iMechanica - Abaqus software
https://imechanica.org/taxonomy/term/8466
enAbaqus Python creating a surface set in a loop
https://imechanica.org/node/19997
<div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>Dear friends</p>
<p>I'm modelling a large penetration of a strip footing in clay soil. I'm using a Python script (Abaqus 6.13) for this.</p>
<p>The postion of the stip footing changes within each parent for loop increments. Under this parent loop there are several nested for and if loops. My problem is I need to track the bottom edges of the strip. Abaqus for some reason divides the edges even though I start with only one single line as bottom edge. I've written the following to identify all the edges i.e. to get a point on the edge and then combining all the bottom edges into one single entity, and then defining this entity as a set surface.</p>
<p>The program works fine upto a random penetration depth but then stops saying that the surface could not be created because there was no entity. When I checked the coordBotStrip (see below) it was empty at that problematic step so no surface could be formed. But this same coordBotStrip had the coordinates of the edges in previous cycles before stopping (no matter how many times the edge is divided). This is driving me crazy as I can't figure out what I'm doing wrong here or is Abaqus/Python just screwing me up! Any help is greatly appreciated. Could this be a problem with the append command? It seems it is not appending at the problematic step but correctly appending in all other previous steps.</p>
<p> coordBotStrip=[]</p>
<p> totalEdgesBotStrip=len(newAssembly.instances['MYSTRIPINSTANCE'].edges)</p>
<p> for i in range(0,totalEdgesBotStrip):</p>
<p> x1=newAssembly.instances['MYSTRIPINSTANCE'].edges[i].pointOn[0][0]</p>
<p> y1=newAssembly.instances['MYSTRIPINSTANCE'].edges[i].pointOn[0][1]</p>
<p> edgeTemp=(newAssembly.instances['MYSTRIPINSTANCE'].edges[i].pointOn[0],)</p>
<p> if y1==(-1e-6*j): # j is the counter belonging to the first for statement used. </p>
<p> coordBotStrip.append(edgeTemp)</p>
<p> s1= newAssembly.instances['MYSTRIPINSTANCE'].edges</p>
<p> side1Edges1=[]</p>
<p> for i in range(0,len(coordBotStrip)):</p>
<p> x=s1.findAt(coordBotStrip[i]) </p>
<p> side1Edges1.append(x)</p>
<p> print 'side1Edges1 = ', side1Edges1</p>
<p> newAssembly.Surface(side1Edges=side1Edges1, name='bottomStripSurface') # master surface created</p>
<p> </p>
<p>Rgds,</p>
<p>blueSky</p>
</div></div></div><div class="field field-name-taxonomy-forums field-type-taxonomy-term-reference field-label-above"><div class="field-label">Forums: </div><div class="field-items"><div class="field-item even"><a href="/forum/357">Computational Mechanics Forum</a></div></div></div><div class="field field-name-taxonomy-vocabulary-6 field-type-taxonomy-term-reference field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/taxonomy/term/962">software</a></div></div></div><div class="field field-name-taxonomy-vocabulary-8 field-type-taxonomy-term-reference field-label-above"><div class="field-label">Free Tags: </div><div class="field-items"><div class="field-item even"><a href="/taxonomy/term/11191">Abaqus 6.13</a></div><div class="field-item odd"><a href="/taxonomy/term/4490">clay</a></div><div class="field-item even"><a href="/taxonomy/term/8466">Abaqus software</a></div></div></div>Thu, 16 Jun 2016 05:00:07 +0000bluesky_10119997 at https://imechanica.orghttps://imechanica.org/node/19997#commentshttps://imechanica.org/crss/node/19997Single fiber pull out modelling
https://imechanica.org/node/14211
<div class="field field-name-taxonomy-vocabulary-6 field-type-taxonomy-term-reference field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/taxonomy/term/962">software</a></div></div></div><div class="field field-name-taxonomy-vocabulary-8 field-type-taxonomy-term-reference field-label-hidden"><div class="field-items"><div class="field-item even"><a href="/taxonomy/term/2143">sliding</a></div><div class="field-item odd"><a href="/taxonomy/term/5152">contact problem</a></div><div class="field-item even"><a href="/taxonomy/term/8465">damages in composites</a></div><div class="field-item odd"><a href="/taxonomy/term/8466">Abaqus software</a></div><div class="field-item even"><a href="/taxonomy/term/8467">fiber debonding</a></div><div class="field-item odd"><a href="/taxonomy/term/8468">Delamination Modeling</a></div></div></div><div class="field field-name-body field-type-text-with-summary field-label-hidden"><div class="field-items"><div class="field-item even"><p>
I want to model a fiber rod pull out process in Abaqus. The fiber is a composite rod which is to be debonded first from the surrounding laminate and need to be sliding along the interface of the rod/laminate.
</p>
<p>
Modelling:
</p>
<p>
i created an axisymmetric model of the rod being surrounded by the laminate. i got the residual stress due to curing process. This residual stress is compressive at the interface which is responsible for resisting the pull out force applied at first.
</p>
<p>
loading:
</p>
<p>
Axial pull is applied at one end of the rod. and the other end being fixed.
</p>
<p>
Question:
</p>
<p>
1. how to include this residual stress which i got during curing before applying the axial load?
</p>
<p>
( like *initial conditions, type= stress)
</p>
<p>
2. How can i make the rod slide along the interface once the axial load equalizes the max. shear force force value at the interface
</p>
<p>
3. What type of cotact or interaction option needs to be used in ABAQUS.
</p>
<p>
i need some suggestions. It would be really uselful if anyone provide me some tips.
</p>
<p>
</p>
<p>
</p>
<p>
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" 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8SD4l8sMO4zQs+CwGSTiQMFXGjoFj37geSu+dUsYo7cOclAmLVoCVXy69tiNLMMYrhi9bz6+OAW7PVAISOVpkOyLUWN3EilOXcRK84QmBIEjNxzhnly5A51imQvueQSyFdcL4oU8zpyR1z+5FfnYSsGAGhXM5zSmkWIWXLXbCf5YX+4DDZUTqSVWUZmdDLIiO9AkTVD3wSy5PDdgG1a85xSgR25U44yIzYVYZaBQMnASR5QAfe7IXceEEOKsHIScszjaFZgNM3dkTu18xQkhiLkP++889asWaPlCAiZfXCNykbuOb8eVtwUImDknjPYkyN3+FEWA7kwSomGSWV3vv/++x25kw0DMdOMyq89BUncJb+9Ecld5gUp5qirqPnOQCHdXM4tMq1I2VfS4EGNyqa7KARChN+z5C6bu/JAi9R1/PHHQ8R6EFmfuiR34SM7vpOQ6hTGYBg1uwxZzV0fK4jE8/IRwJ9Mt2qmV6Odae45vw9W3PQhUFVylwmVt13f++XZiQmC0GogOAh2E02P2L4iGmgFcpHnCWd4Fs2FKukkTAR/YUCQXizbN8cyqQsHEMCfT+qn/AVRxvUnVyFuKbzcjp2HP4kjJoM1iRVMVApZM5boTJbc0Yt5EO51rjWOZLNmGSRnpZKMHtTLPCQFullKapdZXAOAvjn4RqFeFYuckmGYBi1TDBRMBi7xjJTDl424mHLkl8nzZsXOAs693ILri4z4GuEAkM8dAcLtfItwTAksiXIz24J6tDFj+t5Zq9kQGBcCVSV3aYi8qJdddlmpyB3BkEomXamZMItzhcwewFCwjPaAlRM6VCWvEjRrfM8xgPAnrtbvfe97OYmVQ4TOJbj+3HPPJQOJ5ankP/nkk0WR5IFk8cLUFKgYEBmoCPKSWRy+VqUqgTlSxgYOZELJmrz585FHHuF2ZIBYmdiEK6mOMxxkyZ35yVNPPRW3FsrR9CmjkdR8ae5yaJEA+tXsguDSgMGZYaMLgx83UqY0brKJ3ymcp0CSmTNnnn322QeZUGUpLG5LQlgMjs87ACK/hk9N/FIFBTrxOM8tPNFoY8a4Xi/LZAhMHwJVJXdpYSKIUpE7pCALNdQAo5G0aPPApNAlzKDCNRheRCs6o1Wp8rzmErot5cCYIkoeHL0YSpLhm1GESGQyJWvMo3bcPxRYmNJkqKEcDmQQJydXuVfrRS+/HLOo7GiuUv+rEWbSomSKDdErR3lXlGtvhtkc+d5oX6tS+JTgz9F02opaucbS39qjNEXhgz9QoxjzlBg1nrOk1I13xaagaBSMrOmSeGCEYxy8AoFhIN8IZ1/vmEDFOllAMmcuvUYMMnDlMdVKQqnOlp2bJlw+z70/eeWs2GwIQRqCq58wY6ndR5kY/mlzJhVEa/QbOUUIDMx2KrYYZa8a/SMN+PYQWLHEnSuFWUylTSM7oCpUWKfZxxX39yXnq3MqhYJRlDJImMDK58cZnu1dUDMdRTZJPyqEB+IVnZ9PXIKsdJqDPCyl11yOikw0E5h0HqKiIbtWBQ0u1UoadjnGOUGk3FJifELSdLjTeC1BWr85JN46vkoUwF5Mmx/1hRhsCUIVBVchfx8R7Ka1AK4xS8h7z22gqDqlG95Us3Za1VtopE2RAu1MkHStHi0b60NTYWmbBINAS/8hQaNiQ4YTQSoIPzGeSWiY2WmWbVlwQFKj7waGNG0Q9r5RsCXSJQVXKXeoV5wVkweHtHe2O7xCh7u0wK1C6zhmglx/KrVZQ0XJllMGIULTywM5pSl4L0OosKDYFpBZvSiAJoJKBvQO6Mx5rv1bfOgUlKPdYe+pWMYEbuRTerlV8QAlUld31Wa3pNaruIpiCYXLGoikzEMYkHoTDVqZgnRVda2vJlCAIQrN4Y3IuWU/YTzOXMc2qmGlM7s6CE/HW2qQNlEEfL4M7CWppMuvxoIwEZ3OSz7i36uax8Q6AIBCpM7prQQ2GXCwro5EjuvPxS8TSKSIOjfBeDEOWuiPawMg0BQ8AQyAWBqpK7HCcgXDT3gsjdeZ6oLr7omWFDYcQpEHeLKTAB5dLAVoghYAgcmghUldy1ugebuwy+uWvu9AbUdubfFBqFWuS3zpIZNkVSGMVDs8fYUxsChkAlECg7uctFT2qyO5a1HfvpX/zFX7AhkWzucozrEnTnOyjHOL4McKlmD2UmTlHYWT0k+4x8dbqsy243BAwBQ6A4BMpO7ppDk9XbuanhtsyqE4wkWsWDe5zcJ7o3laCtuwWTVKeIKypfJvjiWsJKNgQMAUMgRwTKTu7yx9CiSunR+KhhIZG2DrlriaMGgO41d61RJLF6RXtr8IubnZwxDmXHmBz7nBVlCBgCU4BA2ckdCKB17c2GD5wIXZyrpeFSqKVxd28qkU80njDytENzl7VHC5dMc5+CHmlVGAKGQC4IlJ3ctZYdHofWtSuFFGq5srgF6DKCMwDIVj4eFV7+y/rV0n+ti8HgoyrcZhTOD7J7s08ubWaFGAKGgCEwJgJlJ3dxLlozk5mERTzppJNkZ+f313/912+++WamVUXKitQqIh6Pis3AIIOPdH+2qcPCo3UxLMlh9zVF7p2atVFjtpNlMAQMAUNgQghUgNy1tlDKNVyMQn3ppZe6gIjMdirAt9zeFfVltMXlWWjILE9HEsG+WW5KeHEM+pTvgpbo46B7a8+EmsQyGwKGgCHQPQJlJ3cF6nM+M3JvlzUGWw3hvN20J/GkiOElzX08dKwyGQxk84HZZcTXQMKBvgCGhcDtHnErwRAwBAyBKUCg7OQ+GgSypaDL46Qo/xkSWjxcz55w0LTGAOdAKfWfJG1d9M2iU6ZMZconNMpoAcGnoBmsCkPAEDAE8kWgquQu4pYTpFPA4Xc2hJOjC5o4EaDkSCN9XO40DAYYXjjDzjvaeoKxAZaXv02+4FpphoAhYAhMFwJVJXfZ1iF3NpljIpQpUNhcC45Y3MSeyOz789hjj2kMIGmjTkzzUD9KOhnIyepWBgANEhoGpqsZrF5DwBAwBPJFoOzkLqdG2dC1UknHsDY6OIEBtA8ntI4afu2112qbHjLIIVKelCJuZ1snEA06PkOC2Fy2dRfkIF98rTRDwBAwBKYFgQqQO8zr5jbhdHYcdRveaw9o7Oyo5OzSOaJ7uzR3Ev4w2raJX+zyLHaVNySXpgV6q9QQMAQMgeIQqAC5y2ZCPBlUbxnTIWjFaMQaw3lxt1xoDkSKk9hkFCWGe+UYI7u89owej2tNcQ1gJRsChoAhUAQCZSd3kS+KNuo5pCzVG2rGqCIrDcStsGKMASOSO1dZdAqnO48aFH9ulzu8nGeKQNbKNAQMAUNgGhEoO7lDzVq7xMynVqhK6YbrcXL/yle+snXrVhlt3NypXCSVuEQ2jOwE7L3++utXr17NUKEoAgo01jNqu8YqPbWbb3AHDg0djL/DaXAVaHI3MivW+NGznIbANCJQdnIHGsjabZoBv7ALEnvdQfFKCu+FzV2e7GSAhtgrWYxP0sRpLmHFprGdxqxaz6hFXiOSO5eI0DDRNVmUxl0qWeOHkfuYbWEZDIEyIFB2cpfaDsVALthP3BSoWPv9738/C73RwwvODg6TndzsM5pknvLgHhBMsjl/yDkruHNfbiMUwy3RICG0OeROYyOEzrLZghMLwIVIHe3UTUKqQvdLgdH/uzr68Mir1WmmjKdPXs2U68yIyhWMJTEwNAzFpgRewxzyyBA0qaDByagcMar8fc5ff2AHgWCrUoY/+2W0xAwBKYLgbKTexYXEbosyyJ66ZWcZNGp3NhljofjOMZML8V/usCdynodufP4QkC+/Is4mBEctfiXn6l1CusplDVScXFBGq5kLqr7iPADRi6RfdO5YNbXYaAITAiAhUjd+2YIT8ZeITAvLfddtt1112HD7t83iEyjokgRojg7du3k388sd17oHPo00RMLZMUx8RDnjlzJlz/3/7bf9OHjqBzzys8QZJLTFQoHKY42lnYOUkiWgMre2Ufc4OBPol0i9rF7DY90JfsEXoDgSqRu7gDbkLBXLJkCQ6OcotUeHdtuUceZ5oXPR0iiiTcqmlk0auCowEOOjtmKzG7vnWyo50ya5ZVLL9s2TKW/hIDmdKknrvZ1IGBAZnsNUKQuJGwPFjG+GziLtpFJ3vj3bCnMAQqjUDZyR2ykPuHjL933HEHcb7cBqqQO8cwCxvjaS5RpKMD3Tghz7/qtiVPKs7VL88uoJiBcIq2AMmOdgKKDx1M6iwHc3td8QHE7bpRBaL+gzb46Bb+pHBonalszWkzxBKrR3p9dWE0yQ2BnkGg7OQucoF3UAy1gkk8AqegkBI1TJZiWQYOEQvMwTsfIICG21UKHVzD3oh3CTG8jFyATFlX8C6F3xkYZIUXmzMAkFmjCPjra2nOnDn4oTK+cpV24cA0955hB3uQSiNQdnKHSvjwR4t0tC5O4Qx076ZYNeln5E5flNmKiQcUasKocQxKo80qZ8mdhbtyl5Sthj8VoUGmLUrLkrsGWpqAqzK4c6AlxKa5V5oRTPieQaAC5O6Wz+D98pd/+Zf4tqNmaqds+AUvEbRUpk8PHQvMwTvfli1bWI4LFz/xxBPOS300wnXkTn4+g4BagwG/lMNJ1vfK0pLV3KFybTb70ksvcexcazDv0C6HyCRHz1CAPUivIlB2ch8Ndwhdwdmdq58jemYC4Sypnz1jqxGBDvN1yYKj2WPRLiq25pZdBnn9y7rFJX6V+CqCuxkgGS81OrqZUs7D1DC41hlkNXdyyo8++6nEMeadYSd79bWx5zIEyo9AVckd1VKL6XGbIRqBm2KVUo8hWOuYpFeWvxnGlFDWEnmdj5hZTorYyhXQWN6NLqdGO2hdW866JU7MiFLgZZddxnlH7joAYS391bSqkfuYbWQZDIFSIVBVcodu5PIogy9/wubs3aFQwHKRhPcVaqZUiE9OGOfdP9rjgAbzEDKFo6GDTHbXQJE7k6vObVGaO2coGc09S+4aFBk7ARMzugzxRu6Tazi7yxCYLgQqTO5y29BqHQ5QV7UsE3bDzQOCk/fkaHOJ04X45OrlGeUDw4g1YgkykUPHBFaTsz/PnjXLyD9Shp1stEjOsINV1iwjZ0fK0UeAzEFkcBOqZpaZXCPaXYbAVCJQVXKXfZlfZlkx9YrXTj755Hnz5m3btq03HDZExFpEunnz5vPPP59xCzcYGcFlZFcGVqK+853vZPKTgyx3Z0lct/Cb1f3dhCrEzUJfLXSiXnKizjNSMlMtc5DWQ+lrSYo8aVhRTKhysjfsYFP5ElpdhkARCFSV3KWwQ+vYExQSEtc9GFCeHr1hipGiDZnyISJbE2u1ZG9RqEuu8rAcoM4r9os498CoYaAEYnJaz5KvI3fZc6hIwKKwY5DBgi8BnGO7TP/8qYqyRYG5RtneGFmLeNmsTENgKhGoKrlDMRDT5ZdfjnaJrRl3bKdyyowwlSAWVBdPgU1c2wpCmmjl0qydfq0nhYuxpMtJRqsBFDssm7idbLLVjEju3IvnjOxaLrimRgLdJa8kGFxLojSDnR1EtdKVk6a5F9QfrFhDYEIIVInc09WU/Bf7SRz4UYh94cqrrzpqxlFLlywLvbhVb8bpOa8R+Olypkol54MoTxX4UVPEImtGLxpV9hDFD8gmdy9cfJCHliVdeVwXyS5i0lVmWRkqlEHC8Au5q14ZgrJpmFlflybUBS2zIWAIFIFA1cgd4ohbSez5SeQl8RVXXnnUYUcunt/X9lAw21HQjOJ2kx2xK8XsYk8lN0WMYUQaNMp7cXPCWZt71hWyiK5mZRoChsBUIlAlck/ikH9RHAVJhPaOEnv1FVfOOGLGvGUL65E/4LW9KL2KqjnSNqKl5nu35AqjhxR2mB0rhwL5FmfoMHKfypfN6jIEphKBapF7I0qCVpLwL0htBvGVV1xzxJEzDjtiBr/s0zHjiONnHHYcf426HdFo2xRN93monAW3WNVF61iuCQsj+7j8YQrqE0buBQFrxRoC045Apcg9qgdx0EjJPfbDwA/jT8/98lFH/m9vO/K4XzrsiBNmHH7Y4SfOOPxth7H70IFTinmfkfuKuHjSQ4P8fOSbj2uKZilZcCt/mKxxfNo7iglgCBgC1UKgWuTeDOKoSUjxhJm9+v52uHjFd494+7876qiT3nbY0b+Er8jhx844IiX3I/Km8gPLEylLy54cuWu/UzmoaCc8Dlh75dwcbWayWu+SSWsIlAqBSpE7ft8so09wmGkE3v43veiPV23+d/O/bsLbq1hvfBrQeg3MdxgdA+HO3UM8/Ho/k85ocPFrBqddMI1RROnfAfw++STTyomDIWz+t/IvVSvigljCFQLgWqRe4Rzezth0rQR+f274+ij654/7a+3feCGVTtxjgxqfuhB7jgSxv7P94ETiRcxl6qS5Qk+ZvlyQJQBXaMCaevWrVdffbV82BUbXXOn5JF7jJllqvUumbSGQKkQqBi5e0lYZz8K4jwGXn/i/6dz/3ql56d1bdyb+wlPtOPCVfDOOC/UqEMZWuNleZIOWb6FFOPdrPD8o59BnI3Qi9Vq5kwhkClEagWuSc+pI5ZpkPue5PgI3dtP+XGHWcvW/tG7MdBG+/IVhIG5CrZMhrFgdEaUfzWZYpBW2dLWDk+GrlX+i0y4Q2BEiJQKXKPYHUvwuoexJD77iSC3E++cftv3bBuJ7p6iFrPyqaWn2C8KRfUsrSgthPmTBOnRJwnUAxnCAujaDCmuZerzUwaQ6DiCFSJ3GPs6QkOgs3Ej1jT+WYSfWrdU++84Ynzlq14JQ4iZluJaZXU/MSbRquMwtq4X02Kyjo/d+5cecVo61EtUGIyVs42Ru4Vf5VMfEOgXAhUjdzjRhw3UM0jP9oXB/9e8/92eon5q++f1fkhcyhBmGUDARJiynO6YLZxSLGsE6M9a985SuQOMQ9c+ZMvB6Jm0joSjk7at0pl4zcp6uxrF5DoIcRqBi5x0kDywxhCDw/bEWD+31/IEkGQ6/u7w9g/JTU63HSjKNpI3eF4YXQ7733Xuwt7FWtnUg5JuwiV52no5F7D79X9miGwLQjUCVyxygTJQ0vCdpR0g4iP9wT+HuDZi3w3giCPTjLYJSB2RPihk2fXUaejujmuMHIzRGvGBadKv6XFHbtbmrkPu293wQwBHoYgUqRe9gMtUIVn/FWLfLa+8NkZ5AMpCtWW0FrkLi0uEISViyOhvaGnoLGk3O6khRz/GFgdszr2pBam2wMCzQvN3Yzy0xBA1kVhsAhiECVyB0XmTSUezqv2gy9gf1RdP3K75218Fv/4fNf74/isN0fh00W/3TWFKXm7ClLWnwk7l61ahVGGOnsJ5xwAgfMo2KQcXuJOKmM3KesgawiQ+AQRKBS5I6mS7hfljHF7YEg3B1Fj+147b6fPnvPlmdfD6IBVnWmbu4N1jhN8Xyq1qni18iOo2eddRau6ytXrhxzNygj90PwfbNHNgSmDAEj9xygNnLPAUQrwhAwBHJFoErkjqmFfThQ2/nHjkstr972682w3vRqPrbu1mBnk6Y0btgUL1B1W2309/frWPvSHbylTHPPtSdbYYaAIfAWBKpE7ixQTcOCMV+aBCFx3bG8+3W/NRgFjRhrTNwO8aBJUpN8PLXxB7Cnu33y8JNxYWSM3O1tMwQMgelCoErkTqTfiPBgbBWd4ArpN6LwzTDeGSdv+FEr3Rs7aMHuaPdJqtpPJaDaKUneMtoHFf19Qpo7s68sVR0zuqRlMAQMgZ5EoAi+qhS5RwMElhG5s1D1tTj589VPnPPFDR9ccscrxIOEWNNo77B7K4nYr2l6UrbnjV9zx6nm2muvZRqWUGL421gyBAyBQweBbdu2FcFWlSJ37OkoyPyPzTqCQXT2j9z5/L/qe/y3lt39Mg7wqZ9MM7XLp/w+xVb3yTRN1ubOKlYC/0Lx+MVPbl8nu8sQMAQqigBf7ZNhkLHuqRK5Q9ip1SUN17478V/bG4cfvvPpU2756Vl9694MiQX5ehLsg9w7lpkKpCy5u51UK9o7TWxDwBCYNAJG7vC1zyZ6tSQhnkyYNBtJ+/fveubf/PX2C5asHkgjyxDQPb2AyT0l+NKnLLmjsM+aNQsHeZqZNaslTOzfXfzGtFaDIXAIIcBqR22xqYiwuacqae7pw8fsxZFgdk+iViP2P3bnjl+55cXZi9cMYoqPmuzjkRptOtfLn7LkjkEGWtdK156cL7KHMgQMgWEIMMfGUKYY4EXwVZXInWhg7EOabrXU2QJ7MI6vvfPVf3vzaxcs+lY/m5RG9TBpM7HaTtrTNp06kSYaZpZh1w4jd3v/DYFDBwGRO5p7X1/fRJhjvHmrRO7p7qkY3KMW3I4VZk8cX7Nux7/961c/sOhbu3GjidiEGnN8gyBeqX2m9GnYIiY0d+2jXXrBTUBDwBDIAQHIXdttmuae9KcWdZ+gvphdBsPw9TD+1J0/PemGH89eunanh6s7ccWixGtjlelsf1T2ZCtUy95CJp8hUCQC+HoyB2tmmRTjwVRzb7MTE1F/63HUH/mfX/Xwby2448oFf7cvCOvsosrSVI9N+NDdi2yTnMo2cs8JSCvGEKgkAkbuQ82GsYWgvkQawB2mmYYaaO0Kou1+sr/dCvwa+no7jU3QH0XNKpplbA/VSr6gJrQhMFkEjNyHkIvZKDXyYXC4u+23CS/T8r1Wuu9RI2oRA9hvkSOdU22zVfZkAZ+6+0xznzqsrSZDoHwIsBxdrvHm557GFUAzR23H5TGI2JYp3BPG6R6qQdL2fOK6EM+Fq/jTxHEFvCGN3Mv3uplEhsDUIQC5a0W6kTvk7rHhEnEf8YppB15/nKzZtP1vH3z81vU/3oMCH7JjRrqLKgudUreZ0icj99I3kQloCBSIgJF7xizTYW3mTAn6iOPj7jj5q1WPnT93xWWLbn0TNxkU9xCXGdR3sk3pNnuTa38j98nhZncZAr2BgJF7th1h9o7JJWo22rW9SfJXKx69YMHy313w9dd8Fi/V4jj1h8QXPmI3vtInI/fSN5EJaAgUiICR+1vIHZsMS1EJ7ssGHY3AezOKn/ETHN6bceAF9SDy2EeVAJHpWqfSJyP30jeRCWgIFIiAkXsWXEzqCftiYH8J2v1RMND2G82o2QrrfrDfDwabzLKmMYEVP6zsyci97C1k8hkCRSJg5D6ELm4waOV+GmmAEJDNsL1nV9h8KW7vi5t+e1cc1do4zKS7IcX8r8hGyadsI/d8cLRSDIFqImDkPtRuuDeisrMOlRAEOLj7YW351h1zH37q6w99v9ne53sDTKQmIWo9UWYq0NpG7hVoJBPRECgMASP3IWjhdLZKRXdP90j1m9jcP73yB/+Sw/9p3l/t69Za3tNHGUSVjhFfsrypU9G7qVvIhPQECgQASP3IXDRx2NCDMSNFlt2+PWBOPyjVc++6ws/+eDi5bs9dthLlzWxe2rMoZF7gX3SijYEDIEcEDByH07ucTzYSvxmEuxK4o+vfenUG5+btfjO1wK2zE7YIDuJcIhsGLnn0PWsCEPAECgSASP3jFkm3fiaqJBNzDKtJNqdJB9bt/2km545f8m619l2r7N+qaO5e2aWKbJPWtmGgCGQAwJG7kMgEjemY3MPiAqGkr43iX6feO43br5gycpdbNARMdkaJSxSDcmUA/RFF2E296IRtvINgTIjYOQ+1Dp4uLO7HktQA8LHhMn+OPqDu548+cYfX7jkG3viIIjaOEomEHsYGbmXuU+bbIaAIQACRu6ZbtBmiyXiPmKZqQdeG1PMR7+5+eSbv3v2sm/u9PGB9ANc3dHpsbjjWFP6ZJp76ZvIBBxCgPUjmzdvJgT51q1bpxIXn/c6CLZt27ZixYodO3Z4npcuZel6Ox7KbLfb/FLgVD5Oti4j9yE02GgpXaBE3Jio6Uet3WE8d/XGC+f/zysW/fddIc6R7M7EMqbOIia2ZCp9MnIvfROZgG8hd/aTYc9PdnKfSlyg4FarRVBcNpKG33m96/V691sNU06tVnvwwQcpdiofx8h9ZLRbrFBlxGaj1NDz4kYtDvb60Wu19m7PG4xbAVOqWOODTtxIc4Wcrg5r9fYoAvDp0qVLjznmmBtuuGEqHxHNPQzDefPmHX/88Xw38Cd0373mrmLZv5QnmsrHMXIfGe1a4hHvMfWJCf1G2F8Pa0QLS5p8trUGw73NkE1Vg8RPrzfT8DJlT6a5l72FTL4MAnRX1OcjjzxS+0EemES4ZNOBjCckOFRJHT79su4ccMYdc8b9ialEheiqLCccw+nKw5/Ko0KUh18l3eVuVzZXpgTgTxIHPA78rtolfDaDCndFdT+iDAPNzDJDgLD1Nf4wqUk9Cry43oybLS/wwrjebrWTVisapIkIB5nux2SxZYyYDIFcERC5Q4UHIXdolwQnPvDAA2Qm58KFC1euXMlJNGVZzzGqiOsh6/vuu49s2Hn4U5RNHs4sW7aMrwQVhU2G841GQ6QsKtcxmR966KG+vj5qoS4ZcFSL7Okcr1+/ngJJ8+fP37BhQ7YirqK2sxcSJ8ksfudG6r399tspkMQteqhmEy0yVfZzBNXIfQhMWtTHiR1uj9l2qV0Pow07dq3etuOerS/sb3kR2zBFAZOttD/qQo5tUFBRprkXBKwVWwQCY5I73AcJPv744x/4wAcwzV9++eVXX331Nddcw/HMmTO3bNkiRsa0wgjB+dNPP51LHPOLBr1gwQLuPeWUUyBc/sQU/hu/8Rvbt28XpULfnIQNVQjHJBVOTn656+STT6YW2Fm3kJkSyHbllVded9115557LnUhCdPCjAFc5S7dTrrqqqskP8PAmWeeyflrr72Wk2ecccbRRx/N+KRhKV/l3cg901G9GGbvTyJML0ypsnXqn677wa8vufNDi5bvx5GmFTaj9gBOkmjveEqWPhm5l76JTMAhBMYkd+m8F110ETyLoi1bCpyIdw3aMQQK4UKgMBokS7rwwgvRu8l2zz33HHfccSJ6SFzZKIdboFrqpWQOIFkmVEXBXCIzw8P9998vGwsZKGH27Nnu6wGOPvbYY50NB2q+9957KYQbUcNl7eEWzkhzR1rUfFnhN23apGL1RIwQytD9RG62Sxm5ZzT3uOHHTSL+opozpbIzSv5s+fdnf+m+OXNvfclLCDqT2veYVI3bQciCp7InI/eyt5DJl0FgTHKHB6FaeBCFVwQtQiTBmNCx7Ndo7mwJzRkZT/QWwOkMAFAtd6FWi0bJg9KdfU1gQ1nGyUziT0qAqWWIR8umZInMsIEkML4EUF1IJVVdU7Ik7U8tTZ+Tc+bMIQN3ccYZ8SUJHxayJuXYKYzc30LuXtzyOzM0tEZ/lKze8tIt9/o6xt+ssdnb73O3AtrWJlXNXLPsQ9aUYZAh1IPbnOXvRuqdRZqKdGcRxeGNB25Q6nY2WWIl6FD5K6T/KmZzIOTOwVqCJEVnnTZZZc5chebUzWJzwhZ/CkcXV7fEFly18cBJ5EBUfGPdBmUjWGDbwuKMs29qFeBLVK9BKs6a1TDwGMyNdgfxW+EySDbqsL2PmfSHbK9lOeJUFD2ZJp72VvI5Jug5i4OhUyZEdU0JrYX2dD5deTOn3/1V38l9Tmruc+dO9cx/sHJHRKHoxlIZFERO6PmO3LnjD4dPve5zzHjyrCBtZ1bNMzoi8Fp7ulkXidhojnhhBPILOFdwsLDjRpCcuwUprlnrH4JW6RGjOzpVkt+LcLqHvm1sEnLRn5/2E4368Ac0/GKyvPrKcfmzBZl5F4QsFZsEQjAgE5zdyYL6d36U9yHQzoTm9D3FVdcwYQqJprly5drzjNrliGbHFqy5I5DS9YechDNHRKnCpUg5ZpysuTO+c985jOamOU8Ylx/fWY7KFvae7SzbNmGaqmRic5d/EISszc8iy6JUdsjdzfQu4sTu04wYZ+e9AP22/64StxwCImHyO8V8Ngw8CaukqyirX0yci99E1kAmaMolGE8QT6g+Ld2VSN6thGZPpgQlI2dywYmsmUrUYkmyV3zZQqURpOh/C1M5Hr/MHNMuRXthHJHZs7xI3OriGHbMjDnCpjjDOyc6MmZmVHIiEndhuJLSu8NHoSxzLd5NgnjNyz5M7mqQQHg+GZAfEJPzBv9cMXzP/6Ncv+/hWmv0MP5mcET/+ZK2SOfdCKMgQ6dnBp7nigZ/EQ5YnKyaB5TpG7LuEtI414Kskd0wo8Lqlk+ucAt3o0d7nHSNmXN6QMRJzEMQb55TJP/oGBAX45j82dk2aWKfA9wNiOJY2gvvxrhcGOJPnkus3vu/mRc5bcsT1JGvhAMo+KZp+6zeT59VTQI5nmXhCwVmwRCMBxYkxoLmuW4VhTl2TgErow5C72lObLXZyEUqeS3Blm0MHlJ6OxB2FwlJRbPX9KQmnuqPlkQ1Q+TbCtX3DBBRoS9EXC/CojEx8BMj3liK1p7kNg4uaYhvztLFbCpX1nHHx07VOn3PjkOcvWvkiQ99iPfCZcabM07G+ObVBQUUbuBQFrxRaBALyGO6BmR7FsKGmKUstWYUPMMpzB/Vw8CHtyC/mlIEtZliukM8tID+NPebWLjmVpkbk8mwE21AihqnXs6iKziwImAxGauDiahLFIa51I/ClVfdasWZoPwLAuxZwBAOWdosjDiAWzU5dbxZqv1mjkPtRRCSqQhgYLU1eYdtLYl7R/f+1zJ930/Pl9d+xmTjVuYrMh+ADXOSqif+dbppF7vnhaaYUiABWyKB/WY3aRXyUYEwdEJhu1vIjEGtFzzjkHrVmLSFmn+sgjj7BAFPZkaShU++ijj3KjQoBJQeZFYNKVDJQvnVqXKPaWW27JZqAo6JUz1Cs6dtzNLTfddBMnJQa8jEiYUzQaQd+f/vSnMRBJZg50LweMKDzRZz/7WS3C4pdPjbPPPltukVq8iswq1jT3ovpYIw3646G5M4tDwLB9SXjduld+5cY3zlvynTdxb09aYcL/GAJ8HJ2KEiK/co3c88PSSiocAXhNrofyI1QS37lLbuUnB7LVKAMHMtHICi+LjVxWSLpLM5bKqasqOZtBjCwZ+JUtyPnX608MKW54UNXyT5eQmjt1TM2BjDYaM/r7+zVacJJb5CMvk70S53ME2jT3ITBrqRMkBne2wEZPb+9L4mvX7Tz5y2/OWnTvG+kFHCWxuQ8SfoaowOVPRu7lbyOT0CEgg4lS1ubOecX20iSqjkkiUFnkRd+O1t1V8bK4WPeKrFUCN8oJx2VQmZoddYXoQIzvjsXFmilVyRqTVAVuM7pFowV/Zt17VIju1YGUeg1FOXYJI/chMFPNPY3m289CJfDfFyYfW/PcGV95+aL561730r1TG3Ejifcn7Ldn5J5jH7SiDIFfxPKVNXxyeOheWclHLGHMDOO/y7lIjiZtNoMbq0YTbHLPO+ZdRu5DELELRxw1oqTWSliSGte88PpV33vf0u/8x7lfGyTojM9ypqBD7sSmGBPY6c9gmvv0t4FJYAj8YhGWKH4q8TByz6DNJ1HY8JPWQJLsxxQWxMT7Xfbw5r9/8LG2FzUaQQONPR7okPuUNtLkOoSR++Rws7sMgd5AwMg9047ElQnT8DIY3xudeKK7wuC5KNyLH2RqJUsjRqYbaEdNzO7lb34j9/K3kUloCBSHgJF7VnMntideMWylx5xpI/Dr7RDP9qTNpns+MyTMeafbMLHSmDGguCbJq2Qj97yQtHIMgSoiYOQ+1Gro5czTd6bqvdDbH7QH2Bnl9Vaqz4fEEWuxVhj1nWWsWGXynNQuqN8YuRcErBVrCFQCASP3oWZi7RJ6OqvSMLwQOKwZBf/82M8+v2LDjSvvGwyjsF1niRPuqeRhACh/6xq5l7+NTEJDoDgEjNyHsP25x1Ia8TeoBcGLcfJHazbN7HvggsWrt8dJI05Cwsv8IhXXJHmVbOSeF5JWjiFQRQSM3DOt1gn3SyIyZL8fvhQlf772ifcv+talfau2h0md0DNh6kKbXscnsvTJyL30TWQCGgIFImDkniX3TjjfdPmBxy6q9SB4JYifCZKX0xVMeMx4EcYZfOE7/F5gm+RUtJF7TkBaMYZAJREwcs+aZTCmY5TB/lKPm68mzZ1Re2/CXqqtN5Lmq1H9NaLKoLGzkGmKFyNMrmcZuU8ON7vLEOgNBIzcM+QepuEH/MT3sLCzB3Y82AxbrxIPKGAPpsF6FBN0JokaYdwiRkH5m9/IvfxtZBIaAsUhYOQ+hC1BBcK4nf6LiAAZ74v8uza99OX12269/7G618YHnnBiKPVh7DWLa5D8SjZyzw9LK8kQqB4CRu5DbRawRinxiP/IjKkXRK/F8Z/f8ePf/OIj/2HuP/T7QZuoc9B/gO97UIElTJ2IFjybdo8kccCflTAoVe81MokNgfIhYOQ+1CYo7NhksLok7Lnk+69E4cfXvXDSl565cMlde8OEuNHp/thED4uCCgQfyIPcFYNUe8roVyFJFV0v3/CkLmJfN0EB05nujqhOwnR2vBMmcNLFlu+dNYkMgXEhYOSesbmjl8PhrFJik6zQfz2Jr77zlX99yxvnLPnOHhgjhvcx3KDXpwGnx4XutGbqXnNXpGnFttYeBUSdrtVYA5CG2uE4x+dTTG2Ft55csRp7BgcHtR+C2yEByfUIkyvW7jIEKoqAkXum4dg7ldD/OEOmjuzNvYn/