emd+IrybjqtMS6Wl5PdZmSUUFl5prKyp7T0tKNjlu7JlOvXx6wss7s6ryHCqhUVacbGqTo6sXRqJSmquqnpkkDQb2yU1CY+a22Vs8Bertk3boxv2Uxet5aIQde0tV1ydMyiUBqoFO7ptvM11efNzTPOnbt88mS8qUk6mdTEpFffvTPh7p6jIE+Tstdr1VvFXpcvX66urh4dHX3G/GfPdtfXN0ieSU9ST8+5ysrKBwMPAADcu3evvLy8ubn5b5fLAAAwPT3d1NzU3t5+4cKFurq6xc/RRzU/Pz88PDw/P9/b21tdXfNoBPRL6m1gLwl+IT//PMfGpg6FyvP1JWzeBAaBon79tcjNrTwkJE1HB7ZiRfzRo/FqaqEffJBtY02RkcF8/XWOvR1VXr4zL68rJ6vIwyPD1BS+ciXis0/z7WwrQmHZNjbIzz4lrFuXqqeP+PRT7HffFbi6wleupG/bWhbgV+bnQ970O/Lzzwvd3JCff4b+6qs8Wxv0f//LUlKqxqCjfvvtsUH0z+hgEMj8x7UnfSLMgjmmQeynmvVks2W3731Ve0y8vKTsJWWvx+tfxl7Xrl17+j/Kz6vXyl5HVDmdnVfQyAIFebLMFupvG8kG+mm9564YGia6uxW3t/acPJGkq5s8MHDz0qVBba14La2kuDgundbc2dGflCQ0NEy/cWPc0CCtqPBMfk4bHluZktwMCSm7cqUfi6lrqO8WifptrZNOt3VbWmRv2UyRl6e7u+eMjU2BQyrw+Hoh/xIWU4tAFF25dIkQ2XC67Xx93UVTk9SBa/3gkOL8/DMtLefx4TXDt0cC/PPl5aTs9Xr1VrFXQkLi7t17u7q6HqRMTEzwuNyW5ubhkREAAKanp8ViMZ8vuNp39ebNGwUFBWgMZnx8fGRkpKWlhcfjjY+Pz8zM9PR019bWSuohkUj79u27d+/egzpzc3N///33NWvWdHd3AwBw+/bts2fOnDnTJRAIxsfHp6amzp07d+7cuaampuvXr4+PjxufMg4M8K+pqUahkMPDw/fu3eNyuVwud2hoCACAixcvNdTWi0XimdmZkpISRUXF2pqaqspKBAJx69atyclJHo/X2Ng4PDw8Nzc3MDDQ09MjEAg6OzsfHav4Wy0Ze/3tMNKDl1s/2GMi5P7rtxeHzEMWHQSCQMivvqqGQpKOa/ref1E3+H6pB5H4D2Lqg+4XD7pfyYNE8KL8QS834QgBgYJAIMdN20KyzqCLrqAKLj3FyLwLyNzev/q85C8q78IeNcMnsdfMzAyX25yWllpZWXnr1q1n/Lrv3bsnFosvXnx8nU+XlL2k7PV4/ZvYa2RkuLm5ic8XtLW1lZeXv5L/7L4+9lKQp+/ayXR0zNVU58jLUhXk6QryNOW9HCenvH37otWOxtvZZivvjVZXZfX19WVntW76nay0J9rRITcUWhkcVHboYIzSnmhv7+Kdf7AOq8RBIdXhuFojw5RdO1nubgVQSKWrc7aTY566GtveLmvfPo68HE1Bnq6qGhsYWAqHVULAlaYmmVsVaQf2R3t7Ffn6lLi4FNnZ5irtYYYEFfv6FpuaZcBCK/39Sr29CnVPJkjnHF+33ir2io2N3759Z0dHp+TjjRs3LCwsLCzM7a2sjfQNurvPeni46+npolHYA/sOoNAoNotlZmbW2tamp6fn7u5ua2ODgIaeO9fr4ODo7OS8devW/Py8qKioPXv2PGCvkZFRLS3tkJDgQ4cPu7m53bt3Lykp6dcNG8LCELonT3p7eZWXV2zdus3Dw9PT0+uwikpLC8/Y2CQwwD8xId7Y2OTixYsmJia2traurq5+fr5dXZ3+/v4eru7ycnLsaDYcFvbhhyuIRGJ8fLyBgQGPx7O0tLSxsXF0dDyueby1tdXHx+fQoUNIJFJRUbG4uPh5++d1sdc774R+8MHibbTgK1bAli9/AGGLt4pYvOEW+K+nHs3w6CkJSP3l1Lvvoj77FL7ywydd69ELgf9s9vuSzVrBIBD0nXeg77770OVCP/hg8a09liwDQSBXhb0E7pTkpdcvZlYbcPCkzZPYC4PBbN++A41GGRoaODo4SPCrv79/4No1AADm5ubGx8dv3rzZ39d3e+j27OzCJGN/fz8ajc7JyQEAYHx8/MqVK8PDwwAAzM/P37hx/eqVy/eePOIrZS8pez1e/yb2ys3Nra+v8/DwamhoIBAIQqHw5et8fewlwa8tm6lysn8OKcnL0Tb9TpaTpcnJ0jZvouzexY6NEcTH8VQOxUrgbMtmiswW6pbNFHk5moI8bfMmsoI8TU6WunkTZfMmiswWqiSPrAx182ZJNvqWzdQHo1ZysrRNv5Ml3rKZqiBPl5ejb95E2bJZUpyiIE/fvIkiK0OV2ULdspkqSV/cQil7vSa9ZewVt337zs7OBfaqqan58ccfr169euXyFQV5eSQKuX79+vz8/PHx8aNH1YKDgyMiIjQ1NSPwEb9v3nzx4sU7d+60ilu5XK6nlxcWhV7z409EIjEiImIxeyUkJn7z9TfmZuY6J09+9tlnjY0NDAZjw4YNc3Nz2VlZO3fuJEQS1/2ylsfjjY2O7vzjDzAYbGlhGRgYQKNRj6geKS4u/vrrr3t7e+/cudPZ2dnY2BgcHIzD4TZu3Oju7t7Y2Pj9998PDg4yGHQVFRUYDLZl85be3t6ZmZnNG3+DQqG2Nrb29nYAAOzZswddAGmvAAAgAElEQVSFQkmess+u18FesGXLOAcPUOTkQ955B/af/0DeeQf/44+VcBht27bQ5cth/1kZunw5/KOPJMiC+OwzyLJlyC++SD6hE7psGWzF8tCVK0OXL4e++y7kvfdCQCDYhx+Gffpp6LJlrL1KkevWQd59F/rOu7CVH4JBoNBly0JXroQsX4747DPoe+9Jro745JNsK6sMY+Msc3OagkIQCIT47DPYiuVgEAjy3nuhH34YumJ5CAgEW7kS9p//gN95JwQEQn75JfjddxGffMJSUmIpKYWvXgVdvgz20X8yjI2RX34Zunx52CefBIFANEUFsowMWUYGt+r70OXLkV98IRl+C/1wBfyTTx40APIKYu3nnxJrLxGJRJKR2eLo6IBEIYuKim4NDXl4uFuamxkbG0Mhob3ne/fs2aOuphYUGLhj2/b8vPxbt25t37Y9JSX11CljEonU0NBwQlvbwsJcU1NTJBIxmEx1TU0rc3M3J+erfY9/i5GUvaTs9Xj9m9grJiY2IzODyWTcvn07NDR0YmLi5et8rez1MIrJ0eTlaLt3s3buZMnJSoCJJrOFsul38jNP+b0Cy8lSJRD2QsXfMHvFxcX5+/uHhIRAoaHl5eWPZhi6PfSk9a1zc3O1tbVenp5gMBgcEhIKhfb39z+UZ2Rk5HRH+8TkRFVlVXZ29szMTHf32StXr7xAUx/SW8VeqanpcnLylpaWvr6+QUFBbW1t2tpaNrY2To6OJ0/qnDnb5eHhpaV1PDQU+ttvvwUHB9NpdAN9gxZui7q6mrOzi6O1jZeXV3R09JbNW/D4iK1bt5HIJDKZrKamJmGvgYGBEzonXF1dTp/u6OjoMDAw0NfXZ7HYX335ZWgIWFdX19nZubCgcM3Pa6ysrPz9/JT37m1obLC3s4fDYTExHF1dvd7zvZqampaWVm5ubn6+PmQyefv2HWg0Wnmvsp+vX3t7+w+rV5MpZDqDpq2tXV9fr6Ot7WBv7+vre0T1qFAgcHVx8ffzBQBATU0tMjJycRTas+iVsxcYBEJ98Xl5cDBj5858J6cUPT3WXqVqOLzQ2yvL0T5RXzfuyJFcO7tiT0/6tm2JGhrJ2tp5jg7UrYpNUVGMXbuKvL2TdXXZysrBy5ZlWVmxdu1KNzJi71POcbSvDIVmWVky/vgD9uGH+U5OjJ07C93cEjQ1s21t8+ztYw4dDF32ARgEynVziVdTCwSBwj77LHLt2gQNjSQtrTwnJ+x335UFBMaqqGSYmpDkZDMszHNtbSPXrc0yMY07ejTb0pK1e1e+k2OipmaKjk6ClmaSzgl+NDv8hx8K3dxyrK0TtbRybG3TjU9lmZuzlZSyzM0T1NVTDAzI2xTL/XzznZyoWxVDXhl7PW2dIwAAADDP5bbkZGcXFhaYGJsoK+1DodC//Pyzp4eHj7uHrIxMZWWljIxMXFwcAABYLOb4cS17e3vdkycHBgY0NDTQaLSTk6Ojo+P8/LxIJOrq6lr70y/ax7XBIeDdu3YXFhY+9qciZS8pez1eS8Nez7KT1straGhoYGBgfHx8fn7+ypVX8DgEAKCwsJhlCZlniACW+G/MbpuiNlgcIWx+IfZSkKcfOhibkMAtKRYWFbZSyI0qh2JltlBktlDlZGkyW6jycjR5OZrko6wMVVaGKi9Hk9lCkZejyclSH6TLyVIV5OkyWygPsinI0yUHcrI0CVTdz0lbfFZSm8wWirZWkod7we5drBcCvofZq9KdEqHrcYfcCLDb/r4PWWKAc7obkoV1C34x9jpyRFVVVTU7O5tIjNq48ffU1LTx8bGszCwKjVZeXn79+uAJrRPbt23r6Oi4dPEiJyaGyWJ1dHRIHr0zMzMQCHTt2rUZmRl5eXn5+fljY2MV5eV1dXVMJjM7O+f27dt+vn4bN2wsLyuP4cRERZFKikt+WP1DcFBwaWmpBOna29urqqqedxwFeMBe0e0AXQDQn3OL/JhOmqF/KAfSCXQs3ileBIjCOPCUhOdmr6GhIbFY3NzU3NzUzG3h3rs3effu3dra2tra2pGREQAAyCSysbFJWBhCQUGBQqGMDo/0dPfMzs6Ojo5UVFTU1tZOTNydmpricrk8Hu/s2e7+/r5rA9fOdp+VvGRifHy8o6NDUpXkckKhiEwm/7Zxo1gkbmhomLo31dLM/XH16uLiovLy8r6+vrm5ufPnz/f399+6devcuXPT09OTkxM11TVVVVXDw8Ozs7MikaixsfH8+fOS8S2BQNDc3DwwMHjuXO/09PSdO3fq6uoqKirGxsbm5uYuXbx05fIVAAB6unsGB68/b/+8DvbC//RTAx7POXQo3cAgSVuLo6pSCYXif/65AY9Hffll4kmdBI1j1YiwdCMjzsGDWeZmWZYWnAP700+dSjyhxd6nnGFkFH34MGPf3lx7uzo0GvPttxG//JKqr5988mSWuTnjjz+iVQ7m2tuXBQQQ1q9P0NctwWGzraxSdHVhH34IBoEqIZCojRsh770X9fvv2ZaWWZaWiM8/r0SExR45Uh4YiP/xh5KgALKMTIaxcaG7e5KWVoqDLeKLLyohkFRDw0o4LOHYsSYikblzJ2HDhlwXp0wzsyRt7WIvr7LAwGRt7Whl5TwHBx6djl+zJnLNGh6TmaSnS92qmG1hyd6rFLyE7OXl5bVnz24iIfLUKSMVlcMFBYVHjqg6ubh4enphMJj29vZdu3YVFBQAAHDv3r19+/Z99OHKM2fOXL9+/ciRI+Hh4bGxsfuUlVFhyGPqGkVFRVZm5mpHjkKCgv39A/qk415S9nouLQ17BQUGnm5v579mCYVCkUgkFAr5fL5YLH75CkUiUSSBGKRlww+KFYTEPd0icHy9P/WEMkxGlvwC7LVtKyMv93R1VY/msXgnh+z4OJ6Bfto+5WgctjKGw8NgKvYpsw0M0iIj66HQciKhzs21IAxehcNWqhyKtrPNiYiojcBXRxEb1NXjFRToTo75kYT6CHyN7sk0JSV2cEgJBFJCpTTCQst37WSpq8dhMFUEQr2pacb2bTQ4vNLLs5hCaUIhK44di8nPP33j+rCDfdbzTDU+kb1qPRl+ambVvnQROOFv+1AQEtcKSUy3QQbZefSc733+nzOgrqbm6Ogoedbq6+sbG53itvC8vLydnJ2/+/77ouIiTQ3NHbt28vn8xMREL2/v48ePHzp0eGBgAACAmZmZsDDEV199ZW1tZWlpgUQi79y5o3zwgJaWVkxszLZt26NIpOCg4A3rNlRWVnh6elhaWhYXF//v228xGAwGhdFQP3bp0iV1taP4cPzzjqMAADA6Nnp85/4JctMwoWbkeTxMqJmmcsN13H2IPg2TjdUj1RLXjNZUj1SHUEJSE1NeoCefLrG4NZrNodFo+fl5r2p1S3d3T05ODnD/DWA3b95MTU19wGdvlV7HnGPEL2viVFUpcnLYb79lbt9O2ryZraSE/e672EOHYCuWxx09knJSJ1VPj6qgEKeqmmpsxDl4IEZFJc3MhL59e+jyZYwd2xN1TqYZGxPWrWPu3JlsaMDZf4CmqJioqck5cCBRUzPdxCRy7doU3ZPBIBD+px/TTIwTjmtivvlGMuyEXfV9lq11hokJZ//+8NWro1UOpZoaxxw+zNqzO3L9OuRXX8UfPUrcvCnNwjTVQD/yl1/iDfWSDfXiVFWJGzcmamoSN26kysmlGRhk2VhFbfo9SVs7WV834Zg6W0kpVl0tXlODtHkzc+fOZAP9BB1t2tatMYcOQT/4gPHHjvDvvwcvHXsBk5OT9fW18fHxubk5fX1XAQDo7+srKCosLCi8fPnyxMREa2vrrVs3JZl7e3v5PP78/Pz09PTp0+1Xr16dm5vj8/kpySnNTc1TU1NjY2MVFZXZmVldXWee9N8tKXtJ2evxWgL26u3tjY+Pj4uLi/+nKSkpycPL23y/drJdaIo97OlOc4DHWAce2RUoK0dWVGA8L7X8sYM1OjoeGFi6fl3U77+Rt2yhbN5EKi/rrq3tcnUuyM0VFxaegYVW3bxx28M9Xyy+yuVesrfPvXThJgJRxuHwus8O2tlkVpR1ZGeJ0Kia3nM3bG2y6dQ6keiSl1femTOX2Syeh3vhyMiEqUlGY0N3Q30Hk9kkFF62t0vqON2Xl9/p4JB3/fpQaGhpQnzr+fPXzExTFOTpzz/z+Ff2YgqHIirzXQkJtn/fgRJnOCLQOo5uFg69F84//88ZUD2sYmFhMT4+dvHixR3bd3h7ecXGxNra2mIw2C+++KKkpMTf319XV3d0dNTHx8fX19fc3FxWVvby5csAAMzMzISEgGVlZc92n7148UJ/fx8AADt274ZCocPDw7q6umFwOIPNUj6wf3BgwNXV1cDA8MrlK+vXbCgpKRkeHtbW0tLW1t6/b9+VK5dfoOWjY6Maf+y7ji+/gim6ii66gnkOD0VWwTUdnZEuxdeL8/pzc/ty8/py8/pz86/m+Uf4pyalvkB7XkDDw8MDAwMvsGzwH6fXFGsf8tf49AfrFiGPez12yOOi4EP+emrxEsiQRXU++oLtxfU8yBny1/RHQ+9DHnfRxcchfz2GLLqXR5uxBOy19JKyl5S9Hq8lYK9/tIqLS6OtoPOsNoDd/jfmdEzTmiyPEF9sznH7NkZtbU99fZeaWqKdXW5hgcjSNF7A601Kaj5yhBMdzRUJ+1CIGj63d+tWSmVFV1ZW284/WCJhHxpdzeG0CAX9B/ZzUpOaqypPJ8TzerpvHDwQ6+lZ1Nl5OTCw6PTp866ueUp72Ddv3jU3y+rpHqyt6cbhatPTxCYm0WfPDjg7FWzfxjh7ZoAQWY/DNnR09KsdjZWVob7suBedDzAEAPsZek/i6HYgtqs7NAfnFvJic45ubq779imbm1uc0NLy9vQeGBzA4XBax4+j0GglJaWq6qrY2Nj9+/ZRqVRHewdrKxtfbx9tLa2+/j4AAGZnZ1lM9tZt2yytrW2sbS0sLC9fumRla8Nis8bGxvz9/aOjo2tqapT2KHGiOTAYPCgo6NatW8eOaTg4OY2NjiYnJ638cCWVQn3su9v/VgtzjpzTAEP43I7tohkFhMZAuoDOVkB8361iQBzGCXuBOcfn1cDAgLe399GjR0+cOKG0R6moqEiSLnl96uKcEjJ7NH3xx9nZ2YdGEebn5xenTE9PL+7kubk5ydmhoVs+Pj43btx8ZTf2BL0l+3s9xZKYeuK6ddQtW6iysoiPP/4TpN59N3TZskdXLD60QBL95VeLVyY+umrylfsVstfly5de92/gGUUhRtrA46TsJWWvhyVlr6dryWLtFeTpampxcXGC7CxRWWkbDlu3aydbXzchKYlXXNyZk31aTzfV0SGXyWhRVKBRKY1YbNWunaxoNt/NPYfD4fb23mSzqkuK2+0dsg8eiKbTm3Jz+AkJAl/fErWjMenpQkvLrB3b6fn5ndpayU6OeRkZ4vy8DiSietdOalKi0MIi+48dzNhYgbNTjplpdkP92QC/AkmrXpa9ntcvF2s/NjY2ODjY399/+/ZtScrMzExfX9/t27dHR0fv3r07Nzd3+fLl4eHhycmpixcvjY6OjYyMPHjwT0xMDg5e7+/v7+/v7+vrm5qaGhkZuXv37vz8/NjYmGT1Rn9/v2S7Kcmu1mNjY1evXhWJRAYGBpoami8caPhWxdo/r6BQ6O7du3t6embnZtNT0+rr6iYmJqKIxFNGRqbGJikpKVevXnGwt4dAIHbWdp6eXhAw5JTBqbzcPIFQ4OLo4uXhaWJ8Co/H35uaKiwoNDU2PWVkhMFgxsfHGAyGl7eXu7uHibFxY2NDf38fOCTEydXF19Ozr6+vIL/QxtrG38/PwNCwsqoqLCzs/ffft7d3XLyL2OvQP4K9KPLyFSEhzN27o/fvj1izBv6f/8BXrsR8913c0aOcgwehH7wfvno14tOPoR+8j/3f//A//Rj28cewZctw33+H/vq/sA9XUuTl0f/9KvyH1dhvv4W8+27YJ5/gVn2P+eZryf4Rbyt7zTNEgPJxs66O9rvjI3fGht+sgfmZcBTMKpQjZS8pez0sKXs9XUu5zlFOliYvR9u1k/XHDqaszEJkvYI8ffeu6G1b6TJbKFu3MrZuZSgq0LcqMrYqPpisZJBJDSnJrfKylO3bGJL9KeTlqLt3sXZsZ8rJUhUVaNu2MrYq0hXk6dsU6YoKDJkt1B3bmHt2sRXkaXKytK2K9K2Kkmrpigo0eXn69u30P3YwX+gu3jB7vSn19fVXVFTeuHHjhWv457LX5OSkpaWlsbGxBGFHR0fH74xnZWWtW7v2/PnzeXn58vIKHA5n/fr1aWlpBQUF33zzTX19vaenp7m5WUpK8oYNGxoaGttaW3/44YfISMI2xe3x8QlX+/plZWWjo6OtrKyPHjly5fJlfX19KyurkJCQTZs2RxIitm/dDgFDUEj0r7/+euPGDWtrazMzs8KCotWrf2hra3+t9wu89ewFBoFgK5ZnWVhUQiCxKioUeTnMt98We3nlu7iwlZSaSaRMY+M6NCrf2Tnb0jJNX7/AxYWzf3+Zvz9py5ZGIjFeXT3N0DDh2LHCAD/Gzj+yzMxSdXWLvL0TT+rkOThE/frry2xevwTjXqbBDKdAjEdo5Bu3F5xo7OAbyKlnt0vZS8pef5WUvZ6upWQvRQX6g925JDt4SUaeFORpCvJ0yTrHB4NkkgN5ObrMZorSHvb+fRw5GeqDdAUFuoTbHsq/+EBBnibZJOwp2aTstWT657IXAACpiUnyMrJ0Oq2ysuLw4cMRERFlZWUbN24sLy+n0ai7d+9OSU1Zu3Zta2urUChYvXr14PVBKAR6yvhUWlraxl9/TUpKzsvNXbduXUJCgvJeZSwWU1tbKy8vn5mZaWNje8rIaGrqnq2NrYGBAQ6HlZeXj8BHWFlZ5+XnoVBoWRkZAAC8vX10dXWrq6pXfb+qsLDgdd/vy7HX/BKwF/bbb+swGOpWRbLMFtz33xE2rK/D4Up8fbHffVcJhTJ3724iEhI0NaIP7C8PCYlYu5aqqJjv5MTasyfT3DzNyKjY2ztRUzPP3TVy7ZpsR/tUA4NCF5fINWvST51Cf/UVGAQCv/PO28ledCHAEAJRTZPExrfC5JZpunBeMiAnZS8pe/0pKXs9XUvJXvJytL1K0R7uhU5Oeb4+JaqH42W2ULcqMiRb0qscilE9HCsnS1NUZMjJSeCJvvMPZlBgvqlphpVV1rFjCbIyC9tG7NjOMDHOkJGhKSoyJIwlJ0tTVFioSrKAUWYL9fjxJJVDsXIyNEVFhmTUTUJdL7GdmJS9XlD/aPaam5urqan29vZycHCIiooaHR2Znp7Oz8/38vby9/dvaeGOjo1isZhr16719V0Nx2EnJu5WVFRkZ2enp6dv2rTJ39/f28szJycbAACRUBQUFOTp6ZGTkzM9PV1YWJiZkTkzM5ubm5eZmTE2NhbNjg4KDMTjI4aGhpqbm2k0KgAAJSUlaWmpIyMj4ThcgF/g098s+fJ6BexVdcvl0MlgEAj6etgLvnJlkrpa9D6l2EP7I3/6gbldEfnxx9TNm9CffxazTxn3zX9Zu3dG792D/OQT8m+/Ij78kPjLGtRnHxN/WROvcojy+0bShnWoTz6hbZWPUTnIUJBDf/Jx1Pp12K+/jvxh9euL+goEgVy2/BHRdPcl2YsuAhhvk6XsJWWvx0jKXk/XErPXyZMpVGqzkhInOLjcyTH/6JE4B/vc4OAyba3ExAShv0+egW5MgH+ejU3Wzj9Y8nK0I6pxpSWdVpbZFuZZ6mrxNtaZp4zSTExSw8LKk5MatY8n+PvlO9jnHT4Ua2WZ4eVVBIWU7N7FCg4qcHfN0ddPtLJMt7LMdHTM9vUt1teL0TmR5OGR7+1dqK+X/EKB9lL2enH9o9nrhVVfX+/i4jI4OPimG/J8enn2wtXc9jB08/7+R581v74Oe/+8weP7nz1XrfFctcbrx3Veq3/x/mm91w9rfX5a77lqjfeP6ySnfH7e4Llqjf3HH3kuZFjnsWqN1w9rvX5Y6/3zBq/Vv3iuWvOgrPdP671/XPeaGuyz5lfP1WvcjxgSmydflr3eOkvZS8pej0jKXk/XUsba79jOdHfLc3DI3riRBAst9vcrCAurdHHJzs3murjk0mlNp06l4bCVqLB8fHjFPmWOgjw9wL+QRGq0t88zNcvYsYOOQVUXFHRoHEukUhtMjFPzspvdXVNQqCoMphyDqTh8OCYhXqh6OIZJqwoFFyCQZWBwcUqywPhUkqZGQlwsn0KuMzVNdHLM8/Up3ryJImWvpdT/T/b6h+ol473oQoDGn42oG0VX3cRU3XqTrh5CllzddlAHXngJU/3QqVvhdcOYqluYZ24ktnoIWzMUXjfycFV/Na72tiQDrnYYWzO06BI3I2pHGML5N41KUvaSspeUvd60no+9SNUmqhG/y5Dk5OnPa1k5+q7d0VRag49vrq9fkZ9fsaFhalhYlaNTLptVe1g1Do2ptLBMCQZX4iOq7Oyy5eXpCooMKq3R1z/P2jZDzyDF0irTxzcPh6s7cCAmklB/5Eh8GKLSybnA1b0gOKTslHHiYdXYoOAKJ+esoJBCH79CGLza1CzLzb3IxjYXAqnU109HImt27WbY2mcfVYvfIkN7gbuQk2dskkEVuDFehr26glPRbkHdL7S36j9Xkr1Vpez1T5HGMY2XYS+6EGCK3wK3AnTevV1HzUmN46zWv5xitQLo4qt04QyrDVh4ubUYYLUCrLa/mCkGJBlYbQCpeYLUNIHIv8gQzi+cbQVYrQCrHWBKjtsBhniGUHedKQJYbQC++ia56Q67feEd2AvtefOoJGUvKXtJ2etN6znYiy6YItf7HCcc3oE6tgv7AtbcgzPTIJhrEo3VCJq78DsUXQ7th5pqErWVw7X24ozVInX2RxiqRhgcjtTYvVDE5BjBTINgqUU0ViMYqxFOKIf/oQA9uhtlrBapexCvqYQ1OUbQ2I3T3IPT2I07eQB/Yl+45h6suSbBUDVCYzdGcw9Wcw/WVIOgeyhCfSdGWzlccw/uxL5w9Z2YF7uFY7uwR/+A1/jGvjh7MUV9yMKQU84hwSEMMo1KJC+lKQRSVARxiS8qcQQWr7dPHWC3AfRXxl5CQAiNhllYWVLpFCKJ8CyOokRFUaOeMTORRIgiE0m0KBI1ivTUUmQaKYpMJJIIRDKBTCM9Ng8mHAcPgy1ke7uNj4w4oavTPNn0Muz1VlgEUFsmdx4xI9aP0he1mSECoupGtBzg6OIrsJwueG4PjT/LEAPE+jFEXi+m+DKmpA+e20OoGaLyplGFl2BZZygtk1ZhicFJAqfIPGxpPzynG5LeHtUwjisbgKR3EOvH6cIZWNaZoCS+njeK3Q5wOgHjAJolLBZdfIXSdBdfeYPGn8aWXqML5t58t0jZS8peUvZ6s3qucS+AKZqjCWZpvGkq9x6l+VFPU1qmKS2S4xkqd5ra8lCGiagFA0wxXs8t0wF3h9g0RWqeIjdPRDVPkhbOTpEfzn+/VKvdQU1hSNIUiTtFbp4kNU9GNU9TuPcoLfcoLZOk5slFVU2RFzwZ1TxFbp6mtEiqnSQ9puXP45Z52ouCF50P0PnzdP5NfMU5eFYvPHspfSEsRxSYkG2Pu4jI64Vnnw/LvRCWeyEstxee86Qi5xedOv/kbE8puKhUzu3IaoAueJFOexx7SfCr8W5jSX9xcV/RMzqtIy2lNaX8elnpQGnxtZLivqLivuKywbLSgdLSgZLSa6WlA6XF/SWlA6Wl10rKBkvzevMSmxMTxYlx/Ljy62Xl18tKri2cLRkoLekvKR0orbhZzmpgZXVnlvQXF1zIj6uLKxssK71WWnqtpKS/uHSgtKS/uKS/mFxM1jJQq7pd+eytfWO+WtQwXv8QeP2b2IvdDriRitwI+TaolBOu/pbQmMia2zFdgB0m3dA3yh6ddkDPyTiIftjQE5LWquUUpmYR4ByRe9Id6xKZbwFmIwsu6Htg9d0Q9thUdTMvTRuILTbWKBDhGlVkCmbruOI4XUBk9ZCBO96VUKh6ygOW2XnCKSwkUWABjma3vek+kbKXlL2k7PXG9azsxRCMEGo6Q9PbIWnd8OxxYh3AFALsVoAlBuiChcF6pvAOqf5WZBXAap1niYYiq4YJtQC7DWC3AnQBwBABkkF/ydM35jRB37PAJXLuuTiG0+GootkemgIwhACDD9D5c1TeXWLDOKF2lspdeEnzgvmLD2ap3Hvkpnka/3FnHzp+Ug+8OGw9HmSX3kzRKLGuA5oOsFoBpmia2nI3qn4iqgFgtT6pyAyl5f6x5AXYz3Shebpghtqy8O5wOh9gLBScob4otj6BvST4JQZEYkD4t24FRI3jDfiUCHYpu+RqUWZXZv14fSsgEs0Js89m5Z/PL71SmnM2p+xaKX+OV3ipMOd8Tvn1spIrJT54n8KLhYm8hOLLxexqdt1IbdVQVc7Z7JL+Ev4sv/B8YW5PrjPSufBiQTvQmncuzy3QteB8fvVQVc3tGvG0sOhiYctUsxgQpYpTzezNzwAdz9LaN2sRIBQBwn8xe3E6AW3HMHCK2Bwa44BJP+EIZ4jmmWLAFpkMTmm1x2VYQDnOhHwLcLQFLM4pIlfbEWEazLQKS9R2QgQnCk4F0LSdkNjiPntMmr4n3h4XA8loUTF0hGef1feODEoScDoB/5gm0yB6aFaXthMyourWQT1nQ28CpWXqH9N1UvaSstfLSMpeT9ezshfndJotCn3CucmPQzDwjjWHDOLKqj3pXdC0GSq3C5pR7UG7EV5e68vqQeS0+McUuRGYFoGCoPi2kORGX/YEqfEKurDRhy0KTpq/XyFB3zPfJXL2maY7/3wGO6hotkFTALoQoPMBpogfGEc19qvwYlFNgvowxQBTNE/nA0yRZHgJYAgAllgUnCgITqj1i50gNwF0wTydP88QAEzhPEbbSXUAACAASURBVJ0PMIUSMng+BPyHmiEYJdS0Q1IBVusgrizVDlXgSihwjkizQwMs0UK3MIQAQzjH4AN0/jSNKwhOAJgigCnkB8ZyA+OB6LZ5Og9gigCGAGAu6jSGAGAIFtJZonFi3WloWmdo+iVUfrEr8TIyH2CJpyktjX4cgCmcp/MWvppXwV7PbjEgLrxY4AZzjecnOCOcPfDuOedyhICofrTuuMXxqHyipaulH8HPMtCSXR/tTfQKiA7QMtZKP51u6meKzwzPaEvHJGJMPUxjuTG6luq+RF9TH9PwdByUAsHF49zArlU3KkWAMIQYjM3AkgtIPpFeUYWk8HR8CDu4+naVCBCliFLM7M06gdMvfAtv3P8a9mKKgJDkVmLDuH8c15NRGZAgYIoBKm8WXXSZWDdC5U570au9mdXkpruwrLOupBLf6AZIekd4xXX/uJaImiGH8GzniPzABD6+8qYHvTI4UUDl3kMUdbhTS71ZtTT+DEMMRFYPBcTz3Cil+IrrobmCo+a++Kob/7oVjhJL2UvKXo9Iyl5P1zOxF0MAMIQEU3+Itn2kngdaz1EYnOhySC/XER9tBi5yJUabgUmGvmJwsreqcb5zRJodutqH5nfsVJxlKN04gKjv3RwQyzQJirMITbZBTpCbAJrgFbAXQ3g7sjrKwIdhHMgPSgrWsG7y59BOBcRbwuItYTfwFTHmoQgtZ15AHFLbsSUgNkLPqxOagdVzDztp2+jPTrSBkU18Kjwp7eAUjK5LohX8KqYQYAjfPCEtAXvFdGY4ogiGnlU+tCJvAlTTttabSTbx5piD28CpKQ6IKCOvGm9GvktksQczww4dbwWFn3Bkm0M41hCiiVeZN7krNBN1wjHDGd2HKQI4HbkOuG5YFlLHUQROjDWHtgTEhuu4h2racSwgCG3HaDNwpJ5HT1h2lIFPpj0m3iKUYw7uCk1bGBVbEvYSAAIxIMo4ne4S5pLdlY1NwrjAXLLPZrcC4mRxMjQWWnyx0DrYKjIvIjwD5xvlG5kVgc/Cmzmb42MioDGQIGYQMYfoFOyYKExIOpNoH2RNLaZA4iCkYhI0FhLGgdPKaAJAwJvlGToZpvCTcBnYBEECNgOtaamRfzFfDIhFgFDKXm/AT2AvuhBgtgIMESB5k+2DEHimGGCIAIZw4f2rDBHAbAXYpxfC6hligNUGMEQA+/RCIkMEsNsBVhtAFwFM8UIpyYUWVw7NbA0vH2SIJZjypvvk1VvKXlL2ekRS9nq6nom9mOJz8GymaXAfpuRcWC5S27EnLMd4lyrTJCjKwLvBnxNjAfFRNc5xDI/Q88Trumc7hmfYoyMM3JnGgaFaLmFaTsLgxFhzKNs0GKntALDFAP1VjHsxxV2QdB9V4wbfaK/Dp3Kd8LEWUPhxuxRbJFjDptg1KsYyNETDNsMeDTthSzPxz3bCccFx8BMuXfB0tnlwsIZFknVYknVYgUskyyIoysjnJr7i/wV7QVOBmA6SoTfTODDHGWe3/3gfpthi17FcRzzHHJJujy50IeBOuuY44T1UjEo9yHhd93ZIMsUkAKptBzvhGGsRmmgNL/egkI18acYBtyIqgZjOBIvQwKMWMG0b2HE7lmlwii2SYuyXaAtLtIXnOodfCy+FathyLCDxVqGQYzb94aUxVhBuQAzAal0y9pK4Zqim4kp55WBFbE1MhiCj+W6TCBCW3SirGakWzPNzL+QwKujV16uqh6qTWxKTREl5XflFPUVVQ1W5vbmp7amsSlY8N77lXksqPyWRm1g1XlU/VpcgjI9riK0bqhUDIuG8ILU9JbaGk3smp+pWlSPSjlVHbwfahIDgSex1f85U9Ng5vsXZnpRBIGWvp/jJ7PWcbPFSzWCIAea/c8TrQf9I2UvKXn+VlL2ermcc9xoj1g6Gl83ReQBLfA6Rc5fc2IvIaw1JHiXWjkfVt4GTz4RmXseX3ybUDBNqGgMSexE5o8SakchqYVDiVUzxLI17BpbZGpI0iCtdCJx6BeNeoguI3DR7NJDQfQ6RW+pOFgTFx1iDE63hvMCEIg8axzKYYRJY7kmp9WGxrYKuYIp8jhtxzMDtkFR+YDzHDMwyCb4eXpZuh850wLFNg6coTS8YCf5PMUMwSqg5DU2bpDQVuRAuIAuAmK5Yc2gvIifVFhVjDi1xizoNSc2yx1FNfat8Y2JswFcxRSQj3xRbZIUnRRAcF2MBZhoHXQ8vT7IKS7fHxFpAp6ktAKtVEBgfawHthGagdR1GCDV5znhxSFKyLSLbKbwblnkWntXoFx1vC72AyMu0x1zDllR50SdIDc8x7fiK2EsCOiJA2Aa0tgGtEpqRoI8QELQC4nagTZJHkqEVELcCYjEgagXEbUBrO9AmKXW/+MNVCQGB5GM70FZxo7zgSv4DZnoSezVPNFUPVdWM1AjnBJK2PcgvaYkQEAjm+C33Wpomm/izfNF9ShMtisp6CplJ2etVsJfUT7eUvaTs9Yik7PV0PfM6R8GfY0JMEUDnA0whwBQBdIEkpgqIbgOYIoDdKonpXjjLuP9XUkqSTn9F7EXnL8QYSSKQFq4okMR7zUsOWOJ5SR5JKBJDOM/gz9N5AFN8j8abvR+BPklpBlji54tA+if6wZyjpLsk98sSzTH48yzxLE3SjaJZOn9O8v2yxABDME8XzNEX+nCGzp9niQCmcP7PTpPULJTE7wOsVoB+P/CLLphn3o/Tl3wFdMl3xAeYwufD3FfEXkvpB+T04OND7CWZBnUPdWfVMEklpABKQM1QTfNEU91wrWCWz51tqRupqR+ra5lsjmmIIRYR88/nV92srB+rqx2uEc+J6m7XSJYi8qa5dcO1jXcaBfN8KXs9bCl7LYWl7CVlr0ckZa+n63n293rwCBfeBywRwBTdJTdexRafCc0YI9aJg5NuRlQBTPE9SvNldMFoVD3AFN9/Ej/0NH0V7PV3qPHMZ//t1HX/lv9kr6d0yFP6bfGppUTVfyB7PTQV+Ch7iQFh2WCZuqkqMT8SFgOBk2HkIrI/xt8b6ZXAi2fzWAg23DHMkZgaBYuGgxPAlDJKdluWkYshggWPyMVDGGA4E8ZpjiZkRfogvQnFhPq79a979Ov1sZdk31FJfJXkLYGS0Cu6cOGYLgQY4oXJu7++TBB40JgHKX9ayl5LYSl7SdnrEUnZ6+l6bvZiCDugaecRuQ3+rHpf1jVcaa4TvsqL5qRmVOxJdtx/IsUWmWGLvowuKPOgNPpxMu2xcRahN8IfCaVaAvaS+uHv7qns9Tb7H8heD/lR9moH2kLjoOCU4CRRgoO/LbOcFcqEeqO8AqL86ZV0M28zXAbO2NMoIiPSBe1CzCREZkbAE2BBtKCqW5Xa1toRORGIBAQ+C08uJbvAnKEZ0Maphn8oezHFADSt44QT0p1cYugTBcs6yxQBuIrrVP4MXQSQmibCq24yxAAkpTUokedMLMRXDhIbbkU1j1J592j8ici66zTBNKsViGq8TWwY+ktklZS9lsJS9pKy1yOSstfT9dzsxRQ1+LIj9D191E45HNZOsUYkWsPJhr4M80B+SIKXquFFZH6QukWjHweiYcMyDW70i0ZoOZ6FZQKMvz7vpey19P6XsteDyKe32ff39zLrAjolKe1AG6mYVDNUfRpor7heTq+i5ZzLjsqJii6LrrpRhcvEcRo4sARISV8xsYCY35vHqKKDWWBiIbH4clEcNy66LJpdxyq6XMSooROyCCkdKfw53oOIsVfiJWGveYYIoHAnLeBUNctAH3btCWeED7PWCp7oEJ5tDU+IqLplj8swC2b6cxqM/EgBsY0WUA6m6JITIeGEK9iXXe9CyHQmJvjHFYdldToQqG7UDGTuuT+3cpCy11JYyl5S9npEUvZ6up5/3EswGF5urqwlBid5qxu1Q9NqfJgcM3CcBSzZBlHhQR2PqseccOYHJRD1vYtcCLcJ1dFWwdewxdJxrzfvp7DX/RnkPwPyXupCwlc8O/lk9uLP8ZtmeU1z/OZnc+MMt2GqueFeS8N0S+Msr3mO33CvpXGa2zzHl1TSdP+gedHBQtk5XsN0S/Ps42t+ULzhXkvjDG9x8cYZbuM0N0aUaGhnKgTaH6RzAWHzvKB5jt8yL2gBhNx5QfO8oGVeIDnVcK+FC4gkxy2AsAUQcgFR87ygeV7AA8TNcwIeIOYCQi4gbJrjN8/ynrEHHrqvh+96ViA54M8tzbjXPFMMYMv6VU09IKnt+j5EW2SqEzFL3dLPFpWqauLtSS885UdWtwg2CWAa+ZEt4PHGgXRwSqu2IzIoUeCIzVAx9DCHxNpjkj0opaYhtON2sIiKwT+bJ2WvpbCUvaTs9Yik7PV0vUC81zydN0asmaPzx4h1c3TBJLlxmtoyiCu9ia+Yp/Pn6fw7UfWT5MYJcuMkuWmGxp0gNz5m51Ipey29n8BeczTuWVimICiBHxh3Pix3hiEA2K0LbyOQ7E0vWTDBal1YkSBJlATasxYtsGAIAJZojs4bxJXdITUA7DaAJQaYwmlqywyNC7BEAEsSrSMAWGKA3fry6xzbgPbsBg70xEG0hjL6+L6/NVb7AMNGPyHIJQnqGefnEK6nitRU5nhak4w1Eep7UBp70ZrKkr/o4/uQx5RQGsooTWWkuhJSXQmlsZdgcDTOzz5c/4gkG0JtD0pjL/r4PrSmMkJ9D1JdCaWpjD1xMMbTmmiojtJcaBLy2F6qlW6sr33AIUWzNT9jtQ+gNPaiNPYi1PdI8kg+Io8pIY8poTSVSeYn2M6mWJ1Dcb72ZFMt9PF9KE1lpCSz1n708X1I9T0LZTWV0Vr7Ucf3ReipxvnZhxscRWkqozSUHzQMpaksqRmhtudBe57FqGN7qTHe/DneEsw5MkQAvuqGbVhi7BkAU9bvRigMTefaY1PtsRmBCdzAxBp7dJoDOs2NUBiSIrKGJyBzz51ww+h6Rfhy6qHp7VZhCc7EAlz5oDOhwDWq2CYskdR098/6pey1FJayl5S9HpGUvZ6uF4m1p/MXBrEW/kr2NBf+ObIlSZGY/oRhDyl7Lb0fy14MwRix1mH/ycbAJG5g3EVUQTcsSxyUIAqMv0dpPhOaIQyKP4/IvoEvFwbHt4ckT5Ib2kKSW4OT2kNSpihN3bBMYWD8dVzZhbDcSVJDH7roCroAo+NyBVMkDknoAKcMR1aBdewbg5IuIvPagpN6EVl3SQ1nQzMFAbFDEZXPil9PZK/OhFSMy/sfhIBAwX/nIBAI9tFHzZHEq80tVSEhPSVlQiYL/dV/L7Zw03T1UJ9+FrpiBfj99+HLloe8804QCBT2n49CP1gW/O67mK/+i/3qv8EgEO77VVwqLXzVaj8QCL58Bf771fAPVwaCQOB33sV+/Q36iy8DQKCwL7642tQYs/9AwP3rBoJAInb06IWLaSd1g0Ag8HvvwT5YFvr+B7hvvoUsWxYEAsGWLQt9733kp58hv/jCBwTKsbIWsqJRX3zJjyLR5OQDQKDQlSvDv/seumx5EAgUBALh/vdd+HffBYFAYZ98WhkCzrGyxn3zvxYyBf/Dj/4gEPS99/GrVsNWrvQHgaDvvRf6/gfITz8N/993we+887ddFLyozVh/U/7sK2Cvhaj5v7VoIdyeLpxliucp3KmoprvsdoApmiM3T9AFswwRwBADdOEcUwxQeTMU7j0yd4rZClB596j8aWYbwGwFSE136MJ5ySaoC24FaLypXUfNoxrHGa0AQwwwW4G/ZHjEkmY8U5uf2Q/WDfxLLWUvKXs9Iil7PV0vyF4vbyl7Lb0fP+4l6AxNN1I6kuwAz3BEi4OTogy9Kz1oHoeM6n3ZEboebSHJxR5R9X6saPMQ5/26vKCEgKMWwsAEyDEbQVA8QsuRaRLU5M8hGfhcx1dAjtmIgpOCjlqKQxKZZkE+qiYl7iTfY5Yp9lhvVROOBRihZ1/ryww74UAy8OmGZ78ke7UDnYkZ4e4rVkBBIMjfGQwCIT/5RJSUdDorC/XVVzVI5FD3GYrMlsEL59sT4+txOEFsbNyRI3wWM3r/fuzqVT1lpbTt2zpSkloo5BYyOU1fj7BhQ2d+PuHXX1N0dNoyMrgMRhOVQtz4W469fSOJdDopsQYOx3z7zc2eM/Hq6sEgEAQECgKBEk/q9Al5Zb4+fUIh4tNPI3/6iR8d3UKj8mnUrtwswvr1FWDw6ZzsWgSipyA38Zh6vqNTR0YGbtWqruKSqCOH2Hv2tCUlcink9rhY8u+/51lbNRII/OjoFhYzet/ekb4r56qqYlVVO7Kyon7/PWb/vta0tBYKuT01hbP/QJyqakdmZkN4eHdhYRUMBn6GXpI4BATCh1i9knEvKn8WU34DWXLt6UaVDiw+QJUOLE5ZOC69hiodwBRdReT2gNM7kQWX8NU3seU3UAWXkIVX0GWDqLLBvxa8hiodgOdflNmjBc3pRZUOIov7wnJ7EQWXkSUDqNIBdNng4gb8+bHgAqqo72/b/OzGlF+ncGfuY8obRyUpe0nZS8peb1pS9vp/5Mex1zydTz3lT9D3qvGktwYnZTpiMp2ww8TaMC3HItcoor53S0BMig0Cre2cZB0WrGZJNAqCH3eo82ahTzjzg+OZpsGQYzZkQ1+aqX+5J8XlgF62YzjDJAh+3IFlGgzVsIkxhxCNPLMcsd4qxnTjwDjLUF5QPMss2FfNpBWc/Kxb278i9kJ88okwLu7WhfNcKqWZSIg9dBD+0UeDF85nW1qSfvvtQn19yokT1WFhLRQKl0nrys5Ef/llW1LiueIiUXxslrkFY+fO6+fPk+XkBluF5RAw9P33iRs3Rqxdm2ttXR4Y0JqQcKOjDf/jDze7F9gLDALBP1x5ubHhilhYGQqbHB+rCYNH/LzmanNjnrWVPwh09XR7nqOjkMPpSE0JAIGqQ0O7cnOrYbD21FTc6tVDfX1MO3MRmyVi0v1BIPKWLdhVq/KsLYvc3asx6OFLl+h//NGVk1Xq5YFbtWro0iWqouI1Ia8CDA4CgSqCAs8WFJR4e19oaCD9+mv6KaPrly9B3n9/idmL3Q64kUqsXYKg6CgYjvIyhodTYTgKIoKxe/feDevXW1paqh9TX79xs6m152YZBR19s6CwCEQELQxPh4dTkJEMeDgdEUEPw9PCcDQ7B4cgeDgikhGCiLCzt/f0DkJHRYfhab4QNDycGoanheFpwYjIAFg4isAMxVJ+XvOLgYndSzZ4ccv1TR08mfkMkZS93pik7CVlr7dLUvb6f+SFfe0fjve6gMg9DUnthKZfROZfwRaOEGvuUVuuYUunyE3tkNQeeNbtiKoLiLyzsMxruFKsjkuTX3RnaPpIZNVwZHUnNO0iMm8oovIsPPM8IvcyuqAPUzweVX8JVXA2NPMiMu8WvrILnj5BajgXln0WljVKqLkVUdUOSe1F5kySG5d43AvxySfChIRmGs3n/uRa6IoV13q6041OEX755VxdbZqhAe77789VlE+Mj1Pk5RGfflqDRNSEwbuyMs6Wl8QdU+9vayPLyrZQKT1FBRmnTtXhcHmOjueqKuowqBYabUAswP/040B7a7yammTmLs/e/ppImGNhkah1vCwgoL+tNUVf71J9HZ9GzTA+de10e5yqKo/JPM/np548eTo9vRIKKfT0bEtJwf3ww7WebqapYbGHR29FeZaxcQudnqSj0y/gN2DQtVjMjZ4e2rZt4qREcWICY8eO/vZ2ipxcLQrZlZmRonNCnJRUAYVkW1r2VFURfv6Zs39//5ku6LJlS8xe0R2AjkdkZnbO3Nzsq/ony87O7tBBlTOdXRQK9ac1P6elpmgdP66mdtTezkZbR/vs2W53N7fYGM6dO3fc3VzSU1OCggJNT5k6OznExcQMDQ25uDinpKacOXPG2tLC5JShiZlJb++5ivJyWxsrQwO9AH+/mzduKioqpqWlvKoGAwAQE8NxJjP/vdOOUvaSstcjkrLX0yVlrzdjBh+g857R8zTeNKllhtzyPPm5c1Tuw6cY/NuR1fzgZIApBOi8aRJ3VpKHJQQYolkKf4bMnSHxZki8eRoPYAoXQumZQoApAJjCeRofYIquoAqmadw/d8ZnSc4KAKYQYAoXPkp2rn/wcXFVko15WaLH77j7OtkLAgKFfvABY8d2moJC0P0U6PvvJ6ip4X/6EfHxx5zDhwgbNqC++u/FhjpBNBv24YcQ0Ds0eflCO9tsM9OoX3+Ff/RRnIoK8vPPYStWpOnqFtrbc/buDVu5kqK0J9feNubwoUR19bCPP445cAD33f8kIWisnTvpiorg994LAoGgK1bEHjqYaqDXUVZahkRkGhlGKymFfvABj8Xi5eZkGBikHteErVgRuWE9c9cu+H/+k3DkSMTPP0OXL49TUSl1c41XUQldvpy+bVueuVnswYNxhw8jP/+cKiuTZ2NF2vQ7Z/9+5GefhS5blqiuVmBny9m3D/r++xFr1nAOq4R99BH66/8mHDkCeeedN8Be7pHpma+SvRzs7X9Zs8bWwsrSwooTHX3t2rUDBw7g8fjJyak1P/+ckpwaG8PZv28fjU5XU1Pj8/hWVlZqR49aWlpgsZgLFy5oaWlFRREtLMxtbKwnJyebGht7enqysrIgEIi9nf1WxW1cLm/Hjh2paamvqsEAAMTGxbpQ2FL2eoOSspeUvd4uSdlryalLADBa2NbRGjsResrhf2vdveGnDuGDbdiep+gnlXCL0nE6u7EnlbD3P2J19mB19+J09mBNVIlIr1RnXYrOHtxJJazObqyupOBenOYu9P6tYXp7cfr7cDDPdCc9ht5enO5enMkRAi4whxxWTEWVojwTzVUxukpY3b24k0o4SbV6yuGOOhQLNYKBMl5ylZNKC+nPaP39WI5d+AtuLfaK2Atyf7hrcUoQCBQCAoFBoEAQCPnllyVuLvVIVPiq1eD7+QNBoMD7eYJAIPD9UoEgkGRiMeT+cdD9IuAnXC4QBMJ+/32Os1OkrIwfCBQMAkHffTfVwCDFUN//fuUhIFDIooY9aEPwX48lmYPvt+3BRRdnfpAOvt+2fwF7WVpYqKtrTE5NzczMAAAwPDy8e/duNpsNAMC6tb8kJ6fcvHVTT1fvqy++IhKJs7MzMBgMCg21tLJav359Y2OjhoYGgRCJRCJUDqukp6Xa2tqkZ6QfPXrUyMjQ29NTXka2vr5x69ZtSclJr6rBAADExMa4kKXs9SYlZS8pe71dkrLXUpshABgtcAPSml9RsnJMWTn60715C23//7F33lFNXQ8cp7baZWuH1VpH1boF2SCoILI3MkXZQ/YG2UmAsAMkQMge7L0Je++RyRIRFzirtYrWDff3R0BpbW21rUJ/73s+h/O4ufe++6InfM59990oUrt7x+np7B07U/mFgkJ4BUW6tW2xsmrmPhH8XqG0I4rpltbFikrpyqqZh4/Q8ITWE2bFe/amKalkWNsWq6imC4vg98tSjEzyzS2KDspRJSSJPN71kNAmYRG8oBBOSyfn5k83GYwxTHIXk302N6f7wEHKgYNkfcO842Z5ouIELZ3clrbxyOhWUTGCmjLR0qpQQzNbQpL4p+N/gQQh2In4hvuH/XPu9Ve047n0LLxfCRMQiFixAvnpp4j33oP9jf7h8xq38Iyhf7ntX6z599+EReteLS3N9fUvPtIfP35cVlo2OjoKAMjJyTl/7tztn346deqUuLjE5OQkAKC9vR2XhiMQiS0tLffv36+pqR4aGvzlwYOC/LyYmOiM7Kzbt2+3t7enpiQX5ucXFRROTk4VFxefHT/7Tw0YQO61CAK5F+Reiyv/p+5FZL3edzi+2DLjla1eiAXzD2+oEZmA2Bt1HLtjT6yEOElCnPBqREXwysrUrs4xOpW5Z3eqhDhBXIwQFFDJ447n5jJ7e8/FxrXa2xV3dU7k5nDLSnmTl25ra6X3dA76+dUGBtY3N5/Jzu5vbBzW1soMD2/IzWE1N51taz2tq5POYl6BhTaJi+FFRPB6ejkTE5OOjhVbt2BcXCouX7l5zCQ/NaUhL4/Z2TlaUzMaGlpz586dluYJY6P8gnxWbg5neGiKgO8S3Iv900uYQ4oAc14C7vW7xhO5cmWlqysrK7OfQmZlZOCEheHzk0+hC6bE+N4WMv/S8/LnNZ+bVsiCeazQX9d/XgJfIIL8n5ErV5ba2yNWrfrrTyz+99zr1Xny5AmFQra1sW5qbHw7Z/wrgdzrnQdyL8i9Flf+D91rFj9wF9P2C7ZrboPQF+bEmdvbncKdUwT+FqAk9oPUzunk9nsp7Y/SegCZO7cvKIkNyPyac9uN3kxsmsH3AwLzSVrPnZS2uU1H+RL2/F7bG7iXErWrayydztq1M1l4H05UFMdmnqNSun/4AY2Kb+3qOldWxu7qOnvoIMXLq+zGjWldnXQeeyQ+rqWu7gyFzNy1M9nUNF9TM5NA6CaTu7Kz+oeGLpib5Q8MXJ5zL2Hc0aO5Fy5ccXau2PZDMiy04eqVHy3MC4jEnuTk7vx8zpkzP7q5FTKZZzw9KjTUMwoLeLi0Xi7nUlPT4O7d/2X3gr/3Hl+Pyp2cLjGZ6epqqI0bm8PC8oyNw5Yvz9bSakpAVUdFEmVkor78otbPt9jauiouttzFqcjRsT4hgSQpGbt7R6Wvd423dzUqPt/YGCYgkCYqUo0Mb0xAZWtphn/wQZaOTom1dZWfX3V0dOqOHVGff1Zma8OIiS6xt4ta+SleQqLW/1Spj3dtXGzK3r11Pl5PnzypCwkJW/7B/4N7PXv27OmTp0+fPnv29NnTJ09nZ1/1l2JmZmZmZgYAMDs7++qa/PzFav9IIPd654HcC3KvxZX/O/cisSdjGBQrWF9Q+khYITsk6wmuFxCZT9J6h+B5I2GF5yLL2v2IU7GMWSJzCJ7fdYpyK6mpy5+KMw/qDKD2BNB4obntfsR7Ke2XYqq6T1GuxNU8JfSxYVkDwZnBmjb3UzoAgdl8t/+ZxwAAIABJREFUihCsbXUmovjHxIabiY0zROaFqIonuN43cy8VZVpr68jZs1co5G4yqdfbuzAqspk5MJGRMdDdM4aKb7O3LejtmcjMYObncW7evKetld7VOeLvX4tEtrLZ57KyBnp6ztrbFY2OXq6p4ZUUM5nM8xYWBb0950NDG8TFCSIiOB2dnOvXbtbVjZDJ3UzmBCq+1cgwa/LS7YyMvmoGe3j4srVVXlvrWH3dGCq+5cL5G6mpna0tY/V1I//5eS+4gED4ihX9eDw3IwP2wQdB87NTGaqqN8+eSVdTr3BzmeIw842Nb46NVbi7ldjbT9+6mWdyjEWlsmm0HLPjty6dLzpxIkNT8+bZsyU21he7OupDgogyMlfYrMLjx1np6Rfa28gHDoxWVfampdaf8rs+MtyIQNwYGar18al0dr45MYGTkuLl5Q2QSIXHj/989SpFTe3v3PRcKu41MzOTisXa2tlZmltYWVnb2dtzudxX1GdUM2ChsGfP/uqJ0qm0tDTso0ePXndgbxDIvd55IPeC3Gtx5f/OvSi8dj8S2TK01iuVbBGSYRN2M6kZENmnkUXBOpYVbknxxu61nikoQ4/hsIIMm/ASZxRcx77DnxKmc7LWK/VKfG2GTXisiQsrNDtEy7bEGUWxhtFtw2o8U/FmQRm24U/T+u4lt+EtAtv8iFm2ERk24aUuCTUeyZl2yEdpb+Je4mKE/dJEPd0sC/NCa6siG+siTc1MKUmi/tEse7sSI8MccTGc6bH8vHwund5fWsobGbkkK0PS0cmSl6dIS5IMDXPt7Ut1tLMlxAkaGlnWVsXHTQuP6uXIHaLq6mYpKND4p5DZTzpmkm9pUWhjXaR/NEdKkiAqgtM/mmNtVWhslHNUL3u/NElTI8vKsvjIEZqJSa6VZZG2draOdra4GP6/7V58Ealwc73IYtJ1tDA7doyWFDHc3XP09a+Oj2O2/ZBroD/Z21104vjN8XGskBBhv/SdqanYNWsaAgN5WVk5J0xvnBmlKyvhJSVvnB0vdzh5hc0strZO+n7Tpd6+IgtLdmYmJzMr7IMP2lEoTl5eU3j4FI9T4+c7QCbnGxtXurpOstmnBARao6KGS0oohw/fvHgxRVbmLdxzTA534M5wBgFvIeNg/LDmkaTGG9QhQOb9ORlngLFvypu51+zs7MWLF2tqa0VEROzs7M6Mj9+5c6ezsyMlJZVMoly7evXJkyetrW0oVAIWi52amkKhUDu278zLy0OhUCMjIz/++GN5eVlBQX5cXDyjpnpmZubq1SskIjEuNq6yvAoA4GZ30tTE5N69e0zmACo+HoPBsFgsAMDo6Agajc7Kys4vyO/o6CgsLBwcHJydnS0rLeVwOG/2MQu51zsP5F6Qey2u/N+5F5FZ5pqYdiKgJRBPsA3yV7e6g2l9hu+r9kxp8sY3+eBOaZhjTHwzbSPQZt4Uazj6mK/bEeMix1jcicAChxiqPQKu5zAcVlDrl+qqbIS3CMJbBBDMgmu9sHBdGx4iF5DY11C1LqoGA6EFVCvYGLIUdcw9QN3iZ3TLi29Yeh33ej77JbwPJ7wPJySYJiSYJiKMExHGCe/DiQjjREXwCocpHu5VMTEtsTHNJsY54mJ4URGcmCheXIzAryYqgpMQJ4iKzDUREcaJiRJEhPFiovjnhsevya/AN6r5U+BFhHHiYnNjEBPFC+/D7RNKExWZ6/Y/715wAQHkypWldnYdNCozI70jMSHx+03hn3xS6O7Wi03pxqVlaWvHfbu2PS4ucfPmxB9+6EShor/+OktLq8TaJueE6c2J8W4MpiMhgeHuGvHRR9l6et14XG9aaoWTE/LTT4utrErt7MKXf1Bobl5qa5vw/feNwcHtCaiWuNiU3bvT1dQaYbBgAYE8I6MKJ6eEjRu7U1LaUaiwDz/8V90LLiBgb6QUkx+NKorHlWExJUno4sSk4gQ8I01EUtgqlOSeUu2Fa/hT/Cjth4/a5uXl8+8GvkGuXLmiqKgYhggHADQ2Ne3avTsoONjE5Jiurk5FVYWwiHBOdk58fHxLSzMKhdryww8lJSXm5uba2jo9Pb1CQkIRERGxMXEbN208e3ZCTUXtpL1daUmp3CF5HB7v5exiZWHZ1tq65fvNORkZSUlJ8nLy6ekZSopHYKGh9XX1W7/fjAhDBAYFmpubd3Z1y8rKvvEaMsi93nkg94Lca3Hl/829nuH7r8TX3UioPxtZ2htMP4MseYbvm8H3XYxh3E/tfITtHgkv7A/OmE5um4pjMEMyxyNLR8IKLkRXXk+oPxtZ1nqK1H6KNAjPe5jWxQrNGoTnPcR2T8ZUDQRn9AbR+JuFPsb29IdkdPhTL8dWX46rCT/qMBpRBIhvuN5r4QTYPiGcwmGKsVGemhpdRDjtebmYKF5IME1oL1ZwL1Z4H05cjMCXp+eTUuJifPDiYoQFJb/59UXJH706P4y0/dKvMfKl7l6I+SXwESuWIz/+GPbee/D5yaGIjz6K+PgjGH9lGB8BAcT8caiAAEVZaTA3G/39pogVK0Kf9/Phh0h+qxeVBcLeXxb23nv8rqI+/wzx/vswgbnCuT4FBGACAmHLl0d++sm/erH86/WwUqJ0kek9tIzedHovnd5Do/fQcrk5EjLirknl/vROX1zjnxJAbj9i7JqbX/jGa+0vX74sd0gOFgoHAGRnZW3ZvDU8PDwoKMjdzY1AwAsJCV28eLGzs7Ovry8qOkpcXOLx48cpKSlycnLNzc0HDx5sbW0dHBxct3btwMDAjh078ATCnZ/v6OrphsBDXWztLczM8nLz16xZc+XKlZ6eXikp6eDgYJn90nQa7erVK7v27EGj0WNjpzU1NMRExfz8/B4/efxmVwG51zsP5F6Qey2uLDn3clLWGUMWA+owoA6+IbQhQBsC1GFAGwb04ReF1CFAHQK0YUAbfnHAr0MbBrQhQBsG9BFAH5k7O21krpw6/9LzU9BH+K3OR5Zfj6976eyceDP8a7mXuBhBSjI1ElnX3jZSXsbr7Z3A43olJQgi+3DSUkRZWYqYKF5cDC8lSRQXw8vKkCUlSWJieFlZsqQEUUwULylJlBDHHzhA4U+hiYnixcWIBw5SJCTwoiJ4CXGCpCRRWoooK0MSE8WLiuBFRXCysmRpKaKIMH9mC79fmiQrQxYTxUtJEhITGoICKyUliEvXvX5zzw4mIBC2bFnYsmWvqA/7vYbw+ZKFuz/AFxxErFgR+dlniGXL4AvOBXvvPcQHHzx3uN+MCv7rsyxs+Jv9KeDzTsbnxfYTf3kP1T8CJiCARpxkz7C4gMOZhws4Y+C0vOaRhPprZN7cl1K/GvoYMPZJzisonvnLy7B+k1u3bnp4eFIoVADA9PQ0DAZzcXFxdHSqrqm+ceN6gH+Ahbm5qakpg1GVn5dvb3/yyZMnJSUlHh4eHA7H3d2dy+WOj4/rHz06NTXJYDDMzM1trG1OnTp15eqVtOSUMATi9u3bUVFRJ06Y2draotHo6elpMplsbGSERCLXb9qIQqEAAKGw0NVfr+5o73jjj1nIvd55IPeC3GtxZcm5l5uKAcbcr8Q9odgd9bdw++OSl1/6TTW3v1bfDVXhmVTumbSwsMQ9ocQ95qQ6THAfWkL8r+qLkGCai0vlxYtTgb4l0pIE/aO5cHjjEQWqs3NZTg6zqJCXjOmWO0RFJ9VTKZ0EQheDMRQT3VJaysOmdikr0TMy2CRSb24uOytrQFGRZqCfS6d35+Yys7OYenpZlpaFpaXDKFRLWdkgHF5/6CApOqopM4OZm8s1NyvU0soqKxvEpXWWlnJioludHItv/nh7oJenpZn1Gou9Fo17wQUE4tasSRMVjfj00+dbOSTv2pV7zCTy889hC7Z4QCw4Rn33XeLmzSEL9uKCz+8uwf+J/PjjVCEhxIoV8AUvwX69YQTfaeK+/TbXwCBXXz9TUxP52WfPa8IX1IT/epsJfj+YnTuStm1LFdoHX7EiVEAgctXnVIXDsGXLnp8iVUgI+fEn2H1CiOXLQxa4Guw1N1ZFLI619vzMzs4+ffp04S3L6enpX375hX88MzNz7949/nr5mZkZ/m6rMzMzz54+nZmdffr0Kf9hxidPnvAfaXz8+PH09DR/Pf6zmWf8g9nZ2fv37/P7fPT4ETICaWZmFhoKU1VR6enpLSgo0NLSiomK/jsfs5B7vfNA7gW51+LKEnMvIutCVEWrP7HpFGGJ0uxPbD6FddaA7RGM/+vzXnt2p0ZHtV+ZmjI0zNq5I1VcDH/oEM3IMG/s9OX4uDYd7ZzTp29ERTX2dJ1tbjp93DR/ZOhCBr0zJKRheGjc2ank0qW7KSkdBgZ5Pd3ncrLZRUWc8lKuvBypIJ/b2XkOgai9desXY6M8DKaHxTqfmNB08cIVGq2TUTXS0XHW3Kzo9u07np7l0VHNo8NnLS3yzpyZIhJbXvu24+JwrxABgSwNjSJzC5q6Wrb+0TJHh8Qtm7tTUqpO+RZaWlAVj9DV1fLMT5S6OEWuXFlkbpZjYkQ+eLD+lF+1h3u6ikq5vX2BqSlq44bYb75JV1dPExEps7cnycoyPDzqI8LS1VTjv1sXu+abTE1N2pEjRdaWGVqa2Yb6JXZ2MatXwwQE4td9W+HpQdy/P/Lzz8lycvHffZehrp57zISuoorauLHU1rbY0hK7bx9eQiLf3CzP2Dh29eo8E5N8S3OsmGiRpUW6unq+qSleQjzP2LjMxbkFicTs2FFsa1NoaZEqKDSUl0OQlq7w8UrZu7fI0iLb0CDx+++zNDVz9PRKbW0jli9fiu719jM9PT00NNTf33/t2rWZmZlz586NjIw8fvSGdxv5gdzrnQdyL8i9FleWmHsRBgCJA8jcJQyFByisuBO417rnKLwPZ2SYx+NdyMtle3oyiotZ3V0Xjx/PHxm5RKMOODkWnz93JSiwurP9dF4uS+EwvavjdFJCra1t+fDgmJtL8YULP2dns07aF3V2jlMofRUVg7U1YybGeXV1p5uaTiMQtdeu3ZWSJMBhjYOD56Oi6iYmrtDpnen0Piql1cK8+Nq1H42NMt3dGaPDpw0NMk6fniws6JaXoz5fELaE3CtUQCDPyKjEzq7S3T1l9+7GcETqPqGWqCj0nj2NoaGojRuLLCyydXX7yeTk3buqPDyKbG3yTEzyTU3TVVWq3NySNm9ui46OWbs2x8Cg0s2t2sszatWq+PXrW6Oi0Nu3tyCR8evWZR/Vq/bxKTt5MmXPnrbo6GILi0o3t1QhoVABgVRh4bbY2BABAfiyZUnbtlU4OFAPy8etXt0RH09XVS2ysMjR08vU0srS1i53cip3cCi1taUpHsEKCVa6uVU4O5c7OOTo6zOp1Ph16zI0NRkeHvnHjmVoaLTFxBSamZU6OZAOHaoJDmqNjkasWJ5nbNwcEVFqZ4dat64jISHyk9dYJbZ43Ovhw4d1dXV4PL6kpOTHH3/8Zz/9/nqmp6fv3bv3xs0h93rngdwLcq/FlaXnXkudN11rLyqC09PNwaX10Gn9qSmdR/WyxcUI5mb5aWkd6fS+oKAaaSliUGC5q0vpAVlycFCVvV2hhnpGRHiN6bG8qam7eXkcbGpnJLJJRoakqpIRE91CJvVFRjaqKNOMjfKwqd1iorhjJgXRUY3KyjRf36rk5I40bJe5Wb6KckYCqlVLM11XJysqslZJkQaDVZNJ3aamuc8fk1wq7gUXEIj6/PMsHZ0iCwuqggJy5coqV1fMzh15JibJQoIUeflUIcEKD4/ik3YV3p5UBYUic/MyR4cSG5vCEydyTYwJsjIwAYG6gACcjnqNnx96184yZ8fCE2ZYYeEKJ6fk3bsbQkLyjIyqvbzxEhKZGhrwZcuKzM0rnJ1LnRyQH38MFxCI/PTT/GPHyk6eLLO3pysrpysr55kdz9LWLra0zNTSil+3Ll1VlaaomK2rS7cyq/LwoMjJlZ08mX/8eIGlBUVenuHpmfTDDwwPjzxj4yp3d5KsbJmvd5b5iTI7+3xT0zxj46KTdqlCgiXW1jkGBtna2sWWllgR4ejVXxccPx7+OtuxLhL3undv2tnJSVNDIzk52dTU1N7e/saNGwCA8fEz/QMD169fBwDcvHlzcnJyaGjowoUL169fZ7HZ169ff/bs2Y0bNy5cuMDmsK9cucK/4Tg1NdU30H/x4kUAwL17965fvz4+fobD5f78888AgPv373M4nLGxsSePHz99+vTixYuXLl1isdk//fTTjz/+aHbiREhI6OMnT97sYxZyr3ceyL0g91pcgdzrbfOm7iUhThARnttpYp9QGn8VvKgIXkQYJyKC5z/e+HzfBxFh/h4T+H1CafuliSXFQ7a2xfzm4mJ4/m4Rz/eMEBPFC+9LkxAniIni+Q35W1eICONERXDiYnjhfWn85xz5m02ICOOEhXGvN+m1ONwLISCAeO89xLJl8GXL+E8mwgUEEMuWwd97L2zZMvh778EFBCI++ST8ww/njj/+GLlyZaiAQPjy5eErVvDXbIUvX4785BP+Y4zhH66I+mwl/L33EO+/D3/vvbAPPkB+/DG/W/j8k4mRn61EvP/+c/lDvL8setXnyI8/gj9/UvKjj2Dzw+CfN3zFiqhVq/i/Rn76aeRnK/nPP4YtX45YtgwmIBD9xSr+WcI/+gj5ySdzrT78EPH++3ABAcQHH8R8+UXY8uWIDz5ALFsW9sEH8D9+jGAxu1d3d9faNWv6+voAANPT05OTk08eP0aEwo8e1ffy9j6qpVNbWwuHhyorK8NCYRISEi4uLg5OToqKSgMDAydOnNDX1w8IDJKTl+/s7CwpLlZSVvLy8dbR1qZRqZWVlYfl5UJDQ/WNDI/q6V2/ds3aytrS2srA0BCDxgwPD4uJiQUFBVlaW2toaFZUVGzbtu3gwUN8b3uDQO71zgO5F+ReiyuQe71t/oZ78We/ZPaTZGXIfNmSECfMO9CcGImLEcRfFBLERPHSUkR5OerBAxRJCcLzJvzNveY3j5grfHmDCf7M1m/qvLZ1LSr3+gtzY6/49XfrR3y4InrV51FffBG96vOFDyHC5hfOLyyE/7oQLiCA/OgjxK9L/uhRx98t+d0R/s3NVxeJew0MDKxdt665uQUAcO7cuYaGxrGx0+vXr29ubn7wy4OTtvbGhkbu7u529nb37t3fs3sPiUQaOz26aePGoqJiVTW1OBQKAKCsqBwUFCwvL+/u7g4AwGKxSoqKyckp4mJiZ8bGOjs7169fX19X9/lnnwUHB7s4OjucdGxqalq/fv2ZM2PDQ0Pbt/3Q0tJqZGQUGxv7xh+zkHu980DuBbnX4grkXm+bvzXvhTt5siw4uC4wsC40pF5KirBfmiR3iColSZSWInp4VMnLkQ8coBw6SHle39y8yP9UrZcXw8eboaqSLilBEBfDS0sRbGxK9HRzpCQJcnJUSQmChDhBZj/p4EGKlCRRQpxw4AD54AGylCTxpH2hhDheTp4qs58kKoKXkiQcOkSR2f/6m3stHfd6A1fLMzYuOH6ccugQ7ciRyE8+gQsIhL3/ftzateRDh+LWrkV+9FHU55/xp9kiP/00cuVKhIBA2PIPoj77LGLFiuivviIdPBD+wQfRX6wK//BDvopFf7EqbH6q7J3wT7kXbQQYeCQUFpW8mXs9fPgwJCRYWVkxICDgiLy8vZ3tzR+v29pYmxgbISPC1FSU8vNyfby9vL09Hz54ICUpWZCfd3b8tODePRXl5RrqGprq6vHxsdKSki3NzUQiQUFeLi4+Tt9AH5OYWFJcfFhefmJiYmCgf8f2bWOnRzQ11F2dnV2dnShk0tAgb9sPW69emZw4MyYhKtLX2+vocFLhsPylS5fe7GOWTqO6pRIh93qHgdwLcq/FFci93jZ/w70E92Jxad2GBjky+0lIZK2PT5mlZX5wMMPLswIGqyWTu40MaSGBxQEB5b4+VcL7cHv3YDHorvi4NmfnSiurYsUjNHRSi6NDqYtLMZXaExJcFxxc6elRAYPVKSvR8LgmWGitg0O5rU1RaGh9cFCVmiodBqu1tir2863x9mYY6OcGB1cHBtai0S1vol//RfeCCQgkbNzYEBpaZGlJVVBI2rqVIC3NXxFfbGFRExiYbWBQbGVZ6epKkZfPMTYqsrQstLIkHTiQY2JU7etNlJEptrQkSEuXWFvnmhpn6ummq6gUmpuX2tnlGhqGL1/+b3930L/tXpQhcDK20M0PgU6jJONpr0sKIR2Do9o7+yipHzW3dYnHELCkzCQs2cLORV3XxMMvNIWQ7u4b4h0AT8KSbRw9QiPioxJSbRw9TgXB9+3eefCQgpGZrYdfaEx0bAqe7u4ToqFnYu/qk0JID49JsnP2jk3CRcSiLe1dUwh0RHSirpGZsZkdMg4Tk4i1tHdNSCHGJqXZOXvFoXH+sEgtg+Mh4XGpxPTXvwq6o6f/KVol5F7vMJB7Qe61uAK519vmTd1LTBSvrExHozu0tLI0NLJSU9s9PSrxuLYEVAMqvpFO6zQ3zw8LawoKKEpKagkPaxLci5WXpyQndwX415qfKNQ/mqOqkl5SwkMndViYF546xYiNbSYQumCwurS0Vl+fsuCgSlvbsojwRguLwvi41tTUTl/fSji8jkrpl5Yi+PlW0+k9CEStkiI1nd7P36YVcq8QAYEcPd2GkBDygQNkWdm4tWuI+/efqaogy8mlq6nlGBrWBgbW+vtXuLhk6Wh3JCbEr1uXpaNTaGaWrqraHBZGV1buTEzM1tMrsrBI2rq12Mqq1t+fcvhwpqZmppZW+AcfLHX3IrBBWu+jiPIJWOHoc+DFZxDFZxaWwApH4UVjiJLx3xTCCkdhhafDS8cjyiYiys/xW8GL5krCis/ACkcjyibCyyb4B2GlE/DCsYjSiZBcrmtCkQ+xFVlxAVE4vG+/VkAGM7x0PKLsbFjJOKzwNLxoLLx0HF7EPzgLKxxFFI9FlE2El56FF43BCsciys7On+ssrPA0ovgMsmwCXnT690b45yArzqf1Pn7XhgS5F+RekHstmkDu9bYhMgGxN+JYyuad0ftECPtEcH+RPYJYA6PsEHith3dZYHD5seO5ahqZQaG1YchGK5sCb5/i4ycK/APqrG2LA4PrlFWpu/ZgNbQykFENPn4VDk6FWtpZZpb5Do5ltvalNraltnZlxscKTgVUeniVmVvmnXQslpQmHjXIcXAqc3Aq8zlV6eVT5e5ZdUQp3dunyt2zzMKqyMWtXFMrS1qG5ORSISrxGiOfQxwX5Ij/x90rKz/OffnyhbuY/nX4W9W/QcPnBAkIUA4cKLOxpcgfpispRa36MktTC71lK1n2IFZQiCi9nyi1P1NdM1NdI+rzVZlq6lGffZYmLJq0eUumhmbuUQOs0L4MFbW4NWuztXUph+RwomLJewWjv/2Welgh6osvQv7e2P4OwQICqGCbgWd/271YgMj+1bdrU4cBqvFqbO1l2gigDAHqMCDzAGUIpHTdiSw/SxsFlCFAHQLkQUAbBuRBQB0G5EFAGwHolpupXdP00ReF1GFAGwFxtVPxDVepwyC5czqm6gJ1eJYyCKjDgML/tu9BQGQ+OaBhje25Rxn8S9///S/x3530gtwLcq/fC+Rerw7kXm8bIhMQ+3KdM6yU4h3V0a+FkwbGXTfZ2yDFST3BTjnRQS3JVRvjroNxUE1yUEO7aic7aaC9DVId1dEnVZMc1dFOGmg3nWQv/RRvgxQ3nWRnTYydcqKDapKLFsZFC+OgmuSmk+yihbFXSXTWxDiqJzlpoE+qJp1UTfI8muKgmuikjj6pmuSgmuh1NNlBLYnfp6N6krPG6w17fvCJhS4YQGLP4t/gf8vvuxcPDBZ0U4NMVKL0lSINlV+LKCMVmLa8+5ZNEXpHXrftQpAGSpFGKlEmalEmapFGKhH6ihFHj0ToKyINlJCGyuG6h6OOaYTrKSANlYOVZFw2bYgyUQ3XPYw0Uok0Upmrqa+I1FeKNFIJ1z0coa+INFBE6ishDV77iv5BkEeP4NLjB2YG/r57/QbqEHBJKHWIyoksPeOHa0SWjBFYswTmjA+u/qhTREhGX2LzrbDCoVPEFngeB9vz0J/SFpzeG1k2buKZ6I6piiw/G0jpQBQMpvU9Csns90mrNwvCh+ZyqMMgOKMvrur8KXJ7UGZfYEYvkX9GNsD1PpRVt0ruuEv4L9vPuwVyL8i9XgrkXq8O5F7vBiITkAZeG2L/PL8u+dVL8yW/bbKg/Det+Ae/qf9HhQvLXxvWm/5v+X33YgEmG7A5YPANGAQjJRfKPcO8+h4McMHQm3XChz3Py+UcMMgGPA4Y5IKhguFiC2eb02D8eSEHDHHB8MLK/ELOn4/ndypwwfDz8r95RRwwyAGc37zVf9+9iByQ3H7XOpTsia21DCHqO4d7YWsILIBu/fmYd4IfqdU+KlvXAe4YW4Cqv3pIxyq++pLKCS8rGNk5vsguIsMsKE3lhLcljHJY394PX28fQ3JNrDByj8P1P6aNAE2bYFgOS/WET1BGr/ZJOIkFCGzIvd4OkHtB7vVSIPd6dSD3glgC/LF7sQCT+UZwAKd4vMgzxL37Qfeb9fBasAArj51n5WQ1AoZYCwrb7rUxZ5kswGIDNr9wYHag53EPa5bFr8AGLBZgscCLOhzA6Xvax5orf1Gt+0F3/9N+JmD2Pe3ruN/BBmw2YPMrvM44X8XfdC8yDyAKhqxgZD9Sq0dKjXVEShCtjcgGcXVXDD3i0E0/eqcwrEIJHsmMkGzWMV90IKXdJaHUPirHKpTkmlDqEJ1rE0b3TK31wdb6Yuuc4vLsotKdE/LpIwDT/rNFKNElrjCY3hVbed48CE8dBgQW5F5vB8i9IPd6KZB7vTqQe0H8OSQ2oHABhQvIHEBg/u3eWIDI+lUJ8c/6fKV7vRncBe71T/X5CtgL3IuvOBzAzuflJ+Whu+93t/zc0nanjQVs4OjvAAAgAElEQVRYPMAjVBOordSWn5oHZgf6n/a33GruvNfBBAPdj7qbbzX3PuqldVLJTeSBmf6W283dD7q4gNt5r6NzuiMgNaDlVjMHsFvuNNHZtL6HfU0/NnZOdzBn/7Gr+LvzXmyAaZ9G1V/H9z+LqryAKBrF9jwksgG291FszRS25yG65SfCwLOoqgvwgqG0/iepXQ9gedyY6smUjun4mils94PIinOIouG0vifYnoewPF5E+emU7p+JHIDtfoBu+xlVfxXX9ySt9xGm9fbcCCH3ehtA7gW510uB3OvVgdwL4tXMEvovxVe2+uNa/XGD8NzHuD5AYgMSGxCZgMiaE6m5n2xAYAISG5D4JUxAYs7VJLEBYQAQmIDIvJXUeCupCZA58y+x7qd2znUy12r+4Pkw/lvuxS8ZBkNeCV6Z/RmBcYEBCYFxBXFswBoFI14RnqH4UAeEQz43PzA1MLkIHU4Pw9ZhQ5KC3RFueZy8ow7ahAqCe7i7e5QbHA/HVGIis5Dx2XHH7Ew67nUMzAzQu+mnkk6FpSCQ9IiAhMCm640cwF4M7kVgASIbkDiAwAYkLiDzAIEN+H+2SVxAZM+SOIA4/xKRPbdOn8QFRM6Ln3Pr1vlL+Llza9iJ7Pk6bEDgn4J/Rsi93gaQe0Hu9VIg93p1IPeCeBUk1jVUfeIx7zL3hM4gynhU6Tiy9Fx0JQ+e9yi162ZiIzs0ZzKm6id000RU2enw4gepneejKkbDCyeiyh5jey7H1w6FFfyU1DQZX30f2/UA282F5ZY6J/QGp1+KZYyFF99P6ch3iCl2ir+Dbh0JK7ocV/M4rXsyljEcVnQrsenFMP5z7sUGTDZgm7mbFY8WI9ORsNTQUFzIMBhuudUSgAuonapxi3RN7053QDjUXqmJokdHU6PRJUmO/o4lIyWWPmbZzGyNY+rJpRh0Jto12hVdiSa1kuJy4vqe9rXdbQ3EBkZlRYZSQsu4ZUgKsvXnlsXjXgv+Wr8VLYDc620AuRfkXi8Fcq9XB3IviFdB5owhiy0OqjHcMJWuSTcSG0+pWVS7Y2Bado3+uBgDt85TlO5AWo4DkmQZbCqjxAzN8lQ0bfTBUWxCqj2SMaa+cB17HiIvQMviWkJ9ky8+Us+ZYhHadAqHMfW1OqTRdorkomDU4kd0VDaMM/CIM/Co905DGXvGGbj3BqXP4PsBYWAW/590L1bvox56M63pRiOqOD6FkZLbmzMIeA1X6wvPFHY/6sLVp3U/6EqpTkZXoLMGMsvGS5MqklDFqLqr9bEZiMbr9ckMTAojpXy0rOJcOboCHZ0TVX+9ng1YXfc7iC2E2qma/MG8spHSyvGKf/Aq/jn3eltA7vU2gNwLcq+XArnXqwO5F8QrmMUPNPrg/dXMR8MKB+F5p5HFOPOg25h2mJbdaEQxQst+GF5Q7pqIPR5Q7Z5iKafKDM10UjDgwXIzbCIafXBlrgkwbXs2LNdXxaw3KD1A3bLRBxdr4FbgEFPkGO+tcpwZmu2tfGIsssTpiEGlG7rSLanaI7ncNTHS0HEgNOvFSP5z7sUv4QIuG7AGAZcD2FzAmS/kPP/JA1w2YPMAlwPY/DocwOYA7vOXOIDNBWwO4PDrLOyB34QD2H+6gh5yL4i/B+RekHu9FMi9Xh3IvSBewSy+/2JMZZsvsSeAxgrJvBRTeSOh/im+73RY0eO0HmZQBjM486ekpmFEQU8AnRWSlWkXkW2H7AmgX4mruY1u6Q2g9wXQ76e0DwRl9AWl82C5dzAtkzGMs8iyLn8qOzhrOrm9J4B2G908gijoCaBdi6+7ldTUH5TeG0CbTm5/MZL/onstRSD3gvg9IPeC3OulQO716rxD90oy8a72SJ4lsQGZA7F4oQ4C+gigDQPaMKAMAgoPkDmANgTIXEAbBrQhQOEB2hC/wjVUwyyJNV+TO99qviZtCJB5gDoIqIOAPgxow4DMA/RhQOEC6hCgDQMqD1B4c63IvBdjyBjDnwiOSA8/DUZ5gPuPMAyGys6Vega7d//SNb+JA+RekHtBvAGQe0Hu9VIg93p13p17DdKtESFaNnizIKJ5MMR/A4pFKMnin+823TrsuJSapplGMD7YP8XfP8XfP9l/7mDhcfL8z+RfH79cmOIfkBroArPxDHbredTzFqwFcq93A+RebwPIvSD3eimQe70678y9CMyH2J7LcdUXoivO/zUuvHTwR4WvxZ/29vd7fgu9LZLL/5fezBuoeuRRF0+UV81kTfl4+T9FxXhZ173Ot2MtkHu9GyD3ehtA7gW510uB3OvVeXfuNTC3QRQExJ9CH8UfDwynIUbA8PMl5P8I7H//biPkXu8SyL3eBpB7Qe71UiD3enX47vUMDy14h1jE/Atr7d8ykHu9GyD3ehtA7gW510uB3OvVqapikGzgs0TW3GblEBCLkPTT+ONB4TTEKBjhAs5ShAe4BdwCK0dLyL3eKpB7vQ0g94Lc66X8dfd6+PAhiURKSEg4c+bM4P9HRkdHk5OTQwxsOLAcHiKXC8/l/1x48Jvj1+LVvb1ut/9sb797dW/z8t/tm/kvXf6/9GaOR5YEads5x7iWTpTkD+ctSUby4vPirZ2shyH3eptA7vU2gNwLcq+X8tfdCwAwPDxMpVJz/m+Sn5/v7e1jq6iVYQ/PPImAgFicFLhEWR3SPnpSPzIHGUZHLFHCaWG5Xbn8PVSXKJB7QfwekHtB7vVSXsu9/g/DqK4h2yJmSRxA5kJALFIyzuBPBEekh42B0zzA4wHeIODx5hn89cHgPLyXDgZfqsZ7qRrv9XsbfGkYv9vbIOAtafGC3AviD4DcC3KvlwK516sDrbWHWAIs/bX2/w0g94L4PSD3gtzrpUDu9eq8yz0mICD+IpB7LQ4g94L4PSD3gtzrpURHRzc2NPx7/S/1MBjVZBv4LBH6Yh+IRUzGGP5EcDg97B/8TiGIN+AMOHNY80hiw3XKICDzlgKDgMh8IqtqCbkX5F6Qe71V90KhUDExMY2NjXVQXkpzczMCgXBRO17tkVzjmQIBsThp9SW4Kh4z9TxBbCbiG/H4Boh3A7WdKiojdjIq2zOF4ZFctRRguCaVyWpap3Tdg9wLci/Ivd6ee129erWlpaW+rq6hvh7iN7S2tCKRkR5aFg2e2CbvNAiIRUijV1rXKYqH4jFLPwtKOxnfiMM14vB/D9wfHP99/tmecf9cV//IIKkdFBFpYcfoPB98kzeuYUnghWuAFwzhmTPvWlD+w0DuBbkXlNdMdU0t1RYxS+ICCg8CYpGSOU4wC4nMCD8DxobAIMS74iw4e1jzSFLjj9RhQBlaMpB579xO/ttA7gW5F5TXDLTWHmIJAK21XxwsvbX2EG8DyL0g94LymoHcC2IJALnX4gByL4jfA3IvyL2gvGYg94JYAkDutTiA3Avi94DcC3IvKK8ZyL0glgDvyL34i5z4xxzAGQZDfIbAIBuwuAtKeIDLAsxBwOMBLnO+OQ9wBwGPBZgcwOa3GgZDXMBhAiYTMNmANQQG+Q3ZgDU03xW/Jhdw+KdmA9Yg4A2BoSEwNAh4bMBiAxa/nwHA5AA2vxByL4h3B+RekHtBec1A7gWxBHgX7sWeZREa8ORWEgewuYBTfbkqmYGOLYiNzY+ld6f3P+uvmKhAlaBi8mISSxOLTxcNzAzk8bJLT5fwTYgHuMWjRbQuWu+jnq5fOlOrU06hT8Xmx9RM1XABhwVYXXc6cfVpZaOlbMDuetCZXI2OK4xDVyTFF8cnFiVWX6rGNaQxZwcGnvTTumkBKQEIMjxzIIP5hNn3uDe1NpVxoWoIDNVdqaW10drvtHEAG3IviHcE5F6Qe0F5zUDuBbEEeOvuxQHszL7MT1d8um7Dt/Qu+lkwEYIP+n7DJisfKw+Ux/oN66PISOdw5/VbvwtIC9C10Nm0ZUPRaJGijoKejS5fg86AMStfC0kFiaoLVXoWOnIah4LwgRq2Gqp6qk1TTWNgLDAu8IvPVu3evav7QXf7vXYYNUTXXPerVV+rGKmG4EJiKXFfrv6y7edWj3hPQUlBj1gPzzhPIQlB3yQfxkXGig9X7JUWbLzblFCQKCIsVsjK50+wQe4F8S6A3AtyLyivGci9IJYAb9292IB1WFve2tPawtdMSU/5DDgdTgjfsXOHf6J/dHbU2rWr/dC+bpFuW/dsxZRjbL1s1n67Jn8oX1NPS9dGlws4bMA6A8Zs/K0PaR2KJEd+u3ZN5bmK02CU+YTZfKuZCzgVE+VCEvuiMqOExXf6YbwHAe8MGEvvoG/bsyOpJPkcOIfNTlu9ZnX5eNnG77+HpYZMgLMT4KxfrN+u7bty2blffPWFtJSMsoEynIQ4ePBQEacAci+IdwfkXpB7QXnNQO4FsQR4u+7FA7z4YtQXq77QNtU9oq30zXerCU246Fzk1h8223jbeMd5JVdiOu61u0S4bNi4wS/KLyA5IKM3nQ1Yqlqq+jYGPMDjAM44GLcNsD6kdSguM37t2jXZzOwhMFh9gRGeHt51t9MBdvKrr7/UszCQlBZZu3414xxjBIyQWonbd+1MKkGfBqdTs7Fff/N1xUTFDzu2ecZ4DoPhETBi528hvFcon5P/zXffYOowOpbaa9Z+I3tApphTBLkXxLsDci/IvaC8ZiD3glgCvEX34gB25/0OESlhOz+77I6crI6sEx6mKrrKfkg/WQWZ8vGyETAyDIYGnvQ7hJyUUdo/CAaHweAg4A0CnoaOguDevRae5secTOLz42xOWR9UO1A7VeMAs5eQkzJ2MJZTOKhnqUusIUodkPSM9cztzsvtzBM/IH785IlRMEppJ+8R3YWuSDwNRtNK01Z/83XH3fZwWriIhLCuja6ute4+GSFMAaZ2snb12q/po/TayVrR/SKCwntKRooh94J4d0DuBbkXlNcM5F4QS4C36F5swOp53F16prjnUTcXcHiA23mvs/JcZeOVhpqp6t7HPfyl9MzZgcYfGxmXqhY2rJuqKhjKz2FmZw1kVp6vrL9WX3Wxqv9pPwswS8dKcQ24PG5u9/2uzrsdlecq+h/28QCXCzgN1+vLJyrYgN31oKvyYnn7/XY2YHf90lk2XsKcYbJmWLWXaogtREo7uf56HXuWNfC0v2y8pOthJxuwWn5qrjxf/nxUkHtBvAsg94LcC8pr5r/jXkQmILHnILJ+W/781+d1FlYjsX5VZyELqxFZv3cKJiCxAZnzogcSGxCZ86dmzfW/cHgkNiCxftUbv2Rhb/z+f1OHyJrrauGJfvfCf9WK+fuXtoR4W+7FBRz+ai0e4HIAmwe4/H0i+Js+8F96Xs4BXC7g8p+C5Def3wxicBgMDQLuMBgcAkM8wOUBHr9wBAwPgUF+NTZgs+a3nxgGQ/yeh8HQIBjkAi4P8IbBMBuwuIDLne+Bv50ED3BHwPAg4HEBhwc4vLkKXO4cnCXhXkQWIHMBmTcHiQuI7F+VPD8FiQvIPEDiAAILENkvviCIxAEkLiCwAel5Zf6r7PmaCxry6xM5vx4DZ/7sC8r5pyDz5iqTuIDEffES6Tc9sAGJA4js2eenmBs/98X4n3f4/BJInPlBcuYK+WMjLbh8/jvwm19/1Rv712ecr0PivKj5vPOXOpn93bcaci/IvaC8pfxH3IvIvItpuxJXOxXDuBxX/RjXA8gcfvn9lI5r8bXPCAOAyHyI7Z6MrrocW30trmYymnEzsXEG3weIrNvo5puJjS/r1yyRdR1V9wjbDQhMQGTewbROxVZPxTCmYhi/pHYBMhsQWc9IrCtxNWOIorvoVkBiP8P3X0PVPcR2ASLzYWrX7aTmx2m9PyY0PEjtmoplTMUwrsbVXomtvhJbcwfdejOhYSqGMRnNmIph3E5qAiT2MyLzalzNmbDiaUwbILFvo5unYhhX4mquxNVcjKqaxrTeTGy8n9IBCANPcX38E00nt1+eG1XVQ2wnILEfYbuvxNVMxVRPRjMuRVXdS+l49/9Af5N/3734G2613mltutU4MNvPAkzmzED1VHXlxQrGharWmy2sGSbfezofdZSPlTEmq/qf9nMBp+1OW8vtFuYskw1YrTdauu53dd7vbLjR0HanrXyirGqyijFZVXmhovHnxra7rYxLjMoLFeXny/lTaIOA1/Owu2y0lDFRxZph9j/tq7laXXWhsnqKUXmxovJCZdcvXXXX6gae9bMAs+N2R/vttt7HvbVXaisvVlZdqGy50cKeZbFnWY03myovVlZcqKi8UNF0uZE5M7DY3YsNcH2PY2omIyvOx1RPRlacj625nNp1J75hMrLyPJ+UrnskDiBznsXXXgkrGcO03yVzAbbnQWzNZfzAUwJrNrljOqHxR1zfk/j6a7i+ByQOwPc/jau9jB94SuYCAvOXKMbZ8NIzqd2/kHmAwJpFt95O7Xn4fAwkLsD1P0aWj0eUnknpuEsZAgQWoPBAWs8vkeUT4SVnsD0PieyZ+PqrCU0/8j0vpecnVP1l/MDMc6nC9T1Gt/yE73/Mf0PQLbejGReRFediqidxfQ9JXEDkAAJ7JpoxiSw7k9Jxl8ID2J5HSS230vqfENkguXMa3Xobz3yW1HYN0343vv5aZOX5mOrJqKoLkRXnsD0PYxiXoiovRFaeR5afxXRM8y8kqupCROl4atc0mQcSm28hy8/FMC5FMy5GVp5P6bqPbr2d0nWfyAGp3b8kNt7A9T9Jbr/DfzWacSmt+z6FB1K7H8TWTvHf56iqC9juB5B7Qe4F5a3mP+Je1EGqFezwHnEzec2j0krHZdSZIZmAzAUUXpi+8w/rNjZ4pwEiazi80EJBW1tCfv92YUNZFZot4mFq1+2kFpkdImpCB24lNf1qwozEKndLFNq0/ZS2LaAPAxIbpnPy0B4JW0UDcwVVTVG5jlPknzGtIVp2uuKHzOXUVfbJlLskXE2ol98pNojIB9kTRa5JFvJaXESOnphCrVdqgIbV8UPqsjuFNSXlQnRtM2zCtUXlzeS1HFWMnFSNC12i7ya3h2jZHZWQM5fXUNknW+2OyXOINj+srbBX+vAeCSsFrRpfjPlBzXSbcEBgXo2vUxSUavYhpJkFSW7bZ3NE30xOR3WfbMcpUrs/WeT7neZyOk6qxpZHdLuD6Et+6utfdi8mYPIAt+Fag461tuh+kaKhwkHAa7zRuEtst4qhmr6FwRFtJQeEQ/eDLmonWcFQwdDUUFlXWd9Ov/F6vVOY08mwk5wZ9hgYU9FSisiISKlKOWKkGFsepX5MVeKghIiMsJq+Wig91CvcU1hqn76VgfZxHXtf+4Yr9aRWopKhorGpkZKqoomzCamDZBdsd0Dp4G7RXco6ykYuesQmopSKNOM6YxSMeEd5WftY5fByROXEFI+qHDU7qq6vaRNsXXmlUt/BQOrIfj3zo7pmeo4hdnxXW8zuReKCuNrLWuYeUopaG7cLSSlqHbUPdIrJFJSQllHWVzpqdUTH7BShCdPyk6qp1wF1Exl1UzEZpUBquxeuYbuILKblFmUI2ESkH9C2hOVyhOV1lEw9UrumkaWnt4seRLfcDCscOah1QkbD8JC2mYS8liemMrXj7gFFfeeEEsogILAAmQciygYOaB2XVbeQP2onLq/tklhOHwXe2Lr9igZyOlZy6sbCclqhmf3OqCLhA6rwAm5q9/R+TQNzfwyu/ymBDYhsQGQD2zDaug1b7JGZRA4gcsBh3RNC+48o6VnIKB09oGUeVjSS2HRD0dDhoIqBjJr5vgPqAbROf3LTIa0TyLLTWRPAMpSooGcWXzclqaRqiaAZukaIHVTeuF1IWkFLQd/Jh9C8acc+eW1TJT2LQ5pmQRkDqIbrCvq2+1WOHtKzFpfXdscwHKMyZZS0twpKCEkqyGuYeKdUHVDUd04syzgDvLA1sqonoirP61h7C0rKK+iYSasclVE1gedynGOz90ockNMwUdSzUDGyCy8ZnZ8RnIXcC3IvKG8j/xH3og1HG7ju37VjMo5xK6nJ+rCWopA0IHMHQtKP7BWXF5WR2y12B9Myg+9/mNYdZ+whvGkHD543gx8AZC7MwEly1175vVIwPVtAHX7e54O0roO79xkc0NizaWtvEB2kD5vKqGmLyjX74pv98Bs3bEQedcKbBwlv2jGMKJgh9Bc5xta4J1+MZXz+8aeJx727/alOiiaSu/d2BZF3r9uS7xjzOK13JLxAeucO3IlAQBuqcU/ZtHZ9kqlPmWtihVvSpVhG8gl/sc27BuG5zwh9hQ4x9Z6pj9J6rsbX6okpGEgqAQp7OrVDfOueeCMPQGBeiq369quvS51RQZo2MtvF67zxnUHkNV+vjjZ2rnBL+nLlKoy5X7lrUpk76mZSw6+ccinyL7sXf5N6GB0mJicmJLHX4ZRD36Pe2su1Kz9f6Y/xL+DmW3la7hPeR++gC0oKuka5dD3oqpmqCcWHVgxVGDkaSSlIYSoxxBbit9+t8UJ5xeTEbNmzpeZa9RAYNLIxUlFRqp+s63nYbWB+dMee7dgaLKooPr2bzrjA2Cm03T3aredhd+2VWhg5NH84nwu46Ar0hk3rc1m5fU/6MBWYNZvXFE8VjYMzJ9xMFQ0UKT3kr7/9OiDNP4uZ5RzutGPndnIzSVpVWuOYSkIRKrEsMWMg/d9b+/UP3nPEM2fSeh8GZ/Z+uuqrkOx+Ehe4xOatX/OdkVuUO6bCGVWU1HLL0DVq2x6RhMYbqV33HWMLA6hdtpHZKz9bdTIq2xNbe1DXbreUoh+5faug5PJlAsbusSGZA1988x0inysqpymrZpLSeZ8w8MzIA7lx65aIouHNG7YYeydShwGRA9J6HwlKy8vp2aBbfkrrfWQVjN/4w15XTKHgfll957DUrvvolptmAVgvXH1q933lYy6issqSChqyGqYJjTf4N/IogyC8cEhMVmWXsJSg9GFk6WnKENglLLxfxQCWx7FGkL9dv8kxOkftmKO4giqqdjK5Y9o+Oi+A1uOWVPT95i0n/JJPUdoPqpnuEhaOqZz4dt139jF51GHgmlS+evU3/pQW/MCMK6bi08+/soJRXBOLPVKqU7vuyx89uU9WK6HhKqb9ji0y2wvXQGIDTNtPW4WkdGyDUjruJtZf27Jxq3UYPWsCOMbmbd0lFVYwul9JQ1JOPSij1xlVtGHTNgv/FPMA1NZtu6xCCK5Jpe6YcuyC6UDIvSD3gvI28p9xrzhD98NCQj+ndgDqIMokQGTjjh+TGh0V9KV/2Is3D/pm1Zfxxl6AyAIUbsoJf6mtghOR5YA6dDqiePVXq/00zNwVj2355jsuIhdQeLP4AUDmpZr5f/3lV2QbhMTOXYYSSoDMtpXT27Vlu4Gs2pa1G9yUTG8mNvmqmqvs3f+EMADoI79gu+9iWqfia1d+/In9Yb0kY28d8cMHBYV7Qqh7128rcIoFZM7F2IpDe/amWyFA1tlGL9y27zb5qJxIMvHBHvcfCssP0rTR3HfwIb4P0Ed+wXbdSWoBRNZdTNsxKZUTshogc+xRWo/UD4Ipx/0BlTeFqt+wem2FSyJcx+H7b9ebHNDYsm6Dm5LJdHJbpTv6i5WfBWpao018Maa+V1G1f7iabanwL7sXD3CrLlTukdyrbqph7mX+7dq1OazshusNKz9bqailfED5oOBeQUIloXysbN2mdZQOyjAYGpzhdd5tbZ9uN3E22SG43Tnc2Qvl9c3a1T5on9i82B+Efmi42TABzpo5n9DW0ey43cacYR63ObZ155ZAXKBnvCeGgc7sy1y7cS2+hjAEBnkzvLaf23oedo+AYXwzfsv2zWVjpTzAS2GkrNu6rvJq5XlwztzLXM1IldZLXbP+GzU91QNHZLfu3IouRbffa5NWljqgvN870csX7UtoIvx7S77+2bX2JA4IKxz6/Ks14cUj9NPAHVW8cc0aVVOXY/4pRl6ohIar+9WOSytpZJ0FlGGQ2jON7X1oH5236svVapa++q5RQjJqgrKqfpT2XaL79Z1h2/ZKHTnm9tXaDcGZvbtF5Y55xWafB+ljICCr4uvVXwfSO3/YsvP4qZSMcUAbBUktN9ZvE7SEkahDgH4aIPK56zZs0rQN2bZX1DO1lMIDGlZ+ood1VPTtqIMA03pTQkH7++1CkWVn+dNmRDbA9z/RsQ3asGW3ZRBu3abteicRBOZTQQnJbbuFZLWs1278Qd8lIq33oaDkET03DxLvEXUYpPY8TOt76ppYtGnDOmUjByPvRFHJQ3vFxGOqzq3fuMkxvihrAnjhGr5dtyE0u586DNySqz797Ette5iRT4I1nJLa9vNeSbkjJq4k7hPqEEjtfoBpu0PiAnz/4x2iB/SdwgnMGXTzza1bttsiM/ImgUtC0XbBA+FFpw+o6W3dtl1O7+S3m7apmXnhmTOmvjFbdwjpOCBMfJOOB6Smdf8CuRfkXlDeav4z7hWj77bz+025Tshcu0jZHcK+GmY13ljBzdvtDutFGrpayhl889U3F2OrAIWLNvUV+X7nWWQZoA+ZSKse3CYSrGMfqGUju1PYSl6Hv3T9clzNlnUbrQ5qw/QcnI4Y7vxuc9bJSJtDui5HjO8mt0Udc9+8bmN7IKnRG7d3/dZIQ+d679QjuyWRes7nY6q+XrmqJ4AGss6mWgRL7N7bGUTevW5LnmMMIHPOx5Tv37WTagkDmeP1HtiNa9elWfrX+ybXeKEHQ/PqvFOFN2+PNXKt80qR2yEWo+86Sxi4g241lFAylVED6aOAzNaVUtCSkK92x0QZOm365rvhyCIfFXNDKfWfkztQpr4/bNjU7EMod01c89mXVJvQBt+USo+E89EVs+/8H2gRuxcbsPqf9rlGuqzb+K0j3MEF6bxXZK+OiU7JaMkXX39Ba6dVnCsXl5MwtDJoudGiekxVQfswrgIbgDolLL6D2EIydDDUtdftf9I3CkY2b93oGe8ZkxOzZc/m+pv1Z8FZ05PH1NVU235qHZgZ0OYFtMUAACAASURBVD+ht2PvdnwzDl2ZhK3Htt5u1TTTVFJVJDBwPgk+IhIi6X3pZ8BYWkPahu83lJwu5gFe0Wjxmm+/9YrwJDBS9knssvWyy+PlfbX2K3IXufJchbSclLqxetm5UklFSS1LTXRlEqYKnVaP7X7Qzfp3pr7+WfcisgE8f/DTVV8jCofoo8A1Ln/9uu9MvFFe2AZ3dFVkxYRDbP6GDd/bhlOc4wsFxaXNA5Nto3JWrfoyvm6SyJ418IrdKX7Yl9y2ZZeQD7Y6gNb5+eeff7rqq5iq83qOiB27RBxjcj1TawSllQ9p6iY2XP1+/SZ5PSuPlFpXdGVs9SU1C5/Nu0VtkVnuyVUS/2vvzIPauvJ8T/q9mZpX9TJv3lTPm6WTetUzNT3dnZ7pbNPTU/MmnXQq6SSdpB3HSRw7dryAscE2mMU2+2LEjsSifUMILSCxSUhIIBC7QAvakJCQAAECAVpACBCLlvP+uDahEwc7GOMkc7/1+ePq6px7z/npSvrq3HN++u2xl177sFBg+3/vnX75lbeuIpsvF3F+8vy/P/+rNyhaQDOCdy/c+vUbJ6r6fdC8e5IWZLDVf/2jv//1O6dPXEX821uf/vCv/28ma+TnL7z0uzNJmKHNNz6J/elzLyIaDBezKv7+Z89fyK2JLqr/+b/+9mwa4Tqq4R+f+2U6U1VrAX+4lPWz518obJ34m7/52+giTq0VxGPa/+qH/yetdpgyCq5W8P7nX/wwKp8VVymKLWspaZ8/l1r143/6lws51VH5rJ88/58nrhbRxgB2eOsf/uXfP4jOwisDVQO+X/7H6y+99sFNSt9/Hov86Yu/KRHP/dvrb796PAozvPWH6Mwf//gnWQz5p4kF//DTn1/IocVVieMq2wp4E4/2gsLeC/ZesL6hvifei6ztSSLmnogu+ORywUcxTTElq1W97YkY+qXsDfwwqDHu4EdKP4pXpNYAsno4lUb6PG2lXLpW1Vfy6XXTnQZAHQXVo/osdsXJJEexGJB12gxW5cnkLawMVBs2cQr2ZUTD1eLmmFLB9fJt7HAIr8Cdvk2/mL2Dl8tuV2cfu5T4u9NVn950lkp8VX0FH8dMFfABVa9Kq6Wcz5wpFFadSdJmsQBxxFveTTybOny7GlBHzXdaS07GIz65XPRpTOHJKy1XSgBF3XeTlPV+ZNLvTuNO33YjuwBRtY2RNceUNsWUQEspJwtbER/HxP3uo+S3P2u/gQYklSCunBNTsIMbBiR19bks8tl0S15T+rHzRSdjij6NufNxlCKdHsY/6Rfo2+29Bjdkdwh5lYKKcTA+Dsz1xvqbRcmCydZYRIxgSqAHuhZjc3JuUrOhqd/Xl4K5HRl38cKtC5g+rGJHUdZUiuSVqcJKLdCkoVLJCjJHz0muTJL5ZQYwihaji9hFQ36ZKqwsay67mHYxFhFzJffKjbIb4jlRv68vj5AXdTvqQsoFXAdWFVJqgbbJ3HSzKFnq7NIAtSqoxHcSzsWfPhf7cSI6Qbwk7vP2Xi2IFc+JdEDLm2i5XnyN2k/JrcmJTL8YmxcTc+dKIjKhz9v3nfBeBDVAdrmOx+aXtM9R9CCvZfz4ldwPLucej83/ICbvJkFKUAVvkbrfvZj65qkbF7IpFb3e3GbzJwml6P5Vwkj4Jrn3XCa1WDx3Nh2f12SiGkACvv14bH7VgA8z5I8t5b51Jumtszcv5NIq+t04+danyeXHorOOxyI+iEWkMxTY4c1rZc3vnLv9u9OJp1MwyM4l6iio6PVEIWrfOnPzrbPJH90oLWidIqoBRQcSMOIoBBMztHm346pwCk12MqkcK9+gjwOcwn8yEXWT0nc2g5hMkFL0ANXtOn2z4iqyGav0x1cJfn/+9hsn48+k43Hy7ewG47kMYmm7g6IHt0i9n2eSynuXTyaU5tSPUg0A0WI5mVBa3D5H0oK8ZvO7F9OPx+Yfj81/PyortWaYOBJOwEve/jz5jZM3zmaSKvu8JA3AKXbOpOJvU/oIqjBRDfJ51vcvZb/xafzvI9NuV8vIWhCVz4yvEBI1ACNbO59JjC3m3iT3fHAl54Mrecdj809cK0yvGf7S+k3Ye8HeC9bj1ffEexGUgKQGFC0gawBZAyjau+kYyJov0j1QdPcSN6gBWXt3P1l7L7mDEpDUgKwFhL3ld7e1gAwlktB8sYekBgTV3dORtXdPSlB+UXG3AeR7T0HloTMSR75o8N2dqnsPoaPdmyAP7dzbTZIGkLWArAEE1d2G7W0VcQRQdH985Cf96jwij3+dI5Q2AtrWAo0e6DRAPQr00J8zQom+RsCIBqj1QKcFWj3Q6YBWDVRQZod7B9FpgAYqs3uoPz6sHjrR3qPp7h0NKgbt3J2ztfss1CQ1GNl9drfkbhmI78R8r92hL8rovcQHGkDR70l8oAGEEUDW3d1J0QNoPju0IJFwL3UCUX33KcIIIOvvHg3aSdEBsv6LZyn6L45P1NwtAz2k6AFJCwgqQNrTBsronnwW2i+2d89O0X+RzQE6C1l/txhRA8ijgKi9m/Zi9yxE9d1iUEWS9u72biOhDkJJK6DgfCkTBNQpqHm7KTPI+i8SYZC0d2tR7jWGpLv7LFENyKMAWn351VDD3gv2XrCOTt8f7wXzPebI/88R5mi8139tDrao8FsK7L1g7wXrG4jPbyVfzApD+TxhYL6d0M3402l36LkmMLY7ugNz9IyD8Vd//1ukZIkyCsh6GJgvoIyC1Noh2HvB3gvWQ6mlhZ/8zunhJIo8mQoD8+1En8pK/O2p8zfP1enYtWp67QjMk4FjrP/nX/3LlTJecvVQEnUwiTqYRJXBwCRRB5OqZadS8ZmZmU/6O+3+gr0X7L2+XXI45uuYtU3M+mYWBwbm20kLm0un0Gpq6I0tjQ28BpgnRWNrI5FEZNQ1MOsbYWC+BIPN1Wq1T/o77f6CvRfsvWDBggULFixYRyfYe8HeCxYsWLBgwYJ1dIK9F+y9jkJ2u12pUOxuj46O7uzs7C0QCATC4fDk5KTf7/+6g/j9/mAwaLPZtra2Hm9zH01raz6vdwWE/+gq8nq9NpstEAjsXzccfvC1Fw6HH6bYfxH5/RtWq9VsNs/MTB/uhbG+sWGfs0MXaiAQmJmeCYVCXy0WCASWl1f+qOL6xtra2sqKd2Nj4xDbc+gKh8Mul0un083MzASDwQeW93g8O9vbR9AwWLC+94K9F+y9voE2t7Zcs3MPZtq+sbq6G8RwOMxiMX/35pvj4+MAgDt37pw5c2ZlZWViYmJwcHBqanJ11VtaWiKRSNrbO6xW68rKSjgcXl5edrvdNputv79/cnLS5/NFR1/WaLQSiWR9fW1paam3t3d8fDwYDM7NzWm12qGh4fX19UPsbDgc3goGH4bAHzuh5uZmCpWyuup1uVwqlcrtds/Pz9+4cYNAILjdboPB4PV67Xa7SqVaWlwCACwuLo6MjHi9KzabLT8/3+FwLC4uGgwGp9O5vr4eDAa9Xm8wGFxYWFAqlW63W6GQFxYWLi8vQ1/tbrcnGAw6nc6xsbHV1VWXy6VWq71e7yGG4nErFAo8TKRDofs4167Orvj4+IaGBiKRmJiY6PV6Z2ZnIBNvNptHR0chqzo/P6/RaKCwTE1N6XS6YDAYCoVstmmDwbC+vh4Oh8fHx41G466B6+3v/dWvfy2VdgMAWpp5r77y6sb6xtbWlkqlstlsAIDt7S2TySQUCvPz8wOBwPz8vF6v39zckkgkbDZbKu22WidcLtfU1LROp4MOOzU1ZTAYHA7HfW3cgRXYCTwk4T0fbnq9PiYmpqurq7S0rKNDAgCYn5/XarVr6+uhUGh+ft5oNM7Pz0O/i5aXl0VtolWv1+/370bA4/HodLqlpSUAwNqaT6vV2u32Q+wXLFhHr+Xl5bY2oUDQKpF0uFyux3QW2HvB3usbaLyr0/nec+53f+r5elbe/afJ1388yiRs3gtjMBjskHRERkaxmCyVUolEouLi4nt6ugsLC/v7+3E4PIfDyc/PF4vFxUVFMpksNzfX4/GUlJSoVKq6ujo+nx8TE6NSqc6eOaNSKivKK2QyWWFBwfDwcGFhsUKpvHr1Kp/Pa2xsRKFQh9jZGZMx/713Sl59reS3r+9D8W9eq89KC+wZxuNwuGQKRdgmQKFQbW3ia9eu6fW6qKionp4eNBqNQqHkcjmFQq2tZVy/Hmc0GnNy7hCJRLFYNDDQHxcXNzkxERUV1dbWxuFw6urqXS4XhUppb28vLy8Xi8UUCoXH41+7dq2pqampqQkAkJGRMWe3x8XFtbby29qEGZkZTCYTgUBMT08fYjQen4zj1uMnc1/5z/zXXtuPV1/Nj7uF/OqAn1jUnpSU1N3d09DQkJycLOmQpKWm9ff3l5aWNjY28vh8FKpcrx9FIPL5fH53dzcOh6uqqqLT6dnZWSbT2K1btykUytCQDLp+SCSS4t4A7eDg4Ouvv85ms91uNx6Pf//9Yy6XMysrq7OzE48nNDfzamsZbHYdBoNJTk4eGBhIT0+nUChYDI5IJLLZbDqdrlAq09LSGxuaqqurq6uroau9o6MjMjJqeXn5sAK4uup7J/ad31x45dWLv9mffz31cp2QvVvRPjublpaOx+Pr6upsNptUKi0rQ7JY7Iz09LGxsYSERLFYXFFeoVQqOzu7xCJRaWnZxMREaWkpj8fjcDhNTc1VVWgGg5Genq7RaIuLiwkEApvNttvnDqtrDynbrK25o+WBcNu445Pju7XC4bDD4RCLxVwuVy4f9vu/1YOU+ygcDisVWoGgWyzuE7RKv45WfpeorcfjgS68cCgUUqlU9fX1bW0itVr9pe6Hw+HNzc0v3Z2AtLCw0NnZubq6CgDweDxicfvm5uZXi62urur1+r2/Mebn52022+Tk5PKy51ADcB/ZbDaDwTD2IBmNRqvVuvdH+87OTmJiolAoNI2ZWCxmZ2en3+/v7e1taWmZmrJtb293d3f39fXZ7XaZTCaVdrvd7oO1EPZesPd6WIUBGGvkhp5/CvwyYn+cP4nQYvPW74UxEAyI28WlpaU0WnVSUpJAKMjMysJgMHg8PhQKNTQ0lpWVMZi18uHhtNTUqakpJBJZWFhIJBINhtGMjMy2NtF7772n1+tjrsQsLCzk5OQ0NzelpKQAANBoDI/fGhkZubKysrCwEBcXf4j9HRuSRT/9P9IjItL2JSUiovzY2zt77nbV19eTKWQ6nd7c3OL3+y9dijabxxAIhE6nw+PxRqNRJhvC4wlMJuvNt942GgxEIgmNxiCRKJlMhkQiPR7Puc8/BwDweC1oNHpmZrawsDAjI6OxsXF7e9sybhkYGEAgCtva2nB4HADg1KlTk1YrVIXFZn/40ceitrbkpOSxsbFDjMbj01Cv8a+fjoyIOBcRcX5/fvPC7dBX3puiNnF8XHxbW5tCodzc9Le3d1RWVgYC23Fx8RMTk6Fg8L333m9qakKj0QCAxaXFE8c/vJOb29TUFBsTazAYi4qKCgry2Sx2K78Vg8EgkaiamhrI4XV3d2dlZdXXc6KjL4+oRz4/d2FiYuKz06cBACKR6MaNGwUFhQaDwWw237p1C4FAJCQksFis8vJyBAJRX19fVlbWJe26EhOzvu7TaDR3cnPoNXQulwsAOH/+otPpPKwAupzup3/9dMQvIiL++UH8fUQBvgCEAQAgHA4bRkdVKpXH48bj8WQy+dq1axkZGVwuNz09XSLpSExMBAD09fVXodFXr8baZ2dv3botlyvOn78AAHA6nfn5+Tfi4+vq6nJz77S1tVGp1Wg0uqiwaHho+LC69pBCC9A/yPjBUxlP7UfmUxE3Igp4+eDe4OnU1NTVq9dkMpnVasVicUqFIhgM9vT0CIVttimby+WanZ0FAExMTHi9XpVqRCKR2KZsW1tbg4OD/f0DRuOYTCbj8/k2my0YDI6MjIhEIqVSubm5aTabOzo62tvbNzc319c3hMI2iaTT7Xa7XK6enp7u7u59ZlYcQKFQKPp81QvPY196EfviC1/L889jX/5liXxoAqq1sbGRmZlJIpG0Wl1xcXFNDW19fV0ul0skEq1WOzc3d/PmbYmkc25urqurSyQSr676oIq9vb3P/eIXbUIhAIBIJP7yhRfcbvfMzExLC29QJgsGgwuOhe7ubiKRmJmZubm5KZfLOzs7HQ6HSCSqrq7u6JDMzMyOjo729/eLRCLnknNra0smk7W1iYaGhu/r9g4guVy+vLwcDAYD+yocDk9PT5vN5t2KPq/3ww8/3HuoO3fymptbpqamLl26ZDAYT3162mwy38nJSUpIQCKRV69e9fl8B2gh7L1g7/WwCgNgam4MvPzfwi9FgH1x/jxChy/YuBfGUCik0Wjkw/KBgYH6+nqHw1FfX7+0tESlUqnUahaL5fG4eTx+Y0MDs7bW7XYvezypqakbGxtmsxmFQvH5rWVlZXa7nU6v5XK5rfzWubl5Pp+PxWLJZOrS0lJNTc3G+rrH7WaxWIfY3zH5cOxf/nlORET2vmRFRFSdeH+v95JKpUKhQCAQyGSy7e3t8nLU9PRUdXW1edzc2tpqt9u7OrsKCwpYLFZqaoZara6trcVgsOgqtNVqzc7OlsvlRYWFAACtVpuelo7BYCoqKgyGUSwWQyZTcDjcuNmMQOR3dHRgsVg8npCQkLDgcBQXFQEApqamKisriUQil8P9rtx2lPebnvnfVyIiop6KuLQPERGX3vhVxle91/CwnMtt2J1Ip1QqGxsbAQDNzS1VVWgcDicQCOx2e0lJSWVlpVAoaG9vJxIIVCpVIBTMzc2h0RgUCsVmsaTS7pqamvLycg6HA3kvhULJYDA1Gk1OTo7T6SwsLPZ6V6kUKg6Hw6Cx6hF1R0cHGo1GIpFYLHZ8fLy0tLS6miYUCiUSSXt7e319vVKlLC0r29nZtlqtLBZLp9Mhkcjqatof/nDswD+Xvyq3y/MXr/xFxIsRT730ACJ+GlFEKgT3QmgZH8/MzCwvrygoKOzr7dHpdGgMlsFg0um1drsdh8VCxUpLS1ksVjAYJBJJMzMzdWx2VVVVdXX1wMAAjVZTXU3DYLBut7uuro5EIpWXl6tUqsPq2kMKLUQ/lf3UA96oORERSREF/LveKxQKsVhsHA4HABgdHaVQyGqNNj8/XyRqUypVKSlpUmk3uqpKpVQyamuRZWVlZWUNDQ0JNxIGBwevXIk1m80VFRVEIkmn08XFxS8sOHA4fH19fU52TqugtaSkRCwWFxYWdnR0FBYWtXe0y2QyQasAiURWVlai0WgcDn9YJgPqy+ULmJdeJLz80n689CLxV88jFXu8FwKBGBoaAgCYxkwIRH5XVxeTxWpqar4UGaXVaAoLigYHB8RicV1dXU5Obk1NDTSIJZPJjh07Vl9frxpR0Wvp7777rsVijo+PHxsbo9PpaDSGQqEIhcK6OnZmZiaHw01PT2cwGJWV6MrKKjabjUKhVKqRK1eu9Pb28JpbCgsKhEIhiUAaHdVfuHABun/96FIoFNDI3ANlt9tNJtPuw+2trdjYazKZbG5urr6uXigQZGVlt7e3OxyO2JgYnU6XcCMBAFBSXFxYUCAQCLBY7MGcNOy9YO/1sDqw99rvmA83tfzAdR9FB/ZeD6nd9n9p7vyXtvc+3DuAD+0Ph788bSgcDodCIQC+M9fwI3qvfRQKhe4b5HA4tBvJvfsfcg7W3sN+6RXZf8a6Tqcjkyk0Wk1NDf2+t2kOpgN7L6jNgUBgby8eJgjh8BcRCAaDe6PxRFaBoIXoH2T/ICL7qf3IeWqv9wIAqJTKuLg4h8OxsLCYmppGIBAvXrgATf67evWqxWKtqak5d+6cSqksKipKSUnlcDgpKSkSiQRK14lBo8ViMQDg4oULg4ODqampLBbr+vXrNBqNSqXabLbGxkYOh3P92rWpqanFxUUWixUXF19UVIzH44lE0uF5r3AoFHxo71WmGJqEqm1sbGRn53R0SAKBHSaDgcPhmExGVVUVh8N97+13VCpVbS1DKu3CYrE0Gi0xMamkpAS6vHt7e+/cudPY2HjixImJicnz58+PjuojIyMBAG1twlu3bldVobVarVwuz8zMzM8viImJYTAYlZVVkInPy8sbGhqKiroUCASMRmN6Wlp9fT2Hw9ne3jrz2WcOh+NQgnJg7wUAWFxapNPptbW1HA5nYWFhacnZ0tLC4XCGh4d9Pl9XZycAYHJygs/ncTkcvU53sLmbsPeCvdfD6hG9F+QJntSn8wH0uL0XLEiPz3t92xQKhZxO59zc3AOXu34jPYr3+n7oYN4rFAqpVEosFldZiWYwmHb73MzMDJVKpVAovb29AACDwcDhcDY3N5eXV+rr6xkMhkQicTqdbW1tAICBgQHoO7u+vn52dhaNxjQ1NTc0NPT19SkUCo/HMzo6ajCMTk1N4nB4Go2m1+vGxowsFrO6unpqaurwen9A7xUIBHg8fnFRMQ5HaGhoWF5ZtlgsJBKZy+XSa+lTtqmOjg4ul9vU1EShUDkcjkgkhkyG1Wrt7Oy02aZ5PP7a2hqbzV5bW+vq6iISidANDYPBSCKRSSRSa6vA5XIxGAw6nd7f328wGNQjI91S6eysncvlBnZ2FhcXpVLp6OgoCoXCYXGnTp06rHvxj+K9jkaw94K918PqwN4rHA4PyAZvpaSQiKSqKrRard4dHgiFQrOzM0aDEQAQCAR2dnbuDeeE925vb2+HQqFgMMjn86Bae381bm9vPw4/d2DvFQqF+vr68Hg8BoNtF3c8cPX+VxvvcjkbGxuXlpb0eh20x2KxDvQPBgLB3fI+n292dsbtdqlUKmgN3T6DZwqForCwiESiYDBYvV63d1TM7XZPTdkepoXb29tSqfS+x9+/+v56RO81Pj6OQqHweCIOR2hp4e19yu/3m0ymh2leMBjUaDTQmqYvlf/2/1Q4sPcaN5vzc+6QyFQMBjcwMLDXEa6trUGrkvfRbmQkEgl0kR/iVfGNdDDv9X3RAb3Xt0fj4+NsNpvNquvr7Tus4cBH815hv9/v9XoPcXD6q4K9F+y9HlaPMt+Lw+FcvXpNp9MNDsqWl5cVCoVcLlcplX39fSQiqSC/YGLC2tzUxOFwBvr7PW4PkUhis+o49ZzZ6RmJpJPLbRCJRGs+H4NRu7KyUlfHZrFYnZ2dc3NzAoGAw+EQCQSP55DXzhzYezU0cEtLSxwOh8ftJhGJy8vLY2PGxqZGoUDgcDh0Op1I1MbhcNRqtcvl5vH4LS3NZrPZ5XKJRKLGpka5QjExYY2KujQ3Z5fL5VarpbWVn5WVVVpaarfbBQJBY2OTUqnq7u6+fTtlRD3S19e/vLzc2spvaGgYGJC5XM7e3m6BQMDlcqFPn0AgwGKxsrKypqenx8bG1tfXlUrl+Pj4xMSESjVSXV2NQCAWFxak3VKBUDA6Our1ehsbG5qbmzs6OtxuNzShuFsq9fl8LS0tPp+Px+PV19erVKrFxYXOTgm06u3A04cf0Xu1CUVZmVnQnPeFBcfs7OzIyMjEhHV01NDS0pKUmOhcWurp7hYIBMPDwx63u7e3h8drqaur83g8Wq2Wx+N1dkrm5uaGhobsdntfX19DQ4NIJPZ6VwYH+6GS09MzB76KjkAH9l4isejihYvQVbGysmI0jhkMhsnJSZlM1traeiM+3uVyQSu8lErl9tZmK58vEAgamxqdTqdGo+Hz+R3t7RsbG40NDRsbGyKRuKWleXBw0OP2yGSDPB6PyWSsrKzs2/bD0YG9VygU3tkJ7OwEAoHggW/Th0IPTo32OPVI3isQCEIReBSv/Og+e3t7e3Nz8xD9+oG9Vzgc7u/vr6ioxOOwRYWFg4ODAIBAILgnd2B4e3sL8oh8Xis0UBcMBnddYzgc2tnZhoYPoLmn9xXsvWDv9bD6Zt4LV7AR/MJ7NTQ2XL58pb+/XyKRuN1uv98fHR197vz5lZVloVBYU0NHVVRciIwkk8nvf3BMo9WdP3d+fn6eSCRSqdTikuK8vDw8geBcWvr87NnW1lZUOSoMwlVV6MpKdG5ursViKS0t3R2SOSwd2HtVVVbS6fTdvjudzujoy3Nzc3Xsulp6bUpKakNDo9lsuhQVpVGrT586hcZglAoFEomsq6tzOBxRkZEjI6rY2GsKxXBaahoGg+np6WGxWJWVlTqdhlpdXVhYFB0dLRS2VVRUKJWK4uJiFApFo9EsFguBQCguLi4tLdVqtfHx8RqNFgAQDAYZDMb58+d5PB6Xy3U6nYsLC5EXL0VFRc3Pzzc0NKEx6IqKipiYWBKJdPHiBbV65PTpz0ZHRzFoNIvFystD5OUhGAzW0tJSZGRUY0NjeXn59PQ0CoUqL69EIBAajSYxMXHUMHqwOD+i92oXd8TGxrLZbC63QavVbm76S0pKPvzwQ5VK1dvbeyc3V9ot/eijj6lUakpKCo1Gy87O7uvrqyivFLWJUChkcvLNmpoao9GIw+Hv3LmDw+GsViudXltaWlJYWNjd3V1WVtbc3Hywrh2NDuy9xO3iEydOQHNZZmZmVldXk5OST586ZbVae3u709LS6urqzpw5Q6VRz392ZtJq/fijjw0GA4lEJBKJFRWVqalpNCrNt7oaFRUpFAoLCgrn5+cIeEJFeQUSiRwYGMjNze3q6jqCCBzMe+l0uqiLl7AYLLIM2dXZubGxsTu+Oz1tk0gk0Pbq6uru0LXPt7a9vQ0ACAaDq6ur0Ndtayt/Z2cnFAqtrq7ujh2ur68fVQroA3qv7e1tAoGQkZGJrkJXVFRAw5xQBDY2NoaGhqxWCwDA7/f7/f7wPfl8PujO49bW1qpvNRQOLSwsyGRD4XB4a2trN1lDKBTaLflEdGDvtb6+fuLERysrXgDAnN0+Z7crFAoymVJdTaNSqU6nMysri0arxuMJIyMjJ0+d5re28ng8HA6Hx+M7OjpkMlle3h0cDsdisYaHh955bZdi8gAACoZJREFU+/dQJryvCvZesPd6WIUBMDU1hF58CrwQsT/On0ZoMXnrwbtvvFAoxGngRl6M6ujoaGlpMZlMXV1dCERBZmZmV1enRNKZl5dXXU0rKCgSCoUkEml83Hr79u1AIMDlcikUiqC1lcVkfvLJSZPJFBkZOTgoy8zMkslkSCSKwWDi8XiXy0Wn06F5r4eoMflQ7F8+/VDe68N393qv7m5pTk6uTCZTqVSJiUmjo4aYmJixMVNtLZPJZGZnZanVagDAuc8/t1gsFDIlJzsHgUAUFBbU1tbapmxRUZdUKlV09GWFYignJxeLwba3t5NIJCQSWVpamp+fTyQQr1yOaW9vR6HK+/r6i4uLcTgcDoc3Go1oNLq8vJzBYGxtbSEQCJVKDe6Ne6WkpOj1erlc7nA4lApFWlpGYkKyTqvr6pIikWWVlZWZmZnt7e0VFRVGozE9PX1nZ4fD4dBr6GKRmM1mHT/+oU6nj4qKbmnhlZWVmUym0tIyDAZbS2f4fD4kEjmiHjlYnIf7xv72z6MjIi5GRETuz29fTLvvuNfN5OShoSGFQjE+Pj41ZSsvL4+Jielo79DqtLdvp3Z3d585e0YkFlOpVIFAQCAQHA5HK1/Q0tLC57fW1dUl3LiBx+GoVGppaSkSWW4ymfB4PBKJJBKJ3lUvg8FsbeXdr+HfFrldnqf/4+mIX0ZEPP8g/jGigFBwz3uFRWLR2bNnoatiZnbGaDRkZ+ckJd3s7e3V6/U3btxgs1nxcfESiQSFRM3Pz8fGXg0EAlKptKysTNIhYTKZHx0/rtdqoy9dEovFGRkZFoulqrIKh8UxmcyFhQUOhwNNjXrcOpj36uvr++DYB2q1emBgYHFxQalUikSirq6u9vb2mpqaq7GxJpOJyWQymczmpuZlj6eooIjBYBDwBIPBIBaLadW0xsbGtbU1KoXidDrJZHIto7a+vt5kMjU2NlKrqUVFRRMTE4+/97vei/jyS/vx0oukXz2P3DvXPi0tDYvFKhQKlUq1vr7W3NSk1WoZjFqNRnvt2jUWi6VWq6tpNBqNplQqFQoFHo+jUqk1NTUWi5XFYlVTqwf6B8bHx/l8vsFgIJPJNBqtp6dnWC6n1dQwmczKysrtJ/RHCAf2Xmtra++//z607XG7nUtLcXFxCoUcABAVFTUyoo6JuQoAIBAIbW1t2dnZFovlrbfe4nA4BAIBWkxAJBI3NzdTU1OtVuuNGze+bjAP9l6w93pYhQEwCVqXXvs7zyt/tQ8rr/zVxL8+raOi/HvC6Ha7VUqVTqfTaDQOh8Nisfj9/s3NTYvFsrKyYjQYVpY9JpNJLldB/wwzOzMTDoc9Ho/L5ZqcsKpHVBaLZXt7e9pmCwQCJpNJoVDY7fbNzc3FxcVAIOB0Og8xWSWkseHh6L/84e3//qc3//TPbt1j7/atP/2zm3/yZzd/8CfIT0/sbP/RzAAowU9bW5vBYIRSyIjF4oGBAa/XazKZoKZCGWik0q6+vj6bzba6ujo0NNTZ2WmxWNbW1lQqlcvlnJqadDgWurt7Ors6TSYzlABzeHhIrVYvLTkHBwfNZrPJNOb3bwwMDECzVpeXlycnJwKBgNFo8HjcAIBwOGy1WltaWqDvFat1clAmW1lZdrvdSpVycXFRNiSbn5uTDw9LJBKTyeS7mxQxODMzPTM9o9VqpVKpWq2GblZubm4ODg52dnZarRaXyzU5ORUIBKCbVgeLs0ZhefkXiX/7d9eeffb6fXnmmevPPnP9mWeuffJ7RPgr702HY1EgEEokEomkQ6FQmM1m6L7qiFrt8Xgkks7FxUW1Wg1lLXK5XFar1e/3z87Ozc7aLRaLVNo9PCxfWlqyWiwej0etVkulUrlc7vP5rFbrzs6OzWabnz/qZKHfSMuelZ/94WfPvPHMs28+C/HMG88888aPnn3z2Wfe+BG08eybzzzzxo/+13/8OYaB2R33cjgcjY2N0FVhGjMplUrHgmN9fX1QNuj1eqXd0jn7rEqlkkgkOq12e2tLqVSGw+HFxUWLZdxkNnVJu+Ryud/vVyqV29tbw8PDEonEYDCurnonJqx+v396etrhmD+CCJTzy59KeSoiJWI/UiMirkXkNd/Z9V4DAwMnT56Uy+W9vb3Q8rr4uPgTJz52u90KhaK4uJjOYHz40UdMBvPkyU91Ou2Zz8663W42m43H42k0Wh4CgUSiXC7X5ehoDodbUFAAAGAyWVlZOVgs1mg0Uijklpbmxz/vLRwKBS98VvHczyt+8dx+PPfzyl/8JG+o3wJVg/J74XC4wcFBlUrl9/vn5+fff+8Pqalpa2trVCpVIpGkp2ckJiSWlSGTk5Lp9NqqyqqZmZmCgoIOSQcCkV9SUsLlNvT39+fm5iYlJVmtltnZWQwak5SUzGIx/X7/6VOnnlSmm6GhIZfLtbOzs72vgsHg5OTk3lSIoVCIRCKjUEipVFpSUiqRdDJra5lMZk9PT3p6ps1mQ+TlAQC4XG5/f39+fr5EIkEgEBQKhU6vZTLZXZ2dLc3N4XC4rAxpt9uvX78+M3P/GQuw94K91zfQysrKlFLxQCaHh5bn57/rQVx1LfdwhJ1Ngq6vpbWrSdDZyFepRp7g6Pp3XVtbmzMzUxMTlslJ6/7Y7d/qeVdPSqFg0DY1PTkx9UCslgnvyncj69s30rBpOK0p9YEkchK6R7vBvXfqwMDAB8c+aG1t5XA4KpVKLBZXVFSWlaG43AYoaxePx4OSzZJI5NnZmcTExK2tLUmnhEwiCYVt1OrqM5+dGTMaEm4kqEdGkpIS29pElRVVHC6XXkufnp4WCIQ8Hv8I1hyEw+Gmhj4UUlCO2g8USlBe3DxjW4Rq+f3+nJwcBALR0tJSV1c3MWGl0Wi1tbWZmVkKhbKmpgbKLoFEIilkcptQ2NTUzOe3Op3OKnSVtFvKYDCIRGJc/I0OSQcKhapl1OLxuBoajYDHV1ZWdHZ2AgDi4+NXn5D3MplMZrNpcnLigVgs419KthcKhaanp0dGRhYWFqA909PTOp1+Z2c7EAhAhX0+38bGxsrKyuzsbDAYNJvNRuNYIBBcX1/3ra0BADweD/R/d1+XsQz2XrD3ggULFqz/clpfXx8fN1utFotlfHFhYXZ2BlovMjMzvb29ZbNNra2tORwOo9G0tLQUDAaWlpbC4fD6+vqq1+tyOU2msYWFhVAotLS0BP3dqslkdjqdwWBwZXl5Z2dnzedbW1t70r38WkFDmFAExsfNHrd7bm5uZ2fH5/MtLi54vd7p6Rm/3z85OTE2ZvT5fD6fb319PRAIeDyezU3/zMz02JhpeXl5c3PTu7wcDASsFovZbF5bW4NKAgCcTueT+lEKJa57GD3Mv8g/DsHeC/ZesGDBggULFqyjE+y9YGBgYGBgYGC+t8DeCwYGBgYGBgbm6IC9FwwMDAwMDAzM0QF7LxgYGBgYGBiYowP2XjAwMDAwMDAwRwfsvWBgYGBgYGBgjg7Ye8HAwMDAwMDAHB2w94KBgYGBgYGBOTpg7wUDAwMDAwMDc3TA3gsGBgYGBgYG5uiAvRcMDAwMDAwMzNEBey8YGBgYGBgYmKMD9l4wMDAwMDAwMEfH/wc5ZVAumUhpeAAAAABJRU5ErkJggg==" width="400" /> <br />
<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikK2NujM-0STrnxETdBTG_I79NmqMdW5m-cEl9gTVASN7LKhWpamzYmd5iIYyum0oUUVSmeQdd2yGVZ955CYmq9LPi0cn02Cdi8nPj-lzwINTSATzIBaZb13QJPPrDqzLdn7GJ/s1600-h/clip_image002%25255B3%25255D.png"><br /></a></b>
The business service “<b>Customer Contract Creation</b>” supports the business function “<b>Contract Management</b>” (and is an integral part of the business capability “<b>Customer Contract Management</b>”, not shown on the diagram).<br />
<br />
In this example, the customers are internal, because the “<b>Contract Management</b>” function is a supporting business function which may provide a “<b>Customer Contract Creation</b>” business service to several business division of the Insurance Company. Sometimes, the customers of the business function can be both internal and external; they may be considered as being shared business services. A Business Service relates to processes, information, capabilities and people.<br />
<br />
<i></i><br />
<i>Example 2<b> Insurance Company</b></i><br />
<br />
► Business capability<br />
<ul style="text-align: left;">
<li>Insurance Claim Management</li>
</ul>
► Business goal<br />
<ul style="text-align: left;">
<li>Adhere to Insurance Policy </li>
</ul>
► Business activity<br />
<ul style="text-align: left;">
<li>Accept Insurance Claim </li>
</ul>
► Business Function<br />
<ul style="text-align: left;">
<li>Claim Management</li>
</ul>
► Business Process<br />
<ul style="text-align: left;">
<li>Claim Management Process</li>
</ul>
► Role<br />
<ul style="text-align: left;">
<li>Insurance Claims Acceptor</li>
</ul>
► Business Service<br />
<ul style="text-align: left;">
<li><b>Insurance Claim Acceptance </b></li>
</ul>
As with Example 1, The business service “<b>Insurance Claim Acceptance</b>” supports the business function “<b>Claim Management</b>”<br />
<br />
<br />
<i>Example 3 <b>Banking Business Services (associated with Banking products)</b></i><br />
<br />
► Banking Products<br />
<ul style="text-align: left;">
<li>Current Account</li>
</ul>
■ Savings Account<br />
<ul style="text-align: left;">
<li>Overdraft Account </li>
</ul>
■ Credit Card Accounts <br />
<br />
using a :<br />
<br />
► Business Service<br />
<ul style="text-align: left;">
<li><b>Cash Withdrawal / Deposit</b></li>
</ul>
<ul style="text-align: left;">
<li>May require several Application/System components based on the banking channel used by the customer: ATM, Kiosk, Internet banking, mobile banking, branch banking</li>
</ul>
<img alt="" height="250" src="data:image/png;base64,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" width="400" /><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwYlc1LwLb98b7uuZKYlMWPKEpJqwO98ht-vkaFznCZqoFOIW9m9qP346FFq9tnyahgPLiEy2BFBq-MCuZtvWPEgbe9szK8V-yArhatkzGXIC7hnAuhRGUiqObYbgdFuBX8O_1/s1600-h/clip_image004%25255B3%25255D.png"><br /></a>
I have in these three examples identified the following Business Services:<br />
<br />
<ul style="text-align: left;">
<li>Customer Contract Creation</li>
<li>Insurance Claim Acceptance </li>
<li>Cash Withdrawal / Deposit</li>
</ul>
<br />
However are these appropriate? Are they correct? Is this the right level of granularity?<br />
<br />
<b></b><br />
<br />
<b>The Service Model</b><br />
<br />
Even if your chosen architecture style is not SOA, you cannot really face the challenge of properly identifying the right level of Business Services without considering a Service Model. We have increasingly seen over the last few years an increasing number of implementation of Business Services as SOA Services which are directly related to software capabilities. It must also be said that other communities, such as those focused on IT Service Management (ITIL), are also looking for additional clarity.<br />
<br />
That Service Model should relate the Business Services to the Information System services from the TOGAF’s Application Architecture and then to the SOA and ITIL Services.<br />
<br />
Business Services and SOA-ITIL Services are related, but indirectly.<br />
<br />
A SOA service is not quite a Business Service because it is quite often a series of software patterns written by developers to provide information, transform data or do some calculations. It is a component providing a service which exposes an interface hiding the internal implementation technology. It is composed of three parts; a service class that implements the service to be provided, a host environment to host the service and one or more endpoints to which clients will connect.<br />
<br />
An interpretation of an Information System (IS) Service as defined by TOGAF is: <i>“The automated elements of a business service. An information system service may deliver or support part or all of one or more business services.”</i> One possible interpretation is that a SOA service inherits from the IS Service and that a SOA service could be categorized as providing one or more results (process, access, application, information, services…etc.). A SOA Reference Architecture might be of benefit and should also be considered.<br />
<br />
Another aspect to consider are the ITIL Services;<i> “An IT service is made up of a combination of information technology, people and processes. A customer-facing IT service directly supports the business processes of one or more customers and its service level targets should be defined in a service level agreement. Other IT services, called supporting services, are not directly used by the business but are required by the service provider to deliver customer-facing services</i>“. We could also imagine that ITIL IT services inherit from the same IS Service.<br />
<i></i><br />
This model below illustrates a way of extending the TOGAF Metamodel to show dependencies between Capabilities, Processes, Product, Business Services, IS Services, SOA and ITIL services. A Business Service combines people, products, and process and technology resources for a specific process.<br />
<br />
<br />
<img alt="" height="203" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjoAAAEjCAIAAAC0GzxZAAAgAElEQVR4nOydd1hUR9v//eP9XW+uK+1JNcaosZeIxpJX09TEaNoT7MZG7ErsDQKIDcRYqDYQZGkKSBNRY+yoIEVERGFl6b33suzumfn+/pjddaVJb87nui/dvXfOzJxzlvPdmblnpgc4HA6HUycUoOwfAigUoAIoQACBWzONVoNKARkooRSEUEoVlJLG3I0ebX27ORwOp4tDANrRdeBwueJwOJx6YQ0pWlBVfSE01isw0iswyjswyjfwkV/gI7/AR74q89Mw37r8zUjZQPoWOmv42y1n38BH3oEPvQMf+gY+PH874nzgA//b4WHiZNq4XwNcrjgcDqduWB8ggEdJGbP0j1t7XDf3vGXhedPa8zozK5VZa5hVXf5mpGwgfQudNfztlrOV53VLz2tWntesPa5ae/xr43nF8OS5DYdEjWy6crnicDicuhGUQ1eIkqTutfft6Op0Q1IKinZZcbnicDicliEAFAKAR/Hp+nYXAIBIKWhHhyt0YaMgoBQEoBTA07QsIyuXRgVacLnidDsoGxWnGsbhNA8CUKoAEBmfsd3uEgBK5RSUglBKKCUUKqMahrr8jUmJeqyRmdDnL1j9nzspocqAEaYVAEDpc0/dJb60uIZPua7qEVDKgispARCTlmVs5dy4P1LK5YrTnSAUcgqFxu9fSrhgcZoPFQAAj+LTDWz9oGxssfB2Cqrxo4hqGOryN5iSUsJaGy+UrZKTRmbCXrOsEhMSsrIy1U5QSgRBnXF6WlpSYqK6RHXplBKwQhtZXMOnXFf1VN2ryh+S4rSsndbOdbauXvi5SQmogssVp/tAAQEg6r8L9quOavx51NfgqtNfZ/qGU9aXbWPSN8PZ1BNph5ybdMpNTd/+ORMBhAJ4LEnfefI82LerVlEthwlHcHCwrq7u3Lnz9u7dl5ubS2sJWOPR1p5hZGRUw2lsvOvIkSMANm/evHDhQgAikWjz5s0ABEEoKysTBKEFZTYGCqh+QD6Xq1qdgbXuBVM5Llec7gVVSxSllAoggrLrg3Lj1lSjEOSgAKJUcqX6NdT6uLm5ffjhh3p6era2tj/99NPevXtbktsvv/xiYGCg6aGUBgQEXL9+HcCGDRvmzp0LICQkxMvLC0B+fv6vv/5aXV3dkkIbAVXJlVL2xWlZO61dyfNPNY0AytYeARX42BWnO0FBFVAQyCnkgEBA5KAK1Oqd4MatcUZAqkEBPExIM7DzAUAgZ8EXrUt2dvb777/v6Oio9hQWFlJKw8LCzMzMDhw48OTJEwCCIFy/fj0zM9PW1vbIkSM5OTkscWJioqWlpZmZ2Y0bN5hn5syZRkZG/v7+ZmZm0dHRACilERER7PWmTZsWLFgAQCKRhIeHS6VSPT29N998c/v27VevXr1582ZkZKS6Yr6+voQ0MhjipdSUq9jULGObM4R9VPP6E1ABVFC9JlyuON0HSiEIlBD20wwAVYUjcTjNQwEQAE8S041O+ABo3GpBTcbLy6t37941GjcJCQmzZs3S19dfvnx5v3794uPjBUEYMWLEqFGj1qxZ88svv2hpaRUXF8vl8lWrVv355587duzo2bOnr68vgMWLF/fu3Xv58uV//PFHz549w8PDAcycOXPlypXQkKvdu3dPmTKloqJi7dq177333sqVK318fPT09L788ktWBwMDg6+++qol3ZIvopYr5WhZbGq2oaVr4y4qlytOd4KyWCQ8Tc66Hi4OjEoMjEq4ExV/+3EcN27NsDtRkltRifejJO7XInaKbssFFpTQ+p2B5ubm48aNU3+L2QtN9ZowYYK9vT2AAQMG7NmzhzkHDx588uRJzfro6uouWbIEwKxZs3799VfmnDVrlo6ODoCFCxdu2LABGnK1f//+H374AUB2draWllZFRQWA2NjYnj17JiQkABg1apRIJGq9E1XLlcCUPy4j7y+Ls7cfSwLruv4qZ/y1SHFoYj6XK053QgCRUeD2w6eJRaWFckWxXFEql5fKFSVyRamGlbxodfrrTN9wyvqybUz6ZjibeiLtkHOTTrntLlHr5SwvlCuq5Ir7z1L1bC9QgDR6PdYmYWdnN3jw4Np+Pz+/RYsW/f777++99x6TqxEjRly7do19Onv27C1btgB48ODBihUr5s+fP3DgwBUrVgDQ1tY2MTFhyQ4fPjx58mQAixcvri1X06ZNAxAbGztixIi0tDR2yLfffmthYSGRSAYMGFBYWNh6J6opVxSAOC3H0NKtpK6LXyaTl8nlpXJFsVyRLa3+91EqlytOd4KCEABBTyQFVVKlB20yMM55NSDs2/M4Ic3I1g8ACz5t9WIiIyNff/31x48fazovXbrUr1+/u3fvpqWljRs37sSJEwCGDRt28eJFlmDq1KmHDx8uLi7u27evSCRKTk7+448/Fi1aBEBbW1tPT48lMzAw+O2336AhV5s3b1bL1fTp0wHExsYOHjw4Ly+PHWJvbz916lQ9PT3WVmvdzkCC552qsWlZRtZu9SdWvqgm5PbjNC5XnO4FBYA70fF5lVJ1/ziH01wIG/mMik8zsj3PPG0hVwAWLlzYv39/f3//qKioAwcO2Nraurm5ffTRR1lZWXfu3Hn99dePHTsGYMiQISNHjgwNDT179uzbb78tkUgSExNfe+21+/fvx8XFDRkyZN68eQBmzpz5n//85+LFi8HBwT179nRxcQEwa9asVatWAVizZo22tjaAXbt2ff311wCysrLeffddR0fH1NRUAEVFRYMHD3799ddZ7EbrypUAqP8wxWlZRtaudedOKQEICCBIBeFmdBaXK073ggLA3SdcrjitQvvJVWVlpb6+/pgxY7S0tGbNmhUVFVVdXb106dIpU6asWLFizZo1AQEBhJCxY8fOnz9/8uTJn3/++ZkzZwAQQkxMTCZOnLhgwYL169dbWVlRSg8cOLBz585ff/117NixxsbGTG9MTEysra0ppTY2Nvv27aOUurq6btu2jVXAzMxsxIgR6gD61atX9+rVS6FQtOpZcrnicNRwueK0Ju0nV2rKy8vre1tZWTl48OAbN24QQmq0eKqqqtQezbhzmUxWI391stptpqqqKrlczl7PnTuXDYxRSnnrisNpA7hccVqTDpCrOmGCIZVKx44de/ny5bYuLiUlpX///iz8vVUjIblccThq+NgVpzWpLVcdGrxDaUpycmVFRVuXU1ZampSY2DZ5v/A3+Sw9m8sV51WFt644rYlSrh5J0gzYIkwdCtV40Ubf7Bo5t0VBmvP2xenZf1m6cLnivJKo5CqfyxWnFaBsyaWY9JxF+id3WPputvHbanNuu7Wn0mxUZu1Zh9OmLmfjU9ZKv62+TKzP7bA+t93aa7u1l4GV+9aj57ccC9C39thu4/Hy4uqvXr3FNfJE6v7o3DYbVttzetYea/ef/uuYJ5crzisJ7wzktCLKbZlkckGWmVMUn54vycyOy8yVZOR3gGXW8zojX5KRH5+RL8nIj8vIT87MC4xOvRyRkJypdDazoFpFtKLFZebHZeRLMvISM3PyikvrvvhcrjjdHC5XnNaDAhSEohpQx3N3QJxFU0nLL32altvRtWg89fQ4crnidHP42BWn9aDKhVIEAgiAApAr1xLv8E3ka5uCqtbgSMgujErOBtDRVarL2CLryr9NQimlXK44ryhcrjitiPJByvZeEigUFHIKgYB0KqMgoAJVLW2UkF38KDkHQIdXrLaBatSasp1C6onm4HLF6ebwzkBO60Gg3g1e/U6pCp3N2CAb67KMzy6OTM5FR1epnnpqbH5J2U5WXK44ryaUgreuOK0EpQKlRNkEYA/Vl+w/3HEGQlStq8ScgscpWZ2ztqq2FFH1rSrq3e6SyxWnGQiAQAmoAlSh6sMnqh6STmVySmQAgqPjCyuqKECp0CnrSYjGxpGUUkJBCVfWzscLAyud/AZRdWdgYnZRVHJOB1fnJaj/KuvtC+RyxWkOQld6klIAEU8Ty2Xyjq7JS1FdVUoFQkm9fSIcTmNQNQKBpOziTi9XjYDLFacZUCKXVVenZhdI0vPi03PjMvKfpefHpedLOpnFp+fGpefEZeZ7Bz4KS8gQZ+Q/y8jthPWUpOc/S897lpHzLD0nKaewXCZQSikRuF5xWgCXKw4HAOidqGcL9Cz/svbYYe251cZ3m43vdhvv7TZencp22HjqHfXcctRH7/TVLcf9ttp4bTt6bltH16pWJb2223htPOa35ZjPDhuP3/UtHySkAQBVqIeiOZymw+WKwwEAXAqJ3O/ip+FQj7xwmg0FYGrrdv/JM7TRJrWcVwguVxwOAOBayKODSrki6oDUjg4yqis8SnPoVj021PkMAKgcgImde/BTCQCBUi5XnBbA5YrDAQBcDn283yUAAIiUzUqnlLZktmA9xv7knht50Wp7ahgomzdPKCg7QH1UA9nWY203WZISChAFgD1254Ji4gFQKvCRK04L4HLF4QAAroRGHXb2BwAisP3aKAtFVU6j1DDNB35t50tT1oRQKqiTUSJQonpN2UfC8xyUEw8JqEApeZ4ZVc9IYe8ESgSqUbo6Tyjn2QigzToRNO5SaEyN3GvnGfw0XllJHmrBaT5crjgcAMC/oY/MnX1V78gLj/9WJTEx8eDBgzt3GhsaGpqZmZWWllEN2J7fTJVqeQBA00mocoNw9m9ycvLSpUszMjKYhzC9U23sTWvRNuenQtWWMrV1D3kqgfpvk8NpJlyuOBwAdcgVaaMn67Fjx9544429e/fu3r370KFDpaXKzQU0JaROLalTYyIiIpYsWcJep6en79y5Mysrq3ayNhen2lCBKkMt1HLFgy04LYHLFYcDoB3lysbGZtKkSZqetLS0Bw8eMEVJSkp6+PAhgNzc3NjY2JycHJFIFBQUBJXkVFdXe3h42Nvb5+TkVFRUbN269c0333R3d4+NjQUgFotlMhlLGRYWZmdnd+3aNVaKXC5/+PBhRUWFt7f3uXPn5PK2nmVM6mpd8c5ATrPhcsXhAGjf1tXXX3+t6Tl69OjkyZPZa2Nj46lTpwK4evXqp59+qq2tPXv27Pfee8/d3R1AWVnZ9OnTp0yZMnfu3Llz58bExEydOvWNN96YM2fO+fPnc3Jy+vXrl5ycDGDXrl1Dhw5dvXr1iBEj/vjjDwDV1dUjRoz47rvvZs2aNXTo0CVLlmh2JLYBXK44rQuXKw4HQDuOXTk6Or7xxhu//PLLDz/8sHXrVgAnT5787rvv2Ke7d++ePn06gOvXr7/xxhuspWVoaPj9998DOHHixMiRI1nK5ORkSum1a9eGDRvGPPHx8QMHDszPz3/69OmHH34oFosB5OTkfPDBB7du3QLw0UcfmZiYAHj06NEHH3yQnp6OtpMr3hnIaWW4XHE4ANpRrmxtbQcMGODi4uLs7HzlyhUAJ06cYC0qAHv37v3pp58AXLp0afz48czp5OzE+g9XrFixdu1aAETV9jt//vyQIUMEQQCQmJg4aNCgsrIykUg0YcIEdYnTpk07ePAggOHDh0dGRgLIzs4ePHhwTEwMeOuK02XgcsXhAAD+DYkyd2bThCmUO9S1CUePHp00abKmx97eXt09uG/fPrVcjRkzhsmSg4MD6y1cvmK5jo6O5rF+fn7Dhg1nrxMTEwcNGlxWVu7i4jJq1Ch1mi/+7//sbO0ADBs27N69IACZmZlDhg599uxZ25wiQ7mZuoZcUS5XnBbA5YrDAQBcCY06omxdUUCgIJRqTDHSXLCB1OVvZErAxtLmi7FfKMshAHD7ZuB/3nzn6eOnD0If9Ond57dffgNw4fyFz4Z+RuQEwKkTp76e+DUAj7Me77z1zsPwiLSUtFMnT0krpGEhYe++/d6DsAdlJWXJiSl9e/fNzcpNT8344L0PT586XVFW4erk+tGHvVKSUwS5MODTAUF3gwBkpGX079tf/FQM1mnX+BOhjb0UVLWGhYmtB5MrPu+K0zK4XHE4AIB/QiMPu3ir37JtgGqtQdFiA1xdXObPm6fMnhAKKiiEDevXDxo4cKa2tq7u2s2bNlHQmzduaP/2X0IIQL29vBYvWgRQQoihgcHwYcNGjxq1edMmQaGQV8vmzp7d/9N+7mfPlhQX/zB1alZmJgBfH5+xY8dMmDDh22++uXzpEoCqysofp0179PAhgPzcvB+nTUuQxAOU1rHURisYAVjo4T47jxDlNGG+DCOnJXC54nAAAFdDI484q+VKABUI+6+1rbK6qqyyQk4EAURgS2gAAFLSUyuklQDKqioUlFTJq0vKyxQQFCDVCllpZblCtb9hRk5WcnoqVK0aBSVJaSnl0koFFUory+VEEEABlFaWxyclVsmqAQiUyKlQXFYqIwoFJTKiKKkolQkKAURBSaufI9F4sqg7A8GnCXNaBJcrDgcAcD00ytzJF8q1l6oBKQWt2ffVYtOcCEwpreF8jsqhTKN2vpjy+VoXDRwFVRF159n656jqEpSDyADstz0b+jQOYL2rvDOQ02y4XHE4AICr96PMXS50dC26IaZ2Hvf5IkycVoDLFYcDALgU9MjY1rOwpCyrpCynpCy7pCyzpDyrpKxTWnlOWXl2561eWVZJWUZJeVpJWW5J2TbrM/eUY1cKPnbFaQFcrjgcAEDYs6S1u6yMDtkbHj6tb+5gePj0X0ecdph3LtMzd9Izd9xmfnrdkbObzd22WYi2Wzjqmzt2eMVqmUjP4rTBkdOGhx3W7jsek54NCiooaAtbV8ruUIUqEkah7LvlNB91Dy0FVXRwXV4ClysOB6CEKIiiUi6vkMpL5fICuaxMLquSyco7ncnLq+UVcvm/kQmpxRVlcnmpXF5ZLS+XyTu6Yi9YmUxWIpdXyBSVMkWZoJASgQoCIaSFykIp25JYQZQjbnIKohz+49YsY/pPmOxTQgCh8w4wcrnicAAQOYFc3VFFak4p6jymfJaERMeVVUo1TqATVvj5D3dCCFWQFretQEEJFIJyvQwCSAGZ8pHLrZlGnsdyakxraNmNaiO4XHE4AEhbL0/eyoTEpVR2dB2aBpEJtOXrWhFA1hq14dSHDFTWWdtXXK44HABAfFaepVuAjavvcVcvK1d/a1d/G9fz1q7+1i7+1i7+Vq7PjXlq+Gt7XpqyOTm7XLB0uWDl6mtkf/mQ0yUrFz8LN38rlwvs0/qybV71Xnp4AzlYufhbuF20dj1v7eJ33P1yekExqIKQlsZZsFab5+2Hh528LV3P27j4W7gGHHENsHC9YOl6wdL1goWGWTborOF/afqX5vDSbJtUvXbImb01dw2wdD1/1NXnsMjb6/4TKHee7pxwueJwAACXQ6NWmdheCXpwKSjsQvBD/6CHF4MeXr6nsiANu1eXvxkpm5E+KPJSUOTFe+GXH0n+uf/4n6AHF4MjLt+LVKavL9tWPJH6sq2Vw/ngqAtBkZfuPVxufDL4aQIAkJaO5BNKKcXGv90cfK/9GxRx7d7Dy0GRAUGRl7k11wKCIi8HRdwMCj/h+c8may8WcMHlqp3gcsVpHteCH1m5XuroWnRD9tv73HsiAQiE6hZ2MhFKARjY+CYXlLVO5TgqxOl5+rb+AKWCvHN2BXK54nCUXA15fMQpAAAoW/JVHSTVVkYpqWksROslRwGUKChbMJYCbKChDevZTCMKtqqF6clz95+w1hV72rxo6jH/Op30BSd7tcPGR5yRBwBUAJW3w9RjqkL59Wj68RpP2qYc1S6wwIpH8Rl6thdYsYR9o2pd/5fcrGakbPB21zDNi5iQXcLlivPq0m77XalRbeYLSqnA4rzb6wnVLihPxtTWPfSFNQObL1cs3x1HvSXpeQAARdvfJfXJUPULtrtYUyFNGRIihLDvQ9t/JSg7mUfxGUa2/gCeX/bOJ1fqL5Uku+QxlyvOK0v7y1Vt2uXx1F6ozkRjiVsBymlSzTRGh8iVJk2Vq4yMDH9/f7m8adGnLzTp2hC1XKUZ2Z4HoNw9pwW3qY1M81uQkF0czeWK88pSS67aPD4qOTlZV1d38eLFK1eu9PX1BZuf1G3k6nnr6mzI0zgAgKJVOu7aWa58fHxGjx795Zdf/vzzz6dPn4ZGS6uRBAQEfPzxx2VljR1vUygU0dHR1dXV7fJleC5Xhrbs+986t6kNoOqKcbnivNK0v1x5eHi8/fbbTk5OxsbGb7/9tqWl5UsPqfPn9ksfajUStFcbTlmGia178FMJAMLWDGxMB1F9vUmgAHYc9Y5LywXQPnK1ZcuWcePGhYaGnj59+rXXXmOKpUntXr4aV/j27duDBw/WlCvNQ2rfi5KSEi0trYKCgtY5gYahSrmKik8zsvUDQCFQNmrbqToDgRfkKofLFecVpv07Az08PD7//HP2+siRI3369AEQFxd37969f/75x8TEpKKiAoC/v//u3btPnTpVXl6uPvbcuXN//fWXn59fdXU1gMrKSltb2927d4eEhAAQBKGysvLkyZM7duwIDAxkD8RLly5t375dJBJVVla2h2KpCthn5xn8NB6AoBwRaWlvYDvL1bZt2+bPn89e6+joaGtrA/D19fXy8tqwYcOWLVsApKSkrFu3bs6cOYaGhsXFxSxxTEzMsmXLVq9evX//fi0trerq6pycnH379pWUlABISkratWsX07CMjIyNGzfOnTv36NGjRUVFy5Yte+2113788cdDhw619dlB9bMsKj7N0NYfTCgo6fi+vxqKploohX0LJDzUgvMq0/5y5enpqZYrMzOzzz77DMCZM2fefvvtH374YfXq1SUlJfr6+lpaWnv37p08efKUKVOqqqoArFu3bvTo0du3b588eXJISIhUKv3ll190dHQsLCyGDh3q5+cHYOXKlXPmzDE3N9+3bx8AV1fX8ePHHz9+fMuWLUlJSWh6j1bTUa4QuM/WMyQmkbla+NRi7DjmE5fGHlXtIVfbt29Xy9WECROYPm3cuPH//b//t2bNGhcXl8zMzM8++2zDhg0eHh6TJk364YcfABQUFAwaNGjDhg1Hjx7t06fP0KFDATx9+rR3797p6ekAbt269e677xYVFVVXV48bN27RokUeHh6rVq2Kioo6e/bsRx99ZGVldffu3ba/TYJSriRpRnbPN9DpaHmq9+4zEvLKHibntvGVaXu4XHGaxwtyRdtDrnx8fD7++GN7e3sDA4N33nnnzJkzANzc3N55553s7GwAUVFRPXv2ZOqiUCj69u3r5+eXlZXVq1evuLg4AHK5vLKy0snJacyYMVKpFMDevXsnTpwI4LPPPjty5Ii6rHXr1n333Xfqt+0ySKZgDxkTBz/Xqw8ex2eEi5PDxKkhz9KabRHixMfiRN1DHvGZ+QCUi921Mbt37+7fv7+ent706dM///zztLQ0ALq6uj/++CNLcPjw4XHjxrHXOTk5H3zwgVgs9vDwGDlyJHO6u7sPHDiQECIWi4cNG5aRkQHg3r17AwYMqK6u/vfff/v37695O4qKioYPH56b2y6PYyqwQPbopMx15j5PJJkPxamhLbtNbWGh4rSI2OSI2OQH4pSHz1KuRcRFp+d3zhG2JsDlitM82l+u/P3933nnnaVLl27YsOHmzZvMaW9vP3nyZPba1dV1zJgx6vQzZ848dOjQvXv3tLS0FIrnK0QYGRn17dt3zpw5s2fPnjJlCmsKXL16VUtL64cffggKCgKQkpLyww8/fPHFFyKRiFLaHnJF5ewS7rH3ufQgtrC8Mr2sMqu8Kqu8stmWU16RV1axwco7TjXvikJoa9U1NjYeNmzYkSNHzpw5w/rxAKxZs2bbtm3q10uXLlWn/+yzz65du3bw4MEZM2Ywz40bN4YNG0YIiY2NHT58eGZmJoDQ0NABAwYoFIpTp05988030GjvpqamDhkyJCEhoY3PDABAlY3gR/HpW475F5VVZpZVZpY1/x61kWWXV+WUV2aXV2aVV2aWVuaXV0oFInREXGhrwuWK0zw6tjMQqqeVg4PDt99+yzxeXl4DBgxQJ/jyyy9FIlF4eHjfvn3ZkBXDwMDgp59+IoRUVVVpjuFXVVXt27evd+/e7PkIICAg4L333vPx8QHavjOQKhXRxNY9JCYemgMQLckV2KbuDGwXudq6deuCBQvUb9kVXrNmzYYNG5hnz549X375JXudn5/fq1ev+Pj406dPa2lpMae7u3v//v0JIcnJyZ988glrnwUEBPTu3Vsul/v7+2veZYVCkZWV9emnnyYnJ7fxmalKBABExafutPVpnxKbRY0eQQJUg0jrTd4l4HLFaR7tHxl45syZ/v37s3aSOvbh5MmT6p6l3Nzcvn37bt26VSwWW1lZ9e3bNzs7u7y8vG/fvjt27Hjy5MnBgwcjIiKioqI+/PBDT0/PnJycoKCg8PDwqqoqd3f3jIyM27dv9+rVKyMj49KlS5GRkVlZWYMGDXJyckJ7jF0pC9hvdzbsiQQAhGpKhZZsScKeWDuOesals7ErQtHSPbReiq6u7rRp01SnRJlcLV68eNmyZcyZkJDw0Ucfbdq0ycPDY+rUqax1m56e3rNnz61btzo6On722Wf9+vWrqqpSKBRjx46dN2+eg4ODlpbW+++/X1JSUlxcPGjQIB0dnTNnzixcuDAqKkoQhH79+q1YseLGjRvtEMPJpoNFxScb23oDAJG18Da1hVFQQFBveUJBKFV0+v0kXwaXK07zaH+5CgwMXLVqVY3Zo5cuXdq8ebP6bXh4+NSpU7/99tuff/753r17zHn//v3vv/9+woQJCxYsYD/VfXx8pk2b9v333//222/+/v6CIOjq6k6ZMmXatGlnz54FcPz48cmTJ3/33XcGBgasZdYOY/jsP/U0Yfa3WcdyBY029vta/6hHfDvK1YULF5ycnGpcLi8vL19fX/WPjIcPHy5ZsmTevHn79u1jg4gAgoOD582bp6ure/Xq1dOnT1dWVgKIjo5esGDB8uXLr1y5cvLkSRYZGBMTs3Tp0lmzZpmbm7PDr4Q5aYsAACAASURBVFy5oq2tbWFh0cYnB4Co5l2lGioD2Vt6m9rC2K1nzXNB4+dL14bLFad5tL9csSddjWEk9uOd/YpX9+wVFRWpP1U71QHTqsWcaEFBgeaYVkFBgaYyVVRUaB7S9p2BCig7Az1YILscACggtMAoAL2jHpJ0FobQHnLFqHO0j6io0187kzqvee01MhqeldXKqEItIuPT9W39obzKLbxNbWEEVG207njBLgeXK07z6KhFmOqb+Vs7IEK9iJzmhkS1n5iEEKLxBFT2X6nyoYQIgtAuWxqpW1ce95/GA2CVqLN/j9bjrOFn7DjqJWGhFqpFc9sUdj1rXHbNG6T5EfMQdpHZnVWlVKP+maJ+SzQO1/TUJ3utCVUGsj+KTzdQrRlI2frJL17/+m5KbWfjUzaQvq5YdvbrROPQtu8pbVu4XHGax/WQh9aunXmouatiZnvm/pM4AKpnYEsxsHFPyFav+NDFH1idhidJmcYnvNBOUbFNhmr0ARKVsHX5e8/litM8/g15uOu4a0ZhSXphcVZBUXpBcVphh1tJjbephSUphSXphSXphSVphcUphcWphSUayUoazESdss5krWwZBcVphSVpBcX65vb3njwDQElLp0kRCgWww9z51hNJVmFJRkFRVkFRaofdjgY8JfV8VPOGvixNnfm0pmUVFGcVFKYXFv8b/nSn9RllB1unU6tuCpcrTvMIj0tes/f4dgsnA3MHQ3P7HRYiPQvRX+aOnc0MzJ0NjrgYmLv8Ze6sb+70l/Jtx1eshu2wdN5m5bzVXLRh//GnaVkUgCBXrafaTCioAHrY1X/DAVtDcydDc5HhERc9c+cOP9mua3rmznoWp7dbijaYnDzp+Q/Yr4r26CvmcLniNA+iIESoprRcEKSCIBVIhUAqBFLVyUwqCDJBUSUIlYRUCkQqKKSCQioIHV6x2lYukFKFUK4gUkplhBIKSmhLu2+IAgq5QFGpEKoFUi0IUkGo7Ogz7dJWqfqqSwUioyCECEToRtsCdG64XHGaQysNq7QLCgqo9tBVh/V2QjSiyyjBi+ESzc2SUuVOtwyiDujgNBd1fAOLvuu836duCJcrTjNQP/VVEbJsV3Whw6eb1Jx9QgkEQQHEpmWVy1hkOKVAh1estikjtzTiHlv+c4CCyEEFKBSgBJTFsLF/uTX3NlGBglJKIQAK5Tepy/x06+JwueI0A6r8R1DteCuAKtjrzmVEAUEhAEHR4pLKKlZrCnR8xWqZ8lGoni0FtsxFC5+DggAKVLGMKaEUUCojt2YZAZUDlEIBAsgpheqmcdoeLlecZqDRuQTSifvXAApKFEBQbGKhlC0b2LLohbaDCqA19qUlLZUryiRPQVVzg4TuMFm0YxHYXCYKBZer9obLFae7QwHci0lVyVVnFVYOh9MwXK443R0uVxxOt4DLFae7w+WKw+kWcLnidHe4XHE43QIuV5zuDpcrDqdbwOWK093hcsXhdAu4XHHaHwoWty2v4Ws7QmKSilRyxeO4OZwuCZcrTvtDACpIqaKqlND8qurcSmluZVVuZVVepbR1LbdSmlUpzayUXn0oLqiSqvYB4oLF4XRBuFxx2h8BYBv1hSdk/hMcfS868W504t3ohLtP4lvd7kTH34qKu/c0sZIQ1WIcXK44nC4IlytO+6Ngq60BYXFJOUUlbV8agOerD3Cx4nC6JFyuOO0PBaWQAQiJT07JLySAjKlKqy9JCioHqgGZch3SFi9rxOFwOgouV5yOgRIA4ZLUzNxCgBIip8pNSVrXCKEyAoVqEV4FOuFG5RwOpzFwueJ0DAQAQiVpWblFAAURlM0etdCoqSFAqOej2k4AlKjWjSVMrminXeKWw+E0TG25eunjghu3FhpA2TBSUHxqen4RAIo2aVtRjQXjWblEtUMHt1fHVI8x3hXcxaktV4Q9OChAKAhRpej4jdG4dSdjfXKhkrT0vGIAqi9d6xtRGQWlgNrZ4VeAWxsbKIUAQQDbkVOgqBZAuV51YeroDKRyUAUoBWFdNGwrbgU3bq1nAqgMQIQkJSuvEACoDFTe0bXi1r2MsiAe1s9MCQQF5c2rrkxdY1eE/QShL7ScO/y3ErfuYwJAQQGESlLS8tSdgR1fMW7dydiDS+NpJ/CBy64ND7XgdCARiRk5RWUdXQvOKwPlw1ddmdpytdX2iv5x353HPA2Pe+kd9/3ruJ/RcS/D4z4G3Li1kukd99M/5m143Hvdiat6x/0Nj3n9dcJX/4Rfh1eMWzcy3x3H/QyO+xkf8zQ6dmaHlctJz39kHf285bSI2nKlvc0mPDHraWLa04TUqKTMqMTMJ4mZTxIzoxMzo5NUlqiy2h5NZ50pG0jfQmcNf/Oq15ic2+hE2i7nlp9IXSmfNO9EEjOjkjIfJ6ZHJ6SFpRRGJ+U8TUyLTsxgiRv6srXKJWrMpWhS+pZ/7ZuUSeueSDvk3KRTbsVLlJQZnZTxJDHzaULG48Q0/9AnW8wcKjv6ectpEbXlatkeez6PksPhdCdSCkt2mZ+W8TniXZracrVorzNbzw1UeB50weleUEoJJfRFmnY4Icp/W1INjf9ZbixbBnvdnGybdVKc7ojyG5CUk29g6cg7A7s2dcqVwOWqu1P7Ud6MJztTl1asUu3cmi1X7L9WrB6na0I05EpU3cGV4bQMLlevJurGR3l5eWlpaVMPr66uLiwsbPXmizq3kpKSsrIyNFeuCCFFRUVyuZzL1SuPwCLauVx1B7hcvcocP3586NCh33zzzfTp048fP860oUZPWp2a5ObmNmXKFIVCUSNB7UPq65SrnYB5SkpKdHV1v/rqq4kTJ+7atUudoeaBtduFNZJlZmaOHj06JCQEdQle7dx4n2H3RaAg4HLVPeBy9WrCHtCLFi2aNm1aZGTkmTNnXnvttcuXL6sTaI4b1ZaH3Nzcp0+f1tl2qbOHsIantjyoj9q5c+eoUaNiYmJCQkIcHBwUCkXDeqPpVJcilUqjoqLKysrqLKjOorlidVN466obweXq1YQ9nXV0dDZt2sQ8Y8eOtbS0BGBhYREQEMAS/P3333fu3AEQGxu7cuXKmTNnnjp1ilIaGRlpbW1NKY2JibG2tvb29p4zZ86ff/7JeggBPH78eOXKlXPnzrW2thYEAUBCQsLq1atnzpx57NgxSmllZeWePXu0tbU3bdpUXFwMlZDMmTNnxowZNer5+PHjVatWzZ0719LSkuXm6enp7Oysq6u7YcMGfX39iIgIltLDw+PkyZOU0gMHDqSnpwPIy8vbvHmztrb29u3b8/PzAURHR69evXrOnDnm5uZyuZw3sLo1L4xdyTu4MpxWgQJERgiXq1cF9nRetWrV5MmT/fz89uzZM2HChLy8PABfffXVrl27WLJx48adPHkSwMSJEw8ePBgaGurm5gbA2dl59OjRAAIDA//nf/5n4cKFrq6uw4cPX7FiBYCUlJRRo0Y5OjqGh4ePGTPm4MGDAKZMmbJr167w8HBnZ2cAe/fu/e6776Kjo+3t7TMyMtRVun379ptvvjlv3ryYmBhWh9TU1FGjRjk4OISHh48bN+7AgQMAtm3b1qNHj61bt/r6+v70009//PEHSzxmzBgLCwtCSO/evSMjIwH8+OOPM2bMuHz58po1a8LCwvLy8kaPHm1vbx8eHj5+/HgTExPU0+HJ6RY8lyt9S6fianlltaK8WiivVqitQmUNOytelrKp6ZuRsoH0LXQ29UTaOWeVX14mU5TJ5BUyeUFl9ZXIdC5XrwSsKfPnn3/27dt3+fLl48ePHzlyZHBwMIBp06aZmZmxZJMmTXJ0dAQwfvz4LVu2SKVS5ndzc/vqq68A3Lx5c+DAgVVVVQBcXV1HjhwJwNLS8osvvnjy5Mnjx4/19PSYc9KkSWvWrKmsVM7U3LVr16hRoxISEthbqopiBxAaGjp16tS33nrr8OHDAKytrceOHRsdHf348WN9ff3hw4cD2Lx587Rp09ix//zzT79+/QRBEIvF/fr1y8vLq6ioGDZsmEQiEYvFH3/8cVFRkfrEjx07NmbMmMePH0dHRxsaGg4bNkxdgTa72JyOQzXRKim3YJP52XuxWUGxWXfEeXfEudy6nN0T59wR5wQ+y70jzrn9NDMsPp/L1SsBezr/8ccfq1evZh5jY+Phw4cTQn7++WfWggEwderUU6dOARCLxdra2kOHDmXq5e7uzuTq2rVrY8eOZbmdPXuWNbkMDQ379eu3bNkyHR2dxYsXs9ySkpJmz549dOjQEydOUEorKip27NgxdOhQXV3d8vJyTblinD59ukePHomJiWZmZn369Fm+fLmOjs6SJUuYlK5bt27jxo0spVQqHTx48K1bt2xsbFhHYkFBwdChQxMSEm7cuPHZZ5+x/kOGkZFRnz59li1b9scff+jo6Ozfv59VnscQdk9UcpWYXbDDyrWEQqBUQQQF1TCishY6a3xUp7POTBqfsoH0LXQ29UTaP2cqCIQoCJFTKqdUQQhAuFy9EqjHrtavX888586d69mzJyFk/vz5BgYGzDlixAimT4yAgIB33nmnpKTE29ubydX169dHjx4tl8sBnD179vPPPwdw6NChKVOmaBanFoOrV6++9dZb6kZVUVFRnz59mCISQgRBkMmeT+V87733QkND7ezsJk+eXKP+f/7559q1a9VvN27cOH/+/GnTpnl6ekIlV/Hx8dHR0R988AHr5ASgUCjMzc2//vrrGpeCh1p0X1Stq+x8fUuRsmnf8YvFc2ueEda7S9geDlTgcvUKoaOjM3jwYAsLi927d/fp04cN5Bw7duydd945duzYsmXLevTo4ebmJpVKd+zY4evru2/fvjFjxlRVVbm5uWlpaQG4cuXKwIEDmVyJRKKBAwcCSEtLGzhw4ObNm728vMzMzAICAsrKyvT19b28vA4ePKilpZWfn29jY3PixAlfX99BgwZdvHiR1Uculy9btuzPP/+0s7PT1taeOHFiRUVFTk7O0KFDN23adO7cuQMHDvj4+ABYunQpG69iMhMZGdmjR4/+/fuzOWR5eXkfffRRZGQkIWTKlCmTJk2ys7ObPXv27du38/Lyhg4dunHjxnPnzpmZmXl7e3fMpee0E0q5SsnJM7Q8Xa3cVJhy64pGQZhkCaotwrlcvULcvHlTX19/69atW7duPX/+PABKqVwuP3To0JIlSzw9PUUiUVhYGCHEwsJCR0dnw4YNsbGxACIiImxsbCilcXFx5ubmrPEUGRl55MgRph8xMTHr169fvHixrq4uC9uzsbFhjbno6GgA//7778qVK5cvX+7n5weNQPaQkJDVq1fPnz9fT08vNzeX1VMsFq9fv37RokW6urrh4eEAfHx8vLy8oDHTa9euXSKRiKWvrKxURwbm5+dv27bt999/P3ToUHl5OYBnz55t3LiR5RYWFgY+cNWdUYZapOTkG1o6KFvuHd9K4NY8E0AVKrUSAN66ejWoe/2kelYtqvE0V6fRTKxOU2fO9eVQoz51HtjALK7aMeg1MmnMvCveGdh9oYDA7mtyTr6B5elqlZdbl7UX3tVc4paw28vpXmjOjVU/9DVXmIVqpnCNp7nSCVBQzcRq3SCqXGqUWHMZC0LZV0+z0Nq10nzL/iUaAkYBSqmgkih1+hdy0ChX81NNJ5erbgpVy1ViTp6B5WmZ0tvxzQRuzTKNG0sBSnss23OK/+FyOJzuRGpR6S7z0zLKn23dCIoe/91qfVecGiFOjIhNCBWnhIpTH4hTHohTwrlxaw17IE4JEaeGxiSGxybclWQ8eJYaEZv0QJwcJk7u8Lpx604WJk6OiE19GJscJk70uhu52cyeb8/Yzehh4HjdyM5/t633LltfAzt/Izv/3ba+xnbnje3O71SZscpqezSddaZsIH0LnTX8zaveSw9voMQWOtsu55dm+9JMmlSxhm+Ksd15Q7sAY1vf3bY+a6z99I/57jnps9PW18jOrx0uUWMuRfNOvNlf+yZl0ron0g45N+mUW/ES7bTzN7C7YGzrv/ek925bD8NjZ0/7XuOLMHUzenR0BTivEJHJGXml5R1dC84rAyV8KL470UMZ4K4azVLR4YNs3LqPqYPzwiSp6XnKFZIIHwPn1qrGHlwaDzcBVACnG9EDVA6qAKUgFEQAFUAJoODGrTWNygE8kKRm5OUDAJWD0o6vFbfuY+zBJQPYxBxKIAiUt626FT1Y8DqlAKUgBJQKAOnoH0rcupcR9js3TJKekVcIAFTQmFLRvDxrzs9odPr6cmhqZWofyNuLHWggFAIEAWzihUBRTbhadS96qP/e1Kjf1vdRja8AbTBlA+lb6Kz9TWxG9V56eAMlttDZdjm/NNuXZtKkir00vfIVECJJy2CdgRQUENSzupqRM4VAKCFUcwpVfXUglCoUQs2UrEOBUlYHSuv92td2qg5XHqvOoTGX7qXXufHOGv7OkHOTTrkVL1EtD1X2N3O6ETzUgtMu1CVXtafxNjlXSmgj1lbXnEes6aw5G7opNamxxAabo9yEqnM4nCbC5YrTLtSWq3qWgGokMplMLBYrFIrGJJbL5WKxuLq6js3Qi4qKkpOTay/v9FLU6ZOTk9muynylDA6nTeFyxWkX6mpdUUr/+ecfd3f3RmXwohhkZ2cvX768rKxs//79EomkzmTq11VVVUuXLmUbi2i2hwDcvXvX2Ni4gWNfyr59+27fvt3IxBwOp9lwueK0C3XJFQBHR8e///4bQHJyMtsWi1IqCEJlZWVycjLbF/jp06cZGRksm4SEBLFYDCA7O3v16tXl5eUxMTFlZWWJiYkSiSQnJwdAdXX106dPy8rK2CFxcXGxsbHr168vKCiAhkrp6uqmpqaGhISYmprGx8dnZ2cDkEqlxcXFTP8qKiqio6NZHcrKyioqKiilJSUlbP8UsVicmJiYl5d3+PDhixcvxsTENLKpx+FwmgeXK067UI9cubq6njp1KiIiwtDQ0MfHh2lGaWnpnDlzWLPJ0dHR3t7ezMzswYMHSUlJbNsqJyenkpKStWvXVlZW7tq1SyKRXL9+3dDQcP369RUVFfv373d3dzcxMcnNzT137pyxsfHBgwd/+eUXtjkWkys3N7dvvvnm9u3bjx490tbWFolEa9euTU1NPX/+vLa29oULF1JTU42MjFxdXbdv3y6RSJycnM6cOQNAT08vPj7ey8vLyspq4cKFZ86csbS03LBhg7W19b59+/gmxRxO28HlitMu1C9XDg4OgYGBS5YsCQ0NYY/7/Pz8+fPnV1dX5+bmTpky5datW6ampmzf+vv374tEotWrVxUWFv75559VVVXr16+PjY0BYGRk9OjRo+vXr8+aNSswMHDFihW+vr6bNm2SSquqqqp0dHQKC1nrigCQSOI2btwIICQkRF9fH8DRozbe3l6enp6mpqYA9u/fzzZWPnPG7fDhwyKRyMXFBcCmTZtiYmIMDAxSUlKsrKzCwsIsLCyuX78OYOnSpUxuORxOW8DlqktDlHPk1Luo1owT7iQGVskwSapKrpR+JyfRkSNHBIEkJibOnj2LbTScm5u7cuVKuVyelpb6448/BgcFh4WFJiUlHz582NbW1sPDY8WKFYWFhatWrZJWVa1bty4lJeWCv//fBw4AuHDBf8GCBQ8ePAgKCkpPT1+8eFFZWWlBQf7s2bNZZyArNyrq0apVqwAEBwXt3bsXwLGjR93d3c+dO2djYwPg74OH7U7ZA3A87XDixAkXF5dTp04BWLRo0ZMnT9atW7d27Vpzc3MABw4cuHPnDoCVK1empaW1163ncF45uFx1YVTBAMpNyijQqhrTqnJFACBMkpqWVwxANbOT+vj4urmdjYyMOmV3Sk9PPyoqCqAF+YV/6RtUVlQKgnDmzFlra2s3t7O5ObmeHp6mpvttbI6ZmpoVFRUZGu6USqv37TWJj09YtmzF3r37zp07V1JcamVp7erqeu6cd0V5hY+Pr77eX9bWNitXrikvKweU5RYVFm3cuPnChQuPHkVZW9kAcHZ2vXjx0sWLlx1FTgBSU9MMDXeesrc3Nt6dn5+fnJz8559/njx5ctmyZUlJSSYmJg4ODhYWFleuXHFwcAgNDQVgYGDAW1ccTtvB5aoLQ55LATMWzdbhy+HUNAoCsFUtktPZqhYQKBSUyuWKKoUgJVSWmppQWlYIgBAZoTKZvFKhqCZUBiAtLSk7J50pXlZmalFRHqAQhGqZrJJSuVxeJQjVpaWFmZmpmZmpAAEUKakJLBmAzKzUkpICQEGIjFK5qlakqqosOztdIUhlskpQuVxRJZdLFQpBLpOBCACqpdLklFSpQrnuXElJCVOjjIyMzZs3A7h58+a6desEQRAEgVJaXV3NY9k5nLaDy1WXhiiXSqNsUT6BAMoGRKcygK1zGx6XnKlchAmASl6fvwdbBoy9pYSAkBc+0kQj2+dpnnvUaegLb5mH0ue50ed9lRrXVQ4iZxIL4PnaGwAAmUx26tQpa2trMzOzlJSUl98lDofTGnC56rpQUBlFVwpFe5CUllNc2tG1aDSUqlZ8rvND3pDicNoVLlddFwqqqFIICXmF4ozcxMycxMzsuMycuMxcSSczcUauJCMnKSPHJzTmfkxickZOfKespyQzV5KZE5eZ8ywzNzE7r0wqJ5RCkL3QRONwOB0El6uuCwWQkJ2nY2CpZ+lmZOlobOFgZOloYOls2AIzsnIxsnJpMIHr36f9Don8jaxcG5nnX5YuO61EOy0d9WwDjI6eNbI4vdNS1JgDd1q7NVyZVjcjq9N/WYkMrJyX6B28HPwQAAR5fQ0sDofTnnC56trEpGTvsDmn2vAH8hYbQ6bhkWkYS3Dl1k0nd/cymazGsQqN9DVesE+rlfsRPc+5dg5U4yOiyrM+kwHVrXHW6tJZJQEc87npfi0UAKUCb11xOJ0BLlddG3FKjv4xb9W7Vtg71cP97MkTJwCN6AO26rnq7cmTJwYPGrR82bKMdI05RrRWRIM6hEEz3qG+ZGofIWWlpZQIACorKqZ+//2dwEDVgcrwjFo5qJs+rSIqygqd9Av0uP4AXK44nE4Dl6uujTglR08pVxRQ1Hz8N53Vq1f/8ssvDST47rvv7OzsUFesQVNXNK/tzM7O/uKLL9gyfdXV1e7u7qmpqbVXNqrz2NZYE51SFsMOnPC9zeWKw+lUcLnq2rS6XG3atGn+/PkAcnNzz58/LxaLjY2NLSwsqqqqALi6un700UczZsxwc3MD8OTJkz179hgaGt6/fx8ApfTevXv37t07deqUqalpTk5OQEBATEzMzp07jx49KghCYGDg1q1b/fz8WFlZWVnHjh1bv369hYVFRUWFVCrdunXr//7v/65bt87b2xvApUuXcnJymAhduHBBT0/v77//zszMZIdfuHAhLi7uxIkThoaGbN3bFsPlisPpvHC56tq0ulxt3LiRyVVMTMw777wzefLkbdu2DRw4UFdXF8DZs2d79+49Y8YMd3f3mzdvfvrpp0ZGRoaGhr169bpw4QKAvXv3vvXWWz///LOJiUl0dHTPnj2//vrrLVu2DBkyZPLkydra2tu2bXvrrbcCAgIAHDt2bPHixadPn/7mm2+WLFkik8n++uuvt956a9OmTT4+PgqFYsCAATdu3ABgamo6ZMiQAwcOLFiwYOjQoenp6QAmTZo0YMCA9evXz507d+DAgbm5uS07dXC54nA6M1yuujZtJ1fPnj179913g4KCAFy+fLlfv35SqRTApEmTzp8/D+Dbb7/ds2cPO2r37t0TJkwAsG/fvsGDB8tkMgBJSUnvv/8+0xt7e/t3332Xrdq3ZMmSlStXahbq7+/fv39/AOnp6QMGDMjPzwdQVVU1cuTI+/fv5+fn9+rVKzw8nCX+v//7P1buxIkTt2zZwpz9+vVjEtgyuFxxOJ0XLlddm7aTq+jo6BEjRjCBCQsLGzBgQHFxMYCvv/7a09MTwJAhQ9hK5ACuXbs2dOhQAHv27NHR0WFOiUQyfPhw1nfn5uY2fvx45t+xY8fy5csBZGRkbNiwYenSpZMmTRo8eDAAsVjcr1+/5ORkAFKpVEtLKyIi4sGDB4MGDWK9kQA2bdq0aNEiAJMmTTp79ixzamlpsQ0+WgaXKw6n88LlqmsjTsnRP+oNgLaBXA0dOpTtixgcHPzpp5+q5Yrt/ztixAj1RsD29vbjxo0DsGvXrt9//505JRLJkCFDmPY4OzuPGTOG+bdu3cpWQ582bdrq1asLCgqCg4OHDx/ODunbt29WVhaAyspKLS2t8PBwiUTSu3dv1Xrq0NbW3rFjB4Bvv/329OnTzDly5MhG7krcIFyuOJzOC5erro06kL215Gr16tW//vorgKioqN69e7O20Z07d95//30WsDd69GiRSATAyMho4MCBt2/fvnXrVv/+/Y8ePQpg27Zt2traLKtnz5716tUrMTERwOnTp4cMGcL8urq6ixcvBvD5559v3LgxNjZWR0fn/fffB1BcXPzee+8dPnw4NjZWKpX279//1q1bhJAvv/xy5syZDx48cHBw+Pjjj6OjowGMGTOGxSgC+PTTT9l+VC2DyxWH03nhctW1afXOwFOnTql3o1+zZk1hYSGAmJiYlStXlpeXA9i+ffvNmzcByGQyY2PjSZMmTZ8+ne0RBcDZ2fngwYPsdUZGxurVq1lo361btzZt2sRi/Nj6sJTS4ODg6dOnz5gx48CBAzt27GAjXkePHh0zZoyZmRmldN26dVFRUQBSUlJ+//33b7/9Vltbmw2GUUr19PSuXbvGylq3bl0gm6HVIrhccTidFy5XXZtWlysGIYRJC1XB/LUnNslkMoVCUcNZ31F1OplKaX5aXV2troBmSvXwFaVUPRlLM88W7z3P5YrD6bxwueratJFcvapwueJwOi9crro2XK5aFS5XHE7nhctV14bLVavC5YrD6bxwueraNCOQvcYAUmsstdc0BbgdSwAAIABJREFU1CW2sHQ2gtWqledyxeF0XrhcdW2aGshOKRUEgRCiGZXQnnJVQ59q1KSpObBzab36c7nicDovXK66Nk3tDGQtEkFQbjXCYtPbE7U4qYtuqt4wuRIEobKykqkdlysO51WAy1XXpnlyRSnNzs5etmzZl19++d133126dKmRxeXk5JSUlDScpoGod6Y0mZmZy5Ytmzhx4vfff9/4omvkf+PGjfHjx5eWljb18JfkzeWKw+mscLnq2jQj1IIp1syZM2fOnBkSEuLo6Ki5HoRm71xtvfnvf/9rZWVVZ7YvbeWwBJRSbW3tGTNmhISEiEQiFxeX+lStzpqr/Tk5Obdu3VLP2aqRrIFqNAiXKw6n88LlqmvTvMhAuVz+ySefsLWUGBkZGfv371c3Vk6ePMnWYrezs1u0aNHu3bvLysrc3d3ff//9L774YseOHWy1iytXrqxdu3bz5s2PHz8GUFVV5eDgEBYWtmnTpo0bN+bn59+9e3fZsmVmZmZSqZSpiEKh+OSTT5ydndVFM//9+/fXrVu3YcOGe/fuMb+rq+uNGzdWrFhhYmJiYWHBloAC4ODgEBwcnJub6+TkJJfLAaSmpm7fvn3RokUeHh4st9DQ0A0bNqxbt+7u3btNuZxcrjiczguXq65Nk+VKtYv87t27X3/99RMnjrMGSmlp6YcffsgWNc/Kynr33XcfP34sEokmTJhw9d9/Dx06lJqaeu/evSFDBmtrazs6OlZVVXl7e48aNcrb29vKymr48OGpqalyubxf377Dhg0zNTWdPn36kCFDfvvtt0OHDvXu3dvExERdhd27d7/55psnTpxQt43u3r07fPhwZ2dnV1fXQYMGhYWFApg4ceL777+/detWNze3vn36uLq6AigsLGSbiQQHBX36aT+5XF5UVDRy5GcrV660srJcsGBBQUFBeHjY8OHDXVxcXF1dBw4cEBwc3OjLyeWKw+m8cLnq2sSmZv9l81yuCCgBaANGoe60O3Hi5Cd9+g4bNiwkNAzAlm3bfvr5FwAODo7jx08AsHfvvtGfjy4sLlIX9+NPP1lZW7PXX3/zrbHxrqysrMzMzMGDhx46fATAp5/2d3M7AyAkJPT119+QxCcAMLewmDJlijILZdEn+vT5ZNjw4aFh4QDmz//9j6VLs7Ozs7KyJk2asmr1GgBjx43foafPDtqwcROr29mz7mPHjgdw63ag1qjRABxOO44ZO05dQ0LIwkWLdHT+yMrKzs7OmfLd9ytWrFSX3CijFICtzw2P62EACG3hwk4cDqd14HLVtXmammOglCsCKifK1lUDj2IqEEE9OlVUXDx37pyBAwdWV0tjYmI+6dOnqLDot99mHDjwN4CSktJVq1YMHzFM/y99qbQKwPfff//3wb8BVMuqR43SmjJlyrz58+fPnz9t2jR/f39BUIwc+dn9kPsAQkLuDxw4qKS0BICd3ckffvielUgIVRVdNGfO7EGDBkulVT//8vP48ePn/z5/3vx5P/74o90pOwBff/O15zlPljg0NKRXr4/Ky0sXLly4e88eADdu3hg1ahQAfX29+fPnASDKdhGmTfth/Pjx8+bNmzdv3o8//njixInG6hQgh/IK2vnc8LwWCgBEDnDF4nA6Hi5XXZvHqbn6Nj4AAArIANZzJTRglMgVcqk6B3Hsk/+89WZ2VgaA76dM3rJ50xfjxiYmSNQJkhIl/fp8Yn/KFsAP3085cuhvAAAZN/bzM24v7NlRVlY8csSwO4E3AdwPvjew/6eFBbkATp48Nk0pV4JcXvW86Jgn7/7n7eKi/NmzZuzbu7vGqX3z1ZdnXFn+lAjyLyd+sW/v7q8nThDHPgFw88a1UVqfATh00OzrL/9PfRSl9Lf//lIrt4YuiIYRour4O+Fzm7WuQGRcrjiczgCXqy4NiUtJN7ZW7qhLQSgoARo2AKnpmTNmzbGzO3XOy/vbyd/PmjOXtbdEIlGPHj1mz5nPMjwtcvL09roXFDx4yFB3D08AfyxboTX6c1+/8xWVVTZHj/XvP8Db1y/ofshhc8uklNRqmeyTvp9ev3ETwO07d997/8Pc/AIAllY2E7/8htUxLTN1xqwZtnanvLx8vp383azZcwF4+/p+1Ku3k4vb/dAwK5ujDx9FAdAa9bnDaREAgQKAhZV1jx49fv1tBqvbP/9e7dd/oEIgz+Ik77734e69+3x8zy9fuTo7Nz/g4mWWW0homJXN0fCIh3jZNWFGAVABlAA44XPLS9m6quZyxeF0BrhcdW2iU7KMj51rxoHOItG8ObNm/Pbrvj17FXJlyEN5Uf67/3nT14f1LuLav/8uXrhg/rw5TiJH5snMSF+2VEdn8SJpVSUAV2enJYsXLvh9/i7jneWlJQD+NjNLS00GkJWZbrJvLyUKAGH379sdO6Eu2sXJcf6s2TP/+999e/fIZdXMeSngwlKdJfPnztHbvi0zPQ2AlaVF1KNI9VFFhQXrdNcE3VNG+qUkJR78+wB7HR4WsnjhgtkzZzjYn2KeiwEX/tBZPH/enO1bt6SnpTbj+tj73/G8HgZA4KswcjidAy5XXZvo1JxlO+3uRDy5+fDZrUjx7Yextx+KbzVoNyNib0bERsRnBz9NvBsVHxGfffdJ0s2H4nuPnjm4er/14YBz14ICI8U3H8aGPksPepJ493H8A0lW4KO4mw+fBT9NChWnBkUnsqwexGcGPUkMfBQXHpd+Jyr+ZkRsSGxy4KO4Ww/FgY8kwTFJNx8+u/XwWdDjhJCnybcingVGJdx8KHkgyb7/JPlelCQiPvPu44SbEeJbD8UP4jKDnybdiZI8kGTci0648UB8PyaZ5XnjQcyNBzF3ouLD4tKDniSz9HeiJCGxKbceim8+iA0Vp96PSb37OD5CknnrofhWhPiBJCv4aXJgZFzYs/R7qto2wp5di5Rci5TcfSjebH7W82ooAErVHYQcDqcj4XLVlaGKnNKyw25XDjqcMxFd3Ot00VR0cb/ooqkooAEzEV00FQWYOAYccL603+mSqfM/ex0vmooumrv9M+m35d/NWXvY7bKp0wVTpwAT0cX9TpdMnS7td7pkKgowFV00EQXsZ0c5XTIVXdzvdHG/8yUz58v7nS6ZiAJMlemVFXj+2inA1OXiHsdLW6z9DE5d3Ov0j4nzRTPni6ZOF01EASaiAFOniyaOAfudWFYXTUQBJo4XTEUXTZ0umjpdNBVdNBFdNHEM2O98ab/zJRPHAObf73TRVKQ09pGp0hNg4hhg5vKPRsUaZSaii7udr+x2uvK3yH+Xw4VISQaowOWKw+kkcLnq0rDYilajqrKUCPJWzLAG98UZheWVbZd/60N4XyCH01ngcsVpBwgFBXAlOiM9v5h5eJOFw+E0CS5XnHaAEKVcpXO54nA4zYPLFacd4HLF4XBaCpcrTjvA5Yrz/9n77riojrX/3N+97/ve3Htzb5KbGGPsxoa9955i1NhiwRYlthgbqChdehGVqsBSFJDei1Sp0kX67lKWDktZkA7L7pl5fn/M7ro0BcTEyPl+ng+c8+ycmWdmdud7pj1Dg8abgqYrGr8DaLqiQYPGm4KmKxq/A2i6okGDxpuCpqt3F9LuV3vf/6kEA0XoKjy7spJH/LuLPd3+GUBJeWHCL3V/ohzQoPE+gKardxfvE11hQAAQkVVZyWsEAMAU/tPkCCMQYugm7trF3nBFS/Np0KDxu4Gmqz8H/vhG+40Eke3M4VmVFWQwEFN/uE2DpyvAFIAAoBtAiIFCgNDgTm2mQYPGCIKmq3cWpLEU//tzAwMIASAiu6JcRFd/qs4JFv3BxHU7xjRZ0aDx+4Omq7cLiqKQ5PjeoQFhjND71S6G51SVNbZIbqXzhgcgZjzAR4NUvvbx14bHAAiAD9AtWh8iABASxpJUDsYYISQ59HIgkK8BxjTd0aAxHNB0NfJoampKS0t7+vRpe3s7ALyiIfP09KyrqyspKamvr+/5CQJAGGMKA6ukMo3JSc4vT86vSMqvSMqvSJaSpFcqh6ofRshXhyeSUFidXFCRUlhl/7TEP439NKcoJrcoJrcwOrfo3ZeYnKKE7ILY7KLwdDazpAqAvEiA5C1Ewj0D1TLGuLW1tba2VhLstcRGgwaNvqDpauRhY2Nz8eLFR48eXbp0qbm5+RUhT5w4UVBQ4OTkFBcXJ6V+2ZYJACKTM0oaW+tbOhpaOnhEmqXk1cqh6ocR8rXhmztqW7rqm1vqm1tqO6lWfnd7Z2dLF7+li9/2Z5D2zq6OjpamLn4xr+np8xwAQIC6yfimUKitrW1mZqalpVVSUvKKio6MjNTQ0ODxeLq6up2dna8ISYMGjYFA09XIw8LCwsvLCwAOHz6cl5eHEHJzc/Pw8ODz+d3d3U+ePHn06FFRUREAXLhwoaioKD8/n8fjZWRkeHl5eXt7A+D6+jonJ8eIyEghQHx2fvsfnaORAJai4ZH0Iv+7ACGAuk5+UnYhAAAWZaCtre3o0aNdXV3+/v6XL18mQauqqiSdp6qqqpaWFgCIjIxUVlbu6up69uxZV1dXVVVVY2NjV1cXAPD5/Orq6j8gTzRo/NlA09XIw8bG5uTJkxoaGmZmZgghPT09V1dXV1dXIyOjFy9epKamxsTE/Prrr+3t7ZcuXaqurtbS0vL19eVyuQ8ePPjpp5/a29rlL8snJCTo6uq6enilFde0U/TY0R+Puk7+0xwOAAAWVUdHR8fPP//8/PlzOzs7Kyur7u7uO3fuODg4GBsb19bWJiQkPHz4UFFRkcViJSQkqKurNzU16evrNzU1ubq6/vLLL46OjlwuV1tb28bGhsFgCIXCPzJ7NGi886DpauRhbW1tbm7u7Oysq6sLAN9//72VlZWlpaW2tnZLS4urq6udnd2+ffuamprk5eWrqqoMDQ2DgoIA4Pr163l5eUVFRevXbXB2dtbU1HRwfETT1TuCvnTV2dl56NAhCwuLPXv2dHR0RERE7Nu3Lz09/dixY48fP25paUlPT1dTU7OwsEhPT79582Z9fb2cnBxZl3H27Nna2lpDQ0NlZeW0tLQff/yxvLz8j8weDRrvPGi6GnncvXvXysoKAA4ePJiVlSUvLx8QEFBcXFxRUWFpaXnt2rWcnJxt27Y1NTWdPn26oqLi5s2b4eHhXl5eFy5c6OzsLC8vP3rkaG5OTn5+fnVtXRyzuIOemX8H0JeuWlpazpw5AwCWlpZOTk5hYWEHDx6Mi4uLiIjgcrmqqqqBgYFKSkoWFhZpaWmqqqr19fWnT58GAFNTUx8fHwBQVFRUU1OLj4+PjIwkY4M0aNAYCDRdjTyio6PJ0gl/f//k5OTGxsZbt25ZWFhwOBwej2diYmJtbe3s7NzZ2enh4dHY2BgaGkoWXBgaGlpbW3d2dGRkZBobGzvY2dfyGmJzOTRdvQvoS1etra3nz59vbW2tqqo6efIkj8fT19f39fUNCAiora1VUlJyd3e/ceOGk5NTenq6rq5ufX29oqJiWVnZ5s2bHRwcEhISsrKybt68GRgYGBkZyefz/8js0aDxzoOmq7cFinrNgoKBNt9gKXd6CCAqq4AeDHwX0IuuEEZCobCpqYnMOZGtCHw+PzMzs7KyEgC6u7uzs7Pr6ur4fD6fz29paREKhc3NzZ2dnSUlJTk5OWT0r66uLisrq7GxkV7dToPGq0HT1cgDIUR2B4N4k400yNQFRVFku6hEI77AGGNEIYwQRpQQ4ais/DYh3ZD98ehDV5hUMcaY7OZG0u8Z/XFPr31ava6Hu52cBo3RgtFDV6iHZ22JOzhAgMUCUoKHopfWYIQRhTHCiALRXwowwlIPYiS5pjCiMKYAEAkm8nlAUQhRGGOEUVRWQRuFxAvBB2HDSGXk9TGICxZTLz2sD7q9FS9sJ+6YsNjBEQzf5mFn5NXhxXbVd/ITcjggcsUEGCOMKYyR5ALIBaJEf8UiqnRR1YtvydcDU+IvDIVfbfNgykEqkPTuPRo03g+MKroSihpZDFgkCAHCYkFiwT0FDfDRAEpRQ4J7Sl+NtLLnpwBISGGhEACQIDqrsB0hADwUG4apH1oMmPA/AkRhjLoBKNEbwKBAETeCmDhrFwISIkACgGHbPOyMvCI8+Us2ivE6+MnZHACggAIkqjUEGAHCgLHob791jaT1qPd3APVUDsqwgbKMQMSHgAUvfR3SoPFeYPTQFWCxMzjib1Uo7m1JfMRJ3kx7OZRDA3z0hsq+MUsCAAgRCCkAAGFsFruj54vz4JMbqn5IMYDEWizaOSu6HiwQYAGpFQyYdBTexOZhZ+QV4ZEoQwgAGjr5KTmFAICAEnfMX/X4YDLyhspeNojfybCoeOkOFo33C6OFrhAABRhAAFjwR9syWJDGJi6n4D1d4EyRuvizNKuN3YLUPDIY+CcAAqnhVRo03guMFroCQBj4AF0AKPo565KR0w0Ln+tmXtfMvRTFck0sij3l2gAfvaFyoJivm/komXnfMPO5ZuanZOZz2SL0inmAdPjBJzdU/ZBCXjf3vm7ucc3C46qFn6KF7zULt9PGHiGp7EHXCAWAXcNTLxs5XDd3UTT3uWbhrWA5woU/mKJ4dfhr5t7XzfxumHleNguUNwlRNvFSNPe5YebTb40MFO1AlryhspcB8pZ+8pb+iuaeCnecdB+FC8n7Gc1YNN4XjBa6wgCSiSE7vwjdB76syvq88lp22UthiYVd1r+eNYB+eMq+MZO/+WXc/LJqdlk1q7wmv7ymkNvIrqgfng1D1Q8pJLOsllXGZZZX55bXscrrCstrDFzCrDwjBlkjpBFVtQp6GJJUWM5lldWyS6tZZVXDtnl4GXlteFZZLbu8Nr+8MreirqDqRWFpNau8ml1W/drkBpORN1T2siG3vC6nvCa/vCY2q/CkgXM3RQHQeyBovD8YLXSFAJB4XsjRP9w1NBoA/iTjOu84XraH7jHp1l6Rg34MA8BN+9DEnCKpqN7Z1rX7jzZgkBAAQENrx0UTr25KAPC63X80aPx5MFroSrwagAKABwHRjoExAABI2Gd2fJiCMVVbxxUKuzs624qKCjicgoqKspISTkEBm8utAkA8Xl1HRxsA4vM76+pq+sRAWhWcnZ1ZVlpGLCbLxUC0RJlMq4tXvb98SiRkmV5XV0deXk53dxcxSRyGkDUl9chIZBkAgALoBkxKEpyfpN/3jhl0nVAAoG3/OC6zAKQsG5YxlLhkAADy81m5udniW5HyxYuGnJzMFy944tQlJQM1NVU9S+wla5aUcDIyMrr5AgCMMCImSpaVih+hpM3oeYs4nELyBZCElKQiqRE8YjWCySL76saW86Y+3ZQQQEi/kdF4bzBa6ArIkkCMAcAhINopKHZkI+/oaF+7dk16enpcXOz8+fMWLlw4fvz42bNnzZ07V07uBEJo586djo4PASAsLGz9+nXd3XyRUWLrCgoKtmzZsnbt2oULF6qqqpIPJa4xpM6r7dH+YBFEzWtubu68efPKy8oAejxLwkiCAYzEptSXCwIpwBQAuEWm3feJHlIc2nZBcZmFxCKAYft1EOWwvb1dTu7EkiVLVqxYsWfPntbWVgDo7Ow8f/78ggULli1bNnPmTHl5eT6fj5CoNHJysj/55BMdHR0SiyRGiqKUlJQWLFiwcuXKzZs2V1RUAgYkNbQmLlXcxxIkfdLwgQMHtLW1AYBspCNKhKhehzQOENtQgUifldvYLG/i0f1yux4NGu8DaLoaGbS0tE6ePDksLIzP51dUVJSUlEydOtXCwqKysrKurg4AlixZYmlpCQC+vr5ff/11X3+m+/bt27t3b2tra1FRUUhIiKQtwxhLvMlJt2jd3d29lBRF8fn8yspKiU8NAOjs7JIEAwCE0Ij5phsJutKyl9AVNWy6wliUO2tr6ylTptTU1PB4vNDQ0KamJgA4derUrFmz0tPTGxoa4uPjx44dq6SkJHlWWVl5/Pjxy5cv71Uj4eHhY8aM4XA4TU1NxGWt5CPJkZvSlEMoEKSqAyGMEKqrq2tqapKqjk7Js+SCHIgFAMTRybAKQAKarmi8z6DpamTQ2to6c+bM8PBwiWbBggXe3t6S21WrVhE37f7+/nPmzOl7pOyWLVsOHDgguSXNmaen5+7du/fs2aOhoUF6S3fv3jUwMNi0adOpU6eOHj2anp5OwisrK9va2ra0tJw+fZr4r3v27NnOnTu/++67U6dONTY2AoCXlxeJTU1NTSB44wX97wxdgZiMjY2Np0yZIp210tLSTz75JCUlRaJxc3P77LPPCJN1dHQsWbIkKipq4cKF5AwXCby9vf/973+TkpSgqqrqxIkT27dv37VrV25uLgAkJSVdu3bt4sWLa9euPXfuHDkyBgCSk5MPHz6MMdbV1XV3dweAzs5OeXn577777ptvvnny5AkAVFRUHD9+/Icffti5c2dOTs5wsy4Nmq5ovM+g6Wpk0NbWNmPGDAldCYXCuXPnenh4SAKsXLmS0FVAQMDs2bP7dnGio6M/+uijrVu3pqamEs3Tp0/nzJnz7Nmz8vLyVatW3blzBwAOHjz44Ycf2trapqambty48bfffgOAlpaWL774IiIiorKycvz48Vwut6WlZcqUKerq6s+ePdPT0ysuLn727Nns2bNTU1MrKipWr15taGj4pnl+l+iKoLa2duHChdOnT3/06BHRBAQETJkypaOjA8SUxmaz//vf/zKZTADw9/dftmwZAJw/f/7gwYPSUXV2dn777bdffPGFubk5qSw+n79161ZdXd2GhgYDA4MVK1YghGJiYj744IPffvstMjLSxsZm/PjxZATy3Llz27ZtA4CtW7eqqakBwIULFxYvXpyWlubs7Ozi4iIQCLZt26apqcnj8QwNDZcvX973DWbooOmKxvsMmq5GBm9OVwCQl5e3b9++f/zjH0ZGRgCgoKCwfPlyLy8vT0/Pbdu2bdiwAQD27t175coVEt7V1fXrr78GAD8/v9mzZyOEioqKZs6c2dzcHBISMmfOHOnIFRQUlixZ4u3t7enpuWPHjrVr175pnt89ugKAlpYWVVXVTz/9dMeOHXw+39PTc+rUqaS/RTqsBQUFY8aMyc7OBoBDhw6pqKgAQFxc3Pjx43k8nnRU3d3dt27d+vLLL1etWvXixQs2m/3ZZ5/Z2Ni4ublZWFj87W9/q66ujo2NnTp1KqlNoVA4bdo0X19fAJg1a5afnx8A7N69m7wZTJ8+PTg4WBJ5Tk7O559/bmVl5e7ufu/evf/5n/8ZiQ4WTVc03mfQdDUyGCpdSWae+sLd3f1///d/q6qqfv3115UrVyorKyspKSkrK3t5eQHA3r179fX1ScjW1tZJkyY9e/bszJkzhMPYbPaMGTNaWloYDMa6deukoz1x4sTyFctVVFSUlZWVVUSxvRHeSboiKCgo+OjfHzk7O+fm5n7++edk5on0ruLj4z///PPm5ub29vZx48atWrXq0KFDu3bt+stf/uLi4tI3qrq6usmTJ+vo6GRkZHz++eeKiopKSkrKSsr6+vodHR1hYWHLli2TDD+eP39eTk4uLS1t5syZbW1tIKYrhNCUKVOSk5Ml0cbExHz22WeKiorKyso3btzQ19dvaGh443zTdEXjfcYooiuQoivHEaer1rbp02eEh72kqzlz5ri7v6SrFStWWt23AgB/P38ZmTm9Hud38bncGnJdXcX9978+qqqo0NUz2LHjx14hd+/eo62lTXIDAKdOntqxY8eSJUvJJBabxZ4+fUZTU1N0dPTYsV+Safz2tvaOjk4NDY3t27b3iGsk1jgj8gchAHCLTLvnEzPoRzEAaNoHxWXmA4Bokfew7cAAAFVV1RLFnDlzTU1MhULhxAkT1dXUJfotW77Zu/cnAHjg8GDWzFnR0dFPnjyJiYk5JHtoy5YtkmA1NbVCoWhp5dbvt8rLy1dWVHz15fjGhibpZAMDgxYtWtzNF718JCcnz583f/u27RcvXiKa3bv3kNeL2bNmW1reI0pePa+goHDcl+N6zY298VpN0fM1DU0Kdz26KYlTTBo03geMHrrCAJi0hw8Coh8GxQAAiPyyvrlAa2vLhAkTQkJDSWICgWDatGnSb+sLFi4wNzcHgNDQkL/+9a979uzZv3//mbNnyABUa0vr1h+2Hjp0SElZec7c+afkjgOGsorqWbPnnDpx7K6J2ZmzvwYGBQDADz/8QOZCSNOUkJDwwQcfbNiwnjRKeXl548ePr6qqFAgEGzZuXLNmraqq6rp169gsVn1dvcwcGTk5OROTu2fPnvXx9SGuPoYtInfsIKAAhBgDgMuTZxY+g38PQACg6hASm8kGAPTSl/uQLZGs0VeQV9iwYaOqmur27dvnz59POlVBgUGff/75rl27Ll68sHz58oWLFpaVllGUcNXqVcoqyhJrUlJSPvzwQxabRW7v3LmzdMlSJSWlQ4ePTJ40icx1/Xrmt7mzFhjoG6iqq16/fg0AAgMDZ82aJR7axRjjFStWfPDBB2nP0kg833//vYaGOgBYWVl98uknSspKP/20T1tHGwDOnTs3W2a2gYGBhrrGlSsKkkje5HuIAQBwTUPzpbs+nagbANFHaNF4bzCK6IqsMgYAx4Ao5yAyZvVyz+ebCXR38728PCurKjDCgDGiKD8/3+ISjqQlCQoKYLGYGOOGBp6tra3x7Vu3jY3v3bNsam4iVuXm5WhpaV6+fNnxkTNCXWR4rbKy7JaB7qXLl83MzbncaozwkyeRz5+nAwaMEUZIIOh2dHyYmpYCABjhpuYXnl4eLa3NANDc3HTX5K68vHxoWIhQKACA6upKo1tGly5dNDc3q6qqJE39sIWczQVYSGEJXaXdG+JgoPKD0JisIiDchcmhX0O2hBx4CRg38Hj379+7ePGCmZlpY2MDiOerCgsLjI1vXb50ydTUtLOzHQAEgm4PT3cutxowYIQAY6Gw293djVNcROJsbW158MAx+L91AAAgAElEQVThwoXzRkaGFRXlAIAwwohydnS6evWKippKQkI8Rri8vCwgwF8oFIJ491tiYoKzsxOihOSLERkZnpWVSWgkKChQQV7e1NSkoYGHMUYU9eiR89WrV9TV1eLiYzFCovHqYQuI1tBzG1ovmHh3IArovhWN9wijiK5Epz4APPR/4hoa/0fb8x7CbyhOmEReLewCkpglb8+k0YmG9q6rd134lEB05icNGu8FRg9dUUg8NWLnF6l13zWLWZjELEoeIUnKK0rKK0pi9pCXn0pdJDHFIfuElyiT8wqTmEWJTE5aXmFCQXkSuzi5Z5jkAR7sbUaelDCLkpmcl5/mieIZtqQwC5OYRSnMouS8wqdMTgarSMs+wNJz0HSFMQCoW3vd83mSziwiUaUMu/D7lLw4yz1Ku0dNST2V2CtMz4JNyS1KzOMksEuS8kuSmIUpeUXJeRxJ4N7VKnWRzCxKyuP0jjmvj9lS4d/oSyguQ7/ErDN6dh0ISfpbNGi8Bxg9dCXEYvdx8bkFamYPdO87a91307rvri0WLbFo9xStAT4aSKk9uJADxax13137vqu2lZvmfXfDe4/O3glQsvDWve/66kiGnVy/4QcTUue+i9Z9N+37rnr3XTTve2hbuSuaukY9LxhshSCMMfaOSVExc9K2ctG5/0jLykXrvutAKQ6y8AefkcFUltZ9d+37bnqWblr3PZXv+Vwxcde876p9303nnqf2PY9+C79XEoMxWHsQNg+mHDStXLTvu2pZuShbON/ziRRgQBgomq5ovC8YPXQl6l1hjIRi1Z/id+zzvKq8+c/iDnwowJRUVfwJ0NCNEv9c45ZCIaaQxPMvDRp/doweusJItPVKgDDCmAIkwCLCQlJrqwa/8Pft7WihQOTQGwNgr5RSTl3b20noDYGF4iUSFFl7gYbWMiKR510AwAAUFk2zoMHWApb8w+KLt1EjCIAPADWtXYlZxHk86vmdeXeEAowBYQwYEB8oAcLkW/R7QVIVNGi8BYweupJA0rRhBIAQBVSn8J3cS0m2nvollXDqWuCPbghfIdDn4g2iwoCFolcLkXKAwSyMQYgocSkRDLQvAXoaOTyU8wWx2cUAWAggPvLj3QOWvsLwZlkeYtKiVbKSJMX3NGiMDEYhXb0EBsBIAFiYlF8dkMQOSisKSisKTisMS2P1kpA0dtAzdvAzdkgaOyStICS1MCy1KCylICQt/3FafoiUPBbLa5XS+sdSmpC0wsgUdkRyYUgaOyqFae+fXd5IvMlRo0BwLx4YuMnDfErom1OmF5R9KyDTMIBtEJBnEJBt7J9l7J/ZR7Ju+WcbBeQYBuQYBeQY+2fd9s8yCsgclARmGwTm3PbPVHLL8EjgAIDgJV29y4J//xRRj7qTGECDxshgVNMVAkBYSCEqKJmZX9dYzGvi8JqLeE19hcNrKuE1FfOaOETqm4vqmwvrm4p4zSMrhbxmFq+Zw2sqrm/m8JpK6hoqmjq6KCEAwqNCRD0k8R4sCmM00Bt6CxKet4tTcGfejy4xjyy7H1FqHV56P6LkfkRxL7kXUXwvssQyotQisswistQyosQyouReJOelRIilj9IystgisswqvMj0MTu5oB5E+5uEAAIAIS0SwYCkvGhIkyUNGiODUU9XIESIeprNEf+qhJLzZ/9QSH7kpKUWjKY5AQRYSARjisIDORLE7Uh4xSYuLKdO9NTvAQwgEPQcgaQhBsaYAkwBJkSOBhzIpUFjWBjVdAWAAQsQQrHZRXzy48LdGIR9Zz8wQhSmBAB8EW8gwmpvaSoIQLRkTkJTo+RnjwEQfnnOMcIgOfa3L5oRdYmREpZZC4AA2sRunFCfAUYavzeweFM+3beiMYIY5XSFAAuFCD3JLuwgB/ISouhLV4BbhQJtG9fLt50UTV1vmLpdMfO9ZBagYOalYOYpkSvmXtfv+yne8+2lH4p4XzX1vmrmct3E/bqJz3lz/+tmHjcsA67f871xz+u6pddVM/fBiNJ9n2vmHoMM3Etu3PNWtvJVHO7jJIbBmyolbgrmnhfMfC6Z+5wxeOgYGo8wYEQB6r8z005RF+ySgrJrAAABxRevpewlbV38oMRMjyepXlEpfk+S/aKS/KKSfYcmKb5RKb5RSd5RyZ7Rqd5Ryd5DjmEExC861TcqZfiPR6X4x6S+PfN8olI8nqQERidV1PGk3q5GyYsWjd8Do5yuABCmEIrKKezCCIAa6EUeAF50dF3WtUzlVHK4vGJufRGXV8BtLK7mFXN5xdX1xdU87os2Xhs/t6isoILb2CEorWkorq5/Kdx6cUhpJa+Ey6tpai+rbSyuFsXD4TYUcWtKqutKqhrYNY1VdbyiylpWGZdZWpVfXsPhNnC4vNdINS8jvzi/oub1IXtKMbehvr07v7wmNTe/6kV7WV0TiW2gVPq/5vKyi8pyiyuGmjqHyyuurudwecU1Dc6h8XrWjwDIqux+t2fhLkrwm0O8Xw4XRN0yDKifUdPCcu5+RTNT93BzjzALt8eWYrFwH5Tc9wpzi0h1i0xzi0hxDE208I60dHt8z/3xPbcQS5E8tnx5PVR53OfxvrePbbwjXMOTHQLjHoUm2flFDSvFx1ae4QzfqHvuvZIYKKrHQxVz99D77mEnVe+6h8YBeceje7c0RhSjnK4oQBSmcHx2YRcZusAAZOtKTwGAxs6uG7dt2gY+p6qirOT40SMb1q3ZsnGDno42Eg52gqOspJgSDBhtSLD/hrVrNm3csHb1quM/HxN293OuYy+0NjctnD/vWVrqIA2Qhrury+aNG1avWnnsyOFGXv3rH+gPx44cvqmuNrxnCZ5mMY3sPACI4/l+mzzcRlG/2SUFZ1eDqAPc/1xJXglXxTpg2JbwBd3qN9VOnT55+uwZNw/3YcfzJkCA9Qz09svKnjp7Or8wf3iRJCQn/SwnN7KG9cXDkGSnkCQQLZ6k6L4VjRHEqKYrDAgQwgjisgr4pFkke7H6LNEFAF5n17Xbti/aJSeU9zicqbKycuLEib/88ktiYmJYWNjhw4cLCkTuiBBCSLxcoK8DN4zx3LlzyYH3GPfw8EauFRQUZs6cGRUVFRERkZiYKBT27mqgPmsRuru7U1JSmpub+yYnbYx0QiRkRkbGZ5995uXllZOTY25uVlhYOEiPc9KWY4xzcnKKioooqndvtd/s98wRQhgBQHR6rqGdpzjm/t/Qmyl01j4tOJsLAKJxXNxnOBCAWVpzw9KXpAaYLF2jBrUIAGMASElO/seHH5qbmRkYGHw1btyZ06df/xyZfeuZRN8lI700xDF8bwMwBgBZWdn169d7uLsrKSnZWFtDn0qXmu/rAURRiBKVXmFBgcujR1Sf7w/u85V4EzeDDP94p9BkENMVPXdFYwQxqukKAUYYUwhisou6Xhe4nt995bZDQ3sniFdbSP+mz58/v2bNGunwGGMPDw/JkVcODg6enp4AUFdXd+3atZ9++unOnTtdXV0qKir/+te/vvnmG01NzV50RXDlypWdO3dKa3x8fOTk5Pbu3Xvnzh2BQECeMjMz27Nnz7lz50pKSgQCwe3btysqKjDGFhYWYWFhv/3226FDhwgpAkB+fv6vv/66c+fOEydOKCoqNjU1SWL+9NNPezFiZ2envr7+oUOHrly5Ul1dDQC5ubn37t2ztrbetWuXjo7Ow4cPScjy8nIVFRWKotzc3EJDQ0lenJ2d9+3bJycn9/z5cwDg8/kGBgZHjx69cuUKOY8K9WhqRX1ZaboaaECpGVG/2ic9zhYfyYhxP74m3oCuiFWJiYnTpk0jpz8HBgZ+/PHHra2tXC43Pj4+OjpaUVGxpqYGAMLDw5WUlIyMjOrq6iQxBAUF3bhxw9rauqOjg+TUwcFBTU3N398fxBz/8OFDZWVlDw8PklxsbKyKisrt27cllSIQCMaNG+fn59fLsMLCQg0NDQ0NjbKyMhIsMjIyLy9PTU3Nzs7Ox8eHz+eTkEFBQYWFhQ0NDdHR0YSZmpqabt++raiomJiYSDRFRUUaGhqampolJSWvLZlXgKYrGm8Po5quACgMFIUhIrOopoPf1MVv7ux+0dn9oqu7SSwvurpfdHW3dHaXvGi9cudhvYiuerShGOOlS5caGxtDz37GyZMnjxw5Qq537Nhx6tQpAJCVlT1x4kRCQoKdnV17e7ufn99XX32loqIiad97QVFRcc2aNfn5+Ww2u6qqqrOzU1FR0cnJKSwsbNKkSfb29gCgpKQ0d+5cZ2fnS5cuOTo6dnZ2fvbZZwkJCQAwbdq06dOnm5mZnTlzZvLkya2trXw+f+nSpWpqam5ubh9++KG8vLykXWtsbJwzZ86CBQvCw8MlWTt+/Pi+ffsSExMvXry4ZcsWhFBkZORf/vKXb775xtLSUk9P78svvyQHvRsYGCxevBgAtm7devHiRQCwsbGZNGnSgwcP1NXVyaG6cnJye/bsSUpKunjx4ubNm7u6er0nDJ6uEF8ovMx4GinqXcFAy9BY5bXXLX1IboZBV8nJyV9//TWx09vb+4svvhAKhdHR0Z9++unKlSuPHTtWXV1tZmY2ZcqUa9eu7dmzZ+7cuVVVVQBgaGj49ddfKyoqfvvtt97e3hjjEydObN++XV9ff968eaampgBw8+bNdevWGRgYKCgoIISio6Nnz55taGh47tw5wu7EhqNHj06cODEqKkpiWEZGxsKFC5WUlC5evLho0aKKigqKopYuXTp58uT9+/cbGBiMHTuWVCKPx/vss88yMzODg4NnzpwJAE1NTatWrdq9e7e8vPyPP/7Y3t7OYrFIbJcvX16wYEFxcfFrC2cg0HRF4+1hVNMVBiFgAQbwT8qPy6tIZXNSWeVJrIpkVnkyq0Ja0tllMVmcG2YuvI4u0aMgxIDJmymfz58xY8ajR49A3L6QvxcuXDh79ixJS1ZW9tKlSwCwc+dOWVnZ9vZ2iRkLFy4kbVO/0NLS+uc//zl//vw5c+acO3dOoq+oqNi7d++5c+coipo0adKTJ09EmcK4rq5u6tSpKSkpADBt2jQHBwcA6OzsnDRpUkZGRmVl5aRJk0j7u3XrVsKyki5OTU2NnJzcRx99JCsry+fzKysrv/jii4CAADabHRcX9+GHH3I4nMTExI8//riyspLkfeLEiaS7sH79+nv37gHAnj17lJSUAGDBggXW1tYSm8vKysaOHevv789iseLj4//+978/e/asZ3YHT1e4USA45/TcLJSZksmKzi6MziqKziqKySqQloTsfKfIdHX7MFGtDWkwEAAA0tLSvvzySysrKwMDg0mTJhkYGABAdHT0Rx99RIyvr68fN25cfLzoBLUVK1ZoamoKBIIJEyaEik+X7ujoiI6Onjx5ckNDAwC4ubmNHz8eY/zjjz+ePHlSkpaFhcXXX3/9siwQIvXS1tZ25syZjz76aNu2bRUVFQCwd+/e3377jQRbuXKlqqoqAMjIyFy+fJkoZWVl5eTkAMDJyWnp0qUA4O/vv3z5cgBgMBgyMjIkWHt7O8Z4//79v/76K9GsXr362rVrgyycvqDpisbbw6imKwAEiEIIR+VwWjDmA/ABusXL2SVC/CzUd/KvGts2tnUAgISuSBOPEFq4cKGuri707F2dP//bmTNnyPXhw4cvXLgAANXV1bKysrNmzbp16xbGuKura968eaQn1C+uXr26cePGlpaWFy9etLW1YYxNTEy2bt168uTJWbNmXbt2rb6+fuzYsRwOR/JIfX391KlTydCfjIxMcHAwALS0tMybNzchIYGiqIULF+7bt09TU1NGRiYzMxPEdktiyM7OHjNmjJGREZPJ/OSTT44cOXLkyJFDhw4dkpWtr69/8uTJ7NmzJR2j06dPnzx5sqaGO2PGDDK+t3v3btKATpw4MTo6GsT8nZKSQmI7fPjw4cOHZWVlS0tLe/YphzB31SSkztqne6ZXdXULGruFjd2CF92Cpm5hU7dAIu3dguSiquv3/cnuOYyGTFfp6emffPLJ/v37L126FBAgWrIRFha2ePFi8rJCRgslpaGgoHDixInS0tKpU6fW179cq2JtbT1mzJjjx48fOXJk586dW7duFQgE2dnZixYtWrJkCRnra2pqOnjw4IwZM3R1dbu6usgxyZKJJSaTuXjx4rVr13R1da1du3bNmjXHjh07cuTIihUrLCwsAGDJkiUSggwKCpo+fTpCaP/+/Tdv3gQAX19fQlcXLlw4ceIEiCfAMMarV6+WxLZy5cq7d+8OsnD6gqYrGm8Po5quiD9whHB0VmEHxhhQb7dnUmjo5N+4zXjRLqErSsxNGAAuXLw4bdo0ScvS3tHR3d195erV/fv3E813331HelcE6enpH3/8cVpaGgDMnDkzKSlpICOvXLmydetWye2zZ88+/fRTJpMJANeuXTt9+nRnZ+fYsWPj4uJIAIFAUFdXN23aNEJXs2fL+PuLmsJ58xekp6cXFBSsXr3a3Nzc0NCQsAvJAwbo4r9cdnj4yJGDBw/W1taOG/eVdLMLAMHBwTNmzGhtbSW3MTEx8+bNV1BQOHToENHs3r1bWVkZAGbMmGFv70CUQqGQw+GMGzeuVmp2B3qvGqAIOfXsXfVbI7hNKLxgmxCaVSXR9BuSWcpVtPAGAMAIEFlBKBw8XSUnJU+bNo0vLhlS3WFh4YsWLers7ASA7OzssWPH1tWKMnXkyJErCld4PN64ceOk54GcnJxnz57d3Nzc2NjY0tIiiQoAnJ2c//vfz1JSRDOLiYmJUyZPJmOnhLEkkSQlJf39//7e3Ny8adMmfT39lpaW+vp6Ylt3d/fSJUtJNxcAOjo6ZGTm2FjbLFm8hM3OBwBfX98Vy1cAgNINpR3bd0jnce3atTraOi0tLbx6Xp/h2aHB1j/eWUJXmKYrGiOJUU1XAAAYhAjHZBd1iVYGwkAbGxvbu5SN77dS/R/R1NbSsmTRws0bN9haW9++ZbR506ZaLjclKWnMZ/91fOCgrqr6n4/+eVNdHQCMbxmFPg72dHefIyNTXVkJAOvWrNm/b9+TiHAAuHpFQVdbRzrma1eubNm0SXJbXFT41ZdfOj186OPpOXXypEsXLgDAFXn5BfPmeXt6XFGQd3Z0BIwnTpiQ+TwdAGZMnx4cFAgAXV1dM2fMyXie0dneNk9m1im5E0o3riteUcjJfDkOaW9vf0hW1vWR853bxpMmTIiJigKAE8ePf7N5c3hoSKC/353bxgDwJCJi6uTJQqnF9+vXrv3ggw+ixZMrO3f8eF3xGgCYmZpMnTzJ3dVFV1vbUF8fAE7KyW3euCEiLDQ4MOCOsfFApf00m21k5w4ACA+4c6eVos7bJoVmkX1XaCBfuOzS6hsWnkIAwAgoLGK1wbAVBgBITEj4YswXDTyetDLkccisGTP5XV0AQAmEy5cuO3bkKJvNcnd1Gzd2XFpqGgBsXL9R9sBBFjPP6v794MAgXl3911On3be8V11VmfH8eWx0DKIodzf3osKCfDZ7/FcTEhMSo6Oj42Ji6+pqNm3YqHT9BkmQU1R06eKlpMSEnOzsnTt+/PabbwHAzNR0jsyc5+npVZWVYSGhlRUVmEIys2V8fXwk5l9XvP63//fXfT/tI7denp5zZeYAQHras39/9G9fH5+c7CwNdY32tjZrKyuZ2bOfPUurrqoKCw0tLSkdROn0X152frGPgsm7FwV4cOVMg8bgQNMVCBGOzi7ofElX/aOhk39G0zI4jZ2aV5KUV5rALE3OK05hiuR5YUVwXNq3e38eO2PxjKWbNIwtU5nFz9mlP1+4MXbG4oOn5S+rGd68bZ2WxzmloD5eZsXXizfcsnJKZ5emMYvNH3p8NXv5d/tOpDNLfr6gdF5J7xmzOIVZnJxXnMYsVjW6d+KSarokIXapsr7ZuFnLvtnz829KOjf0zNLyOAnPWdtkT30yae7SzTt9QmOeZhX8eOSsR2hcKrN4z/Hzdh5B6UxO7HPWnuMXfSISvIMj5y9do3XbQsvI9NtdByZMmvE0g5nKLE5mlviFxa7ffuCTSXOnLlynY8rI4lQl53FiU3N2HD4zbtayqQvXnb6q/iyP4+gbtvvYb/GZ+anM4hRmcQa7VFnfbM0PB2LSmSl5nDRm8ZlrmmpGlumsknRmydHfFP87Zf6cVd898AxMYRbHpuXsPHJ2vMyKrxetP31FPSWnKIVVIinGRFZpPLMsmVlm4hmhbeMOAAgJ0QB7t1sp6rxdspiuqIE84bJKqq7f85J0Gynx6O6rvYtLNrjmFhbtO3Kksb1detdr8vPnx8+c7hCf71VQXrZXVnb95m/Wf/udX2gIAGAATmXFtj17V6xd/+2OH9NzsgHg6bNn32zfvvn7H1as32D9wAEANPR0127cvHbTZkOTuwAQGB6+euOmTd9tPX72TENLM/EY29LRdlHx2oIly5esWHns5Kmq+loKQABIXVdn5br1m7//Ydf+A5yqSgTwy7lfY5KSQOzCK5PFWrpqlV/IY2JkdGLiL7+dIx/dd3BYuGzF0lWrr6ooCxAFAJoG+qvWrdv8/Q8//vRTQWkpDN0fOykLq4CnD4ITRT+tgSuFBo1hgKYrQleFr6Mr1EYJTNwi1Cx9de/5aloHqNv4a9h4qzF81Bi+agxfVRsfHcfHt9yj9R+FG7pG3nKPUmP4qjP8jNwi9ZzDDV0jDVwidBwfqzF8jdye6DiG6D8KM3SNULXxVbXx0XMOM3AJ13UKVbXx0XsUruccqmYjilON4avt+Fj/URjRqDF81Wx8jFwj9R+FG7hEGLpG6jiGqFh7a9oHGntE6TqFGrk90X4YrMbwNXCJuGkfoGbjo/8oXNMh6CbDR8PG2+BR+C2n4G8P/vrB38cp3Hlo8DBw8Q/H/jthgaali4aNtzrDV9ch4LZHlK5TqIFLuJHbE1UbXzWGn6ZDoLFHtJ5zmK5TqKFrpBrD96Z9gKFrhDpDYpKvnnOYsUe0uq0/sVPPOVTH8bGqjY+6rf8td2JYpK5TqBrDV9Mh8JZ7lI5jCCkoSempMXzVGD7KjABl2yB1hv91S0/fuAyMESDBgHSFBkVXJVzeQSWLG2b26mb2qqZOSmYPlc3s1UwfqJg6vVpUzZxVTB3VzB/p2HipmDqpmDiK9KZOauaPtKw8lE2dVM2cVEyddGy89G19FI0f3rzvYWDvp2rmpGLqqG3jqcvwvmLkoHnfQ9vaQ8XEUc/WW8fG66KOjbLpI10bLxVTR10bryuG9tdvOxrY+aqZO2tbeyrddbqsb6tv53vznquKqaOqmbOa+SNDe79rxg+v3XpgaO+nZeWhYuKobuFi5OCvbOJ8UddG28bz5j03FVMnLSsPNYtHqmYiy2/ec9Ox8dK0clclNlu4aFl5kHwZOvipmLleu/XQwM5XzcxZzfzRrQcByiZOF3VstK09b1q6qpg6vrZ8eoma6UOdu/ay142949IkvxoM3bQfJhojBZquBkdXqAtQ+wCf/cnQ1NR49sypXbv37N+/7+DBg8NzfvGWId5VTXUjNMDw66DpqpuiCrm83LJKVlkVs5ybV17NLK9ilVWzyl8tXLFUsytqWOVcZlk1U+pTdkWNJDCzrJpdUVNQVZtfVSsKWcZllXPZFdzC6jp2RQ2znMssq2aVc1kVNYXVdaJg5dXktqCqllUhCpBfWVtYXSeVOpdVVs0q5xZW1xVW1bIqRCaxyrmsCm5+ZQ2JX2TJy0+rWeVcZhmXXVHDquAyy4nlXHZljSTa/MrafFGEomclsbFfRjIUKatmlVblVHIbujpEw4AYA01XNEYONF0Njq4whdF75VGmm9/Z0f7OEzDVjSiBcIByHyRd0fjdgYDii7dpI5quaIwUaLoa7NxVN0LPOOUxGazkzNzEzLyETHZiJis+i/0nEVZsFismix2byXqayUzIyk/I5STkcZ7mFCRkseIyWTFZ7Jgsdnwm62nWoDL1NIv9dKSNfJrFjstix2UyYzPyorNYRbUNCAkBCdBAdDW4uauubkEKqyQ6ixWXwU7IYCdm5j3NZMZn5sdnsmkZQYnLZMdk5sXnFNS/aAIsdphJUxWNkQNNVyBEOEp0gAiCgV/RX3TxT6mZqZu5GFt76Nl46TC8dBnuOgyPQcotxwAr3yhrvxhzjzA9Oy+x3lPyV5fhKRai8dRheOpKfSRWekhpXsag2ztCTx2Gp769t66tpw7DQ4/hpsvw0GZ46jI8TB8FMHyfWPtGm7iH6dp56jPcdW09tG09dWw99Rju4kx5SizUlUpXImbuYcZOAboiS/rNiIeubQ+bByW2nroMD0Mbl7Palob2ngAgcgPYH1oRdd4uKTSLuLgd8NDh4srag9dMtGw9dW29Day9DG1c9Rhu2gwfUmhDFWOnADO3ED3b4Tw7DNG38zZ1fWzpFXHXJVjPzmt4kdxxDjJ1Denvo5HMhQ7D08DW46iiuW/4MxCtZ3nV+x8NGkMFTVe4G+PInKJ2cqb5AIdVAEB9Z9fV2w9aB3rVfx0aml7cunNbSU3Vy9fn9aHfJorLSrV0tZXVVCOjo4Ydib6RUdzAW5vfHPG5hfq2r953BcQje0h2FQCItmz375G9WtnKd6QMq6zhJqamjFRsg0FCSrKD08OM3Oxhx5CelfEmdT0kODxOcXpM9l0h2iM7jZHFqKcrhIQIRWcX8jEC4AN0Qn+nCQNAU2eXsjGjSeSRHQ3gGagPMAYAXn39/HnzDh44oK2l9cMPP2RlZfUIIPFl3q+v9P48efejx7jvYV2nTp6srKiQToXJZE6cOPHXs2fVVFX37N5Ntgn3ikfiw7t3RqTI4KaGRhRx+9STIVAvt+LEziF4+BadHRwzkh7ZuTfueRFrAIvHDIfbju7ds+eDDz7IzMjo99PentFxfyTas+76um8XuVHHGDC+dPHiHBmZQ7KyixYuJB4retR7f18PURipOE1NTC5futT3gJWB/Li/CWivFjTeHkY1XXeVrnkAACAASURBVGHAGARCTEVnF/IRBowB9XsgLQBAS2eXirF1s8irxaDO8pH4vPDz8/viiy8kej6fjxDKzMzk8XgIIaFQmJqa+uLFC4wxi8Vqb2+Pj4/38PAgPrkxxmw2u62tLSkpyd3dncfjgdgTRH19vaenp7+/P3EwgRAqKCiora2Ni4sLDw8n7sO1tLRiYmIkrZK+vv6CBQvINUVRAoFojiE5OdnV1ZU4ZEIIVVVVlZaWslgsT0/PxMRE4h4QY9zS0pKcnIwQKiwsbGxsJM9yOBwXF5eYmBiJ40ESG2Hlft3MD4yheWQ/a5/0OFt0POPAHtl70JWIPIfVShcVFS1dunTRokXSDkoAoLq6Oicnh6IoSU4LCgqKiorE9gNFUc+fPy8tLZVoACA1NbWgoEBSaCwW6/nz58TFPqlfDofz73//Ozc3FwAaGxtra2uJHiGUnp4uiU0gEDQ2NlIUlZeXV15eTr4hJM6qqio+n9/W1tbc3CzxjpGfn19YWAhSTpieP38u7YDjTUDTFY23h9FNVxgwohBFxWYVDjQGKMELofCKsV1DG+ldCQH3c3Btn/hFLTWTyfzHP/6hra1NiTsuFEUtWrTI29sbANrb2ydPnhwWFgYAW7du3bhx486dO9etW7do0SJyOMXu3bs3bNiwa9euTZs2ycjIkJYlKSlJRkZm165dW7ZsWbp0KfF8evr06Xnz5i1evPj48eNycnIffvjh/PnzpdvW0NDQv/71r5IjPwj09PSWLVsmJyc3Z84c4uKdwWDMmDFj2bJlO3fu3LZt2549e0jIW7dubdiwAQCWLVtmZWUFAIGBgVOmTNm7d+/SpUuJL10jI6Nly5adOHFi7ty5dnZ2r62FnhiCi9tOgfAS42lktrQTpn6QX1F73ZJMgw2TriQEo6end/z48cjIyClTpkicFBsZGS1evHjTpk27du3q6Ojo6uo6cuTI+vXrV61aRTxRlZeX//DDD3v27Fm2bNnt27cBoL6+ft++fbt27dq8eXNSUhLGWE1N7fvvv//+++/v3LkjSbG+vv6TTz4h/gAlKC8vJzWyYsUKIyMjACgtLf3xxx/37t07a9askydPfvPNN8Q7VFlZ2eLFi5uamkxNTYkH246Ojp9//nndunUSP7ZVVVXbtm3btWvXihUrDA0Nh1AoA4CmKxpvD6OariiMhUgAGIWkMmOyChJyOU9zi+PzihPzinoKJzm3ICSDfcXco17kkX1QdCUNT0/PcePGzZ0718fHBwDIcQ++vr4A0N7ePnXqVHLcw9KlS3fv3k0emTdvnp6eHgBs3Ljx22+/Je/Cy5cvJ87OV61apaYmOrF38+bNxLH30aNHp0yZQo5c6u7ulpGRIW4JpXHnzp2PP/541apVxM0gk8mcMGEC6Qr4+flNmDABY+zg4PB///d/xKd7VFTUmDFjiNvA1atXE5/rS5cuZTAYADB//vxbt24BQHNzc2lpaUFBwfjx48nRlIGBgV999VVzc/NQ6mQIdNUiFJx7kGYXW1pY2ZBd8SKroim7ojm74kVORaNE2FUvAlI5qraBAG9KV8QVLKmyKVOmEKe08fHx//nPf8hhmIGBgW1tbTo6OjIyMvX19VVVVcHBwRjjnTt3amtrA0B5efmECRNKSko8PDymTp0KAJ2dnc3NzdXV1f/5z39IoXG5XNK7Iok+ePDg448/3rhxo8Qn5K5duzQ1NQGgqqpq4sSJeXl5tbW1f//733/55Zfq6uqKiopx48aR79Ldu3dXrVoFACoqKj/99BMA6OjozJgxo7a2lsvlEsfHP/30E/kWcbnciRMn9nGQP2TQdEXj7WF00xUAJaQw1c3jC6pa2mpa22pa27it7VV9pKaljVn3Qv6uM6+9S/LoUMeTGhoalJSU/va3vxHGWr58OWnyOjo6ZsyYERERQZSkfwMACgoKsrKyALBp0yYTExOivHlTY9++fS0tLRMmTMjPF52DbmNjs2zZMgA4dOiQgoICUba1tcnIyBDK6YXS0tJjx47961//YrPZISEhn3zyyenTp3/55ZcDBw7Mmzevu7ubwWCsXr1aVEoUNWvWLBcXl+rq6qlTpxIuXLZsmaOjY0tLy7hx49hstiRmX19fSWz79++fO3duP9Njr8KQThOmzj7IcHhaWVbbzKppYde05te05te05Nc0S6S4tuXx8xJVRgAAAEaAhcOmq4yMjAkTJmRlZdXV1e3cufPAgQMAoKGhIe2AGADWrVtHzmQh4PF4EydO/Pnnn69fv66kpPThhx/6+vqWl5dPnjxZTk6OUFRnZ+f333+/YsWK4KAgELu1lfhiz8vL+/nnn//5z396eXl1dXVNnDjx2LFjioqKSkpK//jHP7y9vXk83vTp08nYIAAcPnyYOFzfsGED6ZmpqqoePnwYALZs2SLdhWpqapo0adLRo0clsTk6OkJ/51MPHjRd0Xh7GNV0hTBQQgqodsEgFgM08Luv37Z/0SZZajGAa6DXQVZWloytLV60mPAWxnjatGkSuiK9FgA4efLkL7/8AgCbNm82Nr5NlAryCkePHuvo6Pjqq/GSU7JuG9/euHEjABw6dEgy9NfU1DR79uy+vSsJFi1apKOjExMTM2XKlNzc3Ozs7Ly8PNKLsrCwkNAVACgpKR05csTU1HSPuOe3fPnyhw8fNjc3jxkzRpqu/P39J0+anJeXl5OTk5ubW1dXJxQK33juqn+P7B2U8IJtQvjLwcD+kV9Re93SC4DQFcLDnbvS1NT8z3/+s23btm3bti1evPiLL77o7u5WV1ffu3evdLCVK1daWlpKbqurqydMmGBiYuLp5eXu7h4WFkaOvCorK5eXl588eTLprnV1dRkbG0+dOvXKlatkDLkXZ5BjGBsbGydOnHjnzl0vLy8PD4/w8PAXL16UlJRIhogB4HFIyJw5c7KysmbPnk0OilRTUyN0tXbtWjMzM0mctbW1EyZMvHPnjre3t4eHR1hYGJlMfZP1Fwz/eKfQJKDpisZbwKimKwyic4Ffrl0Tzc/3s9aiqaPruvHDuvZO0RINjAcxHih6NiwszNvbq6mpsbiYM2vWTF1dHQD4ZsuWk3LHXzQ2Ghre+uCDD2JiYgFgzarVCxfM5xQVFhTmfzbmM3cPNwDY+t23s2bOYrPZJSUl4778ihzJsXHD5sOHZFtamsvKSufMkSHN0N69u8+dE52zJxAIJk+axGDYtLW2SBogDw/3yIiIpqYXmZkZY8Z87uvn29TUNHHihMAAf4xRW1sr6bGZmZkuXbpEkg0mM2/SpIlfffUlOYsEABYtWmBtbQUAy5YtPXPmdHNzU8LTp9HRUdzq6okTJ/j6+JDYCgryh9b2YQAkBIDoZ3lGdt4AAEg40HtBKyU8b/ty35XYI3vvimOWcm9YkmM1KBH34d4LGl+Lzs7OGTNmWltb19XVcbncysqq8eMnuLu7h4dH/Pe/n5EeZ2pqant7+6lTpzds3AQAQqEwMTFRSFGLlywxN+8x/1Qv9u/+888/79u3n8/nk5mwgICAsWPHdnR2AQDGwGazJW8kx0/IbdnyDUJo2bLlpqZm0rEVFhZOnz6jiFNEbrv4/JUrV61cufLo0WNEo6ykvH//AQA4c+bsmrXrAICiqMTEBIpCy5ctNzExfVn8Egydz0kXmBEY9ygkQaxAr50SpkFj8BjVdDUkNLd3KBk/aBrWi+eTuNjlq9euXrt+0dLlFxTkKUwBQNrz5wuXLF+3YeO5i/I798qmpD8HgM3ffr9+w6bvtv6wYPHiayrK5PEfd+5euW79d9t3LF66/Ly8qPNUUl767dYfvvl+6+p1G5TUVIny8jVFbQMDSbq3zU3nzFtwQeGqROPo5rJo2YrV6zYsXLJc75ZoXCgoLGT56rXbd+7auGWLhrY2ALh6ee6VPSSdhf2HjyxYskzS+uyVPeTm4w0AzKKC1es3rNu4aeXa9eHRTwAgODx02ao123fu3rB5s7qW1jCKCwBiczn6tj4AgCnBwHRFnbd9vVcLZkm1+n1PABj+6nWA5KdxC+fIUPwOiUZD+caBPbsA4JjsgXWrVh45eGD7N1uEXe31tdUrly7evWP7rm0/XP7tVwBIS3q6eN7c40cOnfnlxOH9PwES+nm6796x/exJubXLl6WnJFaXl+7c+t250ye3bFh/21BPkkRaYvyiuTJ7fty+c9sPa1Ys47DzRMp5c44dOnha7sShn/YIu9obaqrXLFtaW1UhedBYX/fD//vf+CcR5PaWns6vJ+UAoK6qYtWypbu3b9u9Y/uFs6cBID0lcfH8eUdlD56WOyG7d0/ri4ZhFxGBw+NExxDSu8KAhnCuGA0arwVNV4PFC373aXULNUunW7aP9BmeOra+urae+gwvA4a3tOhLi623vo2Xvq23iVOw1j2PkzdML2nZmLmE3nrgr8/wNnUOVjVx/E3D9O5DPw2LR7rWLrft3MdMW3TgtIKaid0lLQtzl8e37Dzv2ruPn71827FLqmYu5zUtzR4FG9l76zE8TZ2DDO19z6hYKOgxLFxCjex9DRheqqauGuZuBrbe+gwvA1vvO07B5zWsFPTsDW2JSV6mzo9VTR7JKZpcNbC/5xZuaOejz/C2cAtTM3M5fu3OBU0rA1tvQ4a3pqWb8l1nQ4a3PsNLn+FlZOt909JDzdTNyN5X39ZH39Zb6Y6z5j13A1tvE+fHOlaev1w3Ub7rZOoUZGDrY+YSqmHuevzanfOa9w1sfQyJMf2VTz/lZuttaOtuzHD6VdPSwN4XAAAJYYCt2YP0Gcgq4x7XdkhmliazihOZJUnM0gRmWRKzJDmvdDCSwixNZpX5R6U4+oan5VekMEuT80pTWKVhiVlWLv6p+eUpzHJtU7urWneC456nssszimtCE7Kvad/VvMt4ms1JZpZmldT5R6Vc1botr27kFhybwi5LyOYY3HM6d0PHJSg6g1OdzCxluAf9el3rrp07uU3KLU1mlqXlV3qHJyjcvKVqZPkkNS+DU5PMLMsuqfWLSrmqdUde3cglMCqJWRaXUfDAOywuoyCFVZrMLE1mlYYnZ1u5BCRkc5JZZcnMMt/IJPfHccmssgwONywh87qOyc3b1nGZhcnMsqySWv/o1GvadxVuGrsGRScxS5OZZYMsmb4F9ZxZonzPhxwggjHA0Lbc0aDxGtB0NUhgPkaZnIro53mxGblxGazojPyoTFZMxislkxWTwYzOYMVmseNzCpJYnCQmJy4rPyZT9GlCbkESsyg2i52QW5CQzU7MyJsya/GFG+qZrKKkvKK4rPzYTFZSFnPmolU/X1DMYBUlMovistjRGcyYDFZMBvNpTkESi5OQVxSbyY7JYEZnMJ/mFjzNKZAYEJeVn8TkJOYVxmSyokWW5D/NLUxiFSfmFcVmsmMz2TGZ7JhM1tPcwmR2cSKziGjiswsScgul8/I0t/BpbmF0BkucUGF8dj65jc8pSGYVP80tjM1kk3yJMssqjs1iR4vKYVASm8GKy8iLyciJyWByahsowBgL8ZvRVW1zu5p9hMr9gJtWvjet/TSsA9StAzSs/VWt/VVt/FUlFzZStz2UAWo2AZr2j/WcIlStRbeqNgFaDiF6ThGqNv437YMNXaJuucdoPQhRswlQswnQehB6yy3GyDVawy5Y1dpfzSZA+0HoLfcYY/dY7Yehqtb+6raBBi5PjD1idR3DVa391RiBuo7hxh6xBo+ekBjIU2o2AdoPQ43dY43cojUdHqtaB6jaBKja+JPYbrnHaD8IVWMEqtsG6jlHqDMCVW0CVG0CVK39tRxCDFyeqNsGqYrsCdFxDCe503R4TGy7aRdMsqn9IPSWW4yxR6z2w1A1mwA1hsiA3vKqIhIVlLq1z1UL7yRWGWDhq/yR0KAxLNB0NUgg8aF3bxcJMU+qKkt7KRMTYkuKR2YX558LFNn6O8AL+qA9stMv+L8zMFAdGBA12GObadAYFGi6GhQQ+eEhjAFTZFYfIQRi9znDFsDEFQPCQGGExDPTCCOMyPowQOK+BUKYKMXLCN4s6XdUEGAhAAWIIg6dqIG9Dg/SIzvgboB3/qiU9wxYQI4YBiykXxdojBRouhoUEADCGBCFMOoWk4VAao3gcAVhQAgwAkxhTGGEMaYwUBgjJERYgDBFYUxhQFJ7cf5wSnl7AhgjsuASI0BISLq0b9q7QvlVdUpWgVpW/jet/ZQYAWrWvmrW/mo2/mo2/uqMgJt2QeS6X1FnBBi5Rt/2iNV5GPaKYCMimvbBN+2Dh/24hl2Qpn2wxiuz85oYbAO1HB4P83FGgIpt8A0Lz9Q8jmR9LWCKpisaIwWaroYCjKRXQI/Er1BqyTVpsSWxYopsRhYliKWCv9d4OeGBX51d3IGElxmJIVnVAEDWUQ/kdfjJ84L/3955R0V1rf0/61339+b33nuTX4pRkxgVSSygotHYEVBAsSWW2GJiJ5YYBaSLFA1dGHqZGaoC05AiXelDLwMMRRiG3oSht4FzzvP748yMo2Iu8WLuIu/+rL2yZp7Z+zn7HLLO192eR9c2tLC8PreiPodfn1shyKmoz36xcPn13Ir67HJBdkU9lzSW13P59QU1TRbOPjsOnXEPZufw67kVsmoCLr9eYuHXk60kn8sFXJlDiTdBdkU92URSKgSksaS+Pa+qkexAcl55cn65xBtf5kHArajnVghkfePKulEh4Erd8oSduVWNjwv4OZUNxXVtskuT3qRO5IzlAjnnkss9KaqK55bIrptd8dItCLIrBNwKgaz+i0WYx28w9GAHPcqW/SX/6v+3Iv5UkFwhZiuDOPYLNe8Rrx0AgMCAjOU+xZE5SC2usQ2Km9JJdWXFsSOHMfH4665SXJj/5ZLF5qbGeTlvJWGKUFDbL90+flPvhrmp8Zv5KSst3quzS0NNdZfWzqI3TXESFEA7cvC7N2tLEviIGxKPolog3gpIrhCzlV4cv0LLjyUTiJDrXrIR2UtyVfLUhh4Lkm/kWqEk1FBqaupnn33W29v7qn+yAoVCeSnMkow/dAL61cqkZceOHWSwYAAQCoWNjY1TxkCa0igLfjE8PLx8+XJra+u2trawsLDHZG6XVypP2Qd5zx0dHfJB4n+n868DBWFCvD2QXCFmKcQQNqnnl5Fc1vIvqz4urbWmx0q/SdIGkq/gjIyMJUuWkLlaKBRKXFzcjRs39u7dS0aJTU9PX7169YIFC3R1dXt6eoRC4fnz53fv3n3jxo2+vj6CIOrq6pydnf38/DQ1NauqqgICAmJiYvT09Hbv3s3lcktLSw8ePHjmzJnGxkYA6Ovrs7a23r1794EDB2JjYwHA19f3gw8+WLt27fXr1ycmJhgMBoPBIDsWFRV16NChPXv2uLu7k/2OjY0NDAz08/PbtWuXra2tfKqRrq6u999/X16lSHtQUNDBgwdPnDiRm5sLAIODg05OTvfv39fR0bGwsLC0tCRTBIjFYj09vfr6+sLCQnd3d7IDKSkpBw8e3Lt3L5PJJC0hISGHDh06fvx4Tk7O6x41kivE2wPJFWKWgvdOTv7qn83MqesdGmkfGu0cGu0YGu0YGumUKx1DI31DI9E5FXeD4qUNX3iNZmZmLlmyZGBgAAC2bt2qoKDg6+trZWU1d+7c1tbW5ubmQ4cOrVq1isFgVFZWLl261MzMLDExUU1NTUdHBwB4PN7f/vY3TU1NT0/PlpaWffv2ffHFFz4+PkZGRu+9956GhkZISAgZZhDH8bKyMn19/bS0NCqVOn/+fKFQmJeX9+WXXx47dozJZGIYdvr0aTJKJJPJ/PTTT4ODg8PDw+fPn0+mHXF0dHz33XeNjIzu37//0UcfUalUkBszXb169Z///KeHh8f4uGRi09vbe/PmzVwuNzg4WElJqampaWxsbMGCBcuWLaNQKBwOZ+7cuZmZmQDA5XLnzJnT39/v4+OzadMmACgqKpo/f76np+eDBw+uX78OADQabdOmTaQ3ZWVlgUAAU43YkFwh3h5IrhCzEgKgawIzCS9lFdTnVTxN5wuzKuqz+IJMviBLrmTyBUX8WlpsllNEqqQZTP6OXJHppgBASUkpJiYGAO7du0cGsbW1tSNzfQFAd3f33Llza2pqqqtr5s2bR2Y7BIAdO3aQuUIGBwc//fRTcriTnp6uqKgoy481MDDQ3Ny8bNkycoCloaFB5mQBgIsXL5IRirdt22YnDaZ1//795cuXA4Czs7OqqippvHbt2unTpwFAslmUIAiCcHZ2XrhwoYqKSlVVNQBs2LDB3Ny8pKSEx+MpKCiQgXcXLVpEBtUFgG+//fbq1asA8Msvvxw9egwAvL29tbS0AODKlStkNgDJ0yaIzZs3Gxsbl5aW8ng8RUVFR0cnmGqSEMkV4u2B5AoxS8EHxsed2Tm903glpvDqb9MfAZD7Ol8rV2pqamQGDbFY/M0335ByZWtre+DAfgA4c+b0pUs/y3wuX748NTW1pqZ61apVsqUvbW1tX19fABCJRMrKymQi4OzsLGVl5dHR0cGBgQsXLmhrax85cuSDDz4g5xtVVVVdXFzI5rq6umT+l+XLl8fFSfaG5OfnKSgoAICzszOZtgoADA0NySwhAC8sPvX19WlqampoaIyNjSkrK5GCdOnSpfPnz3O53NHR0dWrVxcVFZGVWSzWihUrBgcHVFTWREVFAYC3t7e2tjYA7N+/38LCgvQOACMjI0pKSgcOHLhy5cqlSz9fuHAhLS0V0OgK8eeC5AoxW+kVTzqzsp6NismNFgC4ZLfFK3stHpfUWgYlAgDgYoBJAjAAyZmujIx0RUWF/oFeAFBT206nUwFALB5dt35tTGwUAPxme3f/gX0AYGZuqqq6jbx0U5Nw/vx5zc2NlZXlK5RWdHV1kPZdu7Q8PNwAoKena8WKZTxeMQBkZKStXKkEADY2VmvXriFrrlmzOiYmCgC2bNns6ioZ0l28eP7X678AwDffrLe1vUsafX29v/56DQDY29seOLCPNOrpXT979jQAAGAEgY2Nj8j2/D94ELpo8Rdi8djatSoMZrj8E+vu7lJeqZSbywUAAGJwsF9FZbWhocGGDetHRoYAwNvbQ0tbEwDOnTt75IhEGnF8EscnVVRWh4U/kPdGEBhBTBIEJjlGDxgA+MRwgxPyAACdt0LMOEiuELOV3olJJ1ZG96gYpMfWXveCTCuusQxKmvKnrMyMzz6dNzI8BAAb1q+j+vsBABCY0oplMdFRAHDH2kpLcycACIWCLxYsuHH9WnBggOq2rVevXAKAkqJChcULe6U70berbnOjuADAQH/fwi++KOOVAkBWZqbiksUAQKfTFJcsZrOY1laW7/73/0lOSgQAXd2LKqtXhgQHARAXzp+7pKsLAEGBAXM/mePh7ubj7aWweBEjIgwA7thY79m9i7zQtWtXT506KbuLwsJ8ba2d3l6eXp4eX32p6GBvBwA+Pl7Lln4VEhzEZjEsb1v0dD8bHxtdorA4Py9X1tDUxPidd96xvG1BfvVwd1PdtpV0OOfjj+7YWHu4u+levAAANKr/0q++Cg0J5rCZlhYWLS3PA8DL4/eIGxKfDc/lCmkWYsZAcoWYrUxfrtIL+fquES0d3cL2nvp2kbC9p7GtR9jWI+wQPeGWXrxmXt3Y0dDZa3DLgRH9WNghqm/r+dX47qMnuY0dIv8Qttkd18YOUatoKCo+VevAcfU9R68bW9W39TR0ijIL+Jf0LMtrWxo6e4UdIhMrl1BWfGOHqLK+7ZLe7eziyoYO0WNuyWU9y7qW7vrW7kt65poHTppaOxpaOD56zG3sFGUVVWgd+GHvkXOClmf3vENcvEMbO0VNz/qdPGlquw9r7j9B8Q1s7h5s6Oih3o80v0MRdogaOnvdqWG2rrSGTpGwXdTQIapubDeytN++6/A27UOW9m6NXX3CDlHTs347F+/dB0/t3Hfiwi9GVcK2p01dl/Us0/PKhB099e2ihk5RQlr+niOnkzIKSbf3OYnGlvcaOkStPYPUUJa6zhGNvd/7BTGEHaKmZwN2FJ/d353auf/E+V8My2ubhR0iYXuvsF1EFkGHqLFDdDskKSCOC8+1Ck0HImYMJFeI2cr05aq0qeuCQ4Shy/2bFIaBa8RN1wgj1zB91wg9CtPI66FVYNJNd5a+G/M2Ld7EJ1qfwtR3Y96mJxh5PTSgMM18Y27T4vUpDH03prl/zN2Qx7fpiXeCU4w8OfoUpqEHx5KeaODGMnBj6lMYFrR4U58YfQrTwJ1lFZBo6MHRd2UYeUZaBiQauLFuurNsgpJv0xKsg5IsAxKNvR7qUxgmPlHWgcmWAYkGbkxzv0e3/B/puzEN3FnWQUlWgUnWgUnWgUkGbkw91wgz3xgLapwehWHgxjT3l9TUpzD1KUwDN5ZNcLJVYJJVQJJ1UNJNd5Y+hXnTnW0TnGwVkGRBTbgb8tjAjanvxrIMSDTyjNSnMPQpTAM3Jnl1Y++HpB9Tn+jbtAQDCtPAjWkZkGAVmGQVmHSbFifxFpRkFZBkQUu4G5Jy04NN9kSfwtCnMPQoDAMKw8g17Jzd/ZRSgTT2EkEguULMHEiuELOV6coVMQkgJpdWJqXLLOS//SWtpAGD5SMHv/qr3AnkF2JFyn+FqeyveIBXjPCq8SW7/NdXa8rXh5eNxItOpv71xRuc4orEaywvtiXDYGGAjwKBYX9OFgPE/xqQXCFmK9MeXeFAiP/crv1vRLLnUrZq9S9CPiIQfxgkV4jZyvQnAxF/MjhIR3EIxMyB5AoxW+mdmHRkZTwbHQcADAhZHPeXAgZ2DAzfDkmy8Y209n9k4x9tTY20okZaUR9aU6OsqQ+tpR9saNHWtCibF43TLE4Pkn8LfGRNjbpDj7ahRVtTo6bRPMqGFmVNfWhDjSI/36HHTP+KLxUbatQdevQderQNbTqXfrkn5O3focfYSD7/UQ8PrakP71CjHPyZt73Z+U9bAMigwxjSK8QMoB3dsQAAFchJREFUguQKMVuRlysC8NeNrSob20/bUHN4T7N59Vk8QXpZbUZZbWZZbQavLqOsLoNXl86rS+fV5tU08xq7c6ubSHtmmeRXSSmTlhctZDXP0MiHqfmZ5XV51c3cysb00tp0nlzNlzyUSb5y+UIuX5hZVpdZXsetbMitbnqhzus68JKRV5dVXl/W1F1Q21oi7Cyqa8/gCdJ5dRm82uetfseJ9ENWhTC/piWroj5Tdu9/sCfpZXU5ZU+ve0TR4/IBAAhccsYYgZghkFwhZiukXHWPiiWL/MQEEFNkvKoUtlp6hb9qf4namqrbt8w729veoCeaOzTiYmMA4NrVKyxGxBt4SEyIv3j+3Bs0JAmgUc+e/vGS7oWigjdMHSKofXrk0KGRocE37gNJ4CNuaJw00wqO9gUiZhIkV4jZSu/EpCMr85lk7QoHmARCtvVPVqCyoc3Mkw0ABIETICbIjJfkZgC5apd0L7zzzjtmJkYAQOCTU+V6xKc+RURMbvxmHSP8AQCEBAfm5mQB8UrNl3UUBwBPd4qRoQH5vaSoIIDmD0DIJjWf15xCg8k9eJKr3DIzUVq+LCCAfsvc5I6NFQAx1eWm7Dkmq9nS3OjpThka7CPwV9tiU7XCXy7EJAAERKWFxkvPXb12xItAvAlIrhCzlV7xhBM7q3NUDL8b8qeysd3EgwMABEwAjBAwAQQOBDl/iBOAAxBdXZ0bNmwwNzNVUVEZGx8DIEbHRjIzM1paW9zcKC73nLuePQMA8YQ4MzO9pbXF29vLycmhvb0dAHAc27RxYwQjHABKSoubm5tIycnNzbGxtvT18+0fGADAK/gVzk6O1laW3BwuAFRVV6tu3aKktMLPz7etva27+1lRUSF5Sml4ZDggMOC3uzaPH6cAABB4W1trXn6eoF7g7OwYHh6G4RhBYLL5z6+/XmsvjYcLABg+CQDdPd1enu4O9rZPa58CAACek5tTJ6hzc6ME0Gmxj2L7+nvJmFVcbnZJSfHY2Ghubs7Y+CgAPj4+HhgYYHn7Vnp6Gvlce3p6vL08HOxtq2uqAQDDJmRPT74AgF9URqAkZiAAjqHdFogZBMkVYrbSPy62j0hvHRqbwPFhDB/B8LFXCobhJfXtxp5RAIABDjApjSpIYNJd1wDgSwtQ36ndPzyyYNGSmLgEABD1D65UWbtq7fpLV6/t2KmlvHptb//A+OTkug2blVatuXjpqs7efYpLV3R0duEAGzZtjWCxAWCLqrqTiysA3A+LWLhw8bXrehqauzx9/MfE4kPfH/v1hr6Ridm8TxdkZHMzuTkrlFctVlyqe+lKbb0wMOTBug2bCYD+gYGt2zU0d+3RMzBU/PIr01uWAJCamfXJ/M/UNXedu6A7d96n1nftQK7zRqbmH3z0SWxcAvlYcICWtvYtqmo/X75qaGzy1TKlwuISAPju0PefL1TYqa1jaX3nq+XK3n7+AIDhxArl1aFhEVVP6xYuVuzs7sEw7MDBI99s3HL11+vqO7TrGxp7+/o2b1P7+fIVQ2NTxaUr8goKCenVXyoA4BOdFZiQBwA4EIBPoq3siBkEyRViloKPYJhHXGlSsbC4UsCtEuZUNuTxG3MrG+RLUXUTI63Ckka+yjHAMek0ICZ/LGivzh4/H18AuHr5yvGjxwBgaHDoS0VFl3suAEDgxKKFC++HhALASiVlaytrstWyr5Z6eXgCwOaNm1gMJgBo7dTy9vIGgFVKyh7uHmQ1UXfP5MTz87IH9u03vGkIAOZmZieOSZJ0BNDo6tvVAOCek/O6tV+TxuzMrE8+ntMn6i3ML/jk44+LC4oAwNfHd5XySgJ/HpBvYlxsePPmhx98qKGuXlNdDQAmRsa7tSXRBU8eP/HDiZMAoLNr957dOqTR6KahtqYWABTk5X+pqDgyPFLOK1NavmJsdCwzPePTefP7+/oBYHhoeGx0zNLi9i4tmbfj3x8+IrmTqRI3U6MypJOBBBCTaO0KMYMguULMTggcANKrmup7BsYnJocnsKEJbHgCk/8wPIGNT2KFdW1GXlFkE5wM1yA9pEW+9Jubmud8NMfR3jEqKvrXX699MmfO8PDw+OjwGpWVRUWF5NX279tnedsSANavW5uelkoaTx4/ceP6DQDYsmkLk8EEgF1a2lQ//wnxhMJihfKyCvn+pqelnzp56sL5C4sXLbK2tAIA/Rv6R6Sv/qDAIPXt6gBw8vhJfT190jg6Mrpk8ZLSktLC/MJ1a9dNiicAIPphtNJyJfG4GADkFbe6ulpdTX350uVDQ8M/nPhh1cqVZ8+c/enUT1u3bNG7oQcAOrt1fLx8yMq8Ut6Czz4fHBi8ZX7rh5M/AEBRYZHSCiXxuNjT3VNDXUPiHAAAjn5/bPWq1WdPk962Xrt6TfoneKkQAOAbnRVMTgYSAASBFq8QMwiSK8QshQCAnMr6tsHh36/Hb+zQ9ybXriYnAAAw8gNO4DiBAYCbh9u8+fN+/OnUyVMnfzxz+h/vfcBiRwKAkvJycp0JADZuVfX08gUAlbWrEhIl026aWpq/2f0GAJu2bGKwGKTF189nEpv8fMHnmVkZsj7wykq/WLjg/oPQrq6uY8ePGhobAoCevt7h7yVJOugB9O1q2wHg/MXzp378gTSKens+X/C5sEGYX5C3WmXV4PAAALA4TCXlFePiMSC378ttzejs6vyvv/2XoL7u7PmzZ86e7u/vb2lp7uuX5OLS2atDcXOVPbpNmze6ubvt2LkjLv4RABQUFqxQWjEuHqPRqSprVeQf4LHjR0/9dKq3t7eltbm3v5cAHCemWLgiYBIAfKK5QYlSucIBTQYiZhAkV4hZCgEA3Mr61oEhOcMUVDa0mXgyyQqyaAsEAQSOA0FMiidWKiu7ODvL6l/6+aqGmvrkhHjFUsXtqlvzcnJCQ0M//HCOoE4AQKxdrbThm/XZWVmRbM4H77/PK+UBwFoVlfAHYQCgprqd4uIKAEcOHd6hrvG0uobNYHJY7KzMzH/8/e/1dXX88orFixaaGBsDgLOjk8KixWWlZcNDQwE0+sYNGwAgKSHhg/f/36OY2KaGxh9PndqlvYsg8LQnT5Z++eXQwCAAMCIiFBYtFo+NkffcKxIZ3TR8nJIirK/Xu35DWWnFxPh4JIczf+68/Jy80dGRnOzsmqpqANipscPJ0QkAACcAwMPd/f+++99bNm0eHxsDgIK8PIVFiwf7+xsbGj7+8CMfb++6p7VO9g4tTc2PYmPnz52Xn5M7OjrCzc6u4ldOFTJQsqeR+jCTnAx8/sARiBkCyRVilvKKXL2GKmGrhQ/rdb929fR8e/hwl6hHZinjVx46fPxZzzNVNTXdy5d3aOxUVd8ZFSPJ7btdTe28rq6mpvbW7WphTAZpvHLt16zcHAC4aWISE/cIAHr7ek/++OP6jRu19+zNzc8DgNs2NptVVc9euPDLjRvhTBYA9PaKvj10+JtNm+sbG7l5+df1JZvag0JC1Hbu3L5jx5nzF/r6egGgvKrq7MWL5LJbbkHB6XPn5W/BxtZ28zbVjVu2fnfk+zpBHWn0oVI1d+/W2KF+8PvvS8p4AGBsbh4ZHS1r1TvQv01d3cvPj/xa39T407lzI+NjABCXlKi2c+eGzZsvX7s2Nj4GAL40qpaOjrqGxneHj+RLkxFPSWAcN0R27gqNrBAzCpIrxCxlunJV29J12NDdkca2p0fa01hOdKYdne1IZ9rT2Q50zm9Ulh2N4xwUbU/j2NM5DnTWvaAoJyrb2iPwo0WrbtxxdfB9cMc33IuRdC+AbecXNkdh9eVbdk5+4TY+4Z6MJIcAjj2dY0dj29HYDjSOHY1tR+c40Dmu92MpYfGm9wLsqGz3sHjHgEj38EQz1yBbKovyIN6WynagcVxCYpyCoswoQfb0SDs6x47GsadxHAMivZjJd3wjTF0C3cISKKGPHGgcexrHjsa2p3Mc6OTlOPbS4hAQ6cVMtvYOM7lHdwmN9QhLIJ14s1JsfMKNHP1taWzX+48kfaOxSQ/2dI5TUJQ9PdIpKMrhuVu2PY3jQOd4MpJs/VkmLgFuYfFOQVEOEm8RRo7+tlS26/1H9lInsm7Y0zlOdJY7LeKUyb3wlBzpHwh/5RgZAvHmILlCzFKmOxk4LJ7IKBc8LqhILuCnFlakFZSnFFakFZQ/Kah4XMB/UshPL6l+Ush/UsB/XFDxpLA8tbAip6QqLiNv4VIVF/+Q/LLq9JLKJ4UVmYUVyTlFCkrr7lJ8C3jV6aXVTwr5jwv4jwv46cVVqUWVTwr4acVVqUWVpDG1qDKztCa9pPpJAf9JAT+1qDKjtIaskFZUSRrTiqsySmueFPJTiyrTiqtII9mljNKaVGm11EJ+WonkcqlFlenFkg4/KeBLbqG0mnQu8SBzwnuaVlxFVpbvm+zGZRb55yDfAflfM3lPyUs/d1LwvBupBRUp+bykEn5r7wAQINncjgZYiJkDyRViljJduXpjmpuErzptaW54Je4D4hUwDIgJDMXIR8woSK4Qs5jsSqGcXL0u2xV0DQwLWrtqWrvqWjtr2zqr2rqq2rqe/m6pbetqFg3UdfTUtL5sFHS+YPwDpbXradsz0k9t+7OnrV217c+etkmM0v/+sSL18J8vtW1dta0dT9s623oHcJwAYgLNAyJmFiRXiFkKAQC5lYJ2iVxJsgQTQOCvZMu1pTF/tnQ3dwkwd6FbuNBMXenGroGmLkFm/6IET9s4rWJ6L8jMNcTMJcTUJegWJdSOFukYEG3tFW56L8jUJdjcNcT03rS9uQabuQb/5s+x9o74A63eZjF1CTJ3oV239dFzpIkJ4ncDYyEQbwKSK8QsBQeAfKlcEfLnfF4JtWDlFcqtFpDpbnFp0FaxXJmQlimNE9OuKX69B1mFcQAMYAIgIT01hMWoa22ZABiXazKdjokBJgHiU1MLKson5SpMv3vTv+Vp1p8AwAGEogED54ARDH/taBeBeFOQXCFmMVmVwqaBYZCPT/5CnHWJzcY7NK9KINfuP5yWfXh4+NChQ1u3btm7b++WrVuEQqG0V3+MUz+ecnF1mfHu/Ts0i/pv3qMP4bITwkizEDMGkivELIUAgKwqYfPAMAAAgQM+QQapkw+6Si6f2HiFFlXVAZBhgaRv0FfHYX9CwQkAiOREfjb/U/J8rqC2rk/USxAEAIyPjdVUVw8PDZHdGx8bHx0ZITCsQSh81tk1PjYuTX0Cou4eHMP6RL1Dg0MEJlkkEtTV9XR3A0iCS42PjVVXSbwRGE7gcvOjb6XgANAq6jO8Rx/CZHKFFrAQMwaSK8QsBQMgcisFz0ZGAUBuUDUFVj5hBXwBABAEgQFI44T/J/SKIAAgMSHh3XffLSx84bxtXl6BurrG/v0Htm1TTUpKAYCkxMS9e/ce/O7gunXrjh49dvnSZbJmYmKiuro6QRCXfr5EpVIBoKWlZe/efdu2btu4cVNoaCgA5OcVqKtrHDjw7bZtqomJSQCSKB5vVYoBoFXUZ3SPNiyTKzQjiJg5kFwhZik4AJFaIUyvbq5peVbR3M1v7uE391Q2d8uXquZnVa29hl6RhU+bAABwjJC8RvG3PNR4nVoRQBATE5Pnz+v+4x//vHzpSktLCwAMDAyuX7+RzYoEABYrUmnFqvHx8fj4xHfeecf2N/uGhsbY2Pi5n8zv7OwCgBPHf/jx1GkA0NLabW/vBADHjp7Q0dnX09NbWFCUlPRkaGh4wzdbmAw2ADyMjFZSWjXQ3w/w9m8QoEXUZ+xMG8HQZCBi5kFyhZitEABtQxPlrf3Vbb2VbQP8tkF+2yC/bUi+VLYNVXcNG3mxi54KAQCICQAAggCcnCmccTnC5XYmPt+iSBC4NEQ5TuCSIWBMTPT6desVFBY3NTZWVvI//vgja2vLO3dsTE1N3n//vdaWlvj4uDUqkmizBIEpKykFBwVik9gShcUZGekAsG/vHjcKhSAIxSVLMtLTZE+mpLj4448+srKyvGNjY2Zm+v7775WXlUlu/C3rVZOoz8g5YJScn0RDK8SMguQK8dfH0ie8oEoAAATgE9INhFNGaf03C45juPQQMU7IPkj0iQAcJzAy26+Mr9d9raevxysrnT9/nrunu7e3t6eX58OoSLFYzIlkb9q8Sdbc1MzkyPdHEhLjV61eiWE4AOzZt8fdww3DsMUKi/ML82U+MzIz5s77xN3D3cfHx8vbK/IhZ2CwH8MxQrp+9TYKmaCxRdRn6BwoJ1dIsRAzBpIrxF8fG6+IYsnOQPIf/DjA5Nt4aeM4RmB4RVlZ97NnQBBlPF5/Xx+OYWU83uBAP45jOIYRBF7O47W3tpJ927hhg4WFhUgk+vyzzyrKy+W7zYiI+Gb9etlorLKycsXy5V9/vdbK0pK06OjsvufsDABr16y5ZWYGAKMjI1WVVc1NTZ9/9lkFOaIibxvHJWtXb7FI1q6MnQPGMBwko1ckV4gZA8kV4q/PXc8H1Q2tf9rl1qxdx+JwAEBhyZcZWVmTOKb41bL8wkJZBRqNtmr1mlM//qitrb17z57hoUEA8PH1XbV6zY0bN3R1dQ1u3gSA+MTEHTu15D1/e/Dg//z9ny1SqTt67ISPrx8ApDxOWbZc6dy5czt2alHc3QHAz99/9eo1v/76688//6wnjfX+J9AzLja5R567Is8Jo52BiBkDyRXir4+xW6i5Z2ggJ9GfnejHTvJnJ/uzk/3YyX4caWFLC2cq4zRrcpKpnBQfVtJ5E+e7vuF+nOSzhg72NLY3M/GMoaNjQCSdk+zHTqayk/1ZSWcN7Tfu+Wn/2Zue4XFB0Wn+7OT7cVlXb7tt2X9G+8S1W5QgOjvZjsa+fsfHT9pbemSKOSX48m13f04KlZNMZScb2FGtvMJonOQH8dk3HahbD5w7etXCl5FA5STfj8u6aum2Zf9ZrRO/WFCCaZwUf06yHzvpTW55OvU5yX7s5AB2wr0g9s+WHiM4AQA4EM+3YSIQ/zZIrhB/cXCAnGrB/YT0BwkZEQmZjITM8ISs8ISs8ITsmS5Z4QnZYQnZMZklzJTcB/FZMVmlzOTcsITsmKwSRlJOmPSiEUk50ZklcTkVsVk8Vkoe2SoikRudURyXU/4ou4z9JD8sIZuZkhuVUSzralhiNie1IDqzODyR+yA+KywhOzK9kP04j/z8MK0oPqciJqs0IpEblpAdnsiNyiiOz614xC3jPCkIS8gKT8x+O3edLeveg4SMsPi0lOIK6YYWAmACyRVipkByhfiLQ6D9aX86GDEJQK65ociBiBkDyRXiLw8BuPSIlWR6avJtvUbJTQfyuw6BkOol8XJNkFaW7ypBPNdXiYdXboc0Ei9c5WXPchbi5au8NQgMCHIPCyaVKwRixkByhUAgEIhZAJIrBAKBQMwCkFwhEAgEYhaA5AqBQCAQswAkVwgEAoGYBSC5QiAQCMQsAMkVAoFAIGYBSK4QCAQCMQv4/7Nvh1LWWAMpAAAAAElFTkSuQmCC" width="400" /> <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizQlQPZXlSEWYlr1cie_QZLJ_bAYYvnDc2eNlLv0zl5EZdZdGlUWxP2LFKZbL08FSJJO3ZgLtid0s8nIbSFzMNvFIMbot1IfogaNbhrcyYZiHXMEZTFBccySq57ofp4HOqQW32/s1600-h/clip_image006%25255B3%25255D.jpg"><br /></a>
