tag:blogger.com,1999:blog-24216883912322651342023-11-16T03:56:43.325-08:00Begin with the BrainMartha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.comBlogger11125tag:blogger.com,1999:blog-2421688391232265134.post-30993282463225436842012-01-20T16:37:00.000-08:002012-01-20T16:37:00.315-08:00Know Thy Learner: Finding Each Learner's "Sweet Spot" (Part 1)
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<span style="font-size: 16.0pt; mso-bidi-font-size: 12.0pt;"></span><span style="font-family: Verdana,sans-serif;"><span style="font-size: 14.0pt; mso-bidi-font-size: 12.0pt;"></span>In our recent book: <a href="http://www.beginwiththebrain.com/new_catalog/product_info.php?products_id=45" target="_blank">"Think Big, Start Small: How to Differentiate Instruction in a Brain-Friendly Classroom,”</a> (Solution Tree, 2011) Gayle
Gregory and I share ideas about how to use brain-compatible strategies and student
profiles to maximize learning! We know that each learner’s brain is wired based
on the various life experiences he or she has had. We believe that learning can
be maximized when the perfect intersection of high interest, focused attention,
prior knowledge, and positive emotions occurs for the student. This “sweet
spot” can be elusive for many students and teachers, but when found – on
accident, or with purpose – the student is engaged and learning just happens.
Finding each learner’s unique sweet spot can be a game-changer in the
classroom.
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Teachers can find the <i>sweet spot</i> by gathering information
about the learner using a formal student profile, collecting informal
anecdotal observations, or simply executing a trial-and-error approach. <span style="mso-spacerun: yes;"> </span>By determining how success was achieved
in the past, and by using a “best guess,” “common sense.” approach – teachers
may be able to orchestrate a learning experience that will engage each learner.<span style="mso-spacerun: yes;"> </span>This entry point of interest might
possibly be the tipping point and maximize learning. </div>
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We believe teachers can determine and target each learner’s
sweet spot by investigating four areas of prior experiences. The areas to
consider are:</div>
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<span style="mso-bidi-font-family: Cambria; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><b style="mso-bidi-font-weight: normal;">Affective:</b>
Does the learner have positive feelings and memories about the type of task or
activity to be done? Does the learner have a history of prior successes with
learning and school?</div>
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<span style="mso-list: Ignore;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b style="mso-bidi-font-weight: normal;">Attention</b>: What types of stimuli are
most likely to attract and engage this particular learner?</div>
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<span style="mso-list: Ignore;">3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b style="mso-bidi-font-weight: normal;">Interest</b>: Does the learner have adequate
prior knowledge? Will he or she find the concept or content to be relevant? Is
it personally meaningful?</div>
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</span><div class="numberedlist" style="font-family: Verdana,sans-serif; line-height: normal; margin-left: 0.5in; text-indent: -0.25in;">
<span style="mso-list: Ignore;">4.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><b style="mso-bidi-font-weight: normal;">Prior experience</b>: Has the learner had
prior positive experiences with the type of task or activity to be completed?
Has the learner demonstrated a preference for particular choice activities or
processing opportunities -Visual, Auditory, Kinesthetic or Multiple
Intelligences?</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXtph6jhFVSlL3i8B1I9Lat50S5sY-YAb9PftETJAMG7VYsgcE9eaw1WdsGeZ1cymxu_oG7n0n98Xy651TL5szHmDJWEsJiSJBiFeatA9-st2HDTPed6yj-MuCgrGeImR5ZF2CpzOYu-rM/s1600/Sweet+Spot.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXtph6jhFVSlL3i8B1I9Lat50S5sY-YAb9PftETJAMG7VYsgcE9eaw1WdsGeZ1cymxu_oG7n0n98Xy651TL5szHmDJWEsJiSJBiFeatA9-st2HDTPed6yj-MuCgrGeImR5ZF2CpzOYu-rM/s400/Sweet+Spot.jpg" width="376" /></a></div>
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<b style="mso-bidi-font-weight: normal;">KNOW THY LEARNER </b> </div>
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Knowing
what your students are involved with, and what activities they engage in outside
of school can be a valuable resource when trying to hook students’ interest and
promote engagement. At professional development sessions with middle and high
school teachers, I ask them do a Round Robin Brainstorm activity using the
chart below.<span style="mso-spacerun: yes;"> </span>How much do you know
about your students? How many of the prompts can you answer? Doing the
brainstorm in a group helps teachers create a repertoire of ideas, pop culture
terms, and a knowledge base of what many of the kids might me into.</div>
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+6OyPmDPDK898bvt6++8QFJDLI+SRAZmIvBrlCfY2H8bFi9vejvz0x59I/hrUJ50d8WRru7imHUhVPFoUOwyHv4/T6bXTAa9bkZvKvSWbXBnHPqD1LMLkHhnxJbvTGpeRMM8zzMswyTzLkTolz+Q7UGiw4TBVZkK5t9cWYO59QYvYrNHT4mvP0P5pcuXfrAAw8g0J7X6+1RudNum/eXGzbc9GKmIXZ0VOZWRCwJS263++qrr0aoEJiEAb1/7ZPs2IX8mreb2r1VdS5cEzhSazQqMG+dRuXy8Fo1thlV6bQql5v3NzfHZSh6KpOdMLm9sk311UHaLc+L5POExJPnDbLR+uvPPjp59jlxiSm9mvYsgM7f7a6sbHE8fMF4Dcdi3nLltALY4406DarurmpvtLpjjeQBRSihp5SUH5Ycqj8wMjS2ycC4jnQUFAGKAEWAIkAR+KkIGFJHwdsXWziCaAapNqHbJI8E7gnyjAN0AyJMaJ3eEt4liJTXZv/mmjuwu04PY6uoVvnidK4Uoy07yhOr3fXUm9YDB2HKlr0+QjIgQBL8HbKZN1iIHkkOJ5qbGIeT8XpV/gBIsNDZ2VG0m/f57eWrBJ8d51EnJOjIMmCHAlaRQgtlUPJY8YbBkyjl8Gjf3+CFwRtn211CckZ2XGLqkUiGMliviQ0dzzvvfGtj9cKJ2cnRxt4Nm+3tF7xzv48Tlq9a2dFh/fDDDwnUXamysvLVV18lkqxVCB3o2ba45JDtUJWTx0QG0wKdFhgjI2h0PEz+LOv1CTZnIMBLeGBh37mMGLx7XoQu0fInlPR5PaDdPA9zO1lXC7eWINohNWRXmTee+jOPxyByihAReWA0Gk/LNV0+La/B6oa/OLkeErOhtLmoohWvifmJqbFGd0CwGDSXTMnRachjCow3N5csxDyhEmXeJ9TlpoOlCFAEKAIUAYpAvwjoEwZrLcmE/Zm0cKoGBwUxJe8y7QaV8nndndZmAb4foE0aPRc7qJsqEqnShrsetJdFbDcDOoxXIErDa1UBNeM1aFszojssqtU33QtqJrtxk5ZIhPeJblH0hjNowokJQxeFthZCD5VE6LFK4gVbZS0jBjyNxaR5pCrBmof9MCfnohU8ukGuFdGQEZx0MJLHL3IqJtrIVbX5HH5h0oy54cz4sIIZrJJ87umnHrxw8vrHL37k4inv3HY6rL+9mxQ3VTyXui9udE5MTPTFF188ZMiQ8DpPP/203+8XOqr51rL9u2sTY7QJsVpJzUXn5aTPPNOcXyCqOM3QiWLWSLiggIX7Qbt5xIQUO/d/Hy6nv/xHr/yrvhqBGgn0hYPibp8/6tQhyfNHp+bEGRSejfkDUuWBvcv/+3Z/QkLlosD7G0q1ai4r0UwKJSYpxnD2hEyjVo3X9vIWIFxU0fa7OcPmjUwblRFDepWkESNGhCScIJk+7oMTZOR0mBQBigBFgCJAEaAIRCDAqqKHnUUMn1oOC/lkvk2cTMCQeB6xvVmtDrHjTHpEGmFV6tRCRqWGbzAkoALeW3aU7H/rsxABRpEoc1VkNB0eVbtV1dKka2oQRL4+I7psR0nNilU96DJcTUC1FQt0l2JoLcHJhLXboQAKCeuWxeLN12kXAkLA1kDKD2vi7ZIW/ERbpIQRM2BT5kXJK0g+GJOJcLIukGjAslEm7vxJsQY9d6DRCyhOmnMuaSOPt4e0HodYQ/nKM0+seuySW+aOgTc20MlPjh6S3nccmMWff6Y0h+Rx48aFi6qurt6xY6ek1jevW54Uq3P7BC5rmDYqJm3cFAI5pxGhrMSInMbFM244gSMOO4+1qKKrvl7EgtR+EiG8krRq2aKt61YqaGs13PyJOTBDj8uNz0kynzI4jjzTIDFT4DkO07+4cskHHW1N/cgLFvscHQGvC/cD1uliOQAuFQTA1390djxe4/OSmjrd8PMuTIvW6dTyOksypRs7duyRQHr4ro+vs5R5H1/Xi2pLEaAIUAQoAhSBXxABQ8oIfdIQmQzhjVBc8CMSbM6SqBs9T194mmXUPO2wmQyn0WSMJHrInBu1QOZ2P/9quGbwMBG1Km2c9qT7J6efPEir0RJhnkBMdT0v8BWZ0Tv/9XLQ1NzVTAzA1aRXgs2700rYYvcZmRoTEsx6bQ7BayNnws931zxczpRaYEzONGs5NPXLzBtMkwiVKTh8OMAdmzr9fp4ZNemUhOS0w8kKO/f2m6+/fdvc/JSYkMJYXzq0H+YNZ26r1aq0DgXzDgkr2r490FQKGosFoG6VEVOdjAkTyfyAZQIeD2sO7vUTUGm9AcnrQ3AUSeAln9vva68LCemd2fn9miXvvAQnIkXDwelxanUXIWSZGIMmGlMvQrkJAyfRD30+BD/pLSe8BJ7mRC/iH0OkBscuP6dAHpAiyMmFU3PV2AaVZcuaMY9ihg8fHhvb94QkXPIAy3cBPcCGRYdDEaAIUAQoAhQBisBRIkB4NquKG7OQWFIRvg5J9jYhG8i77UJrpSomFR4mQnMZqzWoYgbJ9cGpQHqlgNtd/tk35EBOIFuCSQ3ynTs/1zwoevilo9Qafcb4rPisOLUgJdU1tZi4Q9/v6NhXCqoWpGmST+B7Wmqx2I94DFvbZUu0LLqLdYOP2jx8a4dT8pNWqKl0fTTvbHzhVNQ3aFSILAjOiKmGT8CWOmRkiki7m9h9TznrgiMXG6Pyjs1NDupDniCQ14hBoJh9aOjz+crKyhQksRNkj14Q58TXUoH2cOCOGTQImxxFkSWJhMq6O6zqKEJbQXYDnFa0RLu9Is/LL1jxrX2YqMnsRZIqD+59419/hj2aaAOLvCiNyE4Mn7ZgwPFmEi+FxAIk9wH84YWijasRc7CHeuGHekuszhwHoZin8QFSE9Fo0B2ZEckvBVNEIF+1p9HlJxWwcxDM3uFCToT8CTfgE+Gi0jFSBCgCFAGKAEXgRyOgNsTHjb4QzQUB4b2ROLVGq1Zxvto91rVv2Na+zndUq1PgkRzBIys/X8EjHEpXAucW9Bxn5FJGJ4PHaoyahNFJKfnpcdmJl71yU+GQNLPV3hyt2f0szOTYrp2wU94HT+4ImUSYTAnFznacqGqxNXY4ZeJNqHFjp9vu9lm0amx3KXcLIUed4HACophxysW5Z92cefo1EEt8bGQxyKMvvyDFp6SNnHjSkYteMHNqSXVLm8Ml607agRzPGJEeZSBRPnqnyspKpdDl6jnx0Op0gs8DS3YgIJrjYmNTk4hZGbS7vY3nBWNKGnHHB4fWGFQmCxZZwmcG9nX4fAcc8nOAyM6Uca1Z9imKiRMMI+G6njQiMzc1NvxiAkesKyWcG6wcLxi/Gcna0dbR0h0QMFKwcsQm5o8CXdfoNWoEN8F9o+ECXr9yLnhtyFIBf32bA9VQAfFb+pIzwMso8x7gF5gOjyJAEaAIUAQoAkeLgC6xAHzO73GDnikEFBJAwNVqDRy84S6gssT3kFn60WKlROFYWFIpcKr4whgO5I4wWFXK6DRjbHRbRXNMWvzZD185f1x2g4E98O5nztoG8DDiT+xr7mOZJNiixy05HE2dTpNeC2E7K5rlFZ/w/QbjNH6xy7pxZ2ljYx8m3h4a9nHIMqa0wcaEQY1Fy1v3rK1e9S7qaIiLDXghMfcjRAc45CW//b1GGxEOrw9RchGxKFdWiipNYkx0cWULcXZmJG+AL2txNHZ6H144HuHQe7dta2sjtmhJ6r2hY2ZmJmtJhicM+LSjrU3FiJ5D21ifi/cHOL2hs6EpYLeyfpcxKRE02Scw2ACIFyR4riP4d++OlEtzaP9uOYPQhOqr50zITY1pt7vkxasYM3FzR0PskQTGjV1HQb8J+ybcW2xuwD5Kh0tJheMxCn3sIFNiltoQZ4wbJIksNi7Fi2AKqs+yCL9i0CGktYSY5VheifqHkzgQz/VxBwzEYdIxUQQoAhQBigBFgCJwpAiwnA5UCV4Hzs52v59snw4vArxrNDqNRkv8KCIdD7C4r2HDDkLZZEs4r+O80Trw6bj8WNKQ7BCpis2MAynUGnXW+o6aooMjTxrGaUBthT2vvoNWxMNb9MusT5bS9QaZorXD6Q04PIE3Vu1/9LM9aq2e6MKygxLMf/lko83Z/urirWvWrgG1O+pEqKAqJm+c026rP1gCggsZZKKAbYVg7eZh9mVmzJ41+fR5KCKlP5Sqqqref//9Wx574Z53Vk8tTAdxB20tbehMjTXnJVlGZcXfd+4oyB+eERsuDQ4nimC4nfToYdToUfqciXDd3tngen/N/j+9v35NRyxIsL25NXnUaF1i8ttbmp5e27S7zm5KSBBYDk4pJLAgvL3ZPggeOkUMQY/LKU91iM37y80lS/eU1tjgdY0Lxeyp6TzUZMeDBcQLlyk34dzE4ZuMg0Qh7KFej8PYnJEAz9lYp9EmJ+ZPFgOM1qAmDxEQiIbQbuLChDWXWXEmrVb36COP9Gh+ghz2cWFOkJHTYVIEKAIUAYoARYAi0CcCSvQQEDVCvjtaOlrrA36ZHYJ9wuidlKtOj9jNERvOBzqdsF7iJahVjjQTcpyfj0oiUVBYhLpQczqLHpHCTfHmg5v3NcRxbToxOy/VY+QOfrwU1lAeBu8+mS0k8vyOiuaHP1r33Oebxqbra5vJVjugL3BoeOKKKdfPHfnvx2649JJLZM7f52gOU0i6VOvMejUL/wrQTWUI8DDp9AZgP0ZHIPqHad/jVFZWFjZlfOQPdyaZNTYX4anooMUlXv/6pue/q2i2eU8bnnrq0JR/X3vSqcOSQ22VhZXY6hL28lAhMtHR0fl5+YbscQFOnWhUF1nV68utH21t6AxoDDHRGk71SbH1xeU721RxnQ43uLHL5TOkxPG4BLyo6kdt8riA2N3BhKUNu8pW7rUW7/M02n1KjBqOE7d0WF0aldMTAEUGUSZvhHYTzoxtlcLV6503xiZxOiOrFlrKNtQULfU563ELkW1PydSL3BsBLFZlpSEp5jXffjV6zBicReotZ2CX0D0sB/b1paOjCFAEKAIUAYrAUSMA1w+QRhA0EhaQVQX8no7mGsXSzEUnZZ15UQ+JxBtY3n3Ga9HY08ygcXFVNl+01hCtd7U7nW2tCIhtSYnDjvGW5NiWoQn/fnvVvr11moDwW2OKobKhdde2qBweEvpgYSjiA9OHZ+jU3PVnjJk6ZBC8iOGZDe3A5uLMeq/NmT4iqYc+R3gosz42OndM7fr/KAwQVnm7l/fxEjF8kwEjtCJCdvShV59doOZvf/tb96b3x1w9A0zaT7ZkZ5JMbHldQ7JReGdty3Uz8uPMOnhjT8lLXLOXeMiACk+cOBGZioqKjo6I0C6IuIftaXAqesxM/6YVv5uWXB89ZFQ2SLjPlDEI6x2vnT0mlvEWZCVk600dDY0avTZqULrH6uDdvMbcd8wQXE3Ym2H2BpO+Zv7U8rq28ZNPmjw4jrXXY/b0YZGjprrhW13N8Cgt/IxSo3Uev9Du8mERLGIF6o1yoO4+Ry4XQrjeEs373BJHQlLigpJrGkIP/ktkzSWh/YV52f2LGeBn8LWiiSJAEaAIUAQoAhSBExoBYgLtSrzL4a7cTjwEZM4kx+SWbZYwfPIBlQrLBMGeIpJar1dpiC3Pnmz2a9R6q1fjFQQtWWaHzQ+rU427TIw/2mhKsKQWZrCi5em/vzAkM/WsqaMYkw4O5dXLl0AkFlpGCI04kCYXps0YmYm9D+EjQcy2qAvpiB7NC2oDtmUhVtyIFkd8EFswJX7SeZ0evs0ZaLH7fQF53EQXIp+w7670gyJJfcwUrPWkRRdKIzPjNz1+wd8um/K3Sya0OnzJMQYMFRRfkQZ6nZ+fj/zatWtJo7A0b9485Shl3k3wIUmPM589KWdQrFZj0MOSTBRzNJ8zYVBBjCgEfA2lVTljCsCPfU4fQnobkzJ6XybIb2tu6OxohQs3ls/OHD/4gatmzs7XGL2t6AgRbM4YbD53+sis6NiMBEtAEKYPjhuaYsSsCv9w7XWG4A47YTr2zBpjkghqXL7EMXgAACAASURBVPDmAYQECjm5XV5IIddNpbI1VqGlUt5TxEA/pjbvgX6F6fgoAhQBigBFgCLwQwiAMcqsT2rpLCs6Z2GcmUu+cAp8C7AyDk1lQgkuJSDn62zwbV2jGzaBMXdvHa9Sq3XxZl+L3avj4Lsd0+IZds3wnSUdDj+/pKJp/R4r53ZX5Kv/dPUELispLzahrXP3uw9fbuDUz9/zIcS37izD1pEwrJLOeifZZVk+JWsjMd6A0Oz0amSLPFZwCgESU0Vhvb1bH0mJPinX6eHJ9ELugUiTX8j4HAi2DULct2q9hRPeqdaggd3l8br92IhH5pdkWxm4SyOmdX6ypd3u/WBTudL21ltvVTT/8ssvw6XBFn7OOecopwxpg+PGn+aq2wejMtFElAJe+IcEaTpYcXttU/z4CVU+NrbpEC+IrMGgi03sT2eOU8clJzXUVMvdsXL0bTJCrZo5tTBe4ANnFwz2+X3N37oRbNHnB0UXQJ8hraGqLKdgWLiS4XlF1TGX3LP3i1ea9m8RAiSqCQi+PwD/F0QYJIs1iUoykLXFqxPyB+uNCf0pGS55gOWpzXuAXVA6HIoARYAiQBGgCBwhAorNMfhe31by7c7nN+591/fQvHajuvm11aLLp/BNmL0JsZXf1bWtnguv2fnF3zocNUGrJRbncSpjMqgeE2AZvdPHathB07LiChK37G16a9H2iy64fHB6/JT8GI1epzPpxYAzziDGR5n1Rh2CaID0uVussIP2QW5lw7FEolwTRcD+lAK9Vp1kMZh0GpAYXbSZ97TLAw4y0SMZfMTIJcbntCrEEd1glLIqhINDYm3Znms+3LzzQGVwsEpLcqbfpE7MhaJaVoXY2qQSidwSrJwUbcCeOF8W1TZaiRf41KlTL7/8cmTa29tXrVoVrCR/IO7H4MGDkUWHUCrzvN/Z6poVOut3Cz6b2HEQjxWIXHD0tILsFpe0fvuh9to2OHRYMvK5fvy8E1PSwJ6T0zMh2OGSZywM4/cH/AFcOjIqsGN02G73pcXosaVOTbsLCzph80ZHLzx271vPPIo1mkEMZD17vBmiEyZc8cCZj34qsAaH3e10ePEQAS+FdhNMybWUmvYXtVRttLUewOFhpPUQPjAOqc17YFxHOgqKAEWAIkARoAgcHQJddFCyOut2ly+zOhtk3qmSjDr/XfM6F21l//ZV7LkjNROyicOJyIoqlX5/Q9THJfvvmNqQpa4ueSM3ZdKwrNOxeBJ01ZiS0La3wmdQM52S6BcFtxSfFpso6j576AKN9tBVvz0jIGKBJZYwKuyL0FEGPg/yzpHGpFiwO5mVRQ4BhF8SVQYjrLwwihNqiGOfULmh1NvmYrVc7MQ0RLnmHS1ysz4ERIrrfST57dZnS23pG1eqQQhB5BX9FMssGCLDvpdwSdSuLTHvvdk2c27stfdycTDTEj36mCd0idfmTGhft7T0ixKQSlNObNxIZTEl8AazJTTa5ib2YPhwv/3222o1YWIrVqxwu91dAsgngu4FJwMyYOaMYcbswrby0sT8IYveXFOzvw14JOdZLrh6PCpDaL7ewTItAk+gSh47nejXNx7sb37/8MO3XMoHfE2tHbnpsa07rFGDdXAWQvA/tIAlvdnmLmu0nTUmvbnTVWclazfJ3IF4nAjLPnoLGUgIVzU8D51RFREOTUmJbkRhJzrIeoQpA22dLW2IsdLeWGKMGqTRWZSRhssZwHlq8x7AF5cOjSJAEaAIUAQoAn0iQOyMsG82WQ+sL3l79a5Xra5GQokVoiSf9Fwwqe0vZ7VVt/oeXa55Z6N+SVHcS+sMX5Xu+eOpjacOVYSWN21dWfRMad0aX8BpGpTmM6k5r+A06cDUO8qsmQVpdY3OzKSYDBBrGKf1OvBsZ6fd6/Kgc3TmanNiz0VRzSaOLyC21t4JjE8UWHOUzFnJabSyNXVaq9pdVpen062Li2Kx4NJjkxDB7kiSbF8lRBVsNeBzfPFByw3njPzsudKTbvXGphPHiy6mCJeOOlP2W1k3j208+FjJmyqRcX77Vd01c62v/UO0kc3eCYAEQ/LRo2cuJt2YmQlRpAaZWkBoVy25B4cvgO0q33vvvYKCAqXtkiVLegiZO3dueAnap0w5u3bHThiP87MHWTijidEPyxvUVYftqG/FGlVYwbHxUf6cS7vKuz8hweWw1VYeiktMueq2B9xuT0U9oe8Ma/J7CxzlZmep2W8j+sUYdZMKkj7fXvOfzVUh2o3m8BbBsssvP36ntbGuW25XToY2+OZwVEalDZLx6Tod9kkc+lVsZ20tWL7b2YwzpBmp0BPJsEYDJ0tt3gPnWkaMROrYv3ZHR8akk/OiIsoZd83qxUtLHPFTF14yMTFsChpZix6dyAj4W8tr2Yy8hJ67GAMTf+mi++57fluHLuv02x75/dl5phMZJzp2isDxiwBoDnxFdpZ9bnUEw2sQSiXTbjKorpxvcGrTg2d3dLosu2tNrQ7/rMEtk/IQWw5mVaUK/oj4eff+mtUHatfyZrtPz8W3umoGRZtTjPuXlZ47e2Kng7iGE8EsVlticSbHV9hcle2SL5CyYHxzRTPKRC2XMCYfttZwFYLYkgjQAoJx8OYojdtJHJtZJi4rQTV7RN3uquicBG1sFGkn+AWvnTXGdyne95WR2R0RIbgdzmUf25e8K7Qjlgg7dPs3Rkf72nPuM7TssTQXi35fuy75oGVEdEvLnVvfym8HyyRMkdDngL/zv+9ZF31omjU3ZuFvdLmFMlcEeY3skWV16UNz51Y6W+3mzBgeW/4QEip7bMjgInYKaPd5550HhaGVx+NZs2ZNuAiEJoQjSngJejBnD7M3dzbu3zN2Tp7X6MnMjk9JMpMd2mFCtna2VmMfIriecKf84WlLWnZ4W+SVsb//0hMLrrje5bRtXrUcq1T3lNV6feMtgyRreZM5K9fdsFsTzcJqjmWsq3fV7anrIM0UgzdEIMAkGQahyEWb18w9/4oeXSiHqOJy1cG7O6GgsGz1N+i5FzpEHU6jix5Epg2L16yZPkWfmz6IAAGgeyDZZx/HeSFl3sf5BexHfWH3y5ed/k/zU9+vvz2ceQealt418/x/lwuajJuyz5o4L/xcP5Jo8YmHgLZt2TVT7thsGj45L1bFxc597MMHTpFDSYm2r5+86enP2gDJhnVr6qL3rrq9gD42O/FuEDri4xoBmd4wbfaq9cVvgexyag7r52DKJF9lmDsjiY+yhA8xSTpOKSR+A6BGClWMrCezMcET5ZUQ0YJjY2yeskFR3lbX0vv+G59uPnCwfdSoQSRAOMM2frLTXc2nXHCmId2g4pqqK1vRPa9TRWWTsIB9kC6ZsYo+j3b4GOf6b816PQpQM2ZQnDkt2uv1cCajTNYkwdupMcl+IH1dHmXUZIh+n/WNJx1ff8Z4fMS3JNgnm3Vo5yUv3LB/wuzKrCkujz+5Zt8Z3z+Xam1GFBWZdpOmpGOwTyyUBP/+cmnH50tipk6J+787dMMnEPmRmCDkuSnepI3WI7YgTikKIDwh8AG1veSSSy+88ELIU1JdXZ3VSuzooTRr1iy9Xh8UicYyNE1FazCPKV2/ZdJFaSdPH4qlkAKEQzGebzpURdSTpAm/uTtn5vkhOWEZiJDOu+q3rz7x0O4tG+AarjPo4IC9Ztv+0ycNieJtAt9qyhPIkwOJ2VXRvGZfLUZKDvCfmLoxcByQ/XRQ4JSt/kQ4OZaptSR12O2frl2zfPOmF29boNOorTVVBF1ywYgQGR9kcE+R97zp0xEPB/OqTzdsffjjr66ZM/f3l1wcY7bI8ruqk88BmOifzQF4URmm9dtX398l5Jw8Pj1yeP7aom3lCNIau+DRP8yitDsSHHrUhUCgsfKQixEa927asGHD2i8eeWpRo7xIiOn4fsU6QrvlFNjw9eo6/EjTRBGgCBxnCHh8neuK34FTr0KmCL0Dx5LZUc+RyEScECuZA+KNMEDlPawqKYcbdqIRGxW2mjRpnV6Ly1eZaNzp96ma7WXVsCujkYqswszLzr79WtHra/l8GYjvgcpmI7y/DbB/mkn/Mr9UBJNDmXCyZFd5lyYqWp2X32618oizIVM91FXpdGoLia8CC7wYIAsW+0uyYPBGofXx2+2f/Qd7rMOGTfrDu/JiWK3HO3r90gXvP3zFp3+Zve2zFGsLQlIH6xDNiAxiAJYZON44jdpfsqvhzqtt/309RC9DCmDHIBLNRKGsIgmDqNdi+08EZGSxK+Rll0V4g9jt2EIyIp122mkhmGUomIpv/lO35TssVPR5AxVFRYgZAo3giuNx2l12q8eJ4aMiO/jsq8gUR75QERLls7EJyQGfx2A0wvNH2SPn680lHTanLkGti4Uployxo9O+ZNMh4qqN2wL/yGQDicw4yLRDhiA2MUURTnRjxPqWlntffmncddf++a23k2M0Oq0GQQ9rvt8IgYLPH3C58cIupxg4UVFiolJSUkeMQgabYx5osKL8jWXLT77xZti/ZYGK7AH7Tm3eA/DSioc++tvrB5jM380Z1x3ySR6n4PeBQqXO+fsjV2X14UowgLBwlX/x0gurnGkJvqp6u+RrLTvY0NGwr6iiE7aS3PGTps6/5ZH7z87Tkl8ZmnoiAOdHD+ZnXSlQeaDCzaRGMVJjSVFDVynD6OPjo39gP7PuyjRHEaAI/M8gUHTwC4/fqVZxWDQJzxEYo+FrDULZF107YqXBrGP0+EVoNKmz7arcDo/JJ5THaDW2wIz0qD37GsaNL8BOhjEjYw794x8geHm/nxNw+2vanbngklwfP8UkxCChejLZBfFz2wzp6Z17SxpbW6BnTHZudH6BipN4p43xEVqP/W4U6tmnxsRmLLHO5f9xf78Rlfusg0JY/oFJP+RPNvgGmTT50CAIH5qITMu/nzJMPk2bla8wV1m4pI4bZBw5i22p1mqMsTFJzl1feQMBXhTgcwN1FQVCgJvNPXeoQWATpY7y7qgvMyamjrr2T9/cewVCmXgdbltLI3TgvR5QcGQCXr/WYPQ73M6man1UX3vooFNJ2rpuZUXpXkLZBRwRNu3nxXe/3HTrhdNRiGDtbpuV9/qAN0Ymgw/CDjyQD94h0JkX+MIRYxXFeEF4ftEnzyz6hIcDklw0Lj8Tn2gDezxKOL1WxZO/FAipyKrJ5jq4rjknn4ISZMqwhDPAK88ebC7H7U8/s7G4+C+/vVGvG8gUhTJv+U4ZUG+t3zz98tqAofCai6Ybgl/v4PjEys1rKpnBN//p6iH9/vAMEChqlv3z8Wc29LQiyIPrrChaWVG0fvXm+997556ZKboBMuKfcRisRmfgGHsX+dbkDMklm6jhd1Qbnx7FlAZh9TscbpGJHui30s8ILBVFEfhVESBMimGsjoaKxl3Yh4aEKpFU4FOyAzPhVkqFEB08KmUhmsOeONhBJSDUm9RpXiHRyzf41aUW9RlazYHK9iH58ea4JLXBMOSRcyEZuuxZvdcLI7mKhUHI5/YZjdg0kXBCnATthns3XjCKEm7LSLzbxmr0pvh4VXMLbKeS0cRaohi3DQ1kIiupdHBUCHHaXrqD8Hlc1ndfJFON/pICRP8/aWQuQPgnUR4jxY7oInasIZpKDY/dnfXvTxi1RkEPJ/E7GjX5IuXZMqwZ7v3rVAGbbIwmvJssG5VdUJT6GRkZcXFx4RtYKvvJy0CRq2ZJz7ek56166Bqyryi5UCL2tJf4AFatkjiDgYAUEI0piSqNdfO/7jn9Hx/ro+N6TDBIpwxTvGU9IbwQAfOz/IGDirqWlrpaNeY/JAaihAsBPYl5mvwjA0Z30BMJOShjNJnloIRM0YED97z04oGaWoK7HF0cob8HZyajHY5Hzb+ieOn7fo8TKz7RiuXQq6g1mdKGj4/NzEZEcrDwLeWNMt4KV8EFEBd9++3WPXv+dO21sydPJq26ZinID5hEmfeAuZTBgUjVS56CwZsZPPOk/MgfGMm3+ePXttijbjptok65ywfa2MPGk1g4MoXpm3krtTwNK/80e1rVx6teWpg5IOfWWAjEq/HILwyUI81qxl5628y3H/wGDwjwxzR2wcI5KfIPhXrc7ct3X/TV/bPnP1XSRcuPVOYxqsdbS/c0JQ4bGqfxW2v279uzt6S4uKTWETXm0juumZZyJBf6J+B2jMZIu6EI/BQEpF2HvoKdUsNyoFQgjYROyWRUJlg/zewN46ZGleIT9xlV8YKEP0DxXqHNpKp1+Dpc2PmSsbU26IwWrdHkdfB7Nxxc/d1eGMkF7EkpSS3lHTkJFtkHGE4NMA0LxMtB5JEn1AsmefglBOzamCjR2qkWBPgzgJXJRJucV2kMalO/G8coeLnXLRc6bfB4+RHwgXCDkhIHDJII9VVrVORQLsCns3hPx3/fjr/sepl09vrdVet0KXm+8l2EvYJesqzgj/CNQXjBq6+++umnnw7p1tTUpGxs6XQ6FYt41b7iFRu2ldZ6bIxuipkt1OsF2JIDaswA/CLz5kFXVnPVydMmx0VrPB2t+uj4kKjwTKe1DbDKayUxpSH/kPDEA+ODP4w8KsmkQYx1ld2NUOGK5TtozA7KYdm0zBy1Rrvi++9veuJJsmsProMMCipAYGZiLCkQYdieXXDK+a3lJe4OskGmSqOJSc2JSc/taN7l7qzHNpt6FfNdcTWmgORKyrpAAKTVNjVe/9hj08eO/ftttw5KDrq1hI/ieM9T5n28X8Ee+vNNq1esJs638ekpsp0ydF6q/vTZDw8yjMlO3MH65yCSv3nLm3fd+Nfakx984s/XTzqy+CeSq7neH4s9bUPd9cpIzvJNK3c1Gc1mVvK31ToKF142ofcTsZpPb77m4a8b9GmJBsZjtQ27e/Fr1+QL+z/865NLth1skmOdiraWxDtXLv5NVvD3U/LtX7NOO2aC1trhl1hzSk6yiWVix08ba3j5YPdvG5c3c05MmfGUBZWvP1fkVLQTyt++6ZFzznjjnOhe2h5BwS8ElN9aW4eBhCmgi8tIjz0Sx5iaV2fn3rlnyJSTJxcmaq0lyw6OfHX5S3OjfgR6kx748uCQm0csfKOFm3jb3fNTu/+O6FLmXnfd1NfvwKwmd9TwpB/8AfkJwwmDQM4eAeD85n/MmfWP6t7e59xHtXEH31/Y9/Krnw23nhoz/qZdX6/Zz0SbHQ0dCadcgH2Zu5HsVflnLziCb2Vkn0eAcGQDenTcIeALeCoadsHBWja5siInsTL5JsQHJFLmYRgUqOHRDg0C4BUtcqpkga3gxX06dgSvskiMhxc73AE3L6ngFi2xfq/T6+gsXl9dsrm+Qc2kwagtU+Gdn23KP/UkwVUtCAESGA/WbjEgU1viCCMzOsQI96gMcEPQCoIAxxXoTFSV1TUkD2c5LSYRSkFv5TEi794dCK/S+9QRlEgwNIu8jA4wki3fHNaSQk0yeSHzAmDX+PqLMQsu40x9R3zSJeWxFbvBbgnvVrE+WxtpIycF7T//+c8Ib7Jz506l8I477nj00Uerq6uxmc7QoUPvvvvuLz7/HAZ2jkjwzZ81VqM3sDynwiMGxEjn1PU+trTGtfL977Jyc+4cvu2S7MJw4cgr3cXFp2DbevkIBfIVxxiAp1qtUmOuhNkFUSs9McpW3YLzRNteN0NMfALG/djbb+EKMfJzE/w1RjPcA3An4VTsg68sfvy358GurtEZ04YR07WSIFAIuN32pmab653l3188c3R5cycuCWK8y2DIPkG4hJgGMMzGnTvn3Xb7Q9ddf8HpsxQdemvSJfg4+/zBP5zH2XhOeHUdxVuLZd5R8p93Ntz0r9lxwd8Zybft7X8urgE+rg+uHNZaseTTuyYZD7153rwbllqzpk0fF1Wz8esqw5hhaUxTcVEFcSfgyu85Y9kHl93xx7tvmNs7eJzkrN2+esWXny36YPE35Y6o1ASmxTzl1usuPfeSy2Zk98W/W7+8Y9Y5b1aHLpBmvmbGF9ekho6DGVd9SdFe9F9RKhfE2cl33lez4aM3F1WE1X3iH9+c/dIcsl8aw7Stef7muS/DzC+nwoe27n1kIsdFxcfBJNLNvFVDL37xvQtjOlbduiTEvBkub8qQWEzqfyCJpccKqP3PnTKFkNq+kyF1/Hk3/PH+u88f3ieBE5rrawRP497Vi/aulgXkjmThS/Mj0ENrbXx+TirDBc6/9caJkRMT0eNAmDDGMHjBrFGRT1V6af1jh/OjAa/eubEP2g29BOuG7aX8woS+fvB+Vty6MZA61v710qsfXlnd9Xgg9okL73/+udtmRDg4CdZtX65o0sUHZ1a8s6ZRO+PSs/O7/3hLvtJlr3/blpKdambc5uHnnJwNM1fT1298EXfx9RMj565H/q08aoQlf8fBbdurnPibLDkby2rrKw450ibNwPOQblVFV/nWDYfqG8vq7cEvlehoqA6cfMfDZ2cHf4e64aG5XweB5o4yhMPgGLUQdDURwePAh5QrhgxcBoj98egTYU4+QWaB7GBBtZ7x5al0Gob1g0mrVD4eHuU64lnOqwRWpTPp4GTSzvB5LCeQeB9M6doNpWvPzhtvYXjs20JM3eB2mB+IitkbPJuwXDRlEQYbNnvWD0ML9CTqgrUZ0onbMSF//esuOe3Ehhs02RzdCAkflfk1AJLZNukWpBuTAlKMInDKdpt946rYM87ujR+0UsfBgiETWfiLsKy7rZ5UA2hdyWKxfP311/PmzSsqKkLZjh075s+fv2DBghtvvHHaySdv37YdruyQA1CyBw1aePpEPGBQBTgekJJX4LLZ4/792Vaw3pqqqt/dfHNzU+Od997bm6qOnzZz9Rf/hR6K0ugIpBf/NFoNp4YfC2Am1HvwoIS91S29sVRUxvxhd3l5ZUsLmf1AFMFCAHuGMITKeej1pRuLDz5y/QI4n3cNrvvTaQcPkVaXVDQdqt+emcSRW4/M2siFk9k3uT5KNyzrdDnvefqpmsaG3111FRn8QEl9/SEaKGM7scfhLHl6wchtV/zpqX/cSP48d276aNHuIAWAo8W/39543aTZ/o6mVoFxVmxYWqGAVbQpmAGxOu/ppZM/mHXP7+dvbFuz6bFp5rCfK3/pB9eef/X7+7ooBWNvRCT85pXP/nHlC+99987iNy4v7EW+1VpdBE0LdNojdutSFPDXHCgO452GuIS+1/AdePUPL15z2sOT4DYjNZUU1XVf68T4uIh+QmeggDk2Jnr+7dfNad3iKvl6Q6M6Ocl38Ntl6y+efM7hHU7YYwlUSOHeGU9j0YePLPxu9eOLlz1wUs/1OAzfsrc4dPl6Nw4rORL0/LVbvt/HZF155elhBm8iQ6rdvm6fi9HMueXayT/NR77/4fxYwCW/n+wL12eCpazv3+2fF7euvv17X7vmygdX1nYd49O695N7ztix752vnr+8m602rPjnTZcvagyrlrrwgznhzJut+/oft96xQa7BnfFKxcobMhnn7s+ffTF90rUTY7u/lkf1rTxahAOr/zBs9jPNoW+8ou9LT35Qt337A2OC37hAzZL75t6zNmwsJGv+zcx7zs7unkn0OE0Pjy0CbbZ6Qq8JUYQjL3E1gbc3/pEMoV2y1wAyID9HSXTw9fLbvFg/CC4fJbFGQaxR8TmsFtunpybFHKxo02IbnQAJ6Q3JUUkWLxbqgeWptKRfmXb9974Hx5x1auaweK1Rkz0qS+bfAmykhNty0E3WmhHViAkObdtaJfghaBGXBMyP1ZgQlBByur8QPXBFawbB/H5UUozcECC/5A/85ZGJYvCUEvODZTtXrYybfU7vTtBGbSTzZAyUvBjWWlVMHGnIqtBgAiyI4b1x48bFixcvX74c+1nOmDHjuuuu8/r9mhiyDxHGH2M2XTFn4inTZ/Ecq9YgPAs4N2gwnlxwYydOPt+nW/zVekCM9Ny/nrro8svT0tORVzrAB4SMnXpqXHJKW3MjuQWISLwxRh0M6DoyA5O7QenYwkHLtx30+2U7f9jNgPNo1NHWsnzTJhi7cUjuGMKUyQkcI87huqJ9eBiAiCZGfS/mLYluewPugJL9Nc1u/5qSSjQnswC5PdGQqCOLwr0ozwFwRV/++OOZkyaOGTI0NBa5+nH81u9tehyP6YRWXaXtXhHsadjwXTGJ5oTUVLI9nAQE7E4vw8akZUYGP+HGXPvJF8+cgR+I2GlnnDp15FD8vRRK3vjnoirliyGL6tjw0FVhtDsqFVEvQknY9/7Vl9+3qjmsvnLOMmrSKBihQ8mQkhBpSg2dCcto4uKj+ubRwu4vlxXL1B1LV3y9eguTEcwGNn36NRBgdRNve+qyVJsL82xPc2P1wZUvPPTeHhwcLh1ToA6niHyued3Dt/xpVSi4X6i+OnnshGGho8Nmfhg956aXX1gTMJ185nTlwUJInL/m6y9WBzQZ191xTcFPI95BkX0N50cCzgRqKrqefYQU7sr0PyX7OXETa9Ys293RtO7ZKxbe/IX8jeMyhw/rdnIRyt+99db3ykI3nFBfWiK703epyTAjTpmc3H0UmRM8XvlPmSl/SL7FYgj7+T7Kb+WPRThSHUbYu31XS4jNuGsqwn9kgnWde0prjuAL2kMyPfyFEHC4Ogi9AreSE2FexHALFkZS8OPH9u2qsQlqNaywcIKIZVStCNTNqXwCj/3lsdeLTm/AyhNOq8PSwOzBKWy0Bt3xapVAXixnNvoYcevyNcVri+NSo4WATwz4JR570AcYt4uxdkI9WFahI7QDc4V5Vtyzm2lrU6YIAbtsfwlSuD4GQEgbmB2JJPhjkgwNeickEbZ4Mk0hAOJNdkcnwJEJgr1om6xnzy7QNwm+IlutSQ42746miu/e6VkPTxu12ksuueTdd99dtGjRLbfcsqPs0Cm33FyOgTPM7RfNOPDxQw9fd2aMSe0IqJ2iXqc3avUmvGoDsWq15o4zc9+5ey4wZjguevLkTzdscIRvRw8IsP6VU0+ambLNUwAAIABJREFUPltRXQ4XyGACNn1svkat5chLQ9xONJooi/G3555kNurAi2Xggpoq+epDB5YuX6oVA0beC4du2K2Jf4hM4rHTJyCGZJfHJ0qhH4dgc68bN4XP4/NXVzfD22ZXpbx7JcET8BHkCBEnL3mWIB8C6BiJf+3tN4OcvDdkx2FJ2E/3cag9VbkXAth7K8zqpwHdVbh1XM7g7j//DKOJMuthjYqHN3VY0kz7vz+cf8qo4fjDnzmOvCupedW3O7sM0ZJv63O3Prm12/ZlmPfPRR8veu2OwV21GaHoud+/vK0nG1bHp6aGdWbIHJZLLACHT6mJ/Riw0ax8zeZq8gddlTpkRFxvMaxWF9Ydzgd8mL6Tz+9fuP21klDgDsZViR13e7ePKDmWQEV0zDAZ0y67cFpa5FCEXc/f9cqu7mvQo8mRHB4evY4Nj//hyRInw5nN4eyOCK5f/cXWgGbm3b+bGTbfOpIelTpHOJwfAXgvHZJSU8OnesUHysK+Gb1qH2HB4XGTPGufuXr+mPjUU+/85AC5PlGFs298/N33/nXdJBjklCR0fv3Ci2utwSOVydLzqc6mZ+/845PPPffcayvL/ZLkLF364sdbuhp3fQY62sP5+o/4Vh4lwprUnIK+zNZKxMmgWk2lJb0nhAxzoKKml+WrayD081gj4HJ3wjsZZAs0B4ksYoQtGG4BAQTpwIo6QsoJA5c/jlg50gbcsnVng4jdLbFoEmQaJRLj55jp4/LhjBxlMTDgdFq9BqH4EO5Zb1hw2URbwK/ScojxwbOMN+AfPnvWXZ9/etGD/2eO1jICod1Y78y6nExVLYPwHeDciFsH1ZAIASQ9MjW1bDPuOrajZJGzajN2siSqyKmH8oTLYb8gpXmPcz0OgQ0h1IQLymeCpFDmhPI8BfLJ3IVQcJm8kv4IoqLkw2Nkt4ucD0vktIRTZQrxJl4THCslsjVbPnW11ihnw6orUwlSsHX//isefbSxo0NnibIMHfrN1v1wCAHnL0wgBimO42rs2mqXodJl4hltVoxgMuo2HWz2iIxm3FgrI/7rg/dn33zzpp270EW4/OzCYWTvJAjCPpNpeReePmH+aWM4jZbTaPACg1dz4N+a/IykR64/88p5ExLjzDHRJjJkYCiT4qjUjJSyrdnt5QE4dQMIvHA5SMI7DvGIQnK6Ee4QAeNJo1ByOcnzvdK6VnTtBbwyX5dN3rCX44VgOzLzxtMYNEQeGVGKYaVvduyuqquXuxgIb5R5D4SrGDYGY+6QghDf4MadPClZeZiVOOP/LhlJvq2HS2qt4POYxp+zYHThrDnjzAE/FkyT5KquD/5FxTLNJ9/q8lrBmaTxZ41MzDvjgmsuOC8r1C0j7H7ryU9lWiw3l98CbY0tYX9/dcnxUX3cfPb21rBKTL92Sojs3Lxsg2xLi8rMC9Ga7v40mTkF3UfIRWWkxpACLjoxfAoQUedID35JoHroMOTCR99fu+mFc2IjLp6w65OPv++aDXW1wGQj0gqdkZsZucq2q+bh0RP2vnnPU5hccTFjc5Mjf7IZ245vV7cnXHnz1T/S4H0Uw+lWlmF+GPDw2nLecNL5C4eFkUWQ1e7pVkTtnws3