4XUv/tubd56/5M79oc9cKxuuhBH78BFl/5BwhdQGAuwzsHr16pUrV9JXHn/8cdG9thfIsdNrZ4NudhrTvdppQUOF23JBMucorRVlCJQfASP3TBt57SBupp4wUHdQryWtT6599rSbnpuzePlg2GQZ02DC4qU0OEESVYAputfc2b2XndrZH5KdHrVtsXYrvvfee6XF59i/pXfPmzdv0tYeicRQNH/+/KOPPpqerY14kByZjdxzbCwrqhIIGLkPNVMaFCxkvw7M1Y1WPMAK1f+84pmZfc+cM/+b21EE411JRDD3NP5M6jZT+jRpctfuX+ztCyced9xxMDuTsSR2mueYBHUuXLhQm5ypFn61bZi0Zn454xRn2Um0L6Uzksgsrt3IZBZnIGHXYB2789LBtaWZatTWaG5bMtWoqnUvWxJTjnayJ0lmV4tGETeRIOuNm05Qq0p4ia2nIM+k7UWl7ykmYG8iYOSesbknachfyCpO2oNJ84Uk+eTaZ3518Y/PWfovz7BDRzIQx2ygGvmEIYgJMlb2NDlydwYN7ewO4WoPX7fV5NKlS+HKM888kzNu3lKGGnGuCFF2G8fgUqLdXpScZ2NJkstJvdpFPptNnMsZEbrKVNKfKlDUPyK5c5IxCZl1F5mdnLrRPVf2Q8QZiPREztpT9iY3+QyBDAJG7tnusCdO6h1dlG2wfYKF/efVP/r3N244f8k/PxclgyxbTTfOhtkH42Sw/L1ocuQubfpzn/scPAuzc8zuw+J3uJin5syFF14Iv2/YsEHkKyrkQDvBS8kVxYscNRkr7V45pQ5zXhsKi6mpEX5XjW4u12147+oSj+sjgLooX3k0kByouYudKVZ1aSRwY4/oXmOMa1N9Orjz+ubgTPkb3SQ0BBwCRu5DnSGMmwHh3DHLEGHAD+uB/9iLr63a/NQD254ZbLXZvyNmVhXTTeouOUmPjqnseZMjd+6CKyFZEpYZ6bYiOzEpNLdt27avfvWrXHWa+3e/+92rr74axkfZ5/fcc8/FbiMGF5NeddVVV1555ZYtWy6/HJKJg+WE443bdpEmfTCK664gnvhd7LxJyeZwuUuMvCVIKP/I488QlGcwfDChwXWIc7PnDlTJTv7CVeZHpBZBmkpmQyy25A45gxXTz/9dGqUMH/2Z3/GJec3+dJLLyE/9WqO4aSTTlIVsvOYV+VUdmOra9IIGLm/xeaOPT3d/Bo2qzWSNntit/B8Txctee2k4bOHB8FnMM2ntpvSp8mRO8yFeR2ShT2zjyheU3LnpdLyK4qEVaV3w4zHH3/8rFmznFbO1WOPPVaGF6729fXBm+JWbrnvvvuWLFkC3XOV2h944AHKlP2H9MEPfpA50tmzZ3OS2rmFnPy5efNm6mLWV+VAvvp6wA4Dua9atUrWczJD0BJbf3KVis4/3wqRWYGCRIHMv6QYH/k58MFwaiCkjUr+9BDD8m8kwWh9B3BBDxEETByz2ju+LmnOzH5hISM2i0+4NuR39+us6SJ9akR/xf6OEqm9gUGgNKnyZE7CizkC9lddtllYz4iVeD2Di3CfRAfxCobCCQLs1MIzCuDNRlOPPFE2Xn0NcCvVO/bb78dAuUWTdVyaWBggD8hdJmGnK2cA4iborAL6ZtA1hgGA27kkmwvyD8muTOEOHMN5iaqpi7JjzCURhWqV6PXww8/TAbVK8vSmOBYBkNgehEwch/CH14Po1Y72ecl/dB6PYxei5LXk+R1Pw3mzsrUZtJsY5QPPewz09ts46l9cuTOXbAkRHbNNdeMWYsMHbKZSKV1c54wrFhYU6myp8PC5OEMd1E4FaEOL1++XDOrb3/729HBpTvzp8idMUPqv2hXGjTUzEn+VKUUqE8NmYAUceHgmjtav6xMKvm6667TNwSJ26kC+TV4iMo1FFELj6DRa0xwLIMhML0IGLlnNHd20QtrfrzPjwdrYQCt/kd35u1bN1vL75tuxf1E9A9JiQkESIbvOvT22zjqX1McpdJWkZkDvTrNHds6C5D1gqhkwgggzsJysOO4fRcacSclzqsP6FLksp3ZC0axbauMmWEkeWHuzDdQLjKzBk3kHCLm0EVOyOMrCuSYTRy15PKLKMaNZEguzznVYuK0lXN2apqikU8BiSVM54msDyGwDQiYOSeIXfM6zHm1BYxBtqB/3KU/PHqJ3/zhodmL179QhpRDD+SRuowk2brhUVM4i/nQyJm5Clvu+02SPnss8+WaixqczBBbdyyfft2qbQicVgYQpRarclSMTtJt3NG7ClmdG4tI6rY2WEpm5+7VAXe96pIdXGsGWDVpQnVAzX3YeQuYXRS5C4exxCv7ww+I6iI85pRkOZO4WBi5D6NnGVVjxMBI/choIge42OYSR3dg9BvobN9+8ln/uY7G2+95+GaH0YB9vZ0kRN50iAEpU9jau4yKMsGgmFERgkS5ghxmbOxZMldthfRn8idA9xaOCmbNfWqHNlMNGbAvzmSO3VRL9WpLplNJC3HsPOY5J5tPQrBGUbqvL4YkNYZbfSpIRONDErkKX3jm4CGQGLk/hZyh5mg7VSZ84g10EgnVH0ivOMwU4sDjPARrzU2AnT48ved8ZA7VHX33Xfjl4IpWSwpFrv44ovl/SIuyyqqHHMe+sNAIZsGx3gNivg0Noj0ZbZWnu41d5UjVX39+vX64FBdJM7gIinVezxmmWHkjububDWaLcCLH5uMZno1/mH9v/++90oWP4OYBIe4ggYuQ91AFzY/ST1YE/t0H4tbO9t+QM1f7DV2huH/XFQQy3kamebvQrMp2XJHTV82bJl0qY5Lwan7XFPlJUDvhZd6hdqk/Lu3F3E8vxyxq02UoFoym42UlZsfqF+bj/vvPOkVstyAtb8KV2YRCQZmHrNmjU6KduOrmpik6sackSv/KoupKUWjRzid6R9z3vec2CxVM0lxZZRLbL+u1bXOITmzkmK0jcHVVCRvgPcN4GbUNUthzhx2OOXHwEj97eQO66Q6OTaI9sLvT1x/EaS7IMNg3YUosKnV1PqryC543widkZJx/IgQzm/H/rQh7ikRaGaZpR1BUsLJI7dWQo4Lo+Ox+V3KFblpOge30dRLVWgRHMGapZ/JOf5k7vkOePIGjE4TxcUpUKv8tKhQHJC7nKeceq/q0ujjh6HDHisyxqukYkDV6ysRjymmF1DiIYZJY0HPCwnZYoBCj5EEObRRx9FT9fXAB6ZFHLRRRfJTE+l5X+3TcJDHAEj90wHSEP9QuvpP0hiV5T83fd+9l9Wbpi/ev3rQdQKU7NAerWC5A7P4v1y/fXXs57TLQS95ZZbRGckWMzZx6WkM2UKrYuUdYumTEkwu/RZkTW/dCPloRbcCn/5l38ZPRqS1QBAHt3LXdn5W8qXt4zKoRDEIxtGEkwi3E6ZsqQ7Iz45WVKk5al8FlDXr/3ar1EI9T7/PNicOeEI0uR5JeXJH9qpjdL7pzXSMbtUt55dqogJyzPJeaWKYQqcKBUmeQ8xInDHr/8CBi5D7VRSu0sQY34L25E3ptJ9Id3bn7HDetnL13+hlxkUnJniROf5eVaoSrnk3Ts0cjziziL0BDaMcwubtUyHK0jVTYO5Fbo/pQxR2dI0vQVFRLTPOYarqo6Lknz1Z/8bty4EWsGlI2lRRq3NFzZgvTLn9LEZWlx5UijH1ayFHONQKpCSRIiD3XdcMMN+tpQXfpQcMXydCqB/LLaawBwra6TyiCRnAFH6FELvw5eXdWDWDIEyoyAkftQ62BPTxcohUE7iZtJa28SfGzdM/qr396Tt+qfRja8ZeB06MmGcq2hgnGEWNKyWWFp7js2muvhdAxqcPsmBRYLpQ1Fou+lXLso2MWO2YGJ0w254hCTijDmM84rLQiwBlTBstgCOSFgJH7EJJ4wmBqR6H1EnzdW/uS4OPrnvnXX9l23pI79qUKPUo7Kd1Dla20S5XcpJ+UZXRzQndlFXYontlLGTdKJbkJYwgYAgUhYOT+FnJP8HHs+Dm2k9b+JPjEumd++ZZtsxav3A+5p5HcIXV2ako1+FIl2TRgdoV5wcSMHQbfPszZ2rmCpAlVMxaXquFMGEOgOASM3N9qlumY1HGI9OJWf+x/au2zp9y09aLFK/v91DLrMZ2aNDC7TzG5y+DrTMayKcuszDEBeDGI42Qid0MmALFEKx4veTiWb7jiseRrgSmuX1rJhoAh0CUCRu5DALZSs0xK7hjYo7jdH3t/uObZd9607dJFK/pbzML5bdwgkxpTg9Bml7hP6Hap25rxk48KiQNmL3HqwOSihfjwOD6Ig4ODmvTTXVrRQyJz7ub1CT2FZTYEDIGpRMDIfSRyR1OOWoOR98drnn3Xl7d8aOGKQTz6gjZBZ9I9mLDLTy25w+laJio/wnvuuUfBrWR+wQFGS41wH5TDX/qR8YtlpUbuU/k6WV2GQHkQMHIfaovmLzR3jBcBm7jF/n9Bc7/hyf+wYDkx3SH3JkGBU3InyMyUau4Qt1z9WP6Ot7VzOWdlDaq67DP4/DmndfmGywJj5F6el80kMQSmEgEj9yG0cX7WAtSEKANEkon9XXHyYpjswcOdoDJBGsmdDOluTYU1kXPElvatdTewNuuG2HvIbQuH5p61no/oXDiM3GF5pDabe2FNZwUbAuVCwMg90x7Eao/ZUi9pQ+8pvw9E0UAYswB9IAkGOUMQwtQXnhgE+MEXk9yCTDgdrRzPdJZrKrwtqzeZLGVNvNbsZP1ejNyLaQ0r1RCoMAJG7m8h9zRqCP+li1C9IGoPRs29UbMWNf2oHbJCiHWMKY92FjkVk7T0n8nPOXPmOEf1bHRGrvb392OEGbN+09zHhMgyGAI9jICRe9Ysg49jGIdtovv6Xm0giVdse3XpQ8/9v+s3cxx6RP1N/SBD1PrJbtbhVs9nfRl1LM9FjCenn366IhcSshGWl1kmm3RmTAOLkXsPv7f2aIbAmAgYuQ9BhDLMWiUsMIm/x2/uJ57MH63b+q7FD1y0bN3Lfpz49bi9O4larF9FdR8T2REzQMpaRKqAAc6pkWBYWm0kX3UcYIinqKiH2UAoE6rUyH1CcFlmQ6DHEDByH2pQFqdC7nHUikPs7N6bUXL9mu/5oJVv7341tdDYr0TVabR2a0Jp5lJTqk693PtAgFx4wCjELU4NWJYJ0wVoQcV0kvrTie9ptTIvcfeVXscQ2BCCBi5D8EVR4PYW9gmlX8E+G2F/j6/tjes7/fqTRYPRRHzrejsLGKKo7FN3iM2gwJ74ZCumVK3/uizn/0soQKcL6PiBMhWY5r7hDq0ZTYEDAEhYOSe6Qkh23S08XnEW6bpxX64N/QGmoEXNnZF3j7M7QMYY8IWwcVwdx8xZZeASjEnTrpbUoQdhpC5Cv9CYtUokRo5M6bfy+Q6q2nuk8PN7jIEegMBI/eM5s7u13E7ZJNUjDBo7lFtfxDuTpJ6EAbeIH6QLUztIVEhWSA0cutr2lO2FDk1ylcdbX3FihU4wLi46gTj5RKlDDO8jOjUOLmuZuQ+OdzsLkOgNxAwch9O7gT1ZZvUwAtwbr9j044vPLT11od+ONhqsOODR9SZsIbDDKr9iMktQVIcGMUA0I5Cxx9/PJOl8Dt/an8MfrXb8qSt6gfvgkbuvfGK2lMYApNDwMj9LeQeYk+PG4nPxhze7iT+w7VPv2PZE5cuuaM/SMO8p8GAgxpRIyF37Xohy7ho1HkrQtx4v9x8881s0qaIjOw5x552hG+UzT27+lShYCbXeEbuReBmZRoCvYGAkXumHfFgT2O1w+CsVE3dHj+y7sV/c8vO85Z8ax8b67GOKfS91iDRIdNFTR2rCxG7OJAmLm2d0Iw4MuKirmWlhA3A31G+MaMFDBjTY31yXc0098nhZncZAr2BgJH7W8gdb0jc2NPgj0G6zd5H1r30r2959fwld/Wz62bUakfhwACH6N7pFqCsNsIbHdcX2dY1Uwqna6MMkJU/u2w12slzKjuNkftUom11GQJlQ8DIPdMiAUHB4npqYGE5U7s/8X9/3fZfufnF2YvXDPq4P7ZrIYEIwka9/uD69Zdeeikkjkq+fv16VHUtPsK1EYpHndeEqmLwUoGM7wWZX0brUkbuZXvZTB5DYCoRMHLPau4BKns7StK9mILB/iT8xNrtp930zAVL1u7Gzb3jFskE6IMPrT/iiBmYXNgoQyuP5AOjCDDO+0Uu6tnQAgWZX4zcp/KFsboMgaogYOSeaSmWLrFNB5OjUTOK9+9K4o+u2/6Om372W4u++WK6WUdzx47nf/3M9x153LHHHZdyOjOlWGbgdNwctUdSqVrdNPdSNYcJYwhMMQJG7kOAh0mjjWUdHxgs7knz5ST5yJ1P/9qXN53Td/cLXnLf+keOOPrEGUe9/bDj3nb4EYfj3aiNkJhBxfKOwj6eSI1T2bpG7lOJttVlCJQNASP3bIs0mDZlyw4WM7WS4NUk+ZM1j/9W3wOXLFj5l0v/+rAjTjzm6BOPhN8POwJaxx8G5Z2ojUSDwSVGPo6lal0j91I1hwljCEwxAkbubyF3dsaG2vnXaLX3J8nKTTv+9qEnv37vdz+/7OYli5YumTeP1U1RwG7Z6eLSkicj95I3kIlnCBSKgJF7Ft4mq5LSrfYCSD5uhtH+KOEfuzFhiI8DP/bqQWMfan3gY7wpezJyL3sLmXyGQJEIGLkPoevhKUNYGfwgCerOeqWwQQyCdnufH7TSVaRE+vXbQdjGYYa9qItslHzKNnLPB0crxRCoJgJG7kPtht7OIqZ0l+y46QW1/qj5WtJ4MW7tDNqDxPn1G1HU8iOfaL+NSe7VMaV9xMh9SuG2ygyBkiFg5D7UIBhjmEplf+wkrqG2Ew/yM3d8/5wla39n8a0vt/FgJ8x7jaWrmnEtWTuOII6Re/nbyCQ0BIpDwMg9gy1RZeKQGVVcIWth+FKQ/MWKhy9YsmbO5762M4wHsdRE7LYXdYYAGL7syci97C1k8hkCRSJg5J5BN2x2FqcShCDBBPNmGH/zpztvvHvr/9q45TUv9X9vET0sXeKEw2S51iuN2EOM3It8caxsQ6DsCBi5Z8ndi7Ctp9tkx57XSJclRV49Dpp+C5tMELS4jOqekmbqDV/2ZORe9hYy+QyBIhEwch9CFzZEbcc0w15LcXt37O0KgwE/qIftvXH7zSTYR0h3MhQSfL2ANjZyLwBUK9IQqAwCRu5vIffOnCpOj60kqjf85utR8nyQvBlGhA3zvf0xm2YbuVemb5ughsAhjYCRe6b52YYp0b92f7uxK0n+n9XfPW/h7f9p8T/uZM1qgLM7hncMMtVQ301zP6TfbHv4Qx4BI/ehLpCGFMAwk27FlLRib18S/f66F075wrOzF6/FQOMlgc90apRu1VSB4AM8Smfzv8WLF7NzCImD9Pk6Jy0ZAoZAzyNg5D4yubcTf28SQu6nfel5yP0NdruG3DuuMkbuPf9W2AMaAj2AgJH7KOQeQ+6p5n7qF5+D3N8MRO6mufdAn7dHMAQOCQSM3Ecl9/0dzf3Ujua+O+qYZYzcD4mXwh7SEOgFBIzc30ruUWpzx6QOlYvc33Hj9g65h5wJzCzTC33ensEQOCQQMHIfamZiyqQe7mE0GrmnNndiEMQeOcvfO2xCtfxtZBIaAsUhYOT+VnIP23EQtXGHHElzT8kdl5mo3WJPj9InI/fSN5EJaAgUiICRewbcoBXHjWbi15Nkj5fsjZNvbn366xseve3BH+z1kwE/qScxXjQxwdxTA03Zk5F72VvI5DMEikTAyD2DLlt1xH47IcZAFLEjUxAP4jMT1NOdOjDGhHEQh+ygne7KVAHF3fzci3xvrGxDoPQIGLkPNRGhBTCmY5CJ42biDcbtfWGwK4n3E1UmauyOm3vZeo8MBIQkLnD5k2nu5W8jk9AQKA4BI/chbAks43ViyyRRM/b7k6jmxX49RlUPEn8gCfrjqElYMdavEjyyuCbJq2Qj97yQtHIMgSoiYOQ+1GoxUdyZTsVlJo7aYWtXEDy4c+8/bXv9rm0v7w2DNjunhgEGGWzunfCRZU9G7mVvIZPPECgSASP3IXSjpNaxq6f0Xfcbr8fRZ1Y8etbcb35o/q2vhnGb0JB4unOVPISNLH0yci99E5mAhkCBCBi5D4HrJU0PrT2N6uu3/D17w/bnVjz82zfc/7vz/uF132s230jQ3NOIwKjuFQgdZuRe4HtjRRsCpUfAyD1L7mjmkDs295Ctl+qx/3oYbg+CN6J4f+AFCWYZyD8k3HtqnSl9MnIvfROZgIZAgQgYuWfJPXV3TFjHRIDfMG76MHobTb0d+o0waAY+8dzjuI2je9smVAvsk1a0IWAI5ICAkfsQiOlOHOmEKb7szThohOy7FLeabQ6ISdCMo3ocDqa7q+JUUwFnGfNzz+H1sCIMgeoiYOQ+1HZ+4vMv6pC7HzQbSfLNzc/9/seu+3BHw56QeTX2HsPzT013JhZprpd3iQ3BA4NBIzcs+1cixN2SSW8QNxI4peT5FNrn3j/Fx6+cNHqF9l5D5uNNtBOlzqxkqnsyWzuZW8hk88QKBIBI/csuoNEDGOPVPxlCC/zfJJccdeOk2564X1LNz6dJI3USQbeJ2GYMVfIInullW0IGAJdI2DknoWwzSJVyJ0fosm8niQfXvf8qTc98+/77nspJuQAs6lEnkl3yO7wf9mTae5lbyGTzxAoEgEj9yF0oyREIU892ENiy+yvxfGn1jz1ri9vuWDRur1BxKaqUdxCo28SfoD/lT4ZuZe+iUxAQ6BABIzcM+DGLRRzuDuNMRMO7k/ij6x78ZSbdpyz5N5dhIIMBwlOALmnkQdsEVOBfdKKNgQMgRwQMHLPgBi1iNOeWtPTIATNPUny0XXPv+Omp8/p+/brzLGGTfxkUrU93WzPVqjm0PmsCEPAECgOASP3DLYhbo6dkGCsQ428XUnyyXXb3nPjj2YtWfNqjA+Nx4QqV1nESnyC4pokr5LNLJMXklaOIVBFBIzcM60WpKFlOvOlqO7+3iT589U/OOsLd39w0a1vxgmO7uzSgXkmVd0JUVD6ZORe+iYyAQ2BAhEwcs9q7oR81FQpu2T7A1G84aU9/T4C9/Z+sJeQg9EBIPEG5KL8LtNqBbYKa1oQ8AQ6B4BI/chDFPS/vlfQRQ0orDV8HyM6y2P/2twJo0Y1slThegDFn6g+7fDSjAEKoyAkftQ42FHxyaT6u6xF7T6E58tVGtxqz/22IapFnmDETHEOt4yFTDK8CCd6GaLFy+e0UkcpJ8kVQh5VuH3yUQ3BEqDgJH7UFN0YoalO6gSQyZp726G3rYo+UGSbAuSWoBz5H7Cy6TMDkFWgSKN3EvzlpkghsA0IGDknjHLpK4y6TaqhH4M/Nr+OPnMHd/7QN93fnvh/3rDJwxwnT06sNJ0yL0CuruR+zS8T1alIVAaBIzch5qCBUppyN+omUTtpufvD+Mfv/jy+se3PLxp6/4oHvDbYTRIjBlyVIDazSxTmnfMBDEEpgUBI3cj92npeFapIWAIFIuAkfsQvviwp2EfWaCE32MYN9pePQj7w2i/77fiqNFuJVEaWAx/SdPci+2VVrohYAh0jYCRewZCSBt2Z5VqFPte2/NarSDYG/oD7LoXBGHTS9JlTKlHTeoPX/pkNvfSN5EJaAgUiICRe5bc8XSMcJhhWtWPWjW/+Wqz9VwQ7Wy0Gs1m5PmcZRET5G5RIQvskla0IWAI5IGAkXsWRa+VxDVWLSVBO27uj8MFq+7/4KL/ec38v64HeMpgm0kjz2CTMW+ZPPqelWEIGAIFImDkntXc0/AxRIUME8JDNl6Pkz9c99P33vC9S/vWvuJHQVQP4zZ6fScqpIUfKLBTWtGGgCHQPQJG7hkMtcNeOqc6mPi1N6LkmnVv/MqXX3/0o0vEOc93t+OB6D+dAFTFWZUzebe/ethJRgC1UXAyD3Tdo06AdtTzZ21qlFrb9L+2J1PvePmn517w21vJNhkWul2TNjb/VrSSrf0KHkyci95A5l4hkChCBi5ZzV3L4ib9TSaOwTf3p/4n1j7/Lu+tH1W3+rd6d5Mbci9DvPHjSToBAYudzJyL3f7mHSGQLEIGLkP4ctkaS3xGsQXwOM9CNhm7w/WvPxrX3j9gsXf3pV6yQTw+mDi1RPGAHOFLLZfWumGgCHQJQJG7kMAEs+3TVSZGGeZOAzD19hmb+32/+uL289aetfLaYR3SD/0WNsUB6jw5U+muZezjVzUuU4AugpoCeWE0aQaEwEj96xZBosM5hd094Q4MjuT8A/W/OS3bvnheYu/kIYsqApxiEyqhFCLPV1L30yci9hE4nQ1TSsl+ssmTN+L2FD9YJIRu5DrZjGhIzaTJyyUtWP4v1JcMfWV27Z8NTXNv7gzaDFmXQvprjORqrai6/kyci9hA1Eo4jQdRB0UgnlNJF6AAEj94zNHUeYuB1gmQlTA7uX1OthsLtGqN82TpBhGPshrF5noapvZpke6PvT8QgQOhY/6ewcwOwcTIcgVmfvI2DkPtTGOEE2WZtK2DDevnY99vbF7Wa68RJ77DV3B41Bzrdiv5Vgea9AzzDNvTyNlO4A8AtOh9D1J8n3fTWTyzAhmTUw6DuA0nK38GgEchYkjUkTkrCgzEIv9+ctSNrpKtbIfQh59HUvifBkZ7OOOKg3W3X2xd5DYEi0eK/tt/qjoI3lJsBYStj30icj95I0EYTYbhOHzuP3q1/96hlnnHHEEUccffTRhx9++DXXXLNp0ybOw/gQ/YRMNNL6W63WqlWrrrjiCsrnjLg4r0SxN998szgdprjyyisfe+yxvAqfdDk849atW5988kkQK8lgM+lnKfRGI/csvPU44V+T8AMDUfBSkvzJ2h/95tJ/ubjv9ufCpE4AgrgZJ40kNbvbIqZCu2VPFQ7tNhoNKOmBBx446qijPvShD8FKJP6cOXPmkUceuXHjRvidMxOiZuUnLVu27LDDDoPlqShfZZZir7rqKn1zLFq0iDEJvpj2tvnZz37G0LhgwQLBOO3ylFYAI/dM08SElsHi0oqSVi0Kno2TT6x98n03PXruktXPxUktnQFrptvwRV5MzPfSJ9PcS9JEUrFJMDtqO+0iXuYAtR1ynzVrFnmkeo9fZo0H9Xp9w4YN7H6uP/MlO9gcbV12JGqB37dt2zZ+CQvKyZcKgi1ZsoTxbEKIFSRPaYs1cs+YZViolEZ0J2h70PLae+Lks8u/O2v+yt+d/4+vNGKfzTpwguRimqe0DTokmJF7SRoJAoKGUM+hpKuvvhoSh5HF5iSMM5A+B0ibpSrnKOlGAq7KvCMDjkz2StLZNUOr/GJkDRgum3TwA2FxcwBckg+PvglmzJgBuTvHHg5UrGzxJMrXAWd0jIQcay5B5iZd0uPoTycn1WmQU42uWD2CxFZm3Ut+Mq9YsQIkGc8kjDyOZPvSwCkLmM6rWGUQIMqm8gW7ClE2lVmSntOlGEbuQwCmi5gIGkbnT2OHpX11d5C8EiT78I/x8JVh9RKmmcRLfWm6hH0qbjdynwqUx1GHGHb9+vULFy7EUuyoTRyN5g6/i+izZhmxz3333QeLoTWjrjIGkJnfvr4+5YenyHbvvfeiU4sKGUU4Xr58+YMPPjh79mxKhgfPPPPM+++/X8w7mrzcyy0XXnghVZAQlfIduXMXVyl5y5Ytqld8TUXIQ8KAc/zxxzvTP2KQJDni8WlCUccddxxnxMI8FyYpTh5zzDGUTGYEcMUyEPKJwyXk5ylWrlzpnhcYsRQh4UUXXURp/Cl4+/v7ly5dihgII6MNVahMET2aPvn5VDr22GOpd86cOQyxZOCkpkD4Pf3006k6d+vWOPpIIVmM3DOqbtLwYw/LC/p5GDT4F0ShB88HPgHF+JPu7HEpxhfebO6FdMeeLFT6o2zi0hY55gyGeKYrTzzxRIgMAmo2m1IklTQGwOMy5px88slorCRIChqCRsVc/MK5cJMGA37Jf9ppp8GMsCcfCqJCiBWK1GBwIMhUBMdRCLfACKtXr2Y8gOmymruzubunIMOpp56KhEjFXfDpKaecgqgQqB6ZSikHaTmJJGeffTZVcEZ8Ktk0NlBjtlg4/dxzz7399tuRWYLx1OJ3Tp5zzjk8EbVzO/Xy1AhAIZTJBDW3kN7znvdQCEMUVzXtTAbkQULuIl177bVc+vSnP814QDZuoRDOUxcfKyOiVLnOaeQ+1GRR0mgn7VoCefNq1bzg9Xrsv4G+w8om780oHMTszj6qEfo9/1/6ZJp7SZpI1gb9OkbWn3AQlPTQQw+J/bOcIhsClCrtG8Z01g/UVTgIzZQzg4ODEB8MJXsId0n1fvjhh/UpwBmYixI4KfZ3sMgWQUIAMqC2S3eWJYc/HblTiCSBL8TC/EmB+mKQNYN7qYiTyEMtZKNMKBXFXNo6eSiTkyS+JPSpgWrPLVSkWzSEoFY7swl3MWxQDvPPGhqphfzkdGYWRjLuoijVwjDJLyo/J/nU0DDJMSjp00GtoM8mypF2rwfhGTlJUSXpPN2IYeSeIXd2W4rDBszONnphvZnsXfPkyzc++uL/uu+xVuMNtsgeTH0k8ZQkgFgFrHJG7t28GDneS0O4JMJ17CkbixhW1OzqlV0YpRJKgphEPZyBuciJ3gpR6iPgc5/7HHlE/SS4Ce1YtmMlqfOYI2Qud1WIXslJLVQBe0o7Vjlz587NmmUgQWrBOiRyh3A5g0si3x86Qzmo1Yw6IlAR5fnnn69H1tNRESeRXB8uGns448idA+T/Oc/rwFDpiRISmMPtdRqNWpBEmrXs2AaolLucs+rG6lLY4CeSEYemcXcYEOxF198sYxC3CVRZZTPsQNMV1FG7hnk8XWMPZib0DE09d4k+NMV28748rZL5/4T81+8kTA7L0e6zqkcSzkO3mmM3KfrpTpIvZCIpu9gPZgFMwjMMmJ+ETHcBEOhC4t95B/C8eWXX87tsg7Pnz+fPGJPLnEem0OWxDkvqwVXs3VJw4XLuAT1SzbxMpeoa0RyF/2RYGdZk6T2YvKWCQhWVTmQKSOEClS9jnA5dh8WIncJLzlVuywqZKN8ioXBNfbA5o7cKRmTDn8yRjpy5y5KQE5uAShs6/qMIJuGRmHIMfYiHhwB+FbQNINT6kvYeSYqkpH7W8gdk0xK3H7ie9HLRIW8843/86Y9s5at39XGCo8GhEODl7BGNd1qr+zJyL2ELSTbC5OBmsTD2AKhjEbutKDIHYqUtcSZdzAuS1snD5qyyFH8CA9CslkelxJNjeTPmmXIo9ECgsMe7QwyIj4odURy56o+Prj3uuuu40ayaUJSaRi5a1iSePoQ4Vf0qvNZzV0kLsLVBDIHKN0yzZMfasYs48idP7GVk0GLwpTczDPngUK2JoriLg0zMoJxnlFTNZJT5iwGCdPcx/nizBhnvjJkI4o7PjHpfCpdKGjtTIJr1736v39l19l99+zlUy5scTZJI4sRY6YM8o4hg5F7SRpJaqxUaewYsurC75jOZXyQfjrMZqLmE7nDhs4orMzMRkJV0m3nzZtHHj0sd0GvTAkO09xl2xk2kEBwMlDAhkilTwpRIcdZzd0NMyiDmhmW3V/WEsRDTmzr69at0zSmnkUUzLEGIRWik3pwnRS5CyINQjwR3wFkw/jDAQXyyweKDCxo7uSRuV9cj/wXXHCB8pNZiTGPM1yV9UmWfSeM8KRAnHk0wUsiD7+XXHJJFr2S9KJJiGGa+xBouIk1042WQvxj4mhgV9L+g7XPnHzLMxcuWT4QtpJ4IEit8QHxCSowndp5z3k2qXUkDvTyT6KX2C3dICBykTUAPxboQ1ZpURtJ1gDlcRVlm0+rMaW5S9fGmQSzuxhKTezIXctKhzU0J0Xf2QcRw1I7Nnp4TXO2Kl8kOGxClT81oUoeucE8+uijklyyyWsFYlVPk8mbYze2SVQxvkMAwTRQ8Tj4DvEnQ6AzQPENwSVK1rcCeeTnLv8Z/pQ7JqOdHkdWI0xGZEZajVWcFLlLGH15cP6RRx5RmSJ68vNcDFqMJd20eEnuNXLPNERqbEc5p/3T7TreTMI/XP30r974s4sXregPA7bqwP+xE6gpdYUvfzJyL0kbyY7BL/4bEAeeGCI7R+6aJpWlYkRyl9ItGoW2uBczAkQpJVqG7MmROyVQNYOHfMNVoGhUHw1axCSlW+SOtORxRnwJJlYlszT3SZA7VVCppnZ5NJnX9ciaMgU9jsmGDNiCJC2VMsWKGYe7JDYWdqEtJyIK5JiT+j5wI40IXd4yGq7wO+KMpnylCVU9GblnWpBXK/LSBaoEl4mTnUnyydU7TrvxxQsXfWtPkJ5ppF2DEYClqnmGZyqoDxm5FwTsRIsVT8HpcA3qNsSB2QHqgVaU4CkaS/w+IrmLg+ReQh5MEJpd1J+i3UmQuyYtJR5LkCgTG4WzukCXI5K7KFXGJZR9lYAYeDfC+Iw6kyN3fbhQiOzsuDBqUKRwLWgCQOWRwyVJi5ioWrPTsL/UdvLwILLCKy6bBHbkrnGUbLiissBKd0nxB1ugMFfI8XTyKtncWbuUhnuMCPrbxBj5XJR8ZN1T77rx+x9YdtfTIeHEiObOVGrqTYMFcTwPP715jNynF39XuzOeuBk/GSJkLiPxp7MVjEjuEBBUJdM2xnrYRwqpWFWzgpos5U94cJi3jDR9kmzfrgp9QOgbApZEJDEmtVCdfNIVOIwki4pcIRmHZHPXWEV+JJQLJjo1f2oAkAWG8sWknFHJcoSXGs6BZBO3gpV4mdK++MUvMuxJDBwW3YcOBxoANOZpAAAWLVMSSppT5aTKJIOz7Os7Q4nyyUbt3IJUWsSkukrSecYphgMnm9809yE06PhRGjsG03q76bVfi5I/W/X9c7/wrUsX3brDw0cyCP1W2h3TMaACbT8muet9c91Cf/bGVNI4X4mpyQabwIaQoHjQJZ3RSeUZzeZOBl5UERZOe8ovSwi0xWomcb3cPHASJ3P2I4DH5CR51MQHPrXKcRELsHLIyq961Stc4DBVjbR333035A7zkh8KZiXU5s2b9TiIodvlO6+ZW85QhQID6LODX84jGOJxoJMk6sKGrpIhZYzsGgmUlEd0LD8iDXJUjRjy6EcB1+IpznMVZAQ7B7LmqzoOqB2VH2AZMvFM5Sk4WQlyV7sIE7XssMY1ch/q6nSbNPBAClXgt2te5D/+0s7VP9i8cfNTXugHbNnB+Q7341YwNbzQTS3jJHenxYgsjNy7wXzEe6WlOvLNaqA6VhOINEfU3BUBURoorConbiWsyXJbVNuJ6WRkyGroOikN+kAhxbxOyZWBSCJxo8wjJHGiMiswix5NsrlHcLeIWF05yqzZTgzlKk1nlE21uDMysPArybOPQ42UQGaRtQ70jJpF0OMIDZXpxgC1hZOKA+RxlaqQYSyZe5fIpUC1iMNNB6a5j4xtqm2kIX2xq+P32B95+9tBIw01E3pheyBoDeBD0+54ShLwLpfmKbSQYeQuxc0pPnRiDfjq5UpOEXDqQCVUmEJh7L5w90l0IK3rjCPWYYzMJU2Wou3q1RUJuvdZjSj+Eg/qhR82SGv8OMiXmXpFtgoyO3UbBLia1RBVb5ZWNK443lR+V6bYWR1MnOueWqK6YUP87mjaDSpZ2tKDOPpWyaory+lOQjd46EbBJeHd6+DO6GR2LOm+AxRUgoR3w6pGSupyLaUFAc5TLncxqmRzj1mX2iH3VDP3WJTaqEXeYBLXAmZZfa85iHs7gcM65D7ywpPc4eumwCy5y2KrVyKrHPHpynm+YeWfIE+MYRykV2I0YrLzE0JAmu9BkitNdEPryLnwwNF3rJLe0o4u82jSjliayzxaXWNmGFPIEQVzFD9ix1OHVDqwu0plOXiG0UCY3F0T6gA5ZtZIpskSjFdoAIrZ6YZYzFlYqDQz0Q2TjHZvpcgduzo6O50Dzdxr1cJgRxw/HScvRUktCgn3C2ydq9UzyziXL32BYliELzCYyoyLpVLxUaUGZr9/3Xsy/rfUch4EgYO/YyImJWnojL6Mu7SOU5Oz7J8lI3fj+E9m5RzxrhEfxOUUtx58oMpamQ6U8CBFKUYmT+2eN1tU9xQ5ZmlFsGG+ZeobiNcWfudFRoEjKa4yTkdo9AThUUQdzHr5Vq3SqkTuaTjImM4Et0etMHojTv5ixSMXLVvxOwu/ttOPmoFTE1KzTRFg5VtmVnNnAKfJGckZw2Fzcboanl+3ro95reyMnzuWB4KlaUEA8HGdpPl4RbMrMKdFmKmplEfG/RGeYk4VtVTJORcNO3AZRst58AzZq6NVUc7ziprgaF2un1pkK28i7dbLRDExFfLlliqSO/MRKbND8a3QeyNMPrfquxcuXn7Zkn98pR1yhvO6LN4secqSOy3NAhOFz9YKb/UAdQW6hehe75Lryqj23KUbdWCpSwSIw37w5MpX2HElIsngPaJL7vasJCOenJyoWfEmV8VYj3jFeATjkdXrsjjYcRYBcFavkAenwu+4IAqcP++88xRpxzT3dCoCT4KOTs7UTKMexS9HyfNJsjNgd2xM0XwksgsTzpJpzpIzeypiJvwAxK3l2vrO5VjrPqBy+Y1pLm7YnKosA7qr/M/bYxKOZnnosccc8XG6t7ocCiU4m7v2z4LfceXk0wpTnuyrCsJjE6qdPpZGa0+dHInZHkXpTkyNOB5gYWpqh28T4Z0IBB2Swxu+YmYZBnBanaeiQ4isZdXl+xe/acZ2rvKnHKVd0swMfxq5HwqUWsJnPBQ4etLPqLXEvLNEOiOqGtuzMKMmN1ZFOcbPXevmTHOH1FmjFOFMxCrVyO+P2nvDCO8RVNpa5O+LvH4CznT26GUZU8W8ZRRoyXmMyRdYHsRSz4c5sanDcVIZRvRJmHSntBvHicCBbDvOG6uezT141R+kUPmzr62+sJ3nqEjfuUIWFAetchOqaeCwdLelqB6097dCn2BCHhupBoOhP/BzzT0l97dselBClWeYWcZ9mo3m25B1lijn45hUhoAhkEVgTAcnW6GagQsfx9Tsjj09aPusYoq+/vDmeaseXXLb3XvQYf1mxIRqSv2dXKVPWZu7I/dKTAWXHloT0BCYfgSynwUjSmPkPgQLhN3h7NTqgoFmR5z86Z2bz1x0zyXL1j3rJ9jgOwp7yusVmE6dYDz3MTvK9Pdlk8AQMAQmgoCR+xBaqSdMGqvdZ5tsXGVeT+JPrtryvps3nT9/5c4oHgwDv2NtZxGTRYWcSB+zvIaAIZA/AmMqZEbuQ6B3JkvTSAPEbW8m0f4k+qM1T/3aFzZdsnDlbqZWk3Q3piRuMOeKO2H+bZV3iWaWyRtRK88QqBICRu5DrZV6wER4/rW8dKfUcE8SffzO50668elZS9a+QRylGM2diJANXGb8CnC7bbNXpffQZDUEckfAyH0I0jTSI4Z13B/ZKDX2diXRtXdt/z9u2X7W0rtej9miqc06piSoY5XBH778yTT38reRSWgIFIdAJckd2pLntQuVpz8dTO7Y5ZQLoM6P5jHCttcs10kCli4FftTak4TX3vXcL/tC+csXfMaG3Wgu0eQO5q7kXtxHdJKNgQMgXwQqCS5a5klidBCJEXoz+KRjWWoBZluNwOFshsRPMwyMbzNys00/oDHyqU/WfOTd97w0CUL/h4v93RxPrOtYbtjc88H/UJLMc29UHitcEOg5AhUktxhZy3H0uJaF6bcYe0ipmrBvQtirhjZo5E7ro5pOMg4akLuEXTennvHxg8sWnnN/FuafpNt9lK7TWqUb5q3TMm7tYlnCBgCVSV32VsUv9CtunTN6SJNc8AaXAKnaB8iJU6O2PBRuhVHA/IeTJJ2gGmmvj2KNxM4DBdIr4aHzAALnJhTjWusZip/1zHNvfxtZBIaAsUhUElyF7MDCsxO1BQp5ll9nGNtg0v8602bNhEmTeFtyTbMgPMWZKMgjRDW2YkpCQaT9ptx683E2xPXX0u83UnArqp40SQhpnsFECt3MnIvd/uYdIZAsQhUntyJWOv2kMxq7oqHhdFGOyhC8QQ43rp1q4JhjQgqIwbqOduo4i0TQuVhi6gDu5Nkn9du+bi3N9mMKQ0r1lk8UGyz5FG6kXseKFoZhkBVEag8uRPFWDuQZTV3/tQGVLNmzcImw4G2SFcaTXlPN+lIQz4SYaYdEBMyilZtebHvW4997cEf74Lt2YQvauMpSR5ylr/BjdzL30YmoSFQHAKVJ3e4W5Sd3fxTk6gkDDLYbdgy1DnMaLeKUWzuKbmjtkPurbD9ehj/5aqHL162+ncW/v1rUcKZMGwGaUxgI/fiOqSVbAgYAvkg0CPkPswBRl4xCmqM2R3jDHvISrtXQIaRyR1Tero7aie8TOTviuLPr9zwob5vXLHoa696ULuH8o7m3tkj26JC5tP/rBRDwBAoCIHKkzsbBw9bwQRScoSHzSF3NqnALs9OVG4F02iukKxRwgMSjxkYvO23B8PwpTB+JkxeDpLB1IMybAXEFMMyzyBR1XjulZgtKKivW7GGwCGFQOXJXbvHDdPHIfcVK1ZA6/zC8vhBYppfu3YtTXsQzZ0FShTFZCvMHQYsfWq1o6DBBGzkR2GbWVVWOaULnagu3dKj7Mls7mVvIZPPECgSgR4hd/G7ZlZJs2fPxhTj1qai3Y9nC3DmUttJu8lu2PjBE2igVcMy80Kc7IoTL2iGTZ9gv16yn71nkwpwuwUOK/K9sbINgdIj0DvkLn5HZ2fPb5h93rx5zmcG7R7Nnd8xmiNI/LjdSpr40OP32A79dU88c/MDT/zD/Q8PtpusXcWS7yf96QaqRu6l79kmoCFwiCPQO+QOrbP5N8o7/uysV+IYl0f5zGBw58zGjRvHaGwfH/a2l7BWKfFawUCcfG7Vo+cvWPN7C/92PwEPcJZJveAH2UebzZrKn8wsU/42MgkNgeIQ6Clyh9khdCwwmGW0bHVgYIADmP2YY47hYAwcmUtN/WGC1D4Txq8l8Z+sfuIDX/jenEW3vhpFjTbzqKjsDSP34rqjlWwIGAJ5IdA75O7Ch0HuGNm1iAm6/+pXv8oZIsyM5iQzBCUe7GyBjaNjap+JdybxJ9Y+++vLfnb+0jU7EkL+4iiDys6Uakt7rZY8meZe8gYy8QyBQhHoHXKHy1Dbm83m6aefjnuMs9KcccYZGzZsyC5xGg3QVDHX/qip9h68loSfWLvjnct2nLvsrh2JH6TB3LmWrl+txA7ZRu6FvjlWuCFQcgR6h9xR0hVmAA9I7DBydcc+wzyqLo1plmGWtJ2uUcIXEu29ScywT6558VeXvgy5v8gC1aierl3FLJ8q7xVIRu4VaCQT0RAoDIHeIXdp7nKFJN4AnN7X10f4ARd5Zsz1O3i4N4ktkwYgYC+9vfsS/5NrX3hH31MXLL3zdcJBRnsTwg8kzKlWIpy7uUIW9tJYwYZAFRDoKXLXAqWDpIO3CEYX9nMiAkES7o/83fuT6GNrn5r51WfPW7huF36WIZHEalriVIW4YUbuVXj/TEZDoDAEeorcu0QpDT9AXDCiteMzE3mvJMknv/nsaQsfvegL39keEOed3fWCdIUqzjS2QrVLrO12Q8AQKBgBI/cMwCFbLPno5kyY1sLotTD+6qNP/8nKH/VNx7aGUT1KGqmfu6wu5dEb9myteA2mmTxZnOfJHB2myHQEwhUldxhLmzr7MSk2DIHxg6bTOsQQ6YT0RebuufXg7DZCNr9zNESZ4bgA0GDbVTTfVbTiL8VWKJq5D6ZPmD3GAK9gkAlyd1thUqYgRzJHcKG1lOrS9wKvf6gvSf2diUEk/F2Rd7eoLUvDltphAPCRlbB6G7k3isvqT2HITAZBCpJ7m5PpXzJHXt66ioTNbG6hDGhwnxcZAZCr8kOe6xhYt/UlNzbkHslHN2N3CfzQtg9hkCvIFBhcsfH8bDDDstRc4fcsbknUR2rzH4fz8fkX5589n/cu/EfH/zB6340CKuHRJVpwPFG7r3S/+05DIGeRaCS5I5ZBmYnxkC+5J6ENVaoEjsGio/D2t4o+aPVm8/88g9nzV++OwjjsI323ki1exT6wfL3CNPcy99GJqEhUBwClSR34IDf0dnznVANGTLYhgNmj4gb5vXH8bptO296YOvX1z+514/9AG5PvSHJEBKKoPTJyL30TWQCGgIFIlBJcperTO7k3ogTHwf2oIb6zh5Mg1Fcj/397UGWq9aJBZzuv9TkkhcHmN4LbJOcijZyzwlIK8YQqCQCVSV3NHfMMvlq7phagpTc+6Ow3iLGLwHEwloS97OgqYGTO040YTMJBj24vgLcbitUK/lCmtCGQF4IVJXcef7cyb2ZknuYQN1R04uCAT8YDL0BbxB1fcBHY4f5W/A79vi2ae55dUArxxAwBIpBwMh9CFfmUXGFZE4Vb5kwbPVH0T889uxnV/1w8YqH9sP52NyjAHt8yBDAItXSJzPLlL6JTEBDoEAEjNwz4Ib9HW8ZtuLAN6b2Zhh8fO1Tv3rT1nMXrXsTv3dWqHa8ZdiDL4kGCmyTnIo2cs8JSCvGEKgkApUkd0XxZUJVrpAEam+3sZR0awivpU44GNo78QWiViMJPrX22V/98lNzFi3vj7wobqShfsOOU2QVduswcq/kG2lCGwI5IVBJcmc2ldDtbLckctdeHNB9l5jUOx6WacxflqnG/mAS/sG6599x47MXLb5jL56QSTuNOhCE7MJn5N4l1Ha7IWAIFI1AJcl99erVF154ITsuHXHEEVA8++qhuXePFBOqERsxhTi6p5aX/Un88Tu3n3LjCxcsWbsL13e2UeXbIEzJnZ20u6+u6BJMcy8aYSvfECgzApUk9+9973tHH300zH7MMcewo95pp53Gjnrda+4tvAcJ584K1M4e2HtTcn/hpC8+c+GStW/GMStXWx1yZ7rVAoeVuU+bbIaAIQAClSR37DDHHnvsUUcdBb9D7pdffjmae/fkjrEF4iZ0WErucTCAWWbNT2d+9fmLFnxjTxrMPUrJHZMNvjRV6DumuVehlUxGQ6AoBKpK7vPnz0d5l+aOlQYTfPcIsTu2yD0ND5n4+8Pmf1239V2LHv3dvtt2tertzj4eHXL3jdy7R9tKMAQMgUIRqCS5Y4RhHhVah9yPO+64VatWyX+mS6Q65M5PukuqH7J2qf7nd/zwN5c98h8/3c1v+ZFjTTqAO40Ru5dAm23GwKGQPEIVJLc8WnBDiO1HcsMx9B96ujSXersssRPukrV82sNr/ZSED9Rb73WCtp+ww9a2PXTmdQ47Lam7uQc593ZCDzEaWBBLzd27zA6ztotmyFgCEwvAlUl90ajIbMMbjMco7mTuoSy4wHDD+UQ99Fv+37dD3Gy1B5+bjO/dLOmKiQE5msGbyK2NDFy77Jv2O2GQOUQqCS5Q7hQObSF5n777bdrEVP3mnuG3APPa3tBUPOGmL0KfP4WGWF2Rb1n5tnIvXJvpglsCHSJQFXJHeaC0CF36ezavqNLLDK+6+kiqZbn/+CJTQwh2PehSH4rl1gKMGfOHJZ6Gbl32TfsdkOgcghUktzF7PxCWzK7i7+6Tmk5pMNnHEaZRxx17JHHvA1ny66LnZ4C0ifoeIuaWaZyr6UJbAh0j0AlyR0lvdlsymeGhHK9YMEC6dfdpEWL+xYvXkIJ/EdhCxb2/c7l1x1+2BHTw81d18qcBCOfZiZMc+/+VbESDIFqIVBJckdn12yh4oUpacKzm4QTDI4yaQlMp2LVD5MfPLF1Scr4FU6zZ8+G4o3cq/VamrSGQPcIVJLcpblrwjA7h9glHCxfUkBI/gt87PhtzO4Em4lxbA9ZoBqlkd7jNGhk6j1T+uS8ZUxz77Jj2O2GQBURqCS550job2kzZmTjNkHD0ri/ge9F+9qBR8iBdtyMkgG/3mLdapKkO60yDJQ/6WuGOVWbUC1/Y5mEhkDuCFSS3HNHQQWmmntCaEgvDT7Qjmph4+UgerqdvBR49ZBdVCPCQsYJgYErEfE3Xa/kdpo1s0xBfcaKNQRKi0Alyb0gzT3dARvujn2WMXntcFfkf2bVw5cs/eZ/WvQ3r4VevY2hBtqH3MlTgZC/6XAVx9pp1si9tG+gCWYIFIRAJcm9ICyIOuAntTQCAfTuxW8k0Sfu2vzeL35/9tJ/ejmJWkR6T8POYJappUp+6ZOGQCP30jeUCWgIFIKAkfsQrGk09wQOTyk88sI3k+jaO5897ctPn7V01Sv40aC4h1hk/AjTDVb50ieFkTFyL31DmYCGQCEIGLlnYE1V9iiNHczEqV/fn3gfW7v95C+/eHbfmj2xl3h1PGUwyeMtWYWNmH4eI8zIvZD3xgo1BEqPgJF7pok8/GCSRmqqRnnvryWtT63efuoXXzpvyar+qJm0+uMg4irR3qH38ifT3MvfRiahIVAcAkbuGWzDQTbrCJlOjQbjaGB3knzkzmff/cVtFy36l93o8sFAGNeZS4Xmw3QIKHsyci97C5l8hkCRCBi5Z9CNPXwd051UEw5aO5Pkw+uePvVLmz7Q9y8v4dweNdk6G6NNupKJSdfSJyP30jeRCWgIFIiAkfsQuLhCwuxshO2nBxHk/sdrnzjjCw/OWrLiRRzgiXfAGlXs7SFrnGxCtcBOaUUbAoZA9wgYuQ9hmIYNjvwgCaKOcWZ/kqz+6ct/s/6n/98Djw+mfpAsTPXS8ANREAbsxFf2ZJp72VvI5DMEikTAyH0I3Thqx2EjieoJq1ODWisO9iVxHfdHwskQLN6rJwFG+XoQN/wonVUteTJyL3kDmXiGQKEIGLlnyB1zetgUg4dxKyB6mJYzEXYgCuKwFUe1KBr04qbfiTJT8mTkXvIGMvEMgUIRMHIfghebi59aXTxovREFzTgM4fF4sB23iQmJzT1IzTJeQIyZrjfjLrRRVbiR+xSAbFUYAqVFoKrkrk2rxV95JT8OA+g9ZpFqC5vM3iT+5s9e/sqGrf/j4U1vMMUaByHe7kk7wkYTTkBzJzSxYnjlK+2YT60a3SImNjPhTwlTkqQRyNJoCGSbuDwoOdWhJCINexGmXarytJrInY3YePfHpItJZJgxiXvGvIUw7myKrZRrW0J8OLm3k6jphd7LQfJf7/jh2UvvvmTBP29vM8fqR349Dr0oQnGfAEVqO2/2jep+l9cxkRnWsaiabarYaY/9mK655poVK1asKkGizymVQJa3iOBEKolsq1evRr6SCDOssVauXFkewZDEySPQpitRe3la7frrr2ejHvbaRMObEHWMM3Mh5I76CW2xhfU999yT46bVSxYsWbhg6cKFyxYu7OtbfMO8JV+49KN/ecr5H/13H/zY/GU3LV7Ut2TxDQsXLFu0YOnihRPYL5uI6qTp2mL74osvZuhmAGfLDg3jXe/f120BEiPdpfaIcm1h6KTKaUveroBCGO0PrINc9wruSjBEQphS9aWfb33c6VSSrasnnOzN2tKZpI7kWm2y5XV7n7ZQJsE/4+TrCWUrkNxRhJcuXQqOSt236JEzUg6ccfgJ/LJV9jFHHXnY0cfPOOptRxxz3JGHH8a/ww4/dsZhx8+YcdSECJJCYfZ58+YBcY5D0ZhFUSlqu7bZk/JeKjItCTsMe4HUl7p9q3K6XxzBr9qu+x6ei1yu4UoiDw/lgJp2lMAkOx5PL0SQO+/+scceWyVyR21n99R6vT5/nz4C5bXrqoTGnZGyJyuQQ3baWgw/jcYeXv8sFZrDwR+fxwRWKYfk41HtN900pVc400yuCuN95488lEdyNx3333HHXecPs0YD9hJfLo2hNUO5trQ/MILL+SFZODhDCJp2JsuwVSvtqwCKDqVE0Yj6HQJRtVAhFSzZs1CBgSbRklc211wwQWgJJVF+OSyPf3kHo2+ROrr69OoTL+aRmGAgl6EMIw373nPeziWeJN7tEnfBQKq9Mwzz2Sk4c+HH34YszC0CU/mQS0/L6MozV2y0pbHH388+6lC9DlYtON6lLRwfiSob+jvCcP+wbA9kPpFNqOoPwr3+VGDJU4sVo3T6JBlTwwqQAQj6NOMT4fsfuK5zlWMXRgjDbVr29utW7diI9I3I+dpSixsYxdRWA71JfARZ/E56KbrNSQXVvPBCkak9evXA5Q+8IFoGlGi4aidX7C65JJLkAqN4YEHHuBPmnUaBVO/evDBB9XJIQRNbk1Lk1E19SKDVGb+hJemuP9Qqfoz9SIG6aKLLgIiMNFUZY60VQi5S1Cegc9VQHz00Udz0txRySP+oaBHQasRxRt37PrnHzx1z+bnBzzCvLeJ9/7zDbSJ7F76REOCDBCRZA185JFHpovfReLUzu9nPvMZmYkQ6fTTT9fbOF1uPCIsgNLUE4LxGQtQnFea4pfTsRKYzJw5k4bTh9dnP/vZaURJvABQzMnrSx+g0KueffZZjdnT2Hw7duxQX9JAeNNNN01Xk9F2zOsiA03G7/ve9z6BNpUjjfM04c3SGEMXWr58uVSoHDTgDO8VQu4yOOjzh28x5sqBr3u58YZBD0A1J3pM4AX9YfTpVT8+6wsP/M6Cf9xPxIF26gRPFAIqL+0O2fK2VGdC0CuvvFJ6n+yAfKZxVdahKbYROXZ46KGHNEMoOzKJ90Gq1lQOl3r/+dW36hlnnKE3QZM31157LZ+DTgGcesGoUfNJGgU16khU17hTKRWVSh+kCwkl8Snf/rKRTmXzOTunujFmB/BBHqRi1Hn3u9/tyDRfRXU0wCUPv3xAqFdLHg5kNOaSxr8paDI1EwYiN5sqgxXvXTXMMlLb9fkDgr/3e78n9aFL7BpJK4praWgZIssE4UAcfXzdM6fcuOnCRf+8N/QxKETEgkTFZE1TiQO6O0UYQ5u8CNTPNHfPl74b27uEa0K3i5WQ7fzzz3fCSFl+73vf6/xE9VpOqOTJZZY8dBsS/V5vI7oCByiACMaLiqYjtWtyVUziLjfkIBXjjYZkNwrK5kAeBJsa2nKPAAjOciVdQbIBF5dyVwkPDh01auiVtUH4qNVoQf5kyJH+p2+dSTTEhG6RZokwTJAIFmnuUmIwXknO4vq2G8wQm+flHeejiqZR59Gwd8455+jFn9CjHTxzIZo7SNF42U/7XHSHJuEHWKaUfoqnS1X7k/jjd+44+abnL1iyeg/NF/ucT1k/Dfw7dS/8hBpDb5o+wehqMiJDCtjd1Mxwq+ynU0xbVEob0e3UaiSUC/V+Xsv7779f6o+M8hN65MllphYIQhQAPhpmQExjD+JdeumlemPzfR/GlLbRSYAjwiJxzK9saww5iD31aybULrSXJOGjGazUfMyvysI75qPllUEjjax8c+bMcQYZppdkZSbpe2JqOrlG3M2bN6vJNAGOTYbPCHkNSBkVa+UFQrYcdWOZEKmIrquWQj+Qs5yI/sknnwSTHAUohNx5DAZnhkd9iGm6qXvg2ukWTGkkGS/dbK/NCtWPrHvlpBt3nr/4m2+mXjSt1BqThh7guKTkLtWP9x989PlMG0OpNKq+zmhmyIIMuX+jHbzTyLQtvZhfPqU5A6tKByTJbjM1qhaiSpkCB9BAzTnhhBOQQW+gXlGE5JuaMzm+DGMWJWUTHPS9hWCSQUxKVwcxqH/KvvGdwBoCZdSWDHwXOhMEMxZTMyRLHikBtVoNpVhfgfxu2LCBkygxHKO/Q/pyqJuCDy+NNFdccYW+HmgmKqXhnO6iRiQV9Bkhs496Di87jy9JZBTSJzuNddVVV8GTY3bC8WcohNxpXaB0X/e8hzK7j1+sEXPyHqcBwlLuRoFv7knCj6556ZQvv3r+wrveZII1aXqQe5QOv1P6xk/kqWRq2LZtmzoWEGHRVucDIn2gAdeUmbmlrajnXX755epkp5xyis444wMsRs9zBqWJPPEk8+pN27Rpk2zH/DJVKNcLzYmJyJ544glOSjPqXnsYTVZV4TQvTYWRmDKRnNQOaBKJk4xJBdHEMAmdmYgFn86GC2j6wJcjFugh8E9/+tOiUXKyqSL0UAx6UksZocWeOGKJyxDM2bt1Y/f8kAXHfWiq1bZs2aIJEr1cMtQwP6F25BKzvvIpmmR/PehtMnjSdbdv365PKzWKFLif/OQnEoyTrJ5VZ8vFRlQIuQMcsjJu60loRVq3++6emqNwg4nSXVJbcWt/7P/ntU+duuTxSxcv3x20vdhj2gi1gWEyT8NVHq0tVU4djj4EJhq6r776ajGmlGLoVW3MVbqC2rhQNVDjClXj80u9ciR3440YTV+v9D++NqbMeotOBwJUjZrzS7/0SyAjGpW0hGpATpmPEEmm+eLsM9SoUZm6AIFKVbvO6L1lbHZtR4fP9/t6tD4o4wZGM1Utc7ZQ0pDDh7/0dxZCy/gwBYKpx2L60NCCTxFVy1OThIQam2lcrFjqY6LgPF61n5chilTH4IAa9WXMNLj0AFmE6F0iVoZk3ZKjDK4odR4aS8+uluLZ1UZUyjCst54XULLpy7VLYQohd1EYIorC1Ku6B85j7RJzpiFxfpk39WpR809X/+j9Nz72fy/4Wr/f8HGgoWngw6Ttl2xCVZ/zInEsHlJnAOf222+XlqdeiFmQVqfTyxAvDUipy2Ye7XYqFRdImdKoIwaXYCSYVN8T5FH+goTJFotIUjzVhaBOzsD4worhRwJLK8QKkftkVFYYGkIzhCjFUjxPPPFE/O5FSaoa0BzDqs9PAUqauaWrSBlEAFRUDXLIxgHg6BJYYRAotC9lNXeMMKIweg56Aw3nxhswlA4hC5IIThyXI2Jidg0qblIEkegqeg2pV0Y/dTB+uZSjANmi1GmpV2oBD86kiOhewnAsgxWSgInesu67UCHkLkxJejkla/efPF6CPcZjf2xInPmJQX/g1p++8ucbn/m79d+vtQZQcT1eqFSzb/ipcl+iJJ1dnVjsQEK1URNqIOSY7qUVj4DGjAUftur03UN3ENVP2qhUG6Rixaw43Y1GDDnII35HvOIU5KyQqlT6nSqlF4GS6Ixj5gmd8Z2P/dzZYdhIQ/nUjkoOCBipAAoa1UeD4OKq/Nv0mc/wMwX9j3o13mhghhdEW2o+WQPEXOpyGqKKFowey4eCakQwZFCT8YshXqORBAYrDEpSmfNVGsSbVI2CrEbhhcLtyk13S50iG9Z/jX/Qa0F9W8q4Oo86rfQnqtPbzTF2DiHG688wnMsnciHk7owJcvVTy+XLUPraolihIIDy7R85vgOICnGrgfWyAQvajfORkp7Fn/Q/DeCQGpyrV7G4T2mBhvlPb5rGG3U4Jb0hehv1ropJJW2+gOsl14Sk3gTpwmCiGjXe6Ni9tDCpXOuKQ0nqOT0NC4NezvPOO8+Nf8JQrCr3X0Qip15dpXz7Urbkj3zkI2o7kuzaru1E7jK4iUz5ACqO3MWVJGqhOlk8qN3Joz4juNTDMbgxOcd5DQD5oqR+QpfW9DudXCykpPEYmelItJeMVxs3bhQR5yKMeiwPRc/RpwwJSTTGDBMGSbChKQPuNLmYOgokd2AqjtyzPTh7nGP/yLEop0ecfPLJamP6E1OUWPqUML6zMIcDbCCyk0qbQD2U50yOwmSLovPxhaiXn1+qRqphgkkkKR1IhZDII0tIvkyhzxfeBKZJmZ+USCTAQSRYwMHFn0hFBjoYSJ522mkosNxeEEpiAfmG6vsG7h4mD0Jyhjk6SE3tK1OSPstyFMx9KFAy33aiA34JloIMDiIdANSHP/xhNRx5QDXfkWbY942a7+yzz9YnF/Vm5UE8JyFzrfqeACj8C3IxMWeFgRPon/RtFHbVcuqppw4DB2R0Rt0MaWk+Phk1SnXfZBrypX3qpaYWvUEHNhPInHXWWcINaene3b9chZA7uEj7E7nLKNE9WMNKEKdz0pF77lXkVSDtRBtrDYWULDGXiwIo1lCSDUQvJMYHmSPykmRYOVof5MyOHFMpTeYEE3eIPiQ2iU9Inkh+6DkKpjeBh9UKAM09CAqpw04qeSI6wZANBS2XF3LEx6FkfTXLeCV+z8ojcDDXSEJlQH5sXHTOfI25FCjjhqz8ajIEo3bxaTa0pJgCR1INOTBdQQEIwQ0uo0vAp25UpsZsXxJ0khCZJZLmzGVty7EvgRI0LQGED0BlhdF8gDo2Sa4f/OqNy0UYlcMvRiq1lN4geVVlW4pjcHBvmd5BFLsuASmE3MXmw8hdRHxoJpkvRAGuS2XZQZ1ehJ7NQH7eRrp+QbhhZxQTDet5WXLXZ0T2JdELkPuYLUOHFlKJSZ2xeNiQI09hgenYlhsLQkkDszQvfS44GnWEpUt6e53yjr2Isap7FWzYx5ZMBxQuVUDzk64ds+TuxkgEdogVhBKPSa+gIgGl5cRZDUbHDiX1OuE2d+7cfPmBviR7lIQROFly1zituECc1zCjjseQnAu5y74PJhrJJImE0dvkWkqYCBAnMMp7ly1VILkjmaR3inyXslb3ds284bLmaItWzBqspfXQHaVbyf8B1UMqf76m7SyMmglwMYywP2oCw+WhdrxWpNTQlJqy02QUOfPV3PUZK4unW2NC1dgrh5mAqFd0z+AEkjggaWKzoM840ZYsM6JIcKB19MkoQ7NMVTSfe4dlXM7FeJptMk1L8CttF0uCNEFkOzD2KhGpRCi0neali/sKdBNgRI9xrM2noRNeLct6BdgN/YC2g0+1fIHz+XZyjal8b2kkBgEsadmOLeuWos3wZSOK12dWXvZGnks9hwI1ayUViv584MeBNu0hG2IsW7bM2am6MUsYuU/FkEHrDg4O8vrxKvIG0rq8kPzpJtw0+cNYjQrDgcgLjwu6Gq1bnOYubzDInRFFhg6NJa5L8ZJgDeRV5IyWSovIxFz56qSyuevxeSEZCzmDvQXGlG3KSbVmzRqkJQPSMgxcd911Gh25UVLlO+qIKUg8viLLUztjnpvVp5mQhPMAKP9lbKxaaZzX7JzrphTu2FDTAPzKdwiVU2OzS/QoONSxGExa3LSzCEuB5xCDTs6B4jMrcRI0aC853ZOQTR+mavccX0UKRB5GfW2FAUS03bA5TAkjaZmz4QDhhW0uwuihaAt90PDUKAQMJLxH+vZyzUROMrCCiZw0pURSQ3fTn43cc+xRoxYluqGHQZR64elqdCzX77UOmzlVuIyTvKUM4PJtIHOh2hY9iXdeyrJeAJnUnFoqxkcG5Ecq6RTSWPPVttTj1ZuRRMqymNRVKqnwn5Ppn8y8wFCYdFI36uT+jS8E5NeLnGClBWhSAPWBJQaRJMxkuu+JXJgiS+5iDWoBHCqSgyPtqBiQWXJnjpdBSMQqNbm4vsRMALWADAOb+JGekyV3BU+Xw6g+OziQzNKXc3wVAQGUZENT6wBF1nVHJE4bqXfJo1RRN3Rv98JoANMrTC0sjODYdZLsSIMwdC2UOSRhwEMSNVmX/dnIvftGHLsEqQb0e3obb6OmzunW0DdKKCM2B9/4xjcIpC6bu5RoKIz25oXk9rHrmFQOXipGFERCAPR3elhWMaeXUzWRyvnguOyyy/iwxcmB/sf5Ij6lpbOLK3ErolJkAw0OnFQaDsmDMKCk0IzwLPYHYJQhS0PppPAY+SYVyCuKW442F6N1iEuu108C84uTKMIgEoMN7yctrgz5Kst6fH7hSpgCoOgkCqurqBViDWVjC2ZEwjdDS+1ZZO8YR2NAjijxmMwB0pF4dvkOUaO6luvkdOabb75ZFnAS/e2WW27hJJLnO+qIHMWk/OrAgaMmo2kkLU120kkn4W4klUXZukfGdRtZPilfIb7pPwyEridLPwAuYFF/BjQwYYWjGkvNPQl5jNwnAdqEb5HCImus6JsDN4OqWTgRumZUFHNNL4A65YSrHN8Nb3/721WvZnQ5cJ4zbl5XJ91svqbvUIJytyZLm4MjeGRVKm+ZdD63AxoSyrNNiPGr6TuhR35cNfSNP7mXYTTMpKE7EDRxoqVMsndrulLTEormiuRSG6Wcjq81xpVLxKQJAPUo+edoepClsw4fQaeeJqDUqZCTgSH3uRykolc4QFwPz/ZtASJ/MFm6OZBNPN8hEGHgx+xEpd4sVa0+46brdaBZHF3KxRDqhnZhLkA0B6AH55feopddrePA4YD87tNwcv3ZyH1cb1SXmeAsugvGFtpYS3J4RWk5PqhZsEBDyrlQhgV+cfygadG2OKk1910KMNrtsKFGFG0IycvJL/qyCEInUTTIhm4oD0WUMk4qnHq+n9J6fBLVoekwuaQvfZlEtNmsYqZDBHL/5wBTJu8MqMrmC1wqJEfEwF+TEzw+X80Awic2fwIXtfNachJ83GaznEcF411VVCXmBvIVRt2JR9aaKebfqEUtJcbX/CofGW5LXtZhSjHUGdn68tXckWpgYACp6DwgoLn6bCcHJTl9q4G4xBnFz5K+nCNKsCGfcVp9ihWbp6ZTYSMCE62e5etKcCGqrFucRB7EkJW8e2HcG62eA/5uDgYctApPy2Kl4+srkLcM9te+DojRTWgNI/fuG3HsEqRtQVWyM9ByOqORWb2NCSj3HcdJzUfx9ha6iIneo4p4JxFGbhj8ijXoZ+pbkgHxeFt4GyVnXl+vDj6RuyyevA8wVDbWNpcUJ1kzhGSWACQ4C4VIj4BgubyZ2UYVSWmCDgE0ZYo8eiE1mQmVSBg9hcIEcSn3IVDfJeo/JKrWJpwa2zgv1mDyRmdkW+MWhcUHJUTiz9w1d8nA4yuahXycBIg6uT741JEkG2LQdnQq5Rz7RRp3DlevvAC0oF8jClUDBZoTB669OC98NALlIoxgV1ehUSicXq0HlyQMNvRbOomyqeeTOENmrHxO4HE/91syGrlPDreJ3SX7GgmjpMZwRXFSn3YEQXNqXbKYi5cETZ+ur97m3oeJ1X3Q3FRN4XCWm590/KhIRtr9y7EJVzF2IxIHFCxty83gdSmYM+Xr8aXCIIZjIp3USyLc9Ma6gK7oyOKXfHVS13wUq9DtIgu9iiR4Af8/tabsttKsaT59aiibfJ9yRImSpapD5fq+UafS3Diiir80DHBM22HDcUyXu7IsoHhG9hVCKu3xIjQQg527adDHH3+cM4CA/xgC0HbugyxHlNRjlWRyUSTk/v5+9Wc266BrqWnQugCHkxqBaDLxstCbdJOJrKlCvRTY3YsvtYCkr2E3EKr5NBJjo1eb6lkm0W2M3CcB2uRvoZ1YW69pE6jcKTsKfs3kGBqfPl1heQ744qZD0Myancs9ULh6mOiATgZTSEtV0km5WCA5tSMwk3JwBIoPr6XYhJ6nV3ryuHTuzLp58Oxy/Oe1RAx1en6xukgxlA6o14ac4KPQHJx3IonXkK1LwdztGp5pDsEikfRxw1wZ/E7jagyWhkgTAxTfOoDmhucuhcmiJAT01Y9hgRr5U97umkJUFH6nLT7/POaWZWPingkd5T0rQAgajuhpK5OvUxK09udvoJ49HnaDsGkq0raHFGib+jlUuEqHyjA4Td+4zeoXb1drSZvH3BT/Eidn5www/ozj8zsMZhovkpdmoSJDyVALUJzOEkwHPGiaXsmN0M+ofHYyH1yDTfJu2gkEbRCETjvDsVEpS3pcOg7zjZHu7oVmwqfkiNVSfUWI1CyRNI3Pmf45Sq10x35qEQkhBeR6cOWUQeRslrtJEH5xW3Zl0HvFWJo5Zf4XZ7sUlf5npXRRu+krPMosOiGZJZeL5bvftRxz0VRYiUeHwpw76coQ7NhCOz0LzKTgBTm0o3dN98wyhBV3XvvvTSTlpgpqedwUnseiTKUma9+lGWHXu4o8Ziy4+njT59ZUo0BQSv1+KwRGgimaRIZJ+lRuaCU7YpSwBmSZdDjeektSAI+mmWVnU1BHQQUjYs87qNnch3btRTlaAaCqmX8cZ7+etOZckMMrDTq89KiyMyEHOdlSVMzTUiFL4rc9VJphao+T3J8xyaHdRnuEhXSTqABE8nJT9zKL3qfHBs0nSKG4pevNs7LSpgvjKIhVxEfzrx4UiI0kDgdkIB50oKl5nAg+7vUtHzbV9/yesn5VQAcN1EhafWSyEDEGfcruw3S6l3SC5ZX01OUXn5q5NkVRFPykHhF5bICv2to0dc3v2iOss90T+7ZkUZPTc+hWPid2qFOUZLYQbMUCryj8xJY88BSq/XVlSNKajWVDJ9SkXQFnUEGtZEsfmplXYLL3IxOl02WHQLVZNpDVeOf08pdEFZ9RnNJ/ZkxRlM+epBuhHFKNw8oJUDrz2V/F/jUqOBFDDNCT/UqM53fzSdNqJkKIXfXrRGXpK6fY7fuBuvpvXeYckoHeuSRRzSNKfVKs2FSVNXvlcTvbIyZL4xZ5YLa+ZMdqHnBRA3qi9SoGR71PI0HvK5kRsGh84lfJtTtxmyFrGBUJ2OCQwMZSDAU+ns2crI+LJAKDVro6aHGrG6cGfSiKhHLUPEPRJoaDoFIgWXU4V1S+EYpy+OsazzZst2JGqFyUJIjkyDiJG0nU4DLzHlElVqtRa0aBcdT43jyDJOKtkOwLHRUpx7FyWwnp7MxCmpx33gqGmcedVrSd77zHQ1pGmX5pUb6D+qUlqSJapWk10PBXZL7MHujXijAl9arpJddMyU64140vX1k1ow9t4/zqclWCLkjkAx/onUNQUg2frEOhZygJJVT+pd6G79uZiz7vkFbMrvnyw7D1EBpWKyn0IE4QooP7MA4xIFIX22KSG5Wqvt3YMRGFzgoVtkoJeJTLvHuZVGSbNAuaqwDNkfaykrI86KhS6WiCvVzBIMUNHUxLDM50c4KEkajCM+OoVacpTdO7yCsAeM7eYQSPYpRkDZVnoJeT6Sik6jDOAHUyTX7neVxZCjC9gjm6kUc0DFI4lN98SAYTUMHE7M7IbnKyEdrDmvKLqlJbzoPnl394PoPNToxdFLQaSZJ7+P4BSiE3DXCCFPBOqwVxy9fD+d0zC7G1OgtJpUWn9Uj1CHy1bCGsY/oiXqpRTZTJ49rR4kndhD7S20vrn31+qlep+m4SnXJPYgeQVZL4ZkvbTkBOBB1CgqN00JGzaf+75IA1LtQRJcWEWQ7j6DQyWGqlXoXEDnXLHW2IgSTBioZss2ndtE3axYlQZqvMNnWEUT6dU0m0hw2Aqm9cn/jKFORiLI9wb37+gJWch2YW6TwKY2/mQohd6E5LOXbYON/wtLm1MeXUlaDdiezekSWKYp4IgnjurtrO7GYaMKdHFHCIqTSJ+34UXI5swcFKcsjPm+252czFI1Ytt7ss4sghumk2QzZNi2iBUfst9mTU9/J9fjZekd74zg/THvoHqIs+NlPmQObKftKapgZJvaYwhRC7mPWahkmisAUkHt2gCm6uok+vuWfHAKuHUe8fTSSnVxdY1YxZgcrYa+TSDkCchCUhl0asd4JCVMIuQ/rNAfvYUUDZ+WPBwGpCQd2HXeyhC/eeJ5rivNMF0oHr3dqGGqKoS66uulqymEf8e6VdJ+w439wI/fxY9XLObMD8IFjs8wjNkiP2QOmC6WD1DvasD2sTSekEo6JQ29kmOIOP2wMHlb7JIQphNx7o2ntKQwBQ8AQqC4CRu7VbTuT3BAwBAyBUREwcrfOYQgYAoZADyJg5N6DjWqPZAgYAoaAkbv1AUPAEDAEehABI/cebFR7JEPAEDAEjNytDxgChoAh0IMIGLn3YKPaIxkChoAhYORufcAQMAQMgR5EwMi9BxvVHskQMAQMASN36wOGgCFgCPQgAkbuPdio9kiGgCFgCBi5Wx8wBAwBQ6AHETBy78FGtUcyBAwBQ8DI3fqAIWAIGAI9iICRew82qj2SIWAIGAJG7tYHDAFDwBDoQQSM3HuwUe2RDAFDwBAwcrc+YAgYAoZADyJg5N6DjWqPZAgYAoaAkbv1AUPAEDAEehABI/cebFR7JEPAEDAE/n84ix/Mk/UfUgAAAABJRU5ErkJggg==" alt="" /></p>
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</div></div></div>Mon, 18 Feb 2013 05:11:52 +0000charls2vimal14211 at https://imechanica.orghttps://imechanica.org/node/14211#commentshttps://imechanica.org/crss/node/14211Error | iMechanica