SOA services are provided by deployed software. ITIL (or IT) services are also provided by software and that is why we may also add the TOGAF architecture domains below the various levels of services.<br />
<br />
<img alt="" height="223" src="data:image/png;base64,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" width="400" /> <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrnQmgF71ZQlnNC35wOnH8-aLOtS0R2-uwK6gP0mMkHQSsFTtX7nlqnlhLlhZvNyGJSF-bZJ1nO8zXKbc07mVZ4WVRKnJglpKeBEoou0_jZf1nAWceicTEGeKIrTmnLL5NWMzG/s1600-h/clip_image008%25255B3%25255D.jpg"><br /></a>
Coming back to the <b>Example 1</b> where we had<br />
<br />
► Business Service<br />
<ul style="text-align: left;">
<li><b>Customer Contract Creation</b></li>
</ul>
I could now imagine a more complete description by including:<br />
<br />
► ITIL Service <br />
<ul style="text-align: left;">
<li>Service Name: <b>Contract Management Service</b> (which includes the contract creation)</li>
<li>Service Description: This service provides to suppliers, such as carriers, ports, warehouses etc., quotes and agreement conditions; manages procurement and sales contracts, IP licenses, internal agreements, etc.; automates and accelerates the entire contract lifecycle, etc…</li>
<li>Availability: 07:00 - 19:00 Monday to Friday</li>
<li>Target Availability: 99%</li>
<li>Backup</li>
<li>Service Owner </li>
<li>Service Representative </li>
<li>Service Criticality</li>
<li>Etc.</li>
</ul>
► SOA Service<br />
<ul style="text-align: left;">
<li><b>Contract Creation Service</b></li>
</ul>
<br />
The SOA service will be a piece of software based on Data-Application-Technology architecture (eventually) using a reference architecture. That is why the TOGAF architecture domains have been added below the hierarchy of services.<br />
<br />
ITIL IT services are of the general kind rather than SOA type of services. There also may be a relationship between an IT service and one too many SOA services.<br />
<br />
<img alt="" height="69" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb4AAABNCAIAAABWnpa9AAAF4UlEQVR4nO3cv5GjSBzFcVIgBlIggbPw1sW4CDDPJYCtIgNV3fkdAcbaSgDnTDLoHDjj1XX1Nn+kn5BmEPp+CmNmxQi0ejw1DTPZBAAwyr57BwDg/VCdAGBGdQKAGdUJAGZUJwCYUZ0AYEZ1AoAZ1QkAZlQnAJhRnQBgRnUCgBnVCQBmVCcAmFGdAGBGdQKAGdUJAGZUJwCYUZ0AYEZ1AoAZ1QkAZlQnAJhRnQBgRnUCgNne6vzjr39YWB5enhJiAsnyrOX+pD2hOnc+Az7WK8JDIPEwqhPvgerEoVCdeA9UJw6F6sR7oDpxKFQn3gPViUP53OrM8zzPc32dbbper8n60zRdLpcsyy6Xyz3b8t43TZPneZZleZ43TTMMwyte1GO79xbOWp3DMNR1raQVRdG2rfc+Wafv+7qulZ8sy8qy7Lpuvpo45xSzcRxvbp1kPuxzq1MpjL/ers54/Wmauq7Lsqzrupsb8t6H0AdVVb3odclpAhqcsjqv1+s8b0momqZZjGVZlovtWVWVVrj57pPMPajOlJJ3c/37q1NZqapKo4BxHLuuq+t6x75/olNWp8abYaQ5DEPTNHGoFLM8z51zWsd775wrimKx5sZxzLJMA8miKLa3TjL3oDpTT69OramhKx52yupcC5t475W6+Ul0GDAmD6kNx3HUWHX77Jtk7kF1pl5Undsf5s65siy1ibqu48QPw6ANOed0tDjn9JzOufhJdPanXZqfFs1nteK5sOv1GmbcyrLs+/7m6/piJ67OtbNXzVo2TbP4aNu28wQWRaGhqGLTtu3G1knmHlRn6unVOY6jYlFV1eIn/HwyK8/zkFHFLsRXG1Vqk9DHA41k97z38TOE59GjOkQTSfq/3Smrs+97/W8nfSEqx7WyUDDic3alIrxxZVnGFzbnSOYeVGfq6dU5TdMwDJqcmsc05C/8oz6WQ/jClYS6rr333nsdY3rC+EJBPL2V7J6+LcsyzGqFOTWd+mk2LWwxuZ3gCE5ZndM0hSHbvEAVxbUT6nl1tm0bv2vqne1hGsl8GNWZekV1Spjdj39QI4tkxBHvQ0hw8mzJiY/GL0kiw7f6YF+8IKsfTD7JDzgL9uPnrz///ve5y4+fv777ZU3TNHnvu64LZ6yh7KzVmed5fIau6lk734+RzAdQnanXVadcLhcdJHr7w60kc8rT/AgRXUsNwdU5UQh6snuLEY/XXHSceaXpvKPOwHuvtsrzXG+93tPtE/bQjOHcfy1IN5FME6oz9erqTH52LaDh+FkL6PT/rS3jOGp8Ea/zlIAe4bM9OH11SjzS1PBt7VKPejYM7sK1lLn7JwdJ5v2oztQXVKcmofSzyWfy3EZA9TyXy0VfxEdIsnvz6afkSQ4y9b7hQ6pTeVA16JLL4u8FDcOgEaIe0m1MawPA++9yJ5n3ozpTT6/Ooih05VHf9n0fnxYpH2VZhhWGYei6LiRyI6D6SC+KQr+lF+cv2T0dBvHNz23b6lEdXfEU2ziOunZx86V9pfNVpy7ROOdC/WmYGb+VSqNWi2+JV4TCgDRU1XwrmkxcbECSuQfVmTJVZ2IxRotnHPHk/eKZUXIdc23gEG4fSa4GJAENt6HEwoG3+FoOEtDgfNW5+FuY2e/jrMV7d5KETJv9uPGLjyRzj8+tzrW7HNaqM1l/MfeLMdI9veEKZlmW83OQruvCEZL8cYfFG+Xmu5HM/swPmOTPTCT3wfR9H46T+aNHcL7qnKbJOVdVVeiOuq7ns3gajcYtVtd1EqGNClN+SObTfW514r2csjrxvqhOvAeqE4dCdeI9UJ04FKoT74HqxKFQnXgPVCcO5aurk4Xl4WVn/Agky3OX+5O2tzoB4ANRnQBgRnUCgBnVCQBmVCcAmFGdAGBGdQKAGdUJAGZUJwCYUZ0AYEZ1AoAZ1QkAZlQnAJhRnQBgRnUCgBnVCQBmVCcAmFGdAGBGdQKAGdUJAGZUJwCYUZ0AYEZ1AoAZ1QkAZlQnAJhRnQBgRnUCgNl/w3sAMK45ZWsAAAAASUVORK5CYII=" width="400" /> <br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPsGOwCn-tZcBNXIH4SLWAq5Mc1untdtoadm9BO6fvfe6rDnrM5iXT7BC-fhGr0o2B8nDCZ4mFN4jckLK35moDIXCjFKntIEfxV-KqbDHCqjF2JKt3XTDc3I0G677JiyyRYcml/s1600-h/clip_image009%25255B3%25255D.png"><br /></a>
From an Enterprise Architecture or ITSM perspective, Business Services are delivered to customers, supporting their needs, sometimes through the support of a business process or directly supporting a service or product delivered to the end customers.<br />
<br />
Business Capabilities can deliver Business Services which may be supported by one or more ITIL IT Service(s), which themselves may or may not be realized by SOA services (depending on the choice of an SOA Architectural or not).<br />
<br />
This is one approach (there are certainly others) which helps to clarify how to integrate these different type of services, specifically for TOGAF practitioners.<br />
<br />
Thanks to Ed Harrington for having reviewed the text. </div>
Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-23773135031988188152014-08-11T16:27:00.000+02:002014-08-11T16:29:00.043+02:00TOGAF® Framework and ArchiMate® Modeling Language Harmonization, two whitepapers<div dir="ltr" style="text-align: left;" trbidi="on">
<h4>
<a href="https://www2.opengroup.org/ogsys/catalog/W14A" target="_blank">TOGAF® Framework and ArchiMate® Modeling Language Harmonization: Glossaries Comparison</a></h4>
<h4>
<span style="font-weight: normal;">The purpose of this document is to help Enterprise Architecture (EA)
practitioners develop EA projects applying the TOGAF 9.1 standard as a
reference framework and using the ArchiMate 2.1 standard as a standard
modeling language. This White Paper addresses Glossary harmonization.</span></h4>
<h4>
<a href="https://www2.opengroup.org/ogsys/catalog/W14B" target="_blank">TOGAF® Framework and ArchiMate® Modeling Language Harmonization: Viewpoints Mapping</a></h4>
<h4>
<span style="font-weight: normal;">The purpose of this document is to help Enterprise Architecture (EA)
practitioners develop EA projects applying the TOGAF 9.1 standard as a
reference framework and using the ArchiMate 2.1 standard as a standard
modeling language. This White Paper addresses Viewpoints harmonization. </span></h4>
</div>
Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com2tag:blogger.com,1999:blog-19923333.post-13479536952977076592013-09-10T05:29:00.000+02:002013-09-10T05:29:17.590+02:00Using CMU/SEI Quality Attribute Workshop (QAW) while developing an Architecture VisionBusiness Scenarios are a proven technique to link business requirements to architectural models. According to TOGAF a Business Scenario is a description of:<br />
<ul>
<li>A business process, application, or set of applications that can be enabled by the architecture</li>
<li>The business and technology environment</li>
<li>The people and computing components (called "actors") who execute the scenario</li>
<li>The desired outcome of proper execution"</li>
</ul>
Recently I have been working with another technique which is commonly used by Software Engineering People but mainly for Software Architecture: Quality Attribute Workshops (QAWs) from CMU SEI (Carnegie Mellon Software Engineering Institute. This technique make use of interactive workshops with the main stakeholders of a project. Where you the solution is to be developed either internally or externally (not a COTS), then this technique could be combined with the Business Scenario.<br />
A Quality Attribute Workshop (QAW) is a systematic approach to elicit the needed requirements. This will ensure that all quality attributes are included in the final design. To This end it: <br />
<ul>
<li>is a facilitated method that engages system stakeholders early in the life cycle to discover the driving quality attributes of a software-intensive system</li>
<li>provides a way to identify important quality attributes and clarify system requirements before the software architecture has been created (Implementation Governance)</li>
<li>is based on the qualities and the non-functional requirements that may be captured in the Architecture Vision document, the team will identify and elaborate specific quality attribute scenarios and document them</li>
<li>produces a documentation that includes most of the quality attributes specified by the stakeholders</li>
</ul>
QAW defines two kinds of architectures:<br />
<ul>
<li><b>System Architecture:</b> the fundamental and unifying system structure defined in terms of system elements, interfaces, processes, constraints, and behaviours</li>
<li><b>Software Architecture:</b> the structure or structures of the system, which comprise software elements, the externally visible properties of those elements and the relationships among them</li>
</ul>
The TOGAF specification considers the Enterprise as a System, however the term System in QAW is more related to IT Systems. QAW provides an opportunity to gather stakeholders together to provide input about their needs and expectations with respect to key quality attributes that are of particular concern to them. A similar concept to what we try to achieve with the TOGAF Business Scenario but with a focus on IT systems quality attributes.<br />
<br />
It is also a purpose of identifying scenarios from the point of view of a diverse group of stakeholders which can then be used by the system engineers to analyse the system’s architecture and identify concerns. QAW is mainly addressing non-functional requirements and there is still needs to understand the problems we try to solve, gather functional requirements like in Business Scenarios.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdVQOVDi9mh9Lu59wDIYNlrvN2JBD7ijHxCmDeuRv3mAFofTZlLKga3psBuAvfAGesBnZe4GXT5RLLyj2ei1D87HS9ZAQcPI-0y_RkmhFEcuxB7hY67gTILFAzxngRDY2mrj2Q/s1600-h/clip_image002%25255B4%25255D.jpg"><img alt="clip_image002" border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIQOaUquJOPOlcldTCdDgdi3Z_vz4Ilax8VHAiasJcBa3XljkSJ0u5BqvAebk1yGwe8QI5XYAP7FjXg5yJ7XRHpNY3oS-KXcZzjwQelbSDGOoh8UqjgUYXHJO_zcHJmbzdFnHn/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image002" width="431" /></a><br />
Quality Attribute Workshops ensure that quality attribute scenarios are identified, prioritized, and refined before the software architecture is completed. Individual requirements are viewed in a forum in relation to one another in the context of the overall problem. Architecture is based on complete set of requirements that add up to a whole problem description.<br />
<br />
Technique requires involvement - at an early stage in architecture project <br />
<ul>
<li>Business stakeholders (end users)</li>
<li>Systems stakeholders (installers, administrators, DBAs; network, training, acquirers, system and software engineers, etc.)</li>
<li>Other stakeholders (such as Operations amongst others)</li>
</ul>
The QAW provides: <br />
<ul>
<li>Increased stakeholder communication, an informed basis for architectural decisions</li>
<li>Improved architectural documentation, and support for analysis and testing throughout the life of the system</li>
</ul>
And the results include:<br />
<ul>
<li>A list of architectural drivers</li>
<li>Raw scenarios</li>
<li>A prioritized list of raw scenarios</li>
<li>Refined scenarios</li>
</ul>
During the workshops the Stakeholders receive a “participant’s handbook” providing example quality attribute taxonomies, questions, and scenarios.<br />
<br />
Below are the steps of the QAW.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3su_EbdDAohsdIeQTGOF8Q2aMHXFXugCC2DPKFAlV-kJVdWn6uWMecU7jNu17OR33MENRhyvAG-xwjHJzRVuPFlNHjR1TXdPrkgCBKzSE5oRZduB6LFTOyNboD3DbyGrYR2e/s1600-h/clip_image004%25255B5%25255D.jpg"><img alt="clip_image004" border="0" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcI8L4BuFJmeeLfvwjJApB9wBDZmOHk7EHhZmfy-wj0HUOU9VApuc687eErJpZ5Un5hzTBlkw_hBwBnWuutVfQzmkoAjUeG3IqZG3mO1DQ1ECRQLpyNx2xt-L88_diICQanvMt/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image004" width="437" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR2PDzwpC0YQW0-AH6f2CRNpOeRtcPSugrHltr0-Gd6Gaot3OrwO2-AzkBXGzozvwVihIgkq9b_JBAmdq6OXf9zgPgiBc5ctL3U_E2ZXOnxhEP0j6-HY_c4FJcHSak1OoKO57N/s1600-h/clip_image006%25255B5%25255D.jpg"><img alt="clip_image006" border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGIZ9lVgDnO_t-SS122VQMud_sqSia6PBF_DgxtGdB7N1tz0WU9tLtjOIFi0lZWrYng_fsuJKEBYbqJ38A5VW0eMNSp8Acti37jOXjcSLoQbRVlb0dNq8qCW4I7AcG5NLELChS/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image006" width="438" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8s8UhY9s6DWa0Jdgx_5b2il4M1QOtw0cuuXGWvzOQQWzFAO8Agmwf52Sf8wUrFZxo1PzwFCccYNt5LEfz0wchHDP8Ks2zZ7h-SjRfwLme9oSwQXXI7apcgEPEwVljTBjJ9QaC/s1600-h/clip_image008%25255B4%25255D.jpg"><img alt="clip_image008" border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPR9AEJ5ZKAKKg76Og0p6Sbzh2fX965F9DBHtLZr8UWw3V7_12rJY8G7wTwSIddfW77LJKTYeDzavzxJ5NVP6jiTkP-G2m23pCshoPUqo-YiIcoqwkqvpDY_Ce6fOMMtuk5AR7/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image008" width="438" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiUsbWHhWzXKZSFLDW16YZNSvybliE7vQvz4qcoo7A6Zzu1s_SxzycjsuB_a75TH23i46QIcFhcYQOkzNH3mPy6Y1KoCZxDIjcbL_nbAbIMsVX0IVM0XcQ3UGIX43MvNam5owC/s1600-h/clip_image010%25255B5%25255D.jpg"><img alt="clip_image010" border="0" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjunLRchqJ8bAHdfshulx0hUOWASJe6cND9KsMG2HESWazSb-cTMgxEp9_oDs9-ziAQdUMjYbkn-X-0LOfgctHKz9UsYw8TtrB9OH4qUE9ojmNRatwZM2NfUShX7BLmfLxn3gDi/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image010" width="437" /></a><br />
Business and/or mission drivers for the system (goals and drivers), plan, strategies, high-level functional requirements, constraints, artifacts and quality attribute requirements should be presented to the stakeholders. Using Business Scenario in conjunction with QAWs can be an appropriate approach.<br />
<br />
A QAW lends itself to the capture of many architecturally relevant materials:<br />
<ul>
<li>Software architectural documentation is a collection of view packets plus any documentation that applies to more than one view</li>
<li>Each view packet contains a primary presentation, a catalogue of the view’s elements (including element behaviour), use case diagrams, sequence diagram, context diagrams, collaboration diagram, a variability guide, architecture background (rationale, analysis results, and assumptions about the environment), and other information including mapping to requirements</li>
</ul>
These elements may also be produced in a Business Scenario or produced later in the ADM phases A : Architecture Vision, C: Information Systems Architectures (stakeholders management and taxonomy of artifacts).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4QFmb2uGBADx6jXMcCImrfL_Tcqy9tCXZbkrps6nN_ZZ7w94oZuq4cojD2WlaORk3wz3FgmcZiclCrxLcS5Ps4VzessfL4nPh13MFcytz3xRE4OYXLzccq4bOupwoFoBLkNum/s1600-h/clip_image012%25255B5%25255D.jpg"><img alt="clip_image012" border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlhdC0zhwVdUz4DKHPjWX2yAbclP3BnnGYG6snzFEYgMh0xJTWtn8gr2JnBWnFbXyJpTQlFH5K1pAh5cQt52PZaHgTzOdVQrPxSPmsQt4gP6YQ-5oGX0CkSuBiS61rWs8rcFfB/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image012" width="437" /></a><br />
The outputs from the QAW can be summarised as:<br />
<ul>
<li>A list of architectural drivers</li>
<li>Raw scenarios</li>
<li>A prioritized list of raw scenarios</li>
<li>Refined scenarios</li>
<li>Questionnaire</li>
</ul>
Quality attribute requirements are the means by which a system is intended to meet its business goals and QAW helps to document them.<br />
<br />
Software architectures must be designed so that their quality attributes are met.<br />
<br />
The QAWs technique can be utilised as a complementary approach to gather all sort of requirements including those from Software Architectures when appropriate.Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-78026721530091648522013-05-08T08:39:00.000+02:002013-05-10T06:40:01.111+02:00Redefining traceability in Enterprise Architecture and implementing the concept with TOGAF 9.1 and/or ArchiMate 2.0<p>One of the responsibilities of an Enterprise Architect is to provide complete traceability from requirements analysis and design artefacts, through to implementation and deployment.</p> <p>Along the years, I have found out that the term traceability is not always really considered in the same way by different Enterprise Architects.</p> <p>Let’s start with a definition of traceability. Traceable is an adjective; capable of being traced. Trying to find a definition even from a dictionary is a challenge and the most relevant one I found on Wikipedia which may be used as a reference could be “The formal definition of traceability is the ability to chronologically interrelate uniquely identifiable entities in a way that is verifiable.”</p> <p>In Enterprise Architecture, traceability may mean different things to different people. </p> <p> </p> <p>Some people refer to </p> <p>· Enterprise traceability which proves alignment to business goals</p> <p>· End-to-end traceability to business requirements and processes</p> <p>· A traceability matrix, the mapping of systems back to capabilities or of system functions back to operational activities</p> <p>· Requirements traceability which assists in quality solutions that meets the business needs</p> <p>· Traceability between requirements and TOGAF artifacts</p> <p>· Traceability across artifacts </p> <p>· Traceability of services to business processes and architecture</p> <p>· Traceability from application to business function to data entity</p> <p>· Traceability between a technical component and a business goal</p> <p>· Traceability of security-related architecture decisions</p> <p>· Traceability of IT costs</p> <p>· Traceability to tests scripts</p> <p>· Traceability between artifacts from business and IT strategy to solution development and delivery</p> <p>· Traceability from the initial design phase through to deployment</p> <p>· And probably more</p> <p> </p> <p>The TOGAF 9.1 specification rarely refers to traceability and the only sections where the concept is used are in the various architecture domains where we should document a requirements traceability report or traceability from application to business function to data entity. </p> <p>The most relevant section is probably where in the classes of architecture engagement it says:</p> <p><i>“Using the traceability between IT and business inherent in enterprise architecture, it is possible to evaluate the IT portfolio against operational performance data and business needs (e.g., cost, functionality, availability, responsiveness) to determine areas where misalignment is occurring and change needs to take place.”</i></p> <p>And how do we define and document Traceability from an end user or stakeholder perspective? The best approach would probably to use a tool which would render a view like in this diagram:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdbAlLJ1Ro46_GRj5HO39-XpGYq26GetEtbFSF8EjRQUuRvbunNXhW2tI8W1w7GYyRB3YxSnK10oH20L1HPJgFLx7uOnpAIYE2-Deaa13bUl5v6ohvG-WFJgnpliETOR3Zlk_a/s1600-h/image%25255B8%25255D.png"><img title="image" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmLvttmK0o-E3eg1k4vX2vB6IpJRaXm2loqZ-zC5k6CcuFWc2U-frV95yknyUziay5MPe4ir5GfTslq7e2fQrPDDX85mWN69G2rRdL59gseNMh104ipxzZufY1y1j7xppIbTeE/?imgmax=800" width="431" height="336" /></a></p> <p> </p> <p>In this diagram, we show the relationships between the components from the four architecture domains. Changing one of the components would allow doing an impact analysis.</p> <p>Components may have different meanings as illustrated in the next diagram:</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh01-BEKM4kcdnyUYuhF4IJuNJxkwv2DQT5GS7CBJVhjjh71XzZx8Cyvhd1IzE4_g1Iu8cW96B1Uu_KH3KLXbBoHAQR1dBl2AfVXvtt1My8tSCioAT4FXkVfo0AymCtcpjujNnl/s1600-h/image%25255B7%25255D.png"><img title="image" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg866LgC7pUpTlSWQRtGMu27aq0Dq1Kl-74qTj6Qe7BTBTIy_wYMzjyB3ZeJOUEV02FaL8epwJG1yHzvqk9w2Ve_xCQ9DpDD2JETfEX5sPHBtbJSJq1b3KvWPZUPMCgufo6EaU1/?imgmax=800" width="431" height="331" /></a></p> <p>Using the TOGAF 9.1 framework, we would use concepts of the Metamodel. The core metamodel entities show the purpose of each entity and the key relationships that support architectural traceability as stipulated in the section 34.2.1 <i>Core Content Metamodel Concepts</i>.</p> <p>So now, how do we build that traceability? This is going to happen along the various ADM cycles that an enterprise will support. It is going to be quite a long process depending on the complexity, the size and the various locations where the business operates.</p> <p> </p> <p>There may be five different ways to build that traceability:</p> <p>· Manually using an office product</p> <p>· With an enterprise architecture tool not linked to the TOGAF 9.1 framework</p> <p>· With an enterprise architecture tool using the TOGAF 9.1 artifacts</p> <p>· With an enterprise architecture tool using ArchiMate 2.0</p> <p>· Replicating the content of an Enterprise Repository such as a CMDB in an Architecture repository</p> <p> </p> <p>1. Manually using an office product</p> <p>You will probably document your architecture with the use of word processing, spread sheets and diagramming tools and store these documents in a file structure on a file server, ideally using some form of content management system.</p> <p>Individually these tools are great but collectively they fall short in forming a cohesive picture of the requirements and constraints of a system or an enterprise. The links between these deliverables soon becomes non manageable and in the long term impact analysis of any change will become quite impossible. Information will be hard to find and to trace from requirements all the way back to the business goal that drives it. This is particularly difficult to achieve when requirements are stored in spread sheets and use cases and business goals are contained in separate documents. Other issues such as maintenance and consistency would have to be considered.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBZBlPPBNVH4WiNunywn5mkqnhb8w4TOzqZR4YZEV6gcYFyr_Eh8qnTwpZKM4K9uoY5RQIlwZdtgXSUe6lxprToJQ0EuvuOtVrzDrkRWl-lF1pNZfHjSwkWfn08WtUXC2-atYq/s1600-h/clip_image006%25255B4%25255D.jpg"><img title="clip_image006" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="clip_image006" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNz-3pUNbpq0w20akm2Ov7nOo08-nJLhdpwNqo5Ki5SPTXe1D4S3RCYf9ychFbXIGOFpoCqdPscA_mHVy__T3flsfGFcQVSP7528tkkpHTgEp-KlwWr4kNXj41eup6XU1TqhBG/?imgmax=800" width="431" height="271" /></a></p> <p> </p> <p>2. With an enterprise architecture tool not linked to the TOGAF 9.1 framework</p> <p>Many enterprise architecture tools or suites provide different techniques to support traceability but do not really describe how things work and focus mainly on describing requirements traceability. In the following example, we use a traceability matrix between user requirements and functional specifications, use cases, components, software artifacts, test cases, business processes, design specifications and more. </p> <p>Mapping the requirements to use cases and other information can be very labor-intensive.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-MN93q5A2fN6TyqQdYZRyBcrofeniF41PqfI-H-4JkhDSHziG4a-IjG_Un7nurxfZkRBVzJJw8ixzJMYNkjxqkXwXbTzDCKPJxIktXnB0gMo4jTOzyyCj7DXaQSBFLlCz5pen/s1600-h/clip_image008%25255B4%25255D.jpg"><img title="clip_image008" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="clip_image008" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixWoV7LtdCRt2CKI-vQyih55q6e4ob71ynR4uEfOyPvMG_8WRuN3PR_TFoOkp3XveXiNzx8gVKmOgj_jwM5qL4mPI4BMmBfwfcmRKFdRMpwIpZ9Q7J2gRsRFEG13tmeVdynYWV/?imgmax=800" width="429" height="312" /></a></p> <p>Some tools also allow for the creation of relationships between the various layers using grids or allowing the user to create the relationships by dragging lines between elements.</p> <p>Below is an example of what traceability would look like in an enterprise architecture tool after some time. That enterprise architecture ensures appropriate traceability from business architecture to the other allied architectures.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsHi0RSvfEhKyJV8z_JaXHgF5zpLkwVeAFKl4ikrfaBFTVHUty3cBw9AjMksLQHHm0Bv3P1JVo7-AxZAOYOohJ-9zx3VeUND6kbZIp8oOYuUYc_fKDjxVbKr24fFrfkMplYH4z/s1600-h/clip_image010%25255B4%25255D.jpg"><img title="clip_image010" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="clip_image010" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWzcUoEcglzESHCj5Q8MGeoo1XryCO5UCnqIZZxcOriy-snMQ4qNmJ7s9neHp3eXdhdDVQYpRJe-G9c8Wmbe56DW2eVrh1S5_-dgsQF5gK-XyCclLWXPPduVDzQ8ixLzWhlB9M/?imgmax=800" width="431" height="285" /></a></p> <p> </p> <p>3. With an enterprise architecture tool using the TOGAF 9.1 artifacts</p> <p>The TOGAF 9.1 core metamodel provides a minimum set of architectural content to support traceability across artifacts. Usually we use catalogs, matrices and diagrams to build traceability independently of dragging lines between elements (except possibly for the diagrams). Using catalogs and matrices are activities which may be assigned to various stakeholders in the organisation and theoretically can sometimes hide the complexity associated with an enterprise architecture tool.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpyXYto3OCyZlVOB0j1LbdKV_d782a41dg3y33PB2n-nmbtAfCYLDHVh4CO2G-SiTfHTkCPkRCx2McbzjiCBYkDOR3lrmbb1VEmHhKmjyEantVT7mzV6C8qezP1K3RwhRHypgA/s1600-h/image%25255B16%25255D.png"><img title="image" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtLlmXCXXZYzPuTsuYAotc3BSrhbPjYz00pijNhR5O4tnT7TaXRiTnmHishhyphenhyphen1w55jFFGCGuvP-Gv-GkhjuMT7u1bjca6KI2-0eYpqqaQ7SLlZ2y_9ClwhLWYUkzUrH2tTgfMs/?imgmax=800" width="433" height="333" /></a></p> <p>Using artifacts creates traceability. As an example coming from the specification; “A Business Footprint diagram provides a clear traceability between a technical component and the business goal that it satisfies, while also demonstrating ownership of the services identified”. There are other artifacts which also describe other traceability: Data Migration Diagram and Networked Computing/Hardware Diagram.</p> <p> </p> <p>4. With an enterprise architecture tool using ArchiMate 2.0</p> <p>Another possibility could be the use of the ArchiMate standard from The Open Group. Some of the that traceability could also be achievable in some way using BPMN and UML for specific domains such as process details in Business Architecture or building the bridge between Enterprise Architecture and Software architecture. </p> <p>With ArchiMate 2.0 we can define the end to end traceability and produce several viewpoints such as the Layered Viewpoint which shows several layers and aspects of an enterprise architecture in a single diagram. Elements are modelled in five different layers when displaying the enterprise architecture; these are then linked with each other using relationships. We differentiate between the following layers and extensions:</p> <p>· Business layer</p> <p>· Application layer</p> <p>· Technology layer</p> <p>· Motivation extension</p> <p>· Implementation and migration extension</p> <p>The example from the specification below documents the various architecture layers.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8hQO0YW7L1dXmhOQdQhKQtQtKCChUIT6VkPixJXR4qD23q1nfQ1ymW2duBadr9Ryd8dM_sJJ0-f2gS2m4HSpEH4MrpjpzXN5e7GrMUSHrwy3SoC0UpDw9vku1B0MIfFopshvw/s1600-h/clip_image014%25255B4%25255D.jpg"><img title="clip_image014" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="clip_image014" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjazUc72acbCV7jSb763e7zlk4sJBGaSnYVzUnBYdu0ULUSd4DBw_rbb-HGqdVka1SfJu2oHJjI8uVafYTz9get-jiysnVwEH3dGN2PGzdWKghOG3fEKPm43WWkg7Edlelei7mM/?imgmax=800" width="313" height="531" /></a></p> <p>As you will notice, this ArchiMate 2.0 viewpoint looks quite similar to the TOGAF 9.1 Business Footprint Diagram which provides a clear traceability between a technical component and the business goal that it satisfies, while also demonstrating ownership of the services identified.</p> <p>Another example could be the description of the traceability among business goals, technical capabilities, business benefits and metrics. The key point about the motivation extension is to work with the requirement object.</p> <p>Using the motivation viewpoint from the specification as a reference (motivation extension), you could define business benefits / expectations within the business goal object, and then define sub-goals as KPIs to measure the benefits of the plan and list all of the identified requirements of the project / program. Finally, you could link these requirements with either application or infrastructure service object representing software or technical capabilities. (Partial example below).</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx2bkNFcjydN3SMMkljdlqQT40T016EIJ4_XkVshMWkLEFSAhEvclhUqgMtxrdBcIdxSsw-rC9nXYNSQaWZZO7Bf_WwwbcZox8LZdWHNq2UucCwoDFsfqXdozs6R0CKR5hjnW1/s1600-h/clip_image016%25255B4%25255D.jpg"><img title="clip_image016" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="clip_image016" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh178SK5x_CVaLlnq-Js4KxOl5wvNWJ4RZ2CpPaDtXFcCL_JdoIgjN93uDImReTQxIpKBtBSKmb5pSTZXI2vSBkOP3BlVRT-K257a96sE3RYQUJkH5WmTg_7mr-_OjUIZSZ1-5I/?imgmax=800" width="428" height="246" /></a></p> <p> </p> <p>One of the common questions I have recently received from various enterprise architects is “Now that I know TOGAF and ArchiMate… how should I model my enterprise? Should I use the TOGAF 9.1 artifacts to create that traceability? Should I use ArchiMate 2.0? Should I use both? Should I forget the artifacts...”. These are good questions and I’m afraid that there is not a single answer. </p> <p>What I know is that if I select an enterprise architecture tool supporting both TOGAF 9.1 and ArchiMate 2.0, I would like to be able to be able to have a full synchronization. If I model a few ArchiMate models I would like my TOGAF 9.1 artifacts to be created at the same time (catalogs and matrices) and if I create artifacts from the taxonomy, I would like my ArchiMate models also to be created.</p> <p>Unfortunately I do not know the current level of tools maturity and whether tools vendors provide that synchronization. This would obviously require some investigation and should be one of the key criteria if you were currently looking for a product supporting both standards.</p> <p> </p> <p>5. Replicating the content of an Enterprise Repository such as a CMDB in an Architecture repository</p> <p>This other possibility requires that you have an up to date Configuration Management Database and that you developed an interface with your Architecture Repository, your enterprise architecture tool. If you are able to replicate the relationships between the infrastructure components and applications (CIs) into your enterprise architecture tool that would partially create your traceability.</p> <p>If I summarise the various choices to build that enterprise architecture traceability, I potentially have three main possibilities:</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyaXtN1u_qrkMvNoUlb7N8S6Sy5sRaXGI4gxhy5tKSpFniZXD5xCBXGRupkju3ZTfKmK_QhAFjX0iu-lIh5keV4O_U2diFeZjHwKNDmeSQI3TUrSsdCVQc3tW8W2C8OLFrARpd/s1600-h/image%25255B20%25255D.png"><img title="image" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px 0px 5px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiypyFCR2bqvMQwgOyaXBonsfqfCFU-TESn-s42_-RB7xh9Kuwjmtc_iPLPa_gtba4kb5_L0VWAZ31HoQbEnIgn1TvZYdVWmmfTAIjpobifggTx-9_qpXXA-wjaaEUA4s5WZBdd/?imgmax=800" width="435" height="223" /></a></p> <p> </p> <p>Achieving traceability within an Enterprise Architecture is key because the architecture needs to be understood by all participants and not just by technical people.  It helps to incorporate the enterprise architecture efforts into the rest of the organization and it takes it to the board room (or at least the CIO’s office) where it belongs.</p> <p>· Describe your traceability from your Enterprise Architecture to the system development and project documentation. </p> <p>· Review that traceability periodically, making sure that it is up to date, and produce analytics out of it.</p> <p>If a development team is looking for a tool that can help them document, and provide end to end traceability throughout the life cycle EA is the way to go Make sure you use the right standard and platform. Finally, communicate and present to your stakeholders the results of your effort.</p> Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-71438523151816921002012-10-01T12:59:00.000+02:002012-10-01T12:59:23.909+02:00Implementing SOA through TOGAF 9.1: the Center Of Excellence<div dir="ltr" style="text-align: left;" trbidi="on">
Service-oriented architecture (SOA) has at times been challenged but is now on the verge of mainstream acceptance. It now shows maturity, success and even signs of popularity. Service Oriented Architecture (SOA) is an enterprise scale architecture for linking resources as needed. These resources are represented as business-aligned services which can participate and be composed in a set of choreographed processes to fulfil business needs.<br />
<br />
The primary structuring element for SOA applications is a service as distinct from subsystems, systems, or components. A service is an autonomous and discoverable software resource which has a well defined service description.<br />
<br />
SOA is based on a fundamental architectural model that defines an interaction model between three primary parties, the service provider, who publishes a service description and provides the implementation for the service, a service consumer, who can either use the uniform resource identifier (URI) for the service description directly or can find the service description in a service registry and bind and invoke the service. The service broker is the third party who provides and maintains the service registry in addition to providing mediation services between providers and consumers.<br />
<br />
In 2012, the use of SOA for pivotal emerging technologies, especially for mobile applications and cloud computing, suggests that the future prospect for SOA is favourable. SOA and cloud will begin to fade as differentiating terms because it will just be “the way we do things”. We’re now at the point where everything we deploy is done in a service-oriented way, and cloud is being simply accepted as the delivery platform for applications and services. Also many enterprise architects are wondering if the mobile business model will drive SOA technologies in a new direction. Meanwhile, a close look at mobile application integration today tells us that pressing mobile trends will prompt IT and business leaders to ensure mobile-friendly infrastructure.<br />
<br />
To be successful in implementing a SOA initiative, it is highly recommended that a company create a Center of Excellence and the Open Group clearly explains how this can be achieved through the use of TOGAF 9.1. This article is based on the specification and specifically the section (in italics) 22.7.1.3 <i>Partitions and Centers of Excellence</i> with some additional thoughts on sections 22.7.1.1 <i>Principle of Service-Orientation</i> and 22.7.1.2 <i>Governance and Support Strategy</i>.<br />
<br />
I have looked at the various attributes and provided further explanations or referred to previous experiences based on existing CoEs or sometimes called Integration Competency Centers.<br />
The figure below illustrates below a SOA Center of Excellence as part of the Enterprise Architecture team with domain and solution architects as well as developers, QAs and business architects and analysts coming from a delivery organization. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVtzDBF89ZSONTQrHyUFyQWfbNwcHUMVsO_J2nM9v4L64fh6UfihTMkIAHMwEuXX8DG4k6SeVs5vh5d79-zRztcZAzp-i_kstEPiD5dFw5hi7m8JrDpQ-nkfNUogZNTCu6QBia/s1600-h/clip_image002%25255B4%25255D.jpg"><img alt="clip_image002" border="0" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3k99lA338xuvxKcnoO2M5qwEKmKV2W_z1Gn7HnN2kQTCOeMKee-xpoP5D3v0W14v0rY9pGa694bYIxI0Yu3dTwAlmkXfuMISLl9h7irzaeP6aG8h_CAsrZbb-9dXFJA9U8yii/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="clip_image002" width="429" /></a><br />
This center of excellence support methodologies, standards, governance processes and manage a service registry. The main goal of this core group is to establish best practices at design time to maximize reusability of services. <br />
Below is then what is written in the TOGAF 9.1 specification.<br />
<i></i><br />
<i></i><br />
<i>A successful CoE will have several key attributes:</i><br />
<ul>
<li><i>A clear definition of the CoE's mission: why it exists, its scope of responsibility, and what the organization and the architecture practice should expect from the CoE.</i></li>
</ul>
Any SOA Center of Excellence must have a purpose. What do we want to achieve? What are the problems we need to solve?<br />
<br />
It may sound obvious, but having a blueprint for SOA is critical. It's very easy for companies, especially large enterprises with disparate operations, to buy new technologies or integrate applications without regard to how they fit into the overall plan. The challenge in building a SOA is to keep people, including IT and business-side staff focused on the Enterprise Architecture goals.<br />
<br />
In order to realize the vision of SOA the following topics should be addressed:<br />
<br />
· What to build: A Reference Architecture<br />
· How to build: Service-Oriented Modeling Method<br />
· Whether to build: Assessments, roadmaps, and Maturity evaluations<br />
· Guidance on Building: Architectural and Design patterns<br />
· Oversight: Governance<br />
· How to build: Standards and Tools<br />
<br />
The Center of Excellence would first have a vision which could be something like:<br />
<br />
“<b>ABCCompany</b> will effectively utilize SOA in order to achieve organizational flexibility and improve responsiveness to our customers”.<br />
<br />
Then a mission statement should be communicated across the organization. Below a few examples of mission statements:<br />
<br />
“To enable dynamic linkage among application capabilities in a manner that facilitates business effectiveness, maintainability, customer satisfaction, rapid deployment, reuse, performance and successful implementation.”<br />
“The mission of the COE for SOA at <b>ABCCompany</b> is to promote, adopt, support the development and usage of <b>ABCCompany</b> standards, best practices, technologies and knowledge in the field of SOA and have a key role in the business transformation of <b>ABCCompany</b>. The COE will collaborate with the business to create an agile organization, which in turn will facilitate <b>ABCCompany</b> to accelerate the creation of new products and services for the markets, better serve its customers, and better collaborate with partners and vendors.”<br />
<br />
The Center of Excellence would also define a structure and the various interactions with <br />
· the enterprise architecture team<br />
· the project management office<br />
· the business process/planning & strategy group<br />
· the product management group<br />
· etc.<br />
<br />
And create a steering committee or board (which could be associated to an architecture board).<br />
<br />
They will provide different types of support:<br />
<br />
· Architecture decision support<br />
o Maintain standards, templates and policies surrounding Integration and SOA<br />
o Participate in Integration and SOA design decisions <br />
· Operational support<br />
o Responsible for building and maintaining SOA Infrastructure<br />
o Purchasing registries and products to grow infrastructure<br />
· Development support<br />
o Development of administrative packages and services<br />
o Develop enterprise services based on strategic direction<br />
<ul>
<li><i>Clear goals for the CoE including measurements and Key Performance Indicators (KPIs). It is important to ensure that the measures and KPIs of the CoE do not drive inappropriate selection of SOA as the architecture style.</i></li>
</ul>
Measurements and metrics will have to be identified. The common ones could be:<br />
<br />
· Service revenue<br />
· Service vitality<br />
· Ratio between services used and those created<br />
· Mean Time To Service Development or Service change<br />
· Service availability<br />
· Service reuse<br />
· Quality assurance<br />
· Etc.<br />
<ul>
<li><i>The CoE will provide the "litmus test" of a good service.</i></li>
</ul>
Clearly comprehensive testing activities must be described by the Center of Excellence. In addition to a set of defined processes related to Web Service Definition Language (WSDL) testing, functional unit testing, regression testing, security testing, interoperability testing, vulnerability testing and load, performance testing, an analysis tool suite may be used to tailor the unique testing and validation needs of Service Oriented Architectures.<br />
<br />
This helps test the message layer functionality of their services by automating their testing and supports numerous transport protocols including: (here a few examples) HTTP 1.0, HTTP/1.1, JMS, MQ, RMI, SMTP, .NET WCF HTTP, .NET WCF TCP, Electronic Data Interchange, ESBs, etc.<br />
Only by adopting a comprehensive testing stance, enterprises can ensure that their SOA is robust, scalable, interoperable, and secure.<br />
<br />
<ul>
<li><i>The CoE will disseminate the skills, experience, and capabilities of the SOA center to the rest of the architecture practice.</i></li>
</ul>
The Center of Excellence will promote best practices, methodologies, knowledge, and pragmatic leading-edge solutions in the area of SOA to the project teams.<br />
<ul>
<li><i>Identify how members of the CoE, and other architecture practitioners, will be rewarded for success.</i></li>
</ul>
This may sounds like a good idea but I have never seen this as an applied practice.<br />
<ul>
<li><i>Recognition that, at the start, it is unlikely the organization will have the necessary skills to create a fully functional CoE. The necessary skills and experience must be carefully identified, and where they are not present, acquired. A fundamental skill for leading practitioners within the CoE is the ability to mentor other practitioners transferring knowledge, skills, and experience.</i></li>
</ul>
Competency and skills building is needed for any initiative. SOA is not just about integrating technologies and applications but it is a culture change within the enterprise which requires IT to move from being a technology provider to a business enabler. There may be a wide range of skills required such as:<br />
<br />
· Enterprise Architecture<br />
· Value of SOA<br />
· Governance model for SOA<br />
· Business Process Management and SOA<br />
· Design of SOA solutions<br />
· Modeling<br />
· Technologies and standards<br />
· Security<br />
· Business communication<br />
· Etc.<br />
<br />
It has to be said that lack of SOA skills is the number one inhibitor to SOA adoption. <br />
<ul>
<li><i>Close-out plan for when the CoE has fulfilled its purpose.</i></li>
</ul>
Here again, I am not sure that I have observed any Center of Excellence being closed...<br />
The Center of Excellence will then also define a Reference Architecture for the organization.<br />
<br />
A Reference Architecture is an abstract realization of an architectural model showing how an architectural solution can be built while omitting any reference to specific concrete technologies. Reference Architecture is like an abstract machine. It is built to realize some function and it, in turn, relies on a set of underlying components and capabilities that must be present for it to perform. The capabilities are normally captured into layers which in their own right require an architectural definition. However, the specific choice of the components representing the capabilities is made after various business and feasibility analysis are performed. A Reference Architecture can be used to guide the realization of implementations where specific properties are desired of the concrete system.<br />
<br />
The purpose of the Reference Architecture is reflected in the set of requirements that the Reference Architecture must satisfy. We can structure these requirements into a set of goals, a set of critical success factors associated with these goals and a set of requirements that are connected to the critical success factors that ensure their satisfaction.<br />
<br />
A Reference Architecture for SOA describes how to build systems according to the principles of SOA. These principles direct IT professionals to design, implement, and deploy information systems from components (i.e. services) that implement discrete business functions. These services can be distributed across geographic and organizational boundaries, can be independently scaled and can be reconfigured into new business processes as needed. This flexibility provides a range of benefits for both IT and business organizations.<br />
<br />
Using the pattern approach the SOA Reference Architecture is a means for generating other more specific reference architectures, or even concrete architectures depending on the nature of the patterns. Or to put it another way, it is a machine for generating other machines.<br />
<br />
The Open Group Standard for SOA Reference Architecture (SOA RA) is a good way of considering how to build systems.<br />
<br />
The center of Excellence needs also to define the SOA life cycle management which consists of various activities such as governing, modelling, assembling, deploying and controlling/monitoring.<a href="https://www.blogger.com/blogger.g?blogID=19923333" name="_Toc147679155"></a><a href="https://www.blogger.com/blogger.g?blogID=19923333" name="_Toc142394042"></a><br />
Simply put, without management and control, there is no SOA only an “Experience”. The SOA infrastructure must be managed in accordance with the goals and policies of the organization, which include hardware and software IT resource utilization, performance standards as well as goals for service level objectives (SLOs) for the services provided to IT users as well as business goals and policies for businesses that run and use IT. To be truly agile, enactment of all these different types of policies requires automated control that allows goals to be met with only the prescribed level of human interaction.<br />
<br />
For every layer of the SOA infrastructure a corresponding Manage and Control component needs to exist / be in place. Moreover, the “manage and control” components must be integrated in a way that they can provide an end-to-end view of the entire SOA infrastructure.<br />
<br />
These manage and control functions provide the run-time management and control of the entire enterprise IT execution environment. This includes all of the enterprise’s business processes and information services, including those associated with the IT organization’s own business processes.<br />
<br />
The “Principle of Service orientation” must exist as defined in 22.7.1.1 Principle of Service-Orientation, but lower levels of principles, rules, and guidelines are required.<br />
<br />
Needs and capabilities are not mechanisms in the SOA Reference Architecture. They are the guiding principles for building and using a particular SOA. Nonetheless, the usefulness of a particular SOA depends on how well the needs and capabilities are defined, understood, and satisfied.<br />
<br />
Architecture principles define the underlying general rules and guidelines for the use and deployment of all IT resources and assets across the enterprise. They reflect a level of consensus among the various elements of the enterprise, and form the basis for making future IT decisions.<br />
<br />
Guiding principles define the ground rules for development, maintenance, and usage of the SOA. Specific principles for architecture design or service definition, are derived from these guiding principles, focusing on specific themes. These principles are the characteristics that provide the intrinsic behaviour for the style of design.<br />
<br />
SOA principles should be clearly related back to the business objectives and key architecture drivers. They will be constructed on the same mode as TOGAF 9.1 principles with the use of statement, rationale and implications. Below examples of the types of services which may be created:<br />
<br />
· Put the computing near the data<br />
· Services are technology neutral<br />
· Services are consumable<br />
· Services are autonomous<br />
· Services share a formal contract<br />
· Services are loosely coupled<br />
· Services abstract underlying logic<br />
· Services are reusable<br />
· Services are composable<br />
· Services are stateless<br />
· Services are discoverable<br />
· Location Transparency<br />
· Etc.<br />
<br />
Here is a detailed principle example:<br />
<br />
· Service invocation<br />
o All service invocations between application silos will be exposed through the Enterprise Service Bus (ESB)<br />
o The only exception to this principle will be when the service meets all the following criteria:<br />
§ It will be used only within the same application silo <br />
§ There is no potential right now or in the near future for re-use of this service <br />
§ The service has already been right-sized<br />
§ The Review Team has approved the exception<br />
<br />
As previously indicated, the Center of Excellence would also have to provide guidelines on SOA processes and related technologies. This may include:<br />
<br />
· Service analysis (Enterprise Architecture, BPM, OO, requirements and models, UDDI Model)<br />
· Service design (SOAD, specification, Discovery Process, Taxonomy)<br />
· Service provisioning (SPML, contracts, SLA)<br />
· Service implementation development (BPEL, SOAIF)<br />
· Service assembly and integration (JBI, ESB)<br />
· Service testing<br />
· Service deployment (the software on the network)<br />
· Service discovery (UDDI, WSIL, registry)<br />
· Service publishing (SLA, security, certificates, classification, location, UDDI, etc.)<br />
· Service consumption (WSDL, BPEL)<br />
· Service execution (WSDM)<br />
· Service versioning (UDDI, WSDL)<br />
· Service Management and monitoring<br />
· Service operation <br />
· Programming, granularity and abstraction<br />
· Etc.<br />
<br />
Other activities may be considered by the Center of Excellence such as providing a collaboration platform, asset management (service are just another type of assets), compliance with standards and best practices, use of guidelines, etc. These activities could also be supported by an Enterprise Architecture team.<br />
<br />
As described in TOGAF 9.1, the Center of Excellence can act as the governance body for SOA implementation, work with the Enterprise Architecture team, overseeing what goes into a new architecture that the organization is creating and ensuring that the architecture will meet the current and future needs of the organization.<br />
<br />
The Center of Excellence provides expanded opportunities for organizations to leverage and re-use service oriented infrastructure and knowledgebase to facilitate the implementation of cost-effective and timely SOA based solutions.</div>
Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com2tag:blogger.com,1999:blog-19923333.post-33463030617595987622012-03-01T09:03:00.001+01:002013-06-29T11:13:55.940+02:00Building an Enterprise Architecture value proposition using TOGAF® 9.1. and ArchiMate 2.0<div dir="ltr" style="text-align: left;" trbidi="on">
When introducing Enterprise Architecture as a program or initiative, it is regularly done from an IT perspective rarely considering what the costs will be and if there will be any return on investment. This presents a particular challenge to Enterprise Architecture.<br />
<br />
Generally speaking, IT departments have all sorts of criteria to justify projects and measure their performance. They use measurements and metrics, KPIs. Going to the solution level, they commonly use indicators such as percentage uptime for systems from the System Management team, error rates for applications from the Development Support team, or number of calls resolved on the first call from the Service Desk, etc. These KPIs usually are defined at an early stage and very often delivered in dashboards from various support applications.<br />
<br />
On the other hand it is much more difficult to define and implement quantifiable measure for Enterprise Architecture. Many activities introduced with appropriate governance will enhance the quality of the delivered products and services, but it still will be a challenge to attribute results to the quality of Enterprise Architecture efforts.<br />
<br />
This being said, Enterprise Architects should be able to define and justify the benefits of their activities to their stakeholders, and to help executives understand how Enterprise Architecture will contribute to the primary value-adding objectives and processes, before starting the voyage. The more it is described and understood, the more the Enterprise Architecture team will gain support from the management. There are plenty of contributions that Enterprise Architecture brings and they will have to be documented and presented at an early stage.<br />
<br />
There won’t be just one single answer to demonstrate the value of an Enterprise Architecture but there seems to be a common pattern when considering feedbacks from various companies I have worked with.<br />
Without Enterprise Architecture you can probably NOT fully achieve:<br />
<ul>
<li>IT alignment with the business goals </li>
</ul>
As an example among others, the problem with most IT plans is that they do not indicate what the business value is, and what strategic or tactical business benefit the organization is planning to achieve. The simple matter is that any IT plan needs also to have a business metric, not only an IT metric of delivery. Another aspect is the ability to create and share a common vision of the future shared by the business and IT communities.<br />
<ul>
<li>Integration </li>
</ul>
With the rapid pace of change in business environment, the need to transform organizations into agile enterprises that can respond quickly to change has never been greater. Methodologies and computer technologies are needed to enable rapid business and system change. The solution also lies in Enterprise Integration (both business and technology integration).<br />
<br />
For business integration we use Enterprise Architecture methodologies and frameworks to integrate functions, processes, data, locations, people, events and business plans throughout an organization. Specifically the unification and integration of business processes and data across the enterprise, and potential linkage with external partners become more and more important.<br />
<br />
To also have technology integration, we may use enterprise portals, enterprise application integration (EAI/ESB), Web services, service-oriented architecture (SOA), business process management (BPM) and try to lower the number of interfaces.<br />
<ul>
<li>Change management </li>
</ul>
In recent years the scope of Enterprise Architecture has expanded beyond the IT domain and Enterprise Architects are increasingly taking on broader roles relating to organizational strategy and change management. Frameworks such as TOGAF 9.1 include processes and tools for managing both the business/people and the technology sides of an organization. Enterprise Architecture supports the creation of changes related to the various architectures domains, evaluating the impact on the enterprise, taking into account risk management, the financial aspects ( cost / benefit analysis), and most importantly ensure the alignment with business goals and objectives. Enterprise Architecture value is essentially tied to its ability to help companies to deal with complexity and changes.<br />
<ul>
<li>Reduced time to market and increased IT responsiveness </li>
</ul>
Enterprise Architecture should reduce systems development, applications generation and modernization timeframes for legacy systems. It should also decrease resource requirements. All of this can be accomplished by re-using standards, or existing components such as the architecture and solution building blocks in TOGAF 9.1. Delivery time and design/development costs can also be decreased by the reuse of reference models. All that information should be managed in an Enterprise Architecture Repository.<br />
<ul>
<li>Better access to information across applications and improved interoperability </li>
</ul>
Data and information architectures manage the organization assets of information, optimally and efficiently. This supports the quality, accuracy and timely availability of data for executive and strategic business decision-making, across applications.<br />
<ul>
<li>Readily available descriptive representations and documentation of the enterprise </li>
</ul>
Architecture is also a set of descriptive representations (i.e. "models") that are relevant for describing an Enterprise such that it can be produced to management's requirements and maintained over the period of its useful life. Using an Architecture Repository, developing a variety of artefacts and modelling some of the key elements of the enterprise; will contribute to build this documentation.<br />
<ul>
<li>Reduce IT costs by consolidating, standardizing, rationalizing and integrating corporate information systems </li>
</ul>
Cost avoidance can be achieved by identifying overlapping functional scope of two or more proposed projects in an organization, or the potential cost savings of IT support by standardizing on one solution.<br />
Consolidation can happen at various levels for the architectures: for shared enterprise services, applications and information, for technologies and even data centers.<br />
<br />
This could involve consolidating the number of database servers, application or web servers and storage devices, consolidating redundant security platforms, or adopting virtualization, grid computing and related consolidation initiatives. Consolidation may be a by-product of another technology transformation, or it may be the driver of these transformations.<br />
<br />
Whatever motivates the change, the key is to be in alignment, once again, with the overall business strategy. Enterprise architects understand where the business is going, so they can pick the appropriate consolidation strategy. Rationalization, standardization, and consolidation process helps organizations understand their current Enterprise Maturity level and move forward on the appropriate roadmap.<br />
<ul>
<li>More spending on Innovation </li>
</ul>
Enterprise Architecture should serve as a driver of innovation. Innovation is highly important when developing a target Enterprise Architecture, and realizing the organization’s strategic goals and objectives. For example, it may help to connect the dots between business requirements and the new approaches SOA and cloud services can deliver.<br />
<ul>
<li>Enabling strategic business goals via better operational excellence </li>
</ul>
Building Enterprise Architecture defines the structure and operation of an organization. The intent of enterprise architecture is to determine how an organization can most effectively achieve its current and future objectives. It must be designed to support an organization’s specific business strategies.<br />
<br />
Jeanne W. Ross, Peter Weill, David C. Robertson in “Enterprise Architecture as Strategy: Creating a Foundation for Business” wrote “<i>Companies with more-mature architectures reported greater success in achieving strategic goals</i>” (p. 89). This included better operational excellence, more customer intimacy, and greater product leadership (p. 100).<br />
<ul>
<li>Customer intimacy </li>
</ul>
Enterprises which are customer focused and aim to provide solutions for their customers should design its business model, IT systems and operational activities to support this strategy at the process level. This involves the selection of one or few high-value customer niches, followed by an obsessive effort at getting to know these customers in detail.<br />
<ul>
<li>Greater product leadership </li>
</ul>
This approach enabled by Enterprise Architecture is dedicated to providing the best possible products from the perspective of the features and benefits offered to the customer. It is the basic philosophy about products that push performance boundaries. Products or services delivered by the business will be refined by leveraging IT to do the end customer’s job better. This will be accomplished by the delivery of new business capabilities (e.g. on-line websites, BI, etc.).<br />
<ul>
<li>Comply with regulatory requirements </li>
</ul>
Enterprise Architecture helps companies to know and represent their processes and systems and how they correlate; fundamental for risk management and managing the regulation requirements, such as those derived from Sarbanes-Oxley, COSO, HIPAA, etc.<br />
<br />
This list could be continued as there are many other reasons why Enterprise Architecture brings benefits to organizations. Once your benefits have been documented you could also consider some value management techniques. TOGAF 9.1 refers in the Architecture Vision phase to a target value proposition for a specific project. Here we would apply the value proposition concept to the Enterprise Architecture initiative as a whole.<br />
<br />
Value Management uses a combination of concepts and methods to create sustainable value for both organizations and their stakeholders. Some tools and techniques are specific to Value Management and others are generic tools that many organizations and individuals use. There exist many Value Management techniques such as Cost-benefits Analysis, SWOT Analysis, Value Analysis, Pareto Analysis, Objectives Hierarchy, Function Analysis System Technique (FAST), and more…<br />
<br />
The one I suggest to illustrate is close to the Objectives Hierarchy technique, which is a diagrammatic process for identifying objectives in a hierarchical manner and often used in conjunction with business functions. Close, because I will use a combination of the TOGAF 9.1 metamodel with the ArchiMate 2.0 Business Layer, Application Layer and Motivation Extensions Metamodels, consider core entities such as value, business goals, objectives, business processes and functions, business and application services, application functions and components. This approach being inspired by the presentation by Michael van den Dungen and Arjan Visser at the Open Group Conference in Amsterdam 2010 and I’m here adding some Archimate 2.0 concepts.<br />
<br />
Firstly the entities from the TOGAF 9.1 metamodel:<br />
<br />
<br /><br />
<img alt="" height="252" src="data:image/png;base64,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" width="400" /> <br />
<br />
Then I will consider the entities from ArchiMate 2.0. Some may be identical to TOGAF 9.1. In the Business Layer, one key concept will obviously be the Value. In this case I will consider the Product (“A coherent collection of services, accompanied by a contract/set of agreements, which is offered as a whole to (internal or external) customers.” Source Archimate 2.0 Specification), as the Enterprise Architecture program. In addition to that; I would refer to Business Services, Functions, and Processes.<br />
<br />
<img alt="" height="298" src="data:image/png;base64,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" width="400" /><br />
<br />
In the Motivation Extension Metamodel, the Goals. The Objective entity in TOGAF 9.1 can also be represented using the concept of “goal”.<br />
<br />
<img alt="" height="260" src="data:image/png;base64,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" width="400" /><br />
And in the Application Layer Metamodel, Application Services, Functions, and Components. <br />
<br />
<br />
<br />
<img alt="" height="258" src="data:image/png;base64,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" width="400" /><br />
<br />
It is important to mention that when we deliver a value proposition, we must demonstrate to the business where the benefits will be with concrete examples. For example: the business see Operational Excellence and Customer Intimacy as key drivers, soon you will realize that BPM suites or CRM could support the business goals. These are the reasons why we consider the Application Layer Metamodel.<br />
<br />
We could then use a combination of the ArchiMate 2.0 viewpoints such as: Stakeholder Viewpoint, Goal Realization Viewpoint, Motivation Viewpoint, or some other viewpoints to demonstrate the Value of Enterprise Architecture for a specific business transformation program (or any other strategic initiative).<br />
<br />
To be mentioned that the concept of Benefit does not exist in any of the meta-models.<br />
<br />
I have added the concept as an extension to ArchiMate in the following diagram which is the mapping of the value to a program related to the” improvement of customers’ relationships”. I also have limited intentionally the number of concepts or entities, such as Processes, Application Services or Measures.<br />
<br />
<br />
<br />
<img alt="" height="386" src="data:image/png;base64,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" width="400" /><br />
<br />
Using these ArchiMate 2.0 modelling techniques can demonstrate to your stakeholders the Value Proposition for a business program, supported by an Enterprise Architecture initiative.<br />
<br />
As a real example, if the expected key business benefit is Operational Excellence through process controls, which would a goal, you could present such a high level diagram to explain why Application Components like a BPM Suite could help (Detecting fraud and errors, embedding preventive controls, continuously auditing and monitoring Processes, and more).<br />
<br />
There is definitely not a single way of demonstrating the value of Enterprise Architecture and you probably will have to adapt the process and the way you will present that value to all companies you will be working with. Enterprise Architecture contributes without a doubt to the success of an organization, and brings numerous benefits, but very often it needs to be able to demonstrate that value. Using some techniques as described previously will help to justify such an initiative.<br />
<br />
The next steps will be the development of measures, metrics and KPIs to continuously monitor that value proposition.</div>
Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com13tag:blogger.com,1999:blog-19923333.post-65392083570691221332012-01-30T00:57:00.001+01:002012-01-30T17:45:01.371+01:00When Was Your Last Enterprise Architecture Maturity Assessment?<div dir="ltr" style="text-align: left;" trbidi="on">
Every company should plan regular architecture capability maturity assessments using a model. These should provide a framework that represents the key components of a productive enterprise architecture process. A model provides an evolutionary way to improve the overall process that starts out in an ad hoc state, transforms into an immature process, and then finally becomes a well defined, disciplined, managed and mature process. The goal is to enhance the overall odds for success of the enterprise architecture by identifying weak areas and providing a defined path towards improvement. As the architecture matures, it should increase the benefits it offers the organisation.<br />
<br />
Architecture maturity assessments help to determine how companies can maximise competitive advantage, identify ways of cutting costs, improve quality of services and reduce time to market. These assessments are undertaken as part of the Enterprise Architecture management.<br />
<br />
There are some methodologies for assessment of the comprehensive Enterprise Architecture maturity. Examples of these are the US Department of Commerce ACMM, the Open Group architecture maturity model, and a BSC-based Architecture Score Card presented by IFEAD. For application or technology portfolios, portfolio evaluation models can be used.<br />
<br />
As a part of project development, assessments (in reality compliance) of architecture solutions are made against the business objectives and requirements (desired process and service structures and business models) and the constraints derived from the Enterprise Architecture context (these may be standards, principles, policies or other restrictions for solution development). Assessment and compliance of technologies are also a central part of Enterprise Architecture development projects. Finally, the development of Enterprise Architectures undergoes the scrutiny of the software development quality assurance method in use. Many IT providers have adopted a comprehensive software quality assurance approach like CMMI, or ISO/IEC 15504 (known as SPICE).<br />
<br />
Using the Architecture Capability Maturity Model from TOGAF® 9.1 is a great way of evaluating the way companies have implemented the framework, to identify the gaps between the business vision and the business capabilities. Unfortunately no sufficient assessment instruments or tools have been developed for TOGAF based assessments.<br />
<br />
Instruments or tools should contain maturity and documentation assessment questionnaires and a method on how to conduct such an assessment.<br />
<br />
In the following example you may observe four different phases on how to run an assessment.<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBHis6LxT8N6bfwj8qH_JxVmW7yjmeHFB4bUYPJcadRA7R5VIZmVkhpmwDcNKk-44hPe35XWwFzXmwdWwZ8MrTRRDY90xcBzBwnKOsIfAzuGTNF0-htPk0gtV4Fj0BCvIA7X89/s1600-h/image%25255B4%25255D.png"><img alt="image" border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmGB2I9LBSciElfMFzNgPYWmgn2GxSxtt8fvKnvUFg9RQVTqrcJXkPdFRRrWgBawDmrvW3J8NerKjpMFAwv2Jf4bFGqNtEeZobyEiqWu3yRNKT0Wb7dReQDVt40XsRJrBpEJHC/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="427" /></a><br />
<br />
The Phase 1 would include several steps:<br />
<br />
<ul style="text-align: left;">
<li>Planning & preparation workshop with the stakeholders. Stakeholders should represent both Business and IT</li>
<li>Interviews with stakeholders based on a questionnaire related to all process areas (elements in TOGAF) or domains that have characteristics important to the development and deployment of Enterprise Architecture. Each process area could be divided into a number of practices, which are statements that describe the process area for each level of maturity, on a scale of 0 to 5. Each practice would have a set of practice indicators, evidence that the requirements for a process area to be at a given level have been met. A set of questions that will be asked in the interviews establishes whether or not the practice indicators exist and thus the level of maturity for the practice. If all the practices for a given level within a Process Area are present, then that level will be achieved. Ideally, directly relevant documentary evidence will be provided to demonstrate that the practice Indicator exists. As this is not always practical, sometimes for this exercise, only verbal evidence from subject matter experts will be considered.</li>
<li>Production of a report</li>
<li>Calculation of a maturity score. For the representation, we use the term maturity level or organisational maturity as described below</li>
</ul>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjklriC85Q0Mf8CatKSpQdS-qId_e3jadmcMIOQ3IsZQdV0VxWY4mse7FEnDEC5QSzDBd7CA48yCVj0MypIzBpb48WpNGlPUZvKL6FN5VRNQvkBC9AUxQnH9CQ0k8JbSKLkt4rU/s1600-h/image%25255B8%25255D.png"><img alt="image" border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY1fh66SpRjxndP7YBhuNFQcyLKqT1BI1HzFjuTbNepSoueH7TyNlF1tGqwxIljvk2Eo4Lp68VEOyGQMDYvb6tB0jv7x3pi7QUZ1oadCRIVqtbh6z7k9DjEMUBr7HXDMxNs5eg/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="429" /></a><br />
<br />
Sources<br />
<br />
<span style="font-size: x-small;">o CMMI for Development (Version 1.2, 2006)</span><br />
<span style="font-size: x-small;">o Appraisal Requirements for CMMI (ARC) (Version 1.2, 2006)</span><br />
<span style="font-size: x-small;">o The US Department of Commerce Enterprise Architecture Capability Maturity Model (2007)</span><br />
<span style="font-size: x-small;">o TOGAF® 9.1 </span><br />
<span style="font-size: x-small;">o NASCIO Enterprise Architecture Maturity Model (Version 1.3, 2003)</span><br />
<br />
We then deliver a report which includes the maturity of each process area or element. (There are more elements in this example than those in the chapter 51 of the TOGAF® Version 9.1).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW9nfryQpPej447wXoO9hlr9QtHxjYQiDFxEl-2EXNh8GWSxZ-YLS-PngvXH70fg6_v6aV8dTUFek4lwH4QOTzfec5vxan_a4H2jHj7ILkAmnqAqY0kAT6D-B9EcT9WZ11IBX/s1600-h/image%25255B12%25255D.png"><img alt="image" border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVEXrdGf4Zaz6fQLDUtaiS8db4IXDmMJ4cJQDGkn8l8zXfzhVRu-ZSsqlpPYo5F0cv1LHiQep-xeeXKdxqBbo8YDXYc8P591JUblSNXTMzJStOaXEqbBjr_MXPj5Qhr0lFU6BI/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="430" /></a><br />
<br />
The use of radar may also be a nice way to present the results. (Example below)<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz8Rp57rjHe55EkiJ0Tj_rCwPudply_Dc713gvEBwgICZLPu5-p-o8lwko2fgGWkHiVR8pLKIOZ2H_kvY6x2D-pKlBS07EBroflpHmertejUvRZLvzudczuopsETgiopa96zHK/s1600-h/image%25255B16%25255D.png"><img alt="image" border="0" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv5WwNJ1PsSxn7CI1K9Mu93MpCfjDdzD3zR1sYkltTpqINx9Ni6GCRvrro-iSzfu-frGkBgFVJkzhBxNXzH83WPfUqFaeARoSdvRHnNRkr630YDsEpyUGi88jWIzWTmbkPNsCf/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="431" /></a><br />
<br />
<ul style="text-align: left;">
<li>Presentation of the report to the stakeholders with strengths, weaknesses, gap analysis, recommendations</li>
<li>Next steps</li>
</ul>
<br />
The Phase 2 would include several steps:<br />
<br />
<ul style="text-align: left;">
<li>Based on results from the Phase 1, a consensus workshop would produce a roadmap and action plan with recommendations to attain the next (required) level of maturity.</li>
<li>The workshop would provide a tool to produce an objective view of the report provided in Phase 1. This would give stakeholders and the senior management team a detailed view of how well Enterprise Architecture is deployed in the organisation, it provides a full understanding of the business drivers and organisation issues and a clear view of where the stakeholders want the organisation to be. The outputs of this phase are priorities, and an action plan that is agreed, and understood by the key stakeholders in the organisation. There could also be a target radar diagram as shown below (Example).</li>
</ul>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYXxesiNDEEWR8UL30NX2225ULi2OVmyLeL0TGJZil8QXZu_OAhEIUI7m3rTp1n7mcLR-WBZrn5OodwMU5Lt4xjbnOpzlnF1peQ62iXTRColxGUyWiZTt3wYPMEUaoCkTlZofG/s1600-h/image%25255B20%25255D.png"><img alt="image" border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZUQXBKZjoAXfEAAlnK4uBpSuDi2KgGLoC2J40yHwUNSu7lk9N5dHLyy94mlaPHduWHiiKF6KgnPDwbC79lwgzt14SlMM-Ph4l9PKH40eFglEhMlzksYqdKTPnez3qI134I2Bw/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="429" /></a><br />
<br />
The updated report may then look like this (extract of an example):<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBs-BegxpBkQfCMcHnQpRsgK7Y34wMYvhjLfvEPbO5ZMdRYX9cmbnMZzyNW1XuxRnNUUkpUKJlJMbl3FqyUrU8VNVeMwx7dCf0WMcunpa22_G4K1n4XgJutIrUkLdLHIgEF0X7/s1600-h/image%25255B24%25255D.png"><img alt="image" border="0" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXgJFCsRP0oS5Dri8wnqBA0N0lz2AvFL98ypxlbD0Tc2_hmFH47E4Fk2gAcakL-Zmb8GTNIjRBQ9B0K_VRRPHOJKnF6YbMtGstRY6CJ39LK3D_Snsz-94bViRkjeEJ20n0e9D-/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="432" /></a><br />
<br />
The Phase 3 would be the management of Enterprise Architecture as described in the report and Phase 4 similar to Phase 1.<br />
<br />
To conduct an evaluation of an organization’s current practices against an architecture capability maturity assessment model, allows to determine the level at which the organization currently stands. It will indicate the organisation's maturity in the area of enterprise architecture and highlight the practices on which the organisation needs to focus in order to see the greatest improvement and the highest return on investment. The recommendation is that assessments should be carried out annually.</div>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com1tag:blogger.com,1999:blog-19923333.post-58557961991860365332011-10-28T15:30:00.000+02:002011-10-28T15:30:45.032+02:00What does developing an IT Strategy mean?<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-GB</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style>
<![endif]-->
<br />
I have observed many situations where a c-level person was supposed to document an IT Strategy in a short period of time in order to prepare the following year's annual budget. Very often lacking much supporting documented business information the result is a weak strategy, sometimes ignored by the user's community, the key stakeholders.<br />
<br />
A weak IT strategy can be costly and wasteful, especially for resource-constrained organizations that operate with minimal budget, tools, knowledge and people. It also implies that organizations cannot respond to changing business requirements rapidly enough. The absence of strategic anticipation causes organizations to be inefficiently reactive, forcing them to work in a constant state of catch-up.<br />
<br />
An IT Strategy should answer the following questions:<br />
<ul>
<li>Are we doing the right things with technology to address the organization’s most important business priorities and continuously deliver value to the clients?</li>
<li>Are we making the right technology investments?</li>
<li>Do we measure what is the real value to the organization derived from that technology?</li>
<li>Is our current Information Technology agile enough; flexible to continuously support a successful organization? </li>
<li>Is our Information Technology environment properly managed, maintained, secured, able to support the clients, and is it cost effective?</li>
<li>Can our strategy support current and future business needs?</li>
</ul>
Quite often the first thing we should consider when writing such a document is the targeted audience and its content. Different people with varying roles and responsibilities may read an IT Strategy within a company, so the document may need to serve several different purposes. It is not easy to pitch a strategy to different levels in the hierarchy within an organization, and at the appropriate level of detail. Sometimes it is too detailed and does not always match the stakeholder’s needs.<br />
<br />
An IT Strategy is an iterative process to align IT capabilities with the business strategy and requirements:<br />
<ul>
<li>It is a documented and approved process (part of the organization’s governance framework)</li>
<li>It is iterative (it needs to be frequently be revisited). Traditionally, IT strategies are updated and communicated on an annual basis, usually to meet budget cycles. This should be considered the minimum review period. If an emerging technology surfaces that has the potential to enhance the business, it should be investigated and communicated to the business as soon as possible. A one-year cycle may be too late. </li>
<li>It is a strong alignment of business and IT capabilities rather than designing IT solutions to support business requirements <ul>
<li>Assuming that both business and IT capabilities drive each other </li>
<li>Assuming that business drives IT and not the other way around</li>
</ul>
</li>
<li>The IT Strategy sets future direction for IT function in the organization <ul>
<li>Ensuring that the IT budget is spent on value creation activities for the business</li>
<li>Creating shareholder value</li>
<li>Helping to maximize the return on IT investments</li>
</ul>
</li>
<li>The IT Strategy may include sub-elements such as: <ul>
<li>Infrastructure strategy</li>
<li>Application strategy</li>
<li>Integration strategy</li>
<li>Service strategy</li>
<li>Sourcing strategy</li>
<li>Innovation strategy</li>
</ul>
</li>
</ul>
This pyramid diagram can be used to illustrate the IT strategy and vision, and how the technology and business strategies are totally aligned. At the top of the pyramid is the enterprise overarching vision. Aligned below that is how IT supports the vision by becoming a premier IT organization in creating competitive advantage for the clients. The IT vision is in turn supported by three pillars: integration, improvement, and innovation.<br />
<br />
<br />
<br />
<img alt="" height="300" src="data:image/png;base64,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" width="400" /> <br />
<br />
To deliver this , the business strategy should clearly be articulated and documented taking into account some IT aspects. There are different ways of gathering these business inputs. <br />
The first approach is a very classical one where you develop a questionnaire in business terms which asks each business unit to identify their future requirements for infrastructure growth, taking into account capacity and availability requirements. This extracts the data you need for business driven strategy. <br />
<br />
This questionnaire may include some of the following examples of questions:<br />
<br />
1. What are your top 5 business “pain” points? These are things that you wish you had a solution for<br />
2. What are your top 5 business objectives? These can be short term or long term, can be driven by revenue, cost, time, time to market, competitive advantage, risk or various other reasons<br />
3. How do you plan to achieve these objectives? <br />
4. What will we gain by leveraging IT Capabilities across the business?<br />
5. What is in the way of achieving your business imperatives?<br />
6. Can IT help achieve your business imperatives?<br />
7. How much do you spend on IT capabilities?<br />
8. What is your technology ROI?<br />
9. Does your company have a plan for technology?<br />
10. Does your business plan include a technology plan?<br />
11. Where is IT being used across your business unit?<br />
<br />
The second approach would be the use of Enterprise Architecture that I will explain later on.<br />
<br />
With this input you may now start to consider the structure of your document. It may look similar to this example below: An executive summary<br />
<ul>
<li>An introduction <ul>
<li>The purpose</li>
<li>The background</li>
<li>The Business drivers</li>
<li>The Organizational drivers</li>
<li>The IT drivers</li>
</ul>
</li>
<li>The Business and IT aspects <ul>
<li>The Business Goals and Objectives</li>
<li>The IT approaches and principles</li>
</ul>
</li>
<li>The IT components <ul>
<li>Business application systems</li>
<li>IT infrastructure</li>
<li>Security and IT Service continuity</li>
</ul>
</li>
<li>Structure, organization and management <ul>
<li>IT Governance</li>
<li>Skills, knowledge and education</li>
<li>IT Financial management</li>
<li>KPIS, measurement and metrics, balance scorecards</li>
</ul>
</li>
<li>Technologies opportunities</li>
<li>Key issues</li>
</ul>
And this is where Enterprise Architecture may have to play an important and even crucial role. Some companies I have encountered have an Enterprise Architecture team, and in parallel, somebody called an IT Strategist. Frequently the connection is non-existing or quite weak. Other organizations may also have a Strategic Planning unit, again without any connection with the Enterprise Architecture team. <br />
<br />
An Enterprise Architecture must play the important role of assessing; existing IT assets, architecture standards and the desired business strategy to create a unified enterprise-wide environment - where the core hardware and software systems are standardised and integrated across the entire organisation’s business processes, to greatly enhance competitive advantage and innovation. The IT Strategy details the technologies, application and the data foundation needed to deliver the goals of the corporate strategy, while Enterprise Architecture is the bridge between strategy and execution; providing the organising logic to ensure the integration and standardisation of key processes that drive greater agility, higher profitability, faster time to market, lower IT costs, improved access to shared customer data and lower risk of mission-critical systems failures.<br />
<br />
As a real example, TOGAF 9 is perfect way to produce that IT Strategy document during the Phase F: Migration Planning. <br />
<br />
Below you will find the relationship between some phases of the ADM and the structure of the above document. It needs to be said that we should probably use a Strategic architecture level to deliver a first version of the document, which then could be reviewed with Segment or Capability architectures.<br />
<br />
<br />
<br />
<br />
<table border="1">
<tbody>
<tr>
<td style="background-color: #dbe5f1;"><b>Content</b></td>
<td style="background-color: #dbe5f1;"></td>
<td style="background-color: #dbe5f1;"><b>Examples</b></td>
<td style="background-color: #dbe5f1;"><b>Enterprise Architecture and TOGAF</b></td>
</tr>
<tr>
<td>An executive summary</td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>An introduction (This document must be business oriented)</td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td>Content</td>
<td></td>
<td>Examples</td>
<td>Enterprise Architecture and TOGAF</td>
</tr>
<tr>
<td></td>
<td>The purpose</td>
<td style="background-color: #ffc000;">Key elements of the scope, audience, time horizon</td>
<td>The <b>Preliminary phase</b> is about defining ‘‘where, what, why, who, and how” Enterprise Architecture will be done and will provide all information. It also creates the conditions and context for an Architecture Capability</td>
</tr>
<tr>
<td></td>
<td>The background</td>
<td style="background-color: #ffc000;">Business problems, constraints (financial, resources, IT, legal, etc.)</td>
<td>This is covered by the <b>Phase A: Architecture Vision. An Architecture Vision</b> sets stage for each iteration of ADM cycle.<br />
<br />
-Provides high-level, aspirational view of target the sponsor uses to describe how business goals are met and stakeholder concerns are addressed<br />
-Provides an executive summary version of full Architecture<br />
-Drives consensus on desired outcome<br />
<br />
The Business Scenarios is used to discover and document business requirements, identify constraints, etc.</td>
</tr>
<tr>
<td></td>
<td>The Business drivers</td>
<td style="background-color: #ffc000;">Market conditions, competition, consumer trends, new customers, products sales, costs savings, incremental services revenues, drivers related to the IT function</td>
<td rowspan="2">In the<b> Phase A: Architecture Vision</b>, we:<br />
<br />
Identify business goals and strategic drivers<br />
-Ensure that descriptions used are current<br />
-Clarify any areas of ambiguity<br />
Define constraints<br />
-Enterprise-wide constraints<br />
-Architecture project-specific constraints</td>
</tr>
<tr>
<td></td>
<td>The Organizational drivers</td>
<td style="background-color: #ffc000;">Profitability, financial performance, change in strategic objectives, end of the product development life cycle, mergers and acquisitions, staffs, risks</td>
</tr>
<tr>
<td></td>
<td>The IT drivers</td>
<td style="background-color: #ffc000;">New or obsolete technologies, updates</td>
<td>Considering that IT is part of the Business, these drivers should also be considered in that phase</td>
</tr>
<tr>
<td>The Business and IT aspects</td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td></td>
<td>The Business Goals and Objectives</td>
<td style="background-color: #ffc000;">Market growth, entering new markets, addressing manufacturing capacities</td>
<td>In the <b>Phase A: Architecture Vision</b>, we:<br />
<br />
Identify business goals and strategic drivers<br />
-Ensure that descriptions used are current<br />
-Clarify any areas of ambiguity<br />
-Define constraints<br />
-Enterprise-wide constraints<br />
-Architecture project-specific constraints</td>
</tr>
<tr>
<td></td>
<td>The IT approaches and principles</td>
<td style="background-color: #ffc000;">IT standards, development, implementation, delivery, testing, consolidation, maturity, best practices</td>
<td>Standards should be documented in the SIB (Standard Information Base)<br />
<br />
When we define the Architecture Governance Framework during the <b>Preliminary Phase</b>, we identy the various touch points with existing other frameworks in the organization<br />
IT principles should have already have been defined by the IT department</td>
</tr>
<tr>
<td>The IT components</td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td></td>
<td>Business application systems</td>
<td style="background-color: #ffc000;">Baseline (main applications: ERP, CRM, customers facing systems). Future plans, concerns, time period, priorities)</td>
<td>This will be addressed by <b>Phase C: Information Systems</b> based on the Statement of Architecture Work, output from the Phase A</td>
</tr>
<tr>
<td></td>
<td>IT infrastructure</td>
<td style="background-color: #ffc000;">Baseline (servers, network , middleware, technical services)</td>
<td>This will be addressed by <b>Phase D: Technology Architecture</b> based on the Statement of Architecture Work, output from the Phase A</td>
</tr>
<tr>
<td></td>
<td>Security and IT Service continuity</td>
<td style="background-color: #ffc000;">Issues, challenges, opportunities related to security, security principles, controls</td>
<td>Security concerns are addressed during all phases of the <b>ADM</b></td>
</tr>
<tr>
<td>Structure, organization and management</td>
<td></td>
<td></td>
<td></td>
</tr>
<tr>
<td></td>
<td>IT Governance</td>
<td style="background-color: #92d050;">Best practices, frameworks, management and monitoring, resource management, portfolio management, vendors management, IT service management, project management, etc.</td>
<td>IT Governance will be considered when the Architecture Governance Framework is defined. There will obviously be touch points between the ADM and some other best practices used by the organization. IT Governance is defined outside of the Enterprise Architecture programme</td>
</tr>
<tr>
<td></td>
<td>Skills, knowledge and education</td>
<td style="background-color: #92d050;">Skills, knowledge and education</td>
<td>Enterprise Architecture skills will have to be addressed by the Architecture Capability Framework. Other skills may also be identified independently of the Enterprise Architecture programme</td>
</tr>
<tr>
<td></td>
<td>IT Financial management</td>
<td style="background-color: yellow;">IT budget, costs structures, measurement and metrics, targets, areas needing investments, etc.</td>
<td>This is addressed is outside of the Enterprise Architecture programme</td>
</tr>
<tr>
<td></td>
<td>KPIS, measurement and metrics, balance scorecards</td>
<td style="background-color: #92d050;">IT performance measurements on SMART objectives ((Specific, Measurable, Achievable, Realistic, & Time bound)</td>
<td>Every governance frameworks may have its own KPIs. Enterprise Architecture KPIs may be added to that list.</td>
</tr>
<tr>
<td>Technologies opportunities</td>
<td></td>
<td>Emerging technologies, business related benefits</td>
<td>This can be done in parallel of the Enterprise Architecture programme</td>
</tr>
<tr>
<td>Key issues and initiatives</td>
<td></td>
<td>Summary or link to the IT Project portfolio</td>
<td>This can be done in parallel of the Enterprise Architecture programme</td>
</tr>
</tbody></table>
<br />
<table border="1">
<tbody>
<tr>
<td><b>Color legend</b></td>
<td></td>
</tr>
<tr>
<td style="background-color: #ffc000;"></td>
<td>Direct relationship with Enterprise Architecture</td>
</tr>
<tr>
<td style="background-color: #92d050;"></td>
<td>Indirect relationship with Enterprise Architecture</td>
</tr>
<tr>
<td></td>
<td>Produced somewhere else</td>
</tr>
</tbody></table>
<br />
<br />
The next step would be the review of the IT Strategy document by the main stakeholders who would accept or reject technology opportunities. This could also be used as an important source of information for the Strategic Planning exercise (please refer to another post for additional information: “<a href="http://sergethorn.blogspot.com/2011/06/how-strategic-planning-relates-to.html">How Strategic Planning relates to Enterprise Architecture?</a> “).<br />
<br />
Once the IT Strategy has been reviewed, amended and authorised (which should in reality already be approved, as it is the result of various ADM cycles and the output of Phase F: Migration planning), the multi-disciplinary programme team for the implementation during Phase G: Implementation Governance, will deliver the solutions to the business.<br />
<br />
As already mentioned previously, the outline strategies will be refined and expanded with a low level of detail when addressing Segment and Capability architectures. This is the part that meets the first challenge described above, where we need different levels of detail for different stakeholders. The documents should be hierarchical, with the ability to drill down to lower levels as more detail is required. <br />
<br />
One of the main reasons for developing an Enterprise Architecture with TOGAF 9 is to support the business by providing the fundamental technology and process structure for an IT Strategy. Enterprise Architecture is the superset that represents both Business and IT Strategy; this is reflected in Enterprise Architecture’s basic structure of strategy, business architecture and technology/information architecture. One can certainly do an IT Strategy without Enterprise Architecture, but Enterprise Architecture cannot be done without an IT Strategy; the same would apply to business strategy/business architecture.Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com7tag:blogger.com,1999:blog-19923333.post-61737027279457660492011-10-13T18:03:00.000+02:002011-10-13T18:06:54.919+02:00Cloud Governance, Risk and Compliance Summit<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt;">As
more enterprises engage in public, private and hybrid cloud computing services,
they face new sets of security and compliance challenges. As a result of the
rapid transition and growing capabilities of the cloud, enterprises must evolve
their security framework to include powerful yet flexible governance, risk and
compliance policies.</span><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt;">Join
this online summit to hear from top security experts, including <b style="mso-bidi-font-weight: normal;">Serge Thorn</b> (Chief Information Officer,
Architecting the Enterprise), Andy
Burton (Chairman, Cloud Industry Forum) and Vernon Poole<b> (</b>Head Consultant, Sapphire) as they share their
insight on building and managing an effective GRC program to improve
operational efficiency and cut costs.</span><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt;">WHEN:
Thursday, October 13, 2011 (All webcasts will be immediately recorded and
viewable on demand).</span><br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt;">WHERE:
Sign up to attend the live interactive webcasts, or view them afterward on
demand here: </span><br />
<br />
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10pt;"></span><br />
<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">PRESENTATIONS INCLUDE:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Cloud Computing requires
Enterprise Architecture and Appropriate Governance</span></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">Serge Thorn, Chief
Information Officer, Architecting the Enterprise</span></div>
<div class="MsoNormal" style="margin-left: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;"><a href="http://www.brighttalk.com/community/governance-risk-compliance/webcast/188/35029">http://www.brighttalk.com/community/governance-risk-compliance/webcast/188/35029 </a></span></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 10pt; line-height: 115%;">You can view the full lineup and sign up to attend any or
all presentations at http://www.brighttalk.com/r/kXP. This summit is part of
the ongoing series of thought leadership events presented on BrightTALK(TM). I
hope you will be able to listen to it.</span></div>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-49505253723303687532011-09-30T10:28:00.000+02:002011-09-30T10:28:54.539+02:00What is Business Technology Management and how does it relate to Enterprise Architecture?Business Technology Management (BTM) is not a methodology but I would say a concept, or eventually the aggregation of several guidelines and techniques. It is also described as a management science which aims to unify business and technology business strategies with the aim of extracting the full potential value of business technology solutions. In a nutshell, it allows you to unify business and technology decision making. Sounds familiar?<br />
Pragmatically it corresponds to a group of various services intended to help businesses communities. BTM can include different methods such as IT planning, Project and Portfolio management (e.g. PMI, Prince 2), Balance Scorecards, Business support, Database services, disaster recovery, network management, security, document service, and frameworks. BTM delivers a set of guiding principles known as capabilities and defines the expected characteristics of an organization according to five levels of a maturity mode like CMMi. While these methods/methodologies have recognized strengths, they represent a piecemeal approach. There is a need to integrate these capabilities to achieve that strategic business technology alignment because most of these methods do not really focus on the goals and objectives of an enterprise. Balance Scorecard is a performance measurement methodology, Six Sigma or Lean are quality improvement methodologies mostly used in manufacturing, and so on... <br />
BTM may sound like an evolved IT governance concept, where business and IT are in tune in an effort to support and realise the enterprise strategy. But does it really differ from an Enterprise Architecture which sometimes may also be considered as being the glue between various methods/methodologies?<br />
Some questions may quickly arise...Is BTM just “better IT Governance” or simply a different way of naming an Enterprise Architecture? And does TOGAF® support BTM? BTM like Enterprise Architecture aligns activities which remain pure business and some pure technology, but most activities intertwine business and technology such that they become indistinguishable. It also guides and supports enterprises to these various states.<br />
The precepts of Business Technology Management have been developed and refined by BTM experts working with such think tanks as the <a href="http://btminstitute.org/">BTM Institute</a> and the International Institute of Business Technologies (<a href="http://www.iibt.org/">IIBT</a>).<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNhknNdP3s8kLLwHvvBSo2j9vklKisskLz1xYjnLIlB7yNIhtZOfb8R-2JNutLotVflpKg9D_X_IAk3Z6_rRC3FPqXoFq4LMvz3OxP8FQJLTGRA9VVuUdPHL73bM_CH9YgeFKe/s1600-h/image%25255B4%25255D.png"><img alt="image" border="0" height="626" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhT1ft_R8vTAIHjNXgk89i6HABXBQe1UC03qYz9922kKfS3ig60rqGqlex1mX9ZxW_j6N678_7ag3WXwA_q0h9oi-nr6N_7Q8OWTV3rj1jiPl5DycApFmWbi5zbz_XGs1nGRxqy/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="431" /></a><br />
Business Technology Management addresses four critical dimensions of enterprise-wide strategy<br />
<b>1. </b><b>Process</b><br />
This first dimension refers to the institution of a set of robust, flexible and repeatable processes, broadly defined as: <br />General quality of Business Practice: Doing the right things <br />Efficiency: Doing things efficiently, quickly with little redundancy <br />Effectiveness: Doing things well <br />
The TOGAF® 9 ADM is an example of such processes with its associated governance framework. <br />
2. <b>Organisation </b><br />
Management processes are more likely to succeed when it refers to the establishment of appropriate organisational structures, establishing a structure in which every member understands the scope and responsibilities of his or her role, and decision rights. Something perfectly addressed during the Phases Preliminary and A of TOGAF®.<br />
Organizational structures may include <br />
· Participative bodies involving senior level business and technology participants on a part-time but routine basis (e.g. Business Technology Investment Board). TOGAF® suggests the creation of an architecture board who participate with the key business stakeholders.<br />
· Centralized bodies requiring specialized dedicated technology staff (e.g. PMO).<br />
· Need-based bodies involving rotational assignments dealing with particular efforts (e.g. PMO, Project Management teams). <br />Both last bodies would be identified during Phase F: Migration Planning and Phase G: Implementation Governance<br />
<b>3. </b><b>Information</b><br />
Valid, effective, timely provision of information is a prerequisite in effective decision making. Information must be delivered in a way that is comprehensible to non specialists as well. Data and metrics must be available. This would be addressed by the Communication Plan defined in the TOGAF® Architecture Vision’s phase taking into account the stakeholders needs, the communication mechanisms and timetable. Measurements and metrics may be included for strategic and operational objectives.<br />
<b>4. </b><b>Technology </b><br />
Effective technology can help connect the other three dimensions. The idea is that technology plays a vital role in all processes and can enable timely information sharing, improve co-ordination between members of an organisation and makes processes easier to execute. This covers automation of tasks, reporting, analytics and integration between management systems. In Enterprise Architecture, this would be covered by the interoperability requirements identified by the business and the identification of appropriate solutions in the TOGAF® Phases E and F, such as BPM suites and BI products.<br />
<b></b><br />
<b>Business Technology Management (BTM) Capabilities </b> <br />A BTM capability is defined as a competency achieved by combining each of the above dimensions and creating repeatable management processes that are executed with the appropriate organizational structures, using an effective information architecture.<br />
Business Technology Management defines 17 of these specific capabilities, each grouped into one of four functional areas. <br /><b>Governance and Organisation:</b> These capabilities are focused on the enterprise’s CIO and business executives concerned with enterprise wide governance of business technology. It ensures that business technology decisions are effectively identified and executed, meet the needs of the business, manages the risk and give proper consideration to regulatory, legal and industry requirements. TOGAF® addresses all of this in the Preliminary Phase and the Architecture Vision, where an enterprise architecture governance framework is created.<br />
<b>Managing </b><b>Technology Investments</b><b> : </b>This sits with PMO and business executives who are concerned with the selection and execution of the right business technologies initiatives and fulfil their objectives. The enterprise understands its current IT capabilities, what is currently available and what it is working on for the future. This is equally addressed during the Phase F: Migration Planning. <br /><b>Strategy & Planning: </b>These capabilities ensure that the CIO and business executives make the most appropriate moves to synchronise technology and business, both reducing complexity and planning for future developments. Enterprise Architecture and TOGAF 9 undoubtedly support these capabilities; you may refer to the previous article “<a href="http://sergethorn.blogspot.com/2011/06/how-strategic-planning-relates-to.html">How Strategic Planning relates to Enterprise Architecture</a>”.<br />
<b>Strategic Enterprise Architecture: </b>This capability must be developed to support this functional area, ensure that appropriate information and documentation exists that can describe current and future business technology environment within the enterprise. As we observed, TOGAF® as an Enterprise Architecture framework includes most of the capabilities mentioned above!<br />
<b>The BTM Maturity Model </b> <br />A maturity model describes how well an enterprise performs a particular set of activities. These capabilities are useless without a method by which to measure their effectiveness. The BTM Maturity model is aligned with the de-facto standard from CMMi and use the five levels of maturity of all the four dimensions. Here again the Architecture Capability Maturity Model from TOGAF® 9 may be used to evaluate these capacities. We would identify the area most in need for improvement.<br />
<b>Level 1:</b> enterprises execute some strategic business technology management processes in ad-hoc way. These enterprises typically manage processes in a simple task-based manner. <br /><b>Level 2:</b> enterprises attempt to assemble information for major decisions, and refer to IT on decisions for technology implications.<br />
<b> <br />Level 3:</b> enterprises are ‘functional’ in BTM. <br />
<b> <br />Level 4:</b> enterprises have achieved full BTM implementation. Their capabilities ensure that there is strong alignment between business and technology decision making.<br />
<b> <br />Level 5:</b> enterprises have achieved the ‘Holy Grail’ of BTM. They are good enough to know when to change the rules to maintain strategic advantages over competitors.<br />
To implement its business strategy, the enterprise requires particular operational capabilities as described above and clearly it appears that Business Technology Management can be supported by Enterprise Architecture. TOGAF® 9 is in reality addressing all of these 17 BTM capabilities grouped in functional areas, identified by the four dimensions and work as a management framework to clarify required enterprise business needs. Companies having implemented BTM should consider using TOGAF® 9 as the way of rightfully pursuing alignment of technology with the business and support a Business-Agile enterprise.Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com1tag:blogger.com,1999:blog-19923333.post-38339223840658072532011-09-01T07:53:00.000+02:002011-09-01T07:57:18.849+02:00Are Business Process Management and Business Architecture a perfect match?Whenever I suggest collaboration between these two worlds, I always observe some sort of astonishment from my interlocutors. Many Enterprise Architects or Business Architects do not realise there may be synergies. Business Process Management (BPM) team have not understood what Enterprise Architecture is all about and the other way around.... There is no a single definition of Business Process Management, often it means different things to different people. To keep it very generic, BPM relates to any activities an organization does to support its process efforts.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5G72Pbr_mLnuI7xPeub62M9wBWY_JgZ2hO6Xjg58yDFul6staKoGCbp63ChS218IWmdnXPg8yTIm097Bsv3yUaBIAvhLzYxVBCrScfDk4JSMOSSHxVL5o_Gf0lJ9U9W3ReCy0/s1600-h/image%25255B3%25255D.png"><img alt="image" border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaBZPnXbMrJn3MtC9dDRWw_Tr94ZZUsr0lS9-T4OeO0TYvd41TWR4m6kCOG4R8WuJHqyfW22EI26-a9K_W77HY0kcpekjVG20VXKjZqZdSl9Dd7WAPZoTX4zmZLm1aABruL-YV/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="427" /></a><br />
There are many activities which can be included in such efforts:<br />
· The use of industry <b>Business Reference Model</b> (or Business Process Reference Model), a reference for the operational activities of an organization, a framework facilitating a functional Lines of Business, such as <br />
<blockquote>
<span style="color: black;">o The Federal Enterprise Architecture Business Reference Model of the US Federal Government</span><br />
<span style="color: black;">o The DoD Business Reference Model</span><br />
<span style="color: black;">o The Open Group Exploration and Mining Business Reference Model (</span><a href="https://www.opengroup.org/emmmv/uploads/40/22706/Getting_started_with_the_EM_Business_Model_v_01.00.pdf"><span style="color: black;">https://www.opengroup.org/emmmv/uploads/40/22706/Getting_started_with_the_EM_Business_Model_v_01.00.pdf</span></a><span style="color: black;">)</span><br />
<span style="color: black;">o Frameworx (eTOM) for Telco companies</span><br />
<span style="color: black;">o The Supply Chain Operations Reference (SCOR®) model </span><br />
<span style="color: black;">o The SAP R/3 Reference Model</span><br />
<span style="color: black;">o The Oracle Business Models : Oracle Industry Reference Model for Banking, (IRM), Oracle Retail Reference Model</span><br />
<span style="color: black;">o And others...</span></blockquote>
· The use of organization specific Business Reference models<br />
· The use of <b>Business process improvement</b> methodologies<br />
<blockquote>
<span style="color: black;">o Lean, a quantitative data driven methodology based on statistics, process understanding and process control</span><br />
<span style="color: black;">o Six Sigma, a methodology that mainly focuses on eliminating bad products or services to clients by using statistical evaluation</span></blockquote>
· <b>Business Process Reengineering</b>, which in reality is a facet of BPM<br />
· The understanding of<b> Business Change Management</b>, the process that empowers staff to accept changes that will improve performance and productivity<br />
· The understanding of<b> Business Transformation</b>, the continuous process, essential to any organization in implementing its business strategy and achieving its vision<br />
· The use of <b>Business Rules Management</b> which enables organizations to manage business rules for decision automation<br />
· The understanding of <b>Business Process Outsourcing</b> (BPO) services to reduce costs and increase efficiency<br />
· The support<b> </b>of<b> Business Process modeling and design</b>, which is illustrated description of business processes, usually created with flow diagrams. The model contains the relationship between activities, processes, sub-processes and information, as well as roles, the organization and resources. This can done with many notations such as flow chart, functional flow block diagram, control flow diagram, Gantt chart, PERT diagram, IDEF, and nowadays with the standard de facto notations such as UML and BPMN<br />
· The support of<b> BPM tools and suites</b> implementation. With the right, process models can be simulated, to drive workflow or BPMS systems, and can be used as the basis for an automated process monitoring system (BAM)<br />
· The support of<b> Business Activity Monitoring </b>(BAM), the ability to have end-to-end visibility and control over all parts of a process or transaction that spans multiple applications and people in one or even more companies.<br />
<br />
To combine Business Process Management and Enterprise Architecture for better business outcomes is definitely the way forward, where BPM provides the business context, understanding, and- metrics, and Enterprise Architecture provides the discipline to translate business vision and strategy into architectural changes. Both are needed for sustainable continuous improvement. When referring to Enterprise Architecture, we would mainly refer to Business Architecture. Business Architecture involves more than just the structure of business processes. It also entails the organization of departments, roles, documents, assets, and all other process-related information.<br />
<br />
Business Architects may be defining and implementing the Business Process framework and, in parallel, influencing the strategic direction for Business Process Management and improvement methodologies (e.g. Lean, Six Sigma). The business process owners and Business Analysts are working within their guidelines at multiple levels throughout the organizations’ business process. They have roles and responsibilities to manage, monitor and control their processes. <br />
An important tool in developing Business Architecture is a Business Reference Model. These types of models are enormously beneficial. They can be developed in the organization to build and extend the information architecture. The shared vocabulary (verbal and visual) that emerges from these efforts promotes clear and effective communication.<br />
<br />
To illustrate the touch points between Enterprise Architecture and Business Process Management, I have illustrated in the table below the synergies between the two approaches using TOGAF® 9.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4nnMd1xyaV8Vz2q0eacZizWcMml7Y1F-hmTsTAxZplLRzRhviKaYh0Bv2Dk5MuIOramqEvDQRjn1FuXFG0uiW5a6UyTIVxbe0bmSNV6hQOwl1ucW2D4yqRSzNOn8XeZ96jaqz/s1600-h/image%25255B7%25255D.png"><img alt="image" border="0" height="423" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuAvoDArHbYkb0wpVn9k-KqQJG_lH6qzFLlhC_FoNtvECTHiLwzE3-EnF9PbUCWmbQKlCmUdO80GYb7sYiT8dKukvQgV5N2-FcZXSsgz4mrPNTETq_PVv1yOF8I_vsXCfhA1lP/?imgmax=800" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="432" /></a><br />
<br />
In this table, we observe that, there is a perfect match between Business Process Management and the use of an Enterprise Architecture framework such as TOGAF. BPM is often project based and the Business Architect (or Enterprise Architect) may be responsible for identifying cross-project and cross-process capabilities. It can be considered as being the backbone of an Enterprise Architecture program. We can also add to this, that Service Oriented Architecture is the core operational or transactional capability while BPM does the coordination and integration into business processes.<br />
<br />
When using BPM tools and suites, you should also consider the following functionalities: workflow, enterprise application integration, content management and business activity monitoring. These four components are traditionally provided by vendors as separate applications which are merged through BPM into a single application with high levels of integration. The implementation of a BPM solution should theoretically eliminate the maintenance and support cost of these four applications resulting in reducing the total cost of ownership.<br />
<br />
Business Architecture provides the governance, alignment and transformational context for BPM across business units and silos. Enterprise Architects, Business Architects, Business Analysts should work together with BPM teams, when approaching the topic of Business Process Management. BPM efforts need structures and appropriate methodologies. It needs a structure to guide efforts at different levels of abstraction (separating “the what“ (the hierarchical structure of business functions) from “the how” (how the desired results are achieved), a documented approach and structure to navigate among the business processes of the organization, i.e. a Business Architecture. They also need a methodology such as an Enterprise Architecture framework to retain and leverage what they have learned about managing and conducting BPM projects.Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com16tag:blogger.com,1999:blog-19923333.post-266098569939731192011-06-29T11:08:00.004+02:002011-06-29T11:15:38.464+02:00How Strategic Planning relates to Enterprise Architecture?<div><p>TOGAF often refers to Strategic Planning without specifying the details of what it consists of. This document explains why there is a perfect fit between the two.</p> <p>Strategic Planning means different things to different people. The one constant is its reference to Business Planning which usually occurs annually in most companies. One of the activities of this exercise is the consideration of the portfolio of projects for the following financial year, also referred to as Project Portfolio Management (PPM). This activity may also be triggered when a company modifies its strategy or the priority of its current developments. </p> <p> </p> <p>Drivers for Strategic Planning may be </p> <p>· New products or services</p> <p>· A need for greater Business flexibility and agility</p> <p>· Merger & Acquisition</p> <p>· Company’s reorganization</p> <p>· Consolidation of manufacturing plants, lines of business, partners, information systems</p> <p>· Cost reduction</p> <p>· Risk mitigation</p> <p>· Business Process Management initiatives</p> <p>· Business Process Outsourcing </p> <p>· Facilities outsourcing or in sourcing</p> <p>· Off shoring</p> <p> </p> <p>Strategic Planning as a process may include activities such as:</p> <p> </p> <p>1. The definition of the mission and objectives of the enterprise</p> <p>Most companies have a mission statement depicting the business vision, the purpose and value of the company and the visionary goals to address future opportunities. With that business vision, the board of the company defines the strategic (e.g. reputation, market share) and financial objectives (e.g. earnings growth, sales targets).</p> <p> </p> <p>2. Environmental analysis</p> <p>The environmental analysis may include the following activities:</p> <p>· Internal analysis of the enterprise</p> <p>· Analysis of the enterprise's industry</p> <p>· A PEST Analysis (Political, Economic, Social, and Technological factors). It is very important that an organization considers its environment before beginning the marketing process. In fact, environmental analysis should be continuous and feed all aspects of planning, identify the strengths and weaknesses, the opportunities and threats (SWOT).</p> <p> </p> <p>3. Strategy definition</p> <p>Based on the previous activities, the enterprise matches strengths to opportunities and addressing its weaknesses and external threats and elaborate a strategic plan. This plan may then be refined at different levels in the enterprise. Below is a diagram explaining the various levels of plans. </p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsp1VXLYxfpjfQ_6KawFg_OtbxCyjRaPNaqgoJxCHFFe5e2y3Pf_vvljPIrNgOWnUyJ60o5UAMDuuxAwxhlUK110cgaDeHRKH7IPXpxTAKAff9gk4-h8fwfCAtBePxUoKXZIIK/s1600-h/image%25255B4%25255D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVy5Fr_nz6q2_yGBSWdHJkpwXg9Ng3iSlM5QOnuzUU14KSJN_HLIu7G1iffLIw3uRfnnXgiqdyzFRgFTVcwRafJ9jKA6ns5hoxT8HEax70Axv-MFeG7Cpb2yhPQyCvRzJif8NB/?imgmax=800" border="0" height="282" width="428" /></a></p> <p> </p> <p>To build that strategy, an Enterprise Strategy Model may be used to represent the Enterprise situation accurately and realistically for both past and future views. This can be based on Business Motivation Modeling (BMM) which allows developing, communicating and managing a Strategic Plan. Another possibility is the use of Business Model Canvas which allows the company to develop and sketch out new or existing business models. (Refer to the work from Alexander Osterwalder http://alexosterwalder.com/).</p> <p>The model’s analyses should consider important strategic variables such as customers demand expectations, pricing and elasticity, competitor behavior, emissions regulations, future input, and labor costs. </p> <p>These variables are then mapped to the main important business processes (capacity, business capabilities, constraints), and economic performance to determine the best decision for each scenario. The strategic model can be based on business processes such as customer, operation or background processes. Scenarios can then are segmented and analyzed by customer, product portfolio, network redesign, long term recruiting and capacity, mergers and acquisitions to describe Segment Business Plans.</p> <p> </p> <p>4. Strategy Implementation</p> <p>The selected strategy is implemented by means of programs, projects, budgets, processes and procedures. The way in which the strategy is implemented can have a significant impact on whether it will be successful, and this is where Enterprise Architecture may have a significant role to play. Often, the people formulating the strategy are different from those implementing it. The way the strategy is communicated is a key element of the success and should be clearly explained to the different layers of management including the Enterprise Architecture team.</p> <p>To support that strategy, different levels or architecture can be considered such as strategic, segment or capability architectures.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlqC6iKoX2AVOU1tHthNAJRT56fHKu0atyHIKCW3Eg44OK3CN_H9e5uJY5B4jOC9-4wZg3IB7RQMDBB49GJBIlwqcOS-elvaXOtivpr4ghOdB14GlTV4sNQgZhVgBqH1Efc6U4/s1600-h/image%25255B8%25255D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimeDyN802VAHU5XL4bXhH1qGX5nCCy8i4-ZDwprJuXe5o5rSAYmv9UKwNznB0c9lm062Qdu4elHMeaE9wQuj-aDnBv717if9zgumjLP0gaqu6mgvJfYW-mDUAqkPIhhYYtnYGS/?imgmax=800" border="0" height="252" width="430" /></a></p> <p><i>Figure 20-1: Summary Classification Model for Architecture Landscapes</i></p> <p> </p> <p>This diagram below illustrates different examples of new business capabilities linked to a Strategic Architecture.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5X5fbnDEb_aqQANQ1Y2iHAEFsoGEU2BTs9GkB1LnrFGQTZm8f7GD7DvcfT1QfHm_dcyq6trapU-m9XUJa9oEBCptotqg1hcCWrmD2U7UF_1XIC0lUMdR9Jcx8s0scf6ksB3BF/s1600-h/image%25255B12%25255D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWXWiJEV7A5pkeXJNvfk9x90D0HZOsVH176QoXheVikHkOuYA5decYBxNw4VYOoRGQXw5rSDuLI2yRreUll7oq9mDTZHUpW_XWYjuxiKRXlJGqHfFAXJvnGeteBNrSFVxls-X1/?imgmax=800" border="0" height="281" width="433" /></a></p> <p>It also illustrates how Strategic Architecture supports the enterprise’s vision and the strategic plan communicated to an Enterprise Architecture team. </p> <p>Going to the next level allows better detail the various deliverables and the associated new business capabilities. The segment architecture maps perfectly to the Segment Business Plan.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOeabTsZ2BhLL2BZTgzHqPuqSffxUKHG9hxEhFf8t4TNapYtKA7FPtmvKEf5VtGKInAK7rCKCAh_g8-KKZW_S8U_98IdfiEGyNUkw45bFyjkIFWu2s-u2wQlVN3Mlbk2sv5hr0/s1600-h/image%25255B20%25255D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGjA56UmVD93RjETkzthuQZzjJ_gPCwrrsGoTyQcJvfl9I0jVRnczsQKBHRNHELFdbxShxkldci6av45LjbrIcqdMoKXW7dnyQiiSNK1Djjsy83qeRogDYdRu-3DBcMu7JvWF/?imgmax=800" border="0" height="297" width="433" /></a></p> <p> </p> <p>5. Evaluation and monitoring <br /></p> <p>The implementation of the strategy must be monitored and adjustments made as required.</p> <p>Evaluation and monitoring consists of the following steps:</p> <p>1. Definition of KPIs, measurement and metrics</p> <p>2. Definition of target values for these KPIs</p> <p>3. Perform measurements</p> <p>4. Compare measured results to the pre-defined standard</p> <p>5. Make necessary changes</p> <p> </p> <p>Strategic Planning and Enterprise Architecture should ensure that information systems do not operate in a vacuum. At its core, TOGAF 9 uses/supports a strong set of guidelines that were promoted in the previous version, and have surrounded them with guidance on how to adopt and apply TOGAF to the enterprise for Strategic Planning initiatives. The ADM diagram below clearly indicates the integration between the two processes. </p> <p> </p> <p>The company’s mission and vision must be communicated to the Enterprise Architecture team which then maps Business Capabilities to the different Business Plans levels.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfkXRKA2QjJSM-QiD_OBGfPNf6ou_usX9tEmZlDruFmtY4k_TeVRKXJB3TAkZ2ZCofxSdQ1gVzLFm9dqJV9hqQkvsCh7vdWFy1dr75BFVUGbInKiftf44TnNDLTm9Q9nZPgGIH/s1600-h/image%25255B24%25255D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLgtg9YbcEeJdWqC-uVbrq9KqAgFdpCcsbEmyystS-x7CL3Xx7ZTvcIotHFto0ZCsgNSLfHRgZcQuUiI5btAxSma5LTxDArfTd-FVnc25fG9MV1wIJRfMlJMk9MbRZuHEE06_G/?imgmax=800" border="0" height="278" width="429" /></a></p> <p> </p> <p>Many Enterprise Architecture projects are focused at low levels but should be aligned with Strategic Corporate Planning. Enterprise Architecture is a critical discipline, one Strategic Planning mechanism to structure an enterprise. TOGAF 9 is without doubt an effective framework for working with stakeholders through Strategic Planning and architecture work, especially for organizations who are actively transforming themselves.</p> </div>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com3tag:blogger.com,1999:blog-19923333.post-62773556360757057982011-05-16T10:12:00.020+02:002011-05-16T10:55:03.049+02:00Managing Requirements from a Business Analyst or an Enterprise Architect perspective using BABOK 2.0 and/or TOGAF 9<div><div><div><div><div><div><div><div><div><div><div><div><div><p>Many Business Analysts are using the IIBA’s BABOK 2.0 (<a href="http://www.theiiba.org/Content/NavigationMenu/Learning/BodyofKnowledge/default.htm">Business Analyst Body of Knowledge</a> ) which contains information about a Requirements Management process, from identifying organizational situations that give cause to a project, through to starting the requirements gathering process, to delivering a solution to the business or a client. TOGAF 9 from an Enterprise Architecture viewpoint also provides some techniques to gather requirements to equally deliver business solutions. This paper illustrates the two processes, defines the mapping between the two approaches and identifies gaps in each.</p><p> </p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmoT1Bti1980kMRg_3uFbYjj83m1okhM6DEIEFlJYY3Y_QEuufs9rvcZZynYNqyLH-_RuEiDEZBRBZlscTP9fOFWxzn0U3GAG-mzRSI7iMC-LmuuT65wBwAArpJNIJbPy4eyu6/s1600-h/image%5B4%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPzBIYQ1CVZbQhrTt_Olrqld9oWshlgSSWp3zFAX5wP6XFtG91BaPt9jQYWs5nzT29BLGFirCz5KaMa2IWx8BypEoOLNeG_W1E2weaVquh_3wFmHyrcYNY7rbhu-UGKyCqjwx-/?imgmax=800" border="0" height="316" width="429" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmoT1Bti1980kMRg_3uFbYjj83m1okhM6DEIEFlJYY3Y_QEuufs9rvcZZynYNqyLH-_RuEiDEZBRBZlscTP9fOFWxzn0U3GAG-mzRSI7iMC-LmuuT65wBwAArpJNIJbPy4eyu6/s1600-h/image%5B4%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p>BABOK 2.0 Knowledge Area (KA) 4 covers Requirements Management and Communication which “<i>describes the activities and considerations for managing and expressing Requirements to a broad and diverse audience</i>” (The other KAs: Plan Requirements, Management Process, and Requirement Analysis will not be included here). </p> <p>The tasks from this KA “<i>are performed to identify business </i>needs (the why of the project; whereas requirements are the how)<i>, the state the scope of their business solutions, ensure that all stakeholders have a shared understanding of the nature of these solutions and that those stakeholders with approval authority are in agreement as to the requirements that the business solution shall meets.</i>” </p> <p>It manages a baseline, tracks different versions of Requirements documents, and trace requirements from origin to implementation.</p> <p>This area includes five steps described below.</p><p> </p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlrP-ucyxY47bZ1b7XAjbSpxJYztodyw3ytoYJX5hN5y9gbZ4Iyt6Dlr2PE_dqcajQYuM-2sC8h6HATtf7xJPRFN2PDexD_JgLmMl1Mq94p1-uWyHbjO0NmVfBZ-dDXg4_fHCG/s1600-h/image%5B8%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ61GszAzUK2aYooHK3IVyNRX8XLRO-wGoL9PC0QsGdXPUeGdY6mpEVqwiBPQ47detNwMSwfladRF0zy2sGEMb09keuGW5g-HSPH0S5mkrT6rMV7ct7xn0FKQk9BKArR8SKMD8/?imgmax=800" border="0" height="341" width="430" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlrP-ucyxY47bZ1b7XAjbSpxJYztodyw3ytoYJX5hN5y9gbZ4Iyt6Dlr2PE_dqcajQYuM-2sC8h6HATtf7xJPRFN2PDexD_JgLmMl1Mq94p1-uWyHbjO0NmVfBZ-dDXg4_fHCG/s1600-h/image%5B8%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p><b>1. </b><b>Manage Solution Scope and Requirements</b></p> <p>In this step, we “<i>obtain and maintain consensus among stakeholders regarding the overall solution scope and the requirements that will be implemented</i>”. Requirements may be baseline following an approval and a signoff. That means that all future changes are recorded and tracked, and the current state may be compared to the baselined state. Subsequent changes to the requirements must follow a Change Management process and will require additional approval. As changes are approved, a Requirements Management Plan may require that the baselined version of the requirements be maintained in addition to the changed Requirement. Additional information is often maintained such as a description of the change, the person who made the change, and the reason for the change. As requirements are refined or changed as the result of new information, changes will be tracked as well. </p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJLlOmY3925bMhCKhepmXwcmMs6vOxc1WBdQBJUyFD0IL5JasJ5rzKPhhfuU63PGSv9F1mznKft9kq2B7vx5yDdQfw0BLOVNZKnQT5EVHlM0uzA2ojgPEzgyApmU1yYIl8NLRy/s1600-h/image%5B12%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpKZ0VwQ8I10MVbCQcUF3g4YG7tUHc77p0XHD_wEso-8h8KrV90h9jWccUB0MtWcoiCFu6HhTWlHNDHhWcJSCT1Kgkeesd4z5cBNhEt0DK3fsiHfmGJ7zA5hJULY6ALI2KNMYW/?imgmax=800" border="0" height="316" width="432" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJLlOmY3925bMhCKhepmXwcmMs6vOxc1WBdQBJUyFD0IL5JasJ5rzKPhhfuU63PGSv9F1mznKft9kq2B7vx5yDdQfw0BLOVNZKnQT5EVHlM0uzA2ojgPEzgyApmU1yYIl8NLRy/s1600-h/image%5B12%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p>A signoff formalises an acceptance by all stakeholders that the content and presentation of documented requirements is accurate and complete. This can be done in a face to face meeting.</p> <p> </p> <p><b>2. </b><b>Manage Requirements Traceability</b></p> <p>Traceability consists of understanding the relationship between Business Objectives, the requirements, the stakeholders, other deliverables and components to support the business analysis among other activities. It also allows documenting “<i>the lineage of each requirement, its backward and forward traceability, and its relationship to other requirements</i>”. The reasons for creating relationships are “Impact Analysis”, and “Requirements coverage and allocation”. A coverage matrix may be used to manage tracing.</p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQu-znVEkp57-ICH2nvMR6jQN7V1HsZqOsEzs8KJ8marmOtt-EXvFMjMditOcceVOVh3enGFBP4TXLB7TAYxsLcWIjSQA2ZKvAkwYVdR4lCvafiMKfC5H4__j3ZqPLBpgX7d2k/s1600-h/image%5B19%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_qb5nRzUlAzBVD_TfU5RM7AphRBHMXi3Bj8EcfeynVbW_MJErVsnniZG2xT2YLOTX85Gz3nuvHMiaYo9YF-L9lNIG6_zaRPnQ1zNKCbTVfnxN8ZguwPcV0nrjVITNofYyep4W/?imgmax=800" border="0" height="252" width="432" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQu-znVEkp57-ICH2nvMR6jQN7V1HsZqOsEzs8KJ8marmOtt-EXvFMjMditOcceVOVh3enGFBP4TXLB7TAYxsLcWIjSQA2ZKvAkwYVdR4lCvafiMKfC5H4__j3ZqPLBpgX7d2k/s1600-h/image%5B19%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p><b>3. </b><b>Maintain Requirements for re-use</b></p> <p>Requirements re-use is another important aspect in the process and there is a need to manage knowledge of requirements following their implementation, identify the requirements that are candidates for long-term usage by the organisation. “<i>These may include requirements that an organisation must meet on an ongoing basis, as well requirements that are implemented part of a solution</i>” (e.g. regulatory, contractual obligations, quality standards, service level requirements, etc.). Each will have to be clearly named, defined, and available to all analysts. </p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAfsJ0YYpiWixmDTFZsdvAceQzvBMzEOg-IR-YkA2m8womTpj1PXO88vyEnagBRc3tldILHZwb4KR8x0XL4GmEKOaJP6byakLWbbj6itoSj7K6cAB9D4lf6PnZgEtSylyRSC51/s1600-h/image%5B23%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg0tRZQ2R_WnDvfkC8EVasHPGVXmluHebrO9XqqG7Slb9RQPFnwMG0R4ODR__G1_Yod1K5h32_xNEg8xxdKf3SgppjubMO_UVJqXiBNr0RhYmM-Imd6frACiAFhsoW9TOEl6OU/?imgmax=800" border="0" height="254" width="433" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAfsJ0YYpiWixmDTFZsdvAceQzvBMzEOg-IR-YkA2m8womTpj1PXO88vyEnagBRc3tldILHZwb4KR8x0XL4GmEKOaJP6byakLWbbj6itoSj7K6cAB9D4lf6PnZgEtSylyRSC51/s1600-h/image%5B23%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p><b>4. </b><b>Prepare Requirements Package</b></p> <p>This step consists in selecting and structuring a set of requirements <i>“in an appropriate fashion to ensure that the requirements are effectively communicated to, understood and usable”</i> by the various stakeholders. This Requirements Package could have different forms such as a documentation (can be managed in a Requirements Repository), presentations, templates, etc.</p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfmZagFYwdsuUHW_fr-9I2p5OgmXieVMvqiOTo1nl7sf-9iEyMZlWoNbgOkaF2_oNDrMkutewOpgl_6Vd4hFr_Oeiv0TrSyx-P3gPutzjIqheaaWofUOhTk9oMrR0f_5sR3Tft/s1600-h/image%5B27%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhukN2y5GOBnkGNKQObXpMN3Lq4JZbQIGR0tAcVAcJ9JHUbPRCALk0wXdtsyGHo4dfYBHzhcOyp5DrYgvyDZlPaDCmowk9VJLURkCvYf3Zq3k-cD7FVa6iuIQdmPcNR1w9RTnDU/?imgmax=800" border="0" height="226" width="431" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfmZagFYwdsuUHW_fr-9I2p5OgmXieVMvqiOTo1nl7sf-9iEyMZlWoNbgOkaF2_oNDrMkutewOpgl_6Vd4hFr_Oeiv0TrSyx-P3gPutzjIqheaaWofUOhTk9oMrR0f_5sR3Tft/s1600-h/image%5B27%5D.png"><div align="left"> </div></a><p></p> <p> </p> <p><b>5. </b><b>Communicate Requirements</b></p> <p>This step relates to the communication of requirements to the various stakeholders for a common understanding. It may happen that new requirements have to be considered.</p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tsWru-6_ua_cavWBh3t4UjCBefYdXg2HvtNxvhHEgc5iYWl7r5rSKi34lGO_PCPieIJyOE7xg5VuH3ngu3fcl99bRXmAoewP2l3N9gtTq1cxNYWQC48xuIrTg05JwdZC5v9U/s1600-h/image%5B31%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7PUEVHBgEFTAORXhAZXmCki_4fweK42FbQGaqzmQvVKrAsJDscVT52eRK7_jwnso46qtXTcr88olYmIsIuDMRuIvnQQCZHExwVkVZ2JklRglpTUG29GUX_JAOMMoAVs8wPOOo/?imgmax=800" border="0" height="230" width="437" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9tsWru-6_ua_cavWBh3t4UjCBefYdXg2HvtNxvhHEgc5iYWl7r5rSKi34lGO_PCPieIJyOE7xg5VuH3ngu3fcl99bRXmAoewP2l3N9gtTq1cxNYWQC48xuIrTg05JwdZC5v9U/s1600-h/image%5B31%5D.png"><div align="left"> </div></a><p></p> <p> </p><p>The BABOK bundles Requirements Communication together with Requirements Management.</p> <p>Requirements Analysis is another KA which describes “<i>how we progressively elaborate the solution definition in order to enable the project team to design and build a solution that will meet the needs of the business and stakeholders. In order to do that, we have to analyze the stated requirements of our stakeholders to ensure that they are correct, assess the current state of the business to identify and recommend improvements, and ultimately verify and validate the results</i>”. BABOK 2.0 Requirements Analysis being not really covered within TOGAF 9, there are no comparisons done at this stage.</p> <p>Within TOGAF 9, the objective of the Requirements Management activity is to define a process whereby all kinds of requirements, including most notably business drivers, concerns, and new functionality and change requests for Enterprise Architecture are identified, stored, and fed into and out of the relevant Architecture Development Method (ADM) phases. As such it forms part of the activities and steps carried out in each of the ADM Phases. Architecture requirements are subject to constant change, and requirements management happens throughout the entire Enterprise Architecture implementation lifecycle.</p> <p>It is important to note that the Requirement Management circle denotes, not a static set of requirements, but a dynamic process.</p> <p>As indicated by the Requirements Management circle at the centre of the ADM graphic, the ADM is continuously driven by the Requirements Management process.</p><p> </p> <p> </p> <p align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8pSVXqIXoS2Lp5lKaEw7JH2ezIy3uapxBfOuAVAe5pMfpsjTl5N-qqxDo1XzrbdQJo65ADxjz2DDXAl81s4fSNGix6X7x_YpKqyPBl7b1GvJRarb5FVTn-iYFLHKgxxzcsHJ/s1600-h/image%5B35%5D.png"><img style="margin: 0px 0px 5px; border: 0px currentColor; padding-top: 0px; padding-right: 0px; padding-left: 0px; display: inline; background-image: none;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlbRpvbx7-nFqt2pwe-236JnaW-Or_E3h90Mx4BcFX9RMQ6aDNYQdqwwa9OZG1kuyHDWbdkn-Fw5G2y7Wa3PKIgm1G75rtNlne6xHeDVG8yxkYSrKNCBqV9aJbZG2SZSTnDlwI/?imgmax=800" border="0" height="338" width="208" /></a></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN8pSVXqIXoS2Lp5lKaEw7JH2ezIy3uapxBfOuAVAe5pMfpsjTl5N-qqxDo1XzrbdQJo65ADxjz2DDXAl81s4fSNGix6X7x_YpKqyPBl7b1GvJRarb5FVTn-iYFLHKgxxzcsHJ/s1600-h/image%5B35%5D.png"><div align="left"> </div></a><p></p> <b></b> <p><b></b></p> <p>Enterprise Architecture has specific techniques to gather requirements. TOGAF as a framework uses a method based on what we call a “Business Scenario” which is used heavily in the initial phases A & B of the ADM to define the relevant business requirements and build consensus with business management and other stakeholders.</p> <p>A Business Scenario ensures that there is a complete description of business problem in business and architectural terms. Individual requirements are viewed in relation to one another in the context of the overall problem; the architecture is based on complete set of requirements that add up to a whole problem description; the business value of solving the problem is clear and the relevance of potential solutions is clear. </p> <p>Below is a mapping between the two approaches.</p> <p> </p><p><img style="margin: 0px auto 10px; width: 400px; height: 345px; text-align: center; display: block; cursor: pointer;" id="BLOGGER_PHOTO_ID_5607231992150030098" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrajYdULQ79WaqM3fmyUPz4eMB57TnYsurF-KY0yscgNOJC9k6CPYOijN-blWWrDKaqO0wgP8R-6gP_t8eDhYWs4pKcfrCYBnBv6h4mGxC6gUl7iC_iMjEAC1Gz8NajFY3nbz3/s400/BA+PNG.png" border="0" /></p> <p>BABOK 2.0 sets up a framework for the requirements development and management, which seems to appear as a standard used by many organizations around the world. Between TOGAF 9 and BABOK 2.0, there is almost 1:1 correspondence but there may be more details and activities in the first one. TOGAF is a methodology whereas the BABOK is methodology agnostic, so it can be tricky to translate between the two but nothing prevent an Enterprise Architecture team to use this analogous technique.</p> <p>If an organization follows the TOGAF methodology and Business Analysts use BABOK, the later will provide a lot of useful information, as a reference; BABOK won't give you direction for an Enterprise Architecture.</p> <p>Sources: Chapter 4 IIBA’s BABOK 2.0, TOGAF 9</p> </div></div></div></div></div></div></div></div></div></div></div></div></div>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com4tag:blogger.com,1999:blog-19923333.post-35095239255915874852011-03-19T09:30:00.002+01:002011-03-19T10:22:10.148+01:00Creation of a strategy for the consumption and management of Cloud Services in the TOGAF Preliminary Phase<p>In a previous article I described the need to define a strategy as an additional step in the TOGAF 9 Preliminary Phase. This article describes in more details what could be the content of such a document, what are the governance activities related to the Consumption and Management of Cloud Services.</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi55W-DE_3Mrxgo35YoM5TK6sMdSzGUMoUwGJd9F9EkqDusC4D5W2CYm1t2lfEnzXf9f_ISaUCTRTc6QBYX7D66giDAYVsaETsRlj5ramMWDiiqdTOl2UbW-7bFERyvALNtI_Gq/s1600-h/image%5B3%5D.png"><img style="background-image: none; border: 0px none; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; padding-top: 0px;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_ukUNLe9syI-wOvSvDYfOi8H7cNbzCgUzrgmHEvsf9egunmCz8LXLpcj9pRdyizzQp4Nllbl8XH1w4y9TaUPx1D6w9nihZxahwGjH6csRVYrxNA_LCSG1GBVHt8fM5GjxBEWM/?imgmax=800" width="409" border="0" height="250" /></a></p> <p> </p> <p>Before deciding to switch over to Cloud Computing, companies should first fully understand the concepts and implications of an internal IT investment or buying this as a service. There are different approaches which may have to be considered from an enterprise level when Cloud computing is considered: Public Cloud vs Private Clouds vs Hybrid Clouds. Despite the fact that many people already know what the differences are, below some summary of the various models</p> <p>· A public Cloud is one in which the consumer of Cloud services and the provider of cloud services exist in separate enterprises. The ownership of the assets used to deliver cloud services remains with the provider</p> <p>· A private Cloud is one in which both the consumer of Cloud services and the provider of those services exist within the same enterprise. The ownership of the Cloud assets resides within the same enterprise providing and consuming cloud services. It is really a description of a highly virtualized, on-premise data center that is behaving as if it were that of a public cloud provider</p> <p>· A hybrid Cloud combines multiple elements of public and private cloud, including any combination of providers and consumers </p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjN4ftkeZdMoucZqfIOVtwlpAvTd9f2vnMQjc4CysKIIJGpNcAceVGsfiaHWAOds6OkpyfGAqqGQJTdhHTvCSe0PtjUHRdGcllzb54bePb_69TTOugYlT3X51AKQZERI8jjxRM-/s1600-h/image%5B7%5D.png"><img style="background-image: none; border: 0px none; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; padding-top: 0px;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAO-rd_PuqpheUeY5-j1aFzM0gHeUyKA741ma0wtDFZaDAxXCj5hyphenhyphenCCRQTDLZf-8I8pIOX54tQa5gcPWfKl8xbWlQXEjqNPQlFLzAM9cN70_DyuJH6Y6KQLlTd7GhfB0Vgdynk/?imgmax=800" width="416" border="0" height="256" /></a></p> <p> </p> <p>Once the major Business stakeholders understand the concepts, some initial decisions may have to be documented and included in that document. The same may also apply to the various Cloud Computing categorisations such as diagrammed below:</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKEbtY7bdoXuwNBUUOjGjurD2QCFGLrGplyVZN4nVVf0tT33rCI5zxmlcShx8nyT1aN2E32kbAEURcH8YpPxZT_1sIfcibiqiorQ0v96EbsydQiqB9GwkVrfcNLkBaujLjZmHv/s1600-h/image%5B11%5D.png"><img style="background-image: none; border: 0px none; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; padding-top: 0px;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifW1LI8kQebLkAyYTojaXaM4IzSJeeuCz2WAXtM2eHFMngxxqa4N_mre8eCJqK26XC-clIjKpM3bITKJqIAJDZ01wT4JE1ezNiItrbmy_lx5Csi-8kyG42llOz_iPIfppHB2ID/?imgmax=800" width="416" border="0" height="328" /></a></p> <p> </p> <p>The categories the enterprise may be interested in related to existing problems can already be included as a section in that document. </p> <p><b></b></p> <p><b>Quality Management</b></p> <p>There is need of a system for evaluating performance, whether in the delivery of Cloud services or the quality of products provided to consumers, or customers. This may include:</p> <p>· A test planning and a test asset management from Business requirements to defects</p> <p>· A Project governance and release decisions based on some standards such as Prince 2/PMI and ITIL</p> <p>· A Data quality control (all data uploaded to a Cloud computing service provider must ensure it fits the requirements of the provider). This should be detailed and provided by the provider</p> <p>· Detailed and documented Business Processes as defined in ISO 9001:</p> <blockquote> <p>o Systematically defining the activities necessary to obtain a desired result</p> </blockquote> <blockquote> <p>o Establishing clear responsibility and accountability for managing key activities</p> </blockquote> <blockquote> <p>o Analyzing and measuring of the capability of key activities</p> </blockquote> <blockquote> <p>o Identifying the interfaces of key activities within and between the functions of the organization</p> </blockquote> <blockquote> <p>o Focusing on the factors such as resources, methods, and materials that will improve key activities of the organization</p> </blockquote> <blockquote> <p>o Evaluating risks, consequences and impacts of activities on customers, suppliers and other interested parties</p> </blockquote> <p><b></b></p> <p><b></b></p> <p><b>Security Management</b></p> <p>This would address and document specific topics such as:</p> <p>· Eliminating the need to constantly reconfigure static security infrastructure for a dynamic computing environment </p> <p>· Define how services are able to securely connect and reliably communicate with internal IT services and other public services</p> <p>· Penetration security checks</p> <p>· How a Security Management/System Management/Network Management teams monitor that security and the availability</p> <p><b></b></p> <p><b></b></p> <p><b>Semantic Management</b></p> <p>The amount of unstructured electronic information in enterprise environments is growing rapidly. Business people have to collaboratively realise the reconciliation of their heterogeneous metadata and consequently the application of the derived business semantic patterns to establish alignment between the underlying data structures. The way this will be handled may also be included.</p> <p><b></b></p> <p><b></b></p> <p><b>IT Service Management (ITIL)</b></p> <p><b></b></p> <p>IT Service Management or IT Operations teams will have to address many new challenges due to the Cloud. This will need to be addressed for some specific processes such as:</p> <p>· Incident Management</p> <blockquote> <p>o The Cloud provider must ensure that all outages or exceptions to normal operations are resolved as quickly as possible while capturing all of the details for the actions that were taken and are communicated to the customer.</p> </blockquote> <p>· Change Management</p> <blockquote> <p>o Strict change management practices must be adhered to and all changes implemented during approved maintenance windows must be tracked, monitored, and validated.</p> </blockquote> <p>· Configuration Management (Service Asset and...)</p> <blockquote> <p>o Companies who have a CMDB must provide this to the Cloud providers with detailed descriptions of the relationships between configuration items (CI)</p> </blockquote> <blockquote> <p>o CI relationships empowers change and incident managers need to determine that a modification to one service may impact several other related services and the components of those services</p> </blockquote> <blockquote> <p>o This provides more visibility into the Cloud environment, allowing consumers and providers to make more informed decisions not only when preparing for a change but also when diagnosing incidents and problems</p> </blockquote> <p>· Problem Management</p> <blockquote> <p>o The Cloud provider needs to identify the root cause analysis in case or problems</p> </blockquote> <p><b></b></p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimVe2zdFEmLG5zyvrTOXxroxi1qODxY5wVbNCEkWvmtq-EW38_raD9GO02J8J9fJe7UKcLdFVw0zEZcLr1jXZDmkhkNJ-jWwaDyp1k4muBfthDuoYBy9KEYa_WvSh7gXDruF4s/s1600-h/image%5B16%5D.png"><img style="background-image: none; border: 0px none; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; padding-top: 0px;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7zX0IujSx2dXTliMYvHW76qo5rtojBAXYPcevUnlDClpcgk5U71-KfEB31YTHn0b1z8fDSOTtQyoIqZ9nDgEvcf6T2EVXZh9c4GuJFs310-Grk69YOL21j9VKPzG6rSM7QCZy/?imgmax=800" width="399" border="0" height="240" /></a></p> <p>· Service Level Management</p> <blockquote> <p>o Service Level Agreements (or Underpinning contracts) must be transparent and accessible to the end users. The business representatives should be negotiating these agreements. They will need to effectively negotiate commercial, technical, and legal terms. It will be important to establish these concrete, measurable Service Level Agreements (SLAs) without these and an effective means for verifying compliance, the damage from poor service levels will only be exacerbated</p> </blockquote> <p>· Vendors Management</p> <blockquote> <p>o Relationship between a vendor and their customers changes</p> </blockquote> <blockquote> <p>o Contractual arrangements</p> </blockquote> <p>· Capacity Management and Availability Management</p> <blockquote> <p>o Reporting on performance</p> </blockquote> <blockquote> <p>Other activities must be documented such as:</p> </blockquote> <p><b></b></p> <p><b>Monitoring </b></p> <p><b></b></p> <p>· Monitoring will be a very important activity and should be described in the Strategy document. The assets and infrastructure that make up the Cloud service is not within the enterprise. They are owned by the Cloud providers, which will most likely have a focus on maximizing their revenue, not necessarily optimizing the performance and availability of the enterprise’s services. Establishing sound monitoring practices for the cloud services from the outset will bring significant benefits in the long term. Outsourcing delivery of service does not necessarily imply that we can outsource the monitoring of that service. Besides, today very few cloud providers are offering any form of service level monitoring to their customers. Quite often, they are providing the Cloud service but not proving that they are providing that service. </p> <p>· The resource usage and consumption must be monitored and managed in order to support strategic decision making</p> <p>· Whenever possible, the Cloud providers should furnish the relevant tools for management and reporting and take away the onerous tasks of patch management, version upgrades, high availability, disaster recovery and the like. This obviously will impact IT Service Continuity for the enterprise.</p> <p>· Service Measurement, Service Reporting and Service Improvement processes must be considered.</p> <p> </p> <p><b></b></p> <p><b>Consumption and costs</b></p> <p><b></b></p> <p>· Service usage (when and how) to determine the intrinsic value that the service is providing to the Business, and IT can also use this information to compute the Return On Investment for their Cloud computing initiatives and related services. This would be related to the process IT Financial Management.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg2tIss-IQ6nkcAmiMTcLlvbg_opR-Ba-Igkzmn8TocQtvKlMocojGeUflTpaK9QXtCydpoK4NiK45fxv3SFUt0Fa53ldDpOdXVt6NbISMfoVh34cu6swZzjp_LMa3j8PwFjjF/s1600-h/image%5B20%5D.png"><img style="background-image: none; border: 0px none; margin: 0px 0px 5px; padding-left: 0px; padding-right: 0px; display: inline; padding-top: 0px;" title="image" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4smNG_OnYik7cS1UtFUlcKtvXkKrOGir5cYhMP2LBIZnL2KyxOIDBoCn-z-NpZo3-8uEBzzgZCYE8xTPIn4q-TNvr9giS_1YjVvdrE7p4koxXQ2J-2j9hhUYm7B8yGvsiD37x/?imgmax=800" width="403" border="0" height="238" /></a></p> <p><b></b></p> <p><b>Risk Management</b></p> <p>The TOGAF 9 risk management method should be considered to address the various risks associated such as:</p> <p>· Ownership, Cost, Scope, Provider relationship, Complexity, Contractual, Client acceptance, etc</p> <p>· Other risks should also be considered such as : Usability, Security (obviously...) and Interoperability </p> <p><b></b></p> <p><b></b></p> <p><b>Asset Management and License Management</b></p> <p>When various cloud approaches are considered (services on-premise via the Cloud), hardware and software license management to be defined to ensure companies can meet their governance and contractual requirements</p> <p><b></b></p> <p><b></b></p> <p><b>Transactions</b></p> <p>Ensuring the safety of confidential data is a mission critical aspect of the business. Cloud computing gives them concerns over the lack of control that they will have over company data, and does not enable them to monitor the processes used to organize the information.</p> <p>Being able to manage the transactions in the Cloud is vital and Business transaction safety should be considered (recording, tracking, alerts, electronic signatures, etc...).</p> <p>There may be other aspects which should be integrated in this Strategy document that may vary according to the level of maturity of the enterprise or existing best practices in use.</p> <p>When considering Cloud computing, the Preliminary phase will include in the definition of the Architecture Governance Framework most of the touch points with other processes as described above. At completion, touch-points and impacts should be clearly understood and agreed by all relevant stakeholders.</p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-8250438446663094892011-01-20T04:50:00.001+01:002011-01-20T04:50:29.596+01:00Speaking at 2 conferences in February<p>I will be delivering a speech at the next Open Group Conference in San Diego on the subject of <a href="http://www.opengroup.org/sandiego2011/program.htm#tuesday">Architecting the Cloud</a>, February 9, 2011.</p> <p>Taking place at 9:45am, “Cloud Computing requires Enterprise Architecture and TOGAF™ 9 Can Show the Way “</p> <p>Abstract: Most companies doing Enterprise Architecture are wondering how to approach Cloud Computing and how does it fits in TOGAF 9. This presentation is a suggested approach which has been used by some companies.</p> <p>Key takeaways:</p> <ul> <li>When does it make sense to use Cloud Computing in a company which does Enterprise Architecture</li> <li>What suggested additional activities may be included in the TOGAF 9 ADM </li> </ul> <p>For further information on the event, please visit: </p> <p><a href="http://www.opengroup.org/sandiego2011/">http://www.opengroup.org/sandiego2011/</a></p> <p> </p> <p>I’m also excited to be on the program at the upcoming Enterprise Architecture Management Forum in Frankfurt, Germany, February 22-23, 2011.</p> <p>I will be presenting at the conference on the subject of EA Governance.  This event is one of the leading conferences for Information Technology in Germany, with speakers and participants representing companies such as Volkswagen, Deutsche Bank, Deutsche Post, Heidelberger Druck and others.</p> <p>Taking place at 2:30pm on February 22, “Enterprise Architecture Governance – Why? A need for transparency and better control” addresses:</p> <ul> <li>Governance and why we need it </li> <li>The importance of processes, roles, responsibilities, and skills </li> <li>Definition of the components and related activities </li> <li>Case Study for a successful Enterprise Architecture governance using TOGAF</li> </ul> <p>The conference also features several additional topics high on the importance list of technology professionals:</p> <ul> <li>Business IT Alignment </li> <li>Innovation Management </li> <li>EA and Cloud Computing </li> <li>EA Governance </li> <li>Agility </li> <li>Project Portfolio Management </li> <li>Best Practices, Tools and Anti Patterns</li> </ul> <p>For further information on the event, please visit: <a href="http://www.iir.de/eam">http://www.iir.de/eam</a>.</p> Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com0tag:blogger.com,1999:blog-19923333.post-90582985092136539912010-11-09T10:03:00.003+01:002010-11-09T10:13:39.660+01:00Cloud Computing requires Enterprise Architecture and TOGAF 9 can show the way<p>Enterprise Architecture is necessary regardless of changes to underlying technologies. If managed properly, Enterprise Architecture will iterate and adjust to the winds of change. Client/server, SOA, RFID, Cloud, and other technology developments should be considered as styles, but Enterprise Architecture is at the heart of change. Cloud computing should have little impact on Enterprise Architecture.</p><p>It is the role of the Enterprise Architecture team to:</p><p>· Investigate if any style is simply hype or whether it holds real business value</p><p>· Understand the benefits and risks of a specific style</p><p>· Communicate these to Business and IT</p><p>· Develop an adequate governance framework</p><p>· Align the “style” with business requirements</p><p>· Give guidance for sustainable innovation</p><p>If Cloud computing does not take Enterprise Architecture into consideration, it will result in “spaghetti clouds” (aligned with “spaghetti architectures”).</p><p>Cloud computing is often characterised by: virtualised computing resources, seemingly limitless capacity and scalability, dynamic provisioning, multi-tenancy, self-service and pay-for-use pricing. Enterprise Architecture can help to make the shift to cloud computing smooth.</p><p> </p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfBASLFrzGC7pLPZjIon3ykQdG1Qx-4dIThTc9477MG7MOhKJu6KKJg9a6afDlSgA14cMgYpVhbtznHHB9iMk9ntshWCj6UK-FEN185zZRrvRBM76hbXZ4hWNB0VqW3DrA7Iui/s1600-h/image%5B5%5D.png"><img style="BACKGROUND-IMAGE: none; BORDER-BOTTOM: 0px; BORDER-LEFT: 0px; MARGIN: 0px 0px 5px; PADDING-LEFT: 0px; PADDING-RIGHT: 0px; DISPLAY: inline; BORDER-TOP: 0px; BORDER-RIGHT: 0px; PADDING-TOP: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1NTQoSEmVAOBu8sB9r2R9s71H5J2HEuwr3laWuR5ex5zS4Lhyphenhyphena3Lx1scL0FgHBc8SH1_IjCmZfa2H_vulvmCuTVoqcNNDcMIlA164XqEStVeAbnIm7otuREQFcl6PnPPU79rp/?imgmax=800" width="395" height="294" /></a></p><p> </p><p>For organisations focusing more on Technology Architecture, Cloud computing could be a “big hit”. But for businesses that want to successful adopt cloud computing in a way that aligns to their business strategy, Enterprise Architecture is imperative (refer to above diagram).</p><p>Cloud computing may be a fit when the core of internal Enterprise Architecture is mature. This means: </p><p>· As recommended in TOGAF. well defined and layered:</p><p> o Business Architecture</p><p> o Application Architecture</p><p> o Data Architecture</p><p> o Technology Architecture</p><p>· Well defined interoperability (ADM Guidelines and Techniques)</p><p>· Low level of security agreed (during the Architecture Vision)</p><p>· Web as a target</p><p>· Costs issues </p><p>· New products and services </p><p> </p><p>Cloud computing may not be a fit when the core of internal Enterprise Architecture is immature. This means: </p><p>· Business, Application and Data architectures are tightly coupled</p><p>· Low level of interoperability defined </p><p>· High level of security required</p><p>· When applications have IPAs (Information Provider Applications) with only proprietary interfaces</p><p>· When solutions are legacy </p><p> </p><p>Where there is could be a good fit, a TOGAF iteration should then be “Cloud Architecture aware”. The Enterprise Architecture team drives the programme and works collaboratively with both the business and the IT department.</p><p> </p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTGXgLuAsZDXdGSkiyAevovuiuzcD_sYwn8RC3o_qDm9B9bTWZManYeK4P9S2oJNjfuIwpPgQaQ3oxh_7fpkpPa8hZXF_mEZ1mQbsBJjzXU1kRvRoJ2ROYjLmojJ4LsNh1PLBn/s1600-h/image%5B31%5D.png"><img style="BACKGROUND-IMAGE: none; BORDER-BOTTOM: 0px; BORDER-LEFT: 0px; MARGIN: 0px 0px 5px; PADDING-LEFT: 0px; PADDING-RIGHT: 0px; DISPLAY: inline; BORDER-TOP: 0px; BORDER-RIGHT: 0px; PADDING-TOP: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCv3LW1_WSGsR3Svf29XuU3QDVoC3y9tQI28B1oec1Xr9j8jzskSpzphGzIlO-u6dsa7aF_GxGq_NjV7vche3IsqJT3_udLwXIH8xPdT2ETTdc6gj6Vvcuq9_5cepXBjq55BXC/?imgmax=800" width="428" height="314" /></a></p><p></p><p>In the <b><u>Preliminary Phase</u></b> we should consider the addition of a step related to the <b>creation of a strategy for the consumption and management of cloud services</b> (public/private clouds, semantic management, security, transactions). The governance framework also needs to include the processes, roles and responsibilities related to cloud services and operations. At this stage, we need to identify who in the business owns the cloud from both a user and service provider management perspective. New principles may be created referring to the Cloud when the organisation has a fairly mature Enterprise Architecture (maturity model) in order to fully take advantage of the Cloud.</p><p>During <b><u>Phase A</u></b>, you may use a Business Scenario where you would identify in a workshop what are the business problems, business Requirements and identify a potential business solution. Stakeholders in this workshop may come from Business and IT Operations, Procurement, PMO, Data Center, Development, COO/CIO/CTO. Interoperability will be an important element of the phase. The Enterprise Architecture team will collaborate with the business to understand and scope the needs; align them with the Strategic Enterprise Architecture (bringing to bear the existing technological capabilities that can satisfy those needs thereby promoting sharing, reusing or building new ones if needed). Given the relatively low barrier to entry, in the scenarios where the Business is not sure of the viability of their proposal, they could go straight to the Cloud instead of "experimenting" before solidifying their requirements. The result of this is that the business may embark on a path of no return. To avoid this, make sure that the Business Scenario is complete, only refer to business solutions without referring to any architecture style (as this will be discussed during Phase E) and signed off.</p><p>Start the architecture considering <b><u>Phase B, C and D.</u></b></p><p>At that stage, it is be recommended that you consider a Cloud Reference Model. This is a description of the appropriate Cloud industry standards, the dimensions of the Cloud problem space, and the decisions and choices that apply to a Cloud computing for an organisation. A Cloud reference model, reference architecture and reference implementation approach is an accepted approach for planning and implementing Cloud computing. Different Cloud Reference Models can be considered such as those published by</p><p>· The Open Cloud Consortium</p><p>· The Cloud Security Alliance</p><p>· The Cloud Computing Reference Model (CC-RM) and Reference Architecture framework from AgilePath</p><p>· The Accenture Cloud Reference Model for Application Architecture with its 7-layers. Like the OSI Model for networks, this Cloud Model is layered to separate concerns and abstract details</p><p> </p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeyVt6_FWlqjCJ6w7R0KL3H3MmT0pXIPV-qhPu5bOJConjk7iJkX3PX1sZ5E41st5OAEs_kRrCPHkAoJMFAUBFDZKdPewob_Wc6gWKFjS7TurjeHVxlq4z7OuXuu2LWfLtz8-X/s1600-h/image%5B30%5D.png"><img style="BACKGROUND-IMAGE: none; BORDER-BOTTOM: 0px; BORDER-LEFT: 0px; MARGIN: 0px 0px 5px; PADDING-LEFT: 0px; PADDING-RIGHT: 0px; DISPLAY: inline; BORDER-TOP: 0px; BORDER-RIGHT: 0px; PADDING-TOP: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHWGe8PVclS5czt7FusnwNJbHDxqmMw1yHoDPi7Y_evCb9odKmAm55Ut5-qlJ5FU7cBr2kLQVTusEXpLdUL4P8CzmKsH2SM23vRBOuPjhrQh2r-cYdeQm4WmQy43QNeLGLH6_r/?imgmax=800" width="426" height="279" /></a></p><p></p><p> </p><p>There is also an on-going initiative by the Open Group to deliver a Cloud Reference Model.</p><p>The Security activities from TOGAF will have to be applied to all phases taking into account the company’s Security strategy. The TRM should be extended with cloud services.</p><p>In <u>phase <b>C: Data Architecture</b></u>, Data integration, in particular may be an issue for cloud computing as it pushes information back into siloes, that IT may not have direct access to. It is also recommended to determine Data and privacy classification and to prioritise the risk criteria of what goes in the cloud and what stays on-premise.</p><p>During <b><u>phase E and</u></b><u> F</u> there is a need to understand the Cloud resources which may exist or not. A new step will also be dedicated to <b>identify candidates’ services in the Cloud</b>.</p><p>Instead of now having to provide standardized ROI or cost-benefit analysis justifying the products that need to be bought or charge-backs that need to be agreed upon upfront for shared assets, the Business can provide operational expenditure outlines and may go out to the Cloud to source their requirements. No surprises with CapEx, decreased new product introduction training line item expenditures (many products are “standards “which means, lots of documentation and books available, e-learning, etc.), different charge-back agreements between Finance and Business Units (the organisation may have accesses to the service independently from his internal structure), in short, no need to conform to existing enterprise-wide Reference Architectures to meet individual project needs. In relation to this, the recent Open Group white paper “<a href="http://www.opengroup.org/bookstore/catalog/w104.htm">Building Return on Investment from Cloud Computing</a>” is a valuable source of information.</p><p>During <b><u>Phase G</u></b>, activities may also include the relocation of:</p><p>· <b>Business processes (Process-as-a-Service)</b></p><p>· <b>Applications (Application-as-a-Service)</b></p><p>· <b>Data (Information-as-a-Service and Database-as-a-Service)</b></p><p>· <b>Technical services (Storage-as-a-Service and Infrastructure-as-a-Service).</b></p><p>· Security and operations implementation will have to be taken into consideration during the relocation. Security can also be considered as <b>Security-as-a-Service.</b></p><p>The following diagram summarises the additional activities or concerns which should be considered in the ADM:</p><p> </p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLmKIqhhDm4yDMEIN_wOUJdLQn8kIA32oGSwAENoTMlBeusE-427iKGhnIHly0Ng-eppJjs4Eg8wturlHbEjo5ZzcsxmCIrT9lm8wXR-7Rk0lIpWRgcSG14pT6Er275vM69g5M/s1600-h/image%5B24%5D.png"><img style="BACKGROUND-IMAGE: none; BORDER-BOTTOM: 0px; BORDER-LEFT: 0px; MARGIN: 0px 0px 5px; PADDING-LEFT: 0px; PADDING-RIGHT: 0px; DISPLAY: inline; BORDER-TOP: 0px; BORDER-RIGHT: 0px; PADDING-TOP: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQwcy5OeKF7-htIBGg4wYJYWhq4f73_MxrKBSqocNGzd1Hi-ZBlVRD_LPiwE-ALOwGLnnuCNBQeyk0GY8WEMmtgdZqlYG9ycC3YiXXgJw4_2VvSgRHWsM9Q8NG-IiB0PMyKrxW/?imgmax=800" width="429" height="293" /></a></p><p> </p><p>Below is a diagram which maps the various Cloud services to the TOGAF Metamodel.</p><p></p><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYL3gQDnKzFGJDdGXvmEJ-kbgnx8klAv5smZ85THPZ7SJr-EOWLIH-leEDO9KetvX6o1q9mFzfkvGwCtZxLtoSYg71DhxWqJCZQzzz4ZzAMzTEQIXM9nxvBjRVti-OEXcvAuTn/s1600-h/image%5B29%5D.png"><img style="BACKGROUND-IMAGE: none; BORDER-BOTTOM: 0px; BORDER-LEFT: 0px; MARGIN: 0px 0px 5px; PADDING-LEFT: 0px; PADDING-RIGHT: 0px; DISPLAY: inline; BORDER-TOP: 0px; BORDER-RIGHT: 0px; PADDING-TOP: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ZjcJwWMbVCZqgSKfUq7Cw3HfV3CguAUlU8mW52Bw6XxkQC439BH8ABsnW-H6hpsR-yX4doyFTDbZkzsJTXq4S_sgV54hPBNHCv3fwNKN5gtic_ljjpIdJLE1t5zqoRDFHviE/?imgmax=800" width="437" height="293" /></a></p><p> </p><p></p><p>The development and deployment teams would now be sourcing from and conforming to the Cloud API and services, without the Enterprise Architecture team becoming policeman, enforcing the reference architectures or corporate standards at various checkpoints (compliance and dispensation activities will remain for internal new systems). With overarching cross-project oversight not relevant anymore, each project would tend to work in its own Cloud development sandbox, party engendered by the partitioning paradigm of the Cloud itself.</p><p>Barring some exceptions, traditionally the Enterprise Architecture team has not been relevant to the Operation side of the organisation, but with the Cloud, even that seems to be disappearing. The Cloud providers will furnish the relevant tools for management and reporting and take away the onerous tasks of patch management, version upgrades, high availability, disaster recovery and the like.</p><p>New technologies styles are exciting, but using technology styles just for the sake of technology does not bring a real value. Technology use should be driven not by its "coolness factor", but rather by business requirements and an underlying Enterprise Architecture such as TOGAF. Moving some applications to the Cloud can make some infrastructures go away, but badly designed solutions won’t be improved by relocating to the Cloud.</p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com3tag:blogger.com,1999:blog-19923333.post-55319803126467634592010-04-29T09:50:00.001+02:002010-04-29T09:50:12.982+02:00What is Enterprise Analysis: does it differ from Enterprise Architecture?<p>Enterprise Analysis is a knowledge area which describes the Business analysis activities that take place for an enterprise to identify business opportunities, build a Business Architecture, determine the optimum project investment path for that enterprise and finally, implement new business and technical solutions. The question you may ask: Does this really differs from Enterprise Architecture, and if so, how?</p> <p>At first sight, business opportunities are not always considered as being part of an Enterprise Architecture initiative, more as an activity which should be considered as an input. But let’s look at this in more detail.</p> <p>Let’s look at this in more detail by way of mapping activities between BABOK v2* and the TOGAF 9 Framework*. The BABOK is the collection of knowledge within the profession of business analysis and reflects generally accepted practices. It describes business analysis areas of knowledge, their associated activities and tasks and the skills necessary to be effective in the execution:</p> <table border="1" cellspacing="0" cellpadding="2" width="400"><tbody> <tr> <td valign="top" width="100"> <p>BABOK v2 Knowledge Area</p> <p>Activity in Enterprise Analysis</p> </td> <td valign="top" width="100">Definition</td> <td valign="top" width="100">Enterprise Architecture (e.g TOGAF 9)</td> <td valign="top" width="100">Differences, observations</td> </tr> <tr> <td valign="top" width="100">Requirements Elicitation</td> <td valign="top" width="100">This describes the interview and research process-how to best extract needs from stakeholders (and even how to recognize needs they don't know they have).Elements such as metrics (tracking the amount of time spent eliciting requirements) and elicitation techniques (prototyping and brainstorming are just a couple) among the topics covered</td> <td valign="top" width="100">Phase A: Architecture Vision is the initial phase of an architecture development cycle. It includes information about scope, the key steps, methods, information requirements and obtaining approval for the architecture development cycle to proceed</td> <td valign="top" width="100"> <p>Business scenarios are a useful technique to articulate an Architecture Vision.</p> <p>A Business Scenario describes, a business process, an application or set of applications enabled by the proposed solution , the business and technology environment, the people and computing components (called “actors”) who execute it, the desired outcome of proper execution</p> <p>To build such a Business Scenario, workshops with business users (stakeholders) would be organized</p> </td> </tr> <tr> <td valign="top" width="100"> <p>Business Requirements Analysis</p> </td> <td valign="top" width="100"> <p>This describes how to write/state requirements that will meet business needs. Key objectives include methods for prioritizing and organizing requirements, as well as the most beneficial techniques for requirements presentation (including state diagrams, prototyping, data flow diagrams, and process modeling, and more).</p> <p>Business Requirements for future project investments are identified and documented. </p> <p>They are defined at a high level, and include goals, objectives, and needs are identified</p> </td> <td valign="top" width="100"> <p>Business Requirements are collected from business people during the Architecture Vision’s phase using the technique called Business Scenario (as mentioned above).</p> <p>That document identifies what will be the business solutions in generic terms</p> </td> <td valign="top" width="100"> <p>The Enterprise Architects will define the Architecture Vision phase based on the goals, and objectives of the enterprise gathered from the business. </p> <p>There are two steps: </p> <p>1. Business people will have defined the goals and the objectives of the enterprise independently from the Enterprise Architecture team</p> <p>2. The Enterprise Architecture team which include business people gather the requirements based on the previous activity</p> </td> </tr> <tr> <td valign="top" width="100">Enterprise Analysis</td> <td valign="top" width="100"> <p>Begins after a Business executive team develops strategic plans and goals</p> <p>This outlines the crucial (and sometimes political) process of keeping everyone in the loop and on the same page regarding project's direction and progress. This activity delves into such details as the requirements review and approval processes (including record-keeping).</p> </td> <td valign="top" width="100">Most of these activities are taken into account in doing Enterprise Architecture or done directly by the Business executive team before starting an new Enterprise Architecture project</td> <td valign="top" width="100"> </td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Strategic plan development</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">Done outside of the Enterprise Architecture process by business people but is a key source of information</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Strategic goal development</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done outside of the Enterprise Architecture initiative by business people but is a key source of information</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100">Business Architecture development</td> <td valign="top" width="100"> </td> <td valign="top" width="100">Done during Phase B:Business Architecture, looking at the baseline and target architecture, delivering a gap analysis, a plan and a roadmap</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Feasibility Studies</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">Done during Phase A: Architecture Vision (with a Business Scenario)</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Business Case Development</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">Done during Phase A: Architecture Vision (with a Business Scenario)</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>New Project Proposal</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done in two steps: during the Phase A where we identify a Business solution and during Phase F: Migration Planning</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100">Selecting and Prioritizing New Projects</td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done in two steps: during the Phase A where we identify a Business solution and during Phase F: Migration Planning</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100">Business Opportunities</td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done during the Phase A: Architecture Vision and the Phase E: Opportunities and Solutions</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Launching New Projects</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done during Phase F: Migration Planning</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Managing Projects for Value</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">This is done during Phase F: Migration Planning</td> </tr> <tr> <td valign="top" width="100"> </td> <td valign="top" width="100"> <p>Tracking Project Benefits</p> </td> <td valign="top" width="100"> </td> <td valign="top" width="100">Once the project is in production, it is no longer part of the Enterprise Initiative</td> </tr> <tr> <td valign="top" width="100">Solution Assessment and Validation</td> <td valign="top" width="100">Details how to choose the best solutions for specific business needs (as well as assessing how well the chosen solution worked after its implementation).This should also cover risks, dependencies, and limitations that must be identified before proposing any solution</td> <td valign="top" width="100"> <p>Solutions are identified during Phase E.: Opportunities and Solutions. </p> <p>This phase is directly concerned with implementation, identifying major work packages to be undertaken and creating a migration strategy.</p> <p>Risk management, dependencies are taken into consideration.</p> </td> <td valign="top" width="100"> </td> </tr> <tr> <td valign="top" width="100">Business Analysis Planning and Monitoring</td> <td valign="top" width="100">Explains how to decide what you need to do to complete an "analyst effort" (in other words, how to plan a project). This helps intelligently decide which stakeholders, tools, tasks and techniques we will need to get the job done</td> <td valign="top" width="100">Covered mostly in the Architecture Vision phase, then in the Business Architecture Phase </td> <td valign="top" width="100">Stakeholder management techniques are used within TOGAF, tools and techniques are identified in the Business Architecture phase (modeling, reference models, viewpoints)</td> </tr> <tr> <td valign="top" width="100">Requirements Management and Communication</td> <td valign="top" width="100">Describes how to identify business needs (the why of the project; whereas requirements are the how) and state the scope of their solutions. This is a crucial piece of the analyst's work. SMART criteria of measurement, SWOT analysis and other measurement factors that make identifying this root cause data objective and tangible are used</td> <td valign="top" width="100">Business Requirements are collected with the business people during the Architecture Vision’s phase using the technique called Business Scenario (as mentioned above).</td> <td valign="top" width="100"> <p>SMART techniques are equally used.</p> <p>Communication plans are defined.</p> </td> </tr> </tbody></table> <p> </p> <p>This diagram below is a draft map BABOK® and TOGAF 9; more work is required!</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu828JhHmw5jWSpoqFHj3MemL-IwZZzZpCr4Z30TUPwjiqi7QB1qcK9Mr9dWPPhemwRXMUbVU8tXJ5FbB_-bSgBMff0Z8YGbxGk4lPq8cEdbLqvoScYXeraD9IJvdrqiU-DP4z/s1600-h/image%5B5%5D.png"><img style="border-right-width: 0px; display: inline; border-top-width: 0px; border-bottom-width: 0px; border-left-width: 0px" title="image" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmNytSxFLWWa001hEjZRHMfLVvzHwBOEHYK-pSQERje-YuMu0UcfOrMzVjWP9lxXTbzC0kwaPFnvpXNRV54wwOnPTdzCYMnbJG8MLlftoyR8MnvfdAhMd1ro7OaQ3huMbodz19/?imgmax=800" width="388" height="281" /></a> </p> <p>Observations</p> <p>There are obviously overlaps between Enterprise Analysis and Enterprise Architecture, but activities are not always done in the same sequence. </p> <ul> <li>Enterprise Analysis is more a business initiative than an Enterprise Architecture which includes both business and IT people </li> <li>Enterprise Analysis provides the context in which an Enterprise Architecture should be conducted </li> <li>Enterprise Analysis is about defining the strategic goals and the strategic planning taking into account the environment and market trends, identify business issues, focus on remaining competitive, profitable, efficient. Enterprise Architecture is reusing all this information. </li> <li>Enterprise Analysis is only covering the initial activities of Enterprise Architecture but does not address other Enterprise Architecture activities such as: - Application Architecture, Data Architecture, Technology Architecture (and Solution Architecture). </li> <li>Enterprise Analysis does not include all aspects related to governance such as the IT Governance and the Enterprise Architecture Governance Framework. Touch points with other frameworks are not addressed. </li> <li>Enterprise Analysis may not completely address the need of working with other parts of the enterprise such as IT, PMO, development teams, IT partners. </li> <li>Enterprise Architecture suggest a Preliminary phase which is about defining ‘‘where, what, why, who, and how” Enterprise Architecture will be done, establishing the business context, customizing the framework, defining the architecture principles, establishing the Architecture Governance structure. </li> </ul> <p>Enterprise Analysis complements Enterprise Architecture but also overlaps in some areas. Organization looking into Enterprise Architecture and specifically TOGAF 9 may consider adopting a Business Analysis framework such as BABOK and integrate them in the Preliminary Phase. If both approaches exist in a company, this would be a great opportunity for optimizing the alignment between Business and IT, and to run an Enterprise Architecture program from a complete business perspective.</p> <p><font size="1" face="Arial"><em></em></font></p> <p><font size="1" face="Arial"><em></em></font></p> <p><font size="1" face="Arial"><em>About </em></font><a href="http://www.theiiba.org/AM/Template.cfm?Section=Body_of_Knowledge"><font size="1" face="Arial"><em>Business Analysis Body of Knowledge® (BABOK®)</em></font></a></p> <p><font size="1" face="Arial">The Business Analysis Body of Knowledge® (BABOK®) is the collection of knowledge within the profession of Business Analysis and reflects current generally accepted practices. As with other professions, the body of knowledge is defined and enhanced by the Business Analysis professionals who apply it in their daily work role. The BABOK® Guide describes Business Analysis areas of knowledge, their associated activities and the tasks and skills necessary to be effective in their execution. The BABOK® Guide is a reference for professional knowledge for Business Analysis and provides the basis for the Certified Business Analysis Professional™ (CBAP®) Certification.</font></p> <p><font size="1" face="Arial">BABOK® Guide 2.0 represents the development of a common framework to understand and define the practice of business analysis.</font></p> <p><a href="http://www.theiiba.org/am/"><font size="1" face="Arial">http://www.theiiba.org/am/</font></a></p> Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com3tag:blogger.com,1999:blog-19923333.post-26492360043620026502009-12-09T17:02:00.011+01:002009-12-09T18:21:53.438+01:00Are you a Business Architect or a Business Analyst?<div id="contentcolumn"><p>Enterprise Architecture domains include Business Architecture which is the first architecture domain within TOGAF 9. An Enterprise Architecture program that includes this domain, maps critical business processes to their application, information, and infrastructure components to provide a comprehensive view of the business and IT landscape that enables informed decision-making.</p><p>Business Architects are supposed to manage Business Architecture, but who are they, what are their skills? How are they different to a Business Analyst or even a Project Manager?</p><p>Business Analysts are on the way to becoming Business Architects. Sometimes called IT Business Analysts, they are not strictly business or IT specialists. They write business cases (with very few technical terms), identify business requirements and often are part of a Development Team.</p><p>Based on many job descriptions and my observation below, is a grid of standard skills and responsibilities related to the function of a Business Analyst. In the second column, are the responsibilities also applicable to a Business Architect and in the last column comments on how TOGAF 9 recommend the activities to be addressed.<br /></p><table style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-COLLAPSE: collapse; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" border="0" width="100%"><tbody><tr><th style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BACKGROUND-COLOR: #c4dcff; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Expected skills and activities</th><br /><th style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BACKGROUND-COLOR: #c4dcff; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business Analyst</th><th style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BACKGROUND-COLOR: #c4dcff; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business Architect</th><th style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BACKGROUND-COLOR: #c4dcff; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Comments related to TOGAF 9</th></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Is an intermediary between IT and the business users, follows the implementation strategy with respect to getting stakeholder buy-in and support.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Both roles require to be positioned between IT and business.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">In particular business processes of a line of business.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect considers the organization’s strategy and less focused in a specific line of business.</td> <br /><br /><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Acts as catalyst to implement strategic and tactical change for the business.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect will focus more on strategic changes.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Works with end-user groups to assist with aligning IT to the department's business goals. Conduct feasibility studies to define the purpose, functions, and overall structure of business processes</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect in TOGAF 9 will use Business Scenario techniques.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">May be involved in Business Process Management (BPM).</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid"></td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Performs analysis and documents business processes leading to process change and/or system implementation.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect will model and process the business processes.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Operating as a more-or-less independent group that is focused on delivering BPM services</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect will be working at a strategic level and will be less focused on the delivery of BPM services.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Does not have an IT background, but had, instead, a background in quality control.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect must have a perfect knowledge of the business.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Translates user requirements into software requirements that IT can then use to develop software</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">A Business Architect would not develop and review design specifications for software application. This would be the role of the Application Architect during Phase C.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Analyze and resolve software errors in a timely and accurate fashion</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">A Business Architect is not in charge of managing incidents linked to applications. IT operations may escalate this to the Development Team, or the vendor. Once a first level of diagnostic done, it will be transferred to one of the architects depending on the domain (technology, application).</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Helps to develop and maintain software to support the business processes. Assist in developing system/application architecture.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect does not contribute to software development. This is done by the Solution Architect.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Leads and validates enterprise system designs across multiple business applications.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect does not lead Application Architecture. This will be done by the Application Architect and potentially the Solution Architect.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Creates and executes test plans to ensure that the functional and business requirements are met by the proposed solution</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect does not contribute to test plans. This is done probably by the Solution Architect.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Documents and defines processes, eliminating activities that don't add value and straightening out the flow of the activities.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">In the TOGAF 9 Phase B we would do this by documenting the baseline and target architecture and do a gap analysis, identifying the various business architecture building blocks to be eliminated.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Determining how business policies are implemented in business rules.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business rules have to be identified and implemented when business processes documented in both baseline and target architecture. Can be done at both strategic and tactical level.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Analyses customer needs and the processes customers go through to interact with an organization are key skills that any business process practitioner needs to be effective.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business scenarios would be used to identify business requirements.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Creates, manages and maintains an optimum business architecture that includes informational, organizational, process, performance and systems architecture.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Analyst focus more on projects delivery. The Business Architect is mostly focused on the delivery of the Business Architecture.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Defines, socializes and implements Business Architecture. Reviews roadmap projects for impact and compliance.</td> <br /><br /><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business Architecture roadmaps will be delivered from the gap analysis.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Identifies and facilitates cross divisional continuous business improvement initiatives.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect works at a strategic level and focus mostly on Strategic Architecture.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Member of the Architecture Board, composed of representative process owners who approve any cross organizational business process changes.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Business Architects should be part of the Architecture Board.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Identifies and maintains an up to date picture of opportunities and risks.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Risks have to be identified during both the Architecture vision phase and the development of the solution.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Experienced in business/process architecture including broad skills in the area of strategy mapping, business analysis skills, conceptual data and process modeling/design, EA frameworks.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect must have these skills. The Business Analyst may focus on process modeling only.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Strong work experience in Project and Change management.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Both roles require these skills.</td><br /></tr><br /><tr><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">Proven track record for working effectively with technical and business functions.</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle"></td><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid" align="middle">x</td><br /><td style="BORDER-BOTTOM: #cccccc 1px solid; BORDER-LEFT: #cccccc 1px solid; BORDER-TOP: #cccccc 1px solid; BORDER-RIGHT: #cccccc 1px solid">The Business Architect must work with other domain's architects.</td><br /></tr></tbody></table><br /><br /><p>My observations are:<br /></p><p>Business Analysts are much closer to IT. They often are assigned to a specific Line of Business, which is close to the Development Team, and are implicated in software development. They may be part of the Development Team or the Project Management Office. The Business Architect reports to managers or senior managers who may be business or IT but are independent of any project. They have a global view on most business and will be responsible for modeling the business as a whole, then working top down to "architect" encompassing end to end business processes. Their role is more horizontal and is considered a neutral voice and because of that will make more critical decisions than a Business Analyst.</p><p>Business Analysts document requirements as defined by users during workshops. A Business Architect documents and may contribute to define a business strategy using requirements provided by the users if that strategy is not finalized. The Business Architect must have the ability to think in both a strategic and tactical manner whereas a Business Analyst is normally tactical.</p><p>The Business Analyst operates within the confines of a predetermined application and technology architecture. A Business Architect is a part of the decision making process to define the IT architecture (Data, Application and Technology). He will have a strong influence directing information technology to meet business needs, and assist in identifying business inefficiencies and opportunities.</p><p>Business Architect must be cognizant of enterprise strategies whereas a Business Analyst is normally concerned with specific projects independent of enterprise strategy.</p></div>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com3tag:blogger.com,1999:blog-19923333.post-19607865156190851052009-10-27T16:34:00.004+01:002009-10-27T16:57:22.871+01:00The role of the Solution Architect during the implementationIn my previous article I describe the role of the Solution Architect within the TOGAF ADM, mostly acting between phases E to G, with a specific focus on E (Opportunities and Solutions) and F (Migration Planning). This article will cover the role in phase G: Implementation governance.<br /><br />The objective of that phase is to formulate recommendations for each implementation project, and govern and manage an architecture contract covering the overall system implementation and deployment. In companies where the maturity is high, it would be perfectly acceptable to have the Solution Architect acting in the name of the Enterprise Architecture team and coordinate activities during the phase G.<br /><div><br />TOGAF defines objectives during that phase and each of them may be detailed as follows.<br /></div><div><br />► <em>To formulate recommendations for each implementation project (Source: TOGAF 9)<br /></div></em><br /><div>The Solution Architect with the Enterprise Architecture team and the Development Team:</div><ul><br /><li>Participates in assessment of solutions needs consistent with the global business strategies<br /></li><li>Re-analyzes business practices.<br /></li><li>Provides business analysis and documents process design of system functions and processes as identified in the phase B.<br /></li><li>Recommends application design within the development team. Supervises and ensures quality delivery of the analysis, design, and build of the hardware, network, and common software platform components of software releases with the development team.<br /></li><li>Assesses identified technologies from the phase D, and makes sure that solution options are based on the target architecture. Note: He will be directly accountable for the acceptance of technology architecture deliverables by the client.<br /></li><li>Participates in the planning, development, maintenance, installation, configuration, documentation, training and implementation of new applications/solutions. He is accountable for the documenting requirements (hardware, network, and configuration) captured during the previous ADM phases. He may also develop the engineering documentation.<br /></li><li>Participates in the development of functional specifications for developers related to modifying functionality, report development, outputs and interfaces.<br /></li><li>Works with internal customers, external consultants, IT staff and other stakeholders to refine requirements when needed.<br /></li><li>Leads and participates in developing and facilitating end user workshops for the solution.<br /></li><li>Supports existing applications within the company’s active portfolio and extends their use where appropriate according to the gap analysis.<br /></li><li>Coordinates and/or participates in the planning and execution of application testing.<br /><br /></li></ul><p>► <em>To govern and manage an Architecture Contract covering the overall implementation and deployment process (Source: TOGAF 9)</em></p><p><br />He identifies if there are any issues between the architecture and the implementation organization.</p><br /><p><br />► <em>To perform appropriate governance functions while the solution is being implemented and deployed (Source: TOGAF 9)</em></p><p><br />He will refer to existing governance best practices such as IT Service Management, Project Management, Risk Management, Security Management, and Audit management (for example).<br /></p><br /><p>► <em>To ensure conformance with the defined architecture by implementation projects and other projects (Source: TOGAF 9)</em></p><p><br />He will Review ongoing implementation governance and architecture compliance for each building block.</p><br /><p><br />► <em>To ensure that the program of solutions is deployed successfully, as a planned program of work (Source: TOGAF 9)</em></p><p><br />He will Review ongoing implementation governance and architecture compliance for each building block.</p><br /><p><br />► <em>To ensure conformance of the deployed solution with the Target Architecture (Source: TOGAF 9)</em></p><p><br />He will support the architecture design review using a customized checklist as defined in TOGAF.</p><br /><p><br />► <em>To mobilize supporting operations that will underpin the future working lifetime of the deployed solution (Source: TOGAF 9)</em></p><p><br />The Solution Architect with the Enterprise Architecture team and the IT Operation Team:</p><ul><br /><li>Helps to monitor and supports the operations architecture of for hardware, network, and common software platforms (including configuration approach, deployment, approach, and monitoring approach).<br /></li><li>Supports all hardware, network, and common software platforms in Development, Production, and Operations environments. Must be aware of the status of the system in all environments, and must communicate and manage environment related risks and activities.<br /></li><li>Supports build team by managing configuration of hardware, network, and common software platforms (like Application Servers).<br /></li><li>Establishes and maintains relationship with key clients with-in client IT organization.<br /></li><li>Develops and implements plan for increasing level of technical architecture skill in program staff.<br /></li><li>Ensures consistent implementation of technical components across release activities with the IT Service Management team if it exists (e.g. release manager).<br /></li><li>Identifies production infrastructure related issues in the production environment with the help of both the Service Desk and the System Management team if they exist. Creates and implements issue resolution plans that have to be escalated to the Enterprise Architecture team.<br /></li></ul><br /><p>This diagram is a high level representation of the Solution Architect’s activities interacting with all parties involved in the architecture development and delivery.<br /><br /><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 300px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5397308259268716546" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjvMu1jr9j5DkHAMZ9Q0ZAkuLSNtbUxNrws8ITDsIEMQKipOAkljIB6Rgl0OxAqYSGkJqAB0lzIx0vptSI8NEo2tDWgHcpSBuGE9JSsqTRscnR675J-mJSTHCNOGgIo-VFidCc/s400/New+Picture.png" /><br />This approach where many activities are led by a designated Solution Architect. The alternative being to share the role between several architects from the Enterprise Architecture team.</p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com4tag:blogger.com,1999:blog-19923333.post-40221611689379606592009-09-09T08:27:00.022+02:002009-09-09T10:56:26.745+02:00Enterprise Architecture, TOGAF and Solution ArchitectsQuite often people wonder where a Solution Architect fits within the TOGAF Framework and it is not obvious that there is a single answer. I suggest we look first at a generic profile for a Solution Architect.<br /><br />Companies such as Oracle, Cisco, SAP and others have roles called Solution Architect but with little apparent agreement to what that role is.<br /><br />Some commonalities between various skills are: <div></div><div><br /></div><div>· Strategic business acumen (understand business requirements and strategy)<br />· Technical analysis<br />· Broad and deep technical knowledge<br />· Technical leadership (the trusted, technical advisor for assigned line of business, providing thought leadership and application of technology to business problems)<br />· Data Architect<br />· Shapes the evolution of company’s products<br />· Maps product requirements and business problems to re-usable end-to-end technology solutions<br />· Uses methodologies and frameworks (using best practices and common patterns, including database, component layers, user interfaces, web services, and integration patterns)<br />· Builds and deploys new functionality and extend applications (driving the development of those solutions by guiding and mentoring the development team through the entire development process. Some development will be required for shared services and components or technically challenging areas where the skills of an architect are needed).<br />· Software architect (must understand and contribute to all levels of design needed for the solution (business, data, application, technology))</div><div>· Deep experience developing enterprise solutions using all aspects of the .NET platform, open source or Java (or any other environment), Web Services, multithreaded programming, designing and building frameworks, enterprise patterns, SQL design and development, and database tuning<br />· Coder (build and code prototypes and frameworks)<br />· Hands-on experience<br />· Performance and load testing, development tools<br />· Works with major lines of business and IT Development teams<br />· Is a member of the Enterprise Architecture team<br />· Documents solution designs and how they interact with the larger Enterprise Architecture </div><div><br /></div><div></div><div></div><div>Now looking at TOGAF, we need to consider a few definitions such as the Architecture Building Blocks (ABBs) and the Solutions Building Blocks (SBBs). </div><div></div><p><strong></strong> </p><p><strong>Building Block</strong> – A (potentially re-usable) component of business, IT or architectural capability</p><ul><li>Architecture Building Block (ABB) </li></ul><p align="left">o A constituent of the architecture model that describes a single aspect of the overall model<br />o Describe required capability<br />o Shape the specification of SBBs</p><ul><li>Solutions Building Block (SBB)</li></ul><p>o Represents components that will be used to implement the required capability<br />o A candidate physical solution for an Architecture Building Block (ABB); e.g., a Commercial Off-The-Shelf (COTS) package that is a component of the Acquirer view of the architecture<br /></p><p>All ABBs will be stored in the Architecture Landscape of the Architecture Repository. These ABBs will have different levels of granularity to suit different architectural objectives.<br /><br />The Architecture Definition Document which describes an architecture will contain all artifacts describing as views the building blocks. </p><p>During the Phase E, Opportunities and Solutions, we identify work packages and group them into projects, consolidate the gap analysis results from phases B to D, identify the building blocks to be developed or acquired reusing the existing ones (stored in the Architecture Repository) as much as we can. From there, we identify the SBBs which could potentially address one or more gaps and their associated ABBs. Existing SBBs have obviously also to be considered taking the interoperability requirements and dependencies into consideration.<br /><br />The Solution Architect has a key role in this phase as (s)he will probably be the best qualified to identify the appropriate SBBs. He or she participates in the definition of any Transition Architectures, identifies potential solutions, and helps to formulate a high-level implementation and migration strategy.</p><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 279px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5379356062771746674" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipE1fuyW05i8Q1o-ASBCVMr6SMVGGwrGBzrY6FgLoozeLGwGaYClUBivYuZtCZdfasCEajhI7VWwbQwe8Oml0BR0g2NEcC7-w0KdTWq_h5-oD9k89j-rNVLLj7gYDQ9EKSAqnW/s400/SM+SA+4.jpg" /><br /><br /><br /><p>During the Migration Planning phase they also have an important mission to ensure that SBBs are properly designed or that acquired solutions support business requirements. The Solution Architect may work closely with the vendor if a COTS solution is considered. A solution includes the hardware, software, and supporting people and documentation to solve a problem.<br /></p><br /><br /><p align="left"><em>“The gaps in the existing enterprise solutions framework need to be identified and the specific Solution Building Blocks (SBBs) required to fill these gaps will be the identified by the solutions architects. These SBBs may have a one-to-one or many-to-one relationship with the projects. The solutions architects need to define exactly how this will be done. There may be other projects working on these same capabilities and the solutions architects need to ensure that they can leverage best value from these investments.”</em><br /></p><p align="right"><br /><em>Source: TOGAF 9 (15.4.1) </p></em><br /><p>When the Implementation Governance phase is started, the Solution Architect will work in partnership with the procurer/acquirer in addition to the development team and/or the vendor. He will ensure that the development will comply with the target architecture.<br /><br />When the solution building blocks are developed or integrated with other existing solutions, the Solution Architect will be working with the development team. His role will be to contribute to the design, development, integration and testing of the new components. This may be considered as being the Solution Architecture activity.<br /><br />A Solution Architecture typically applies to a single project or project release, assisting in the translation of requirements into a solution vision, high level business and/or IT system specifications and a portfolio of implementation tasks.<br /><br />Solution architecture starts with an understanding of the problem, which should be documented in the business scenario, and this is where so many projects fail. Too many people have the idea that solving a problem is all about coding.<br /><br />The Solution Architect is a <strong>member of the Enterprise Architecture team but becomes at a later stage also a member of the Development team</strong>. His role is mixed; he is the bridge between concepts and implementation. However, the Solution Architect does not operate at the Strategic Architecture level (at the level of the Enterprise) but mostly at <strong>Segment and Capability Architecture levels</strong>.<br /></p><br /><br /><p align="left"><em>“The Solution Architect has the responsibility for architectural design and documentation<br />at a system or subsystem level, such as management or security. A Solution Architect may shield the Enterprise/Segment Architect from the unnecessary details of the systems, products, and/or technologies. The focus of the Solution Architect is on system technology solutions; for example, a component of a solution such as enterprise data warehousing.”</em> </p><p align="right"><br /><em>Source TOGAF9 (52.6.3) </em><br /></p><br /><p align="left">There is no mapping for a Solution Architect in the TOGAF Skills Framework, but I would suggest, based on my experience, the following proficiency levels:<br /><br /></p><p align="left"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 190px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5379355028934434514" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHjBUX4mP0vES9x6IoyG44ctmtRjyte6omhwpwMrA2jEsfmTIEZ6wxlGE4linA_nAsWJ9_BDs09iJb36DtmpiGC0ke_gLfcxQkH3ANKXM8BLD9-O1Y55gCphiZimGAlbxMB0-T/s400/SM+SA+1.jpg" /></p><br /><p></p><br /><p><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 256px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5379381538767461330" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ewpBP6aQ7cDP48Zeol9520c0oMoMHK8aNCaHMWHk3y1J70Yy2b2p0hdim3ApJvw5Uiw3iewYJvyxIiHuGucojT-i4OCt0EIHVDalDbqtjTRFz2wc979zluGl48pDkX27xC5T/s400/SM+SA+2.jpg" /></p><br /><p>TOGAF proficiency levels:</p><br /><p><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 327px; DISPLAY: block; HEIGHT: 183px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5379384060849195234" border="0" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj1aLHJA-tScJPP0fYwn1K1volpnlUWV391Vfvpq3qXpGhP2TZiX4OxrJ_a2c_Khqun7gnimBOzQUtF5BdU7lVTx9XmgLf9NeaKnKNzlzbEMoM1pDc2kmYy_OsMvGKkyPbHuul/s400/SM+SA+3.jpg" /></p><br /><p align="right"><em>Source TOGAF9 (52.4.4)</em></p><p align="left">This approach is related to the current situation in the market for Solutions Architects, where we see that most of their activities are limited to phases E to G. Another approach would be to consider a Solution Architect being involved in all phases of the TOGAF ADM from phase A and on-wards. A follow-up paper will describe how to address solutions from Phase A , when constraints exist, defining the role and responsibilities of a Solution Architect. </p>Serge Thornhttp://www.blogger.com/profile/07698523659465830145noreply@blogger.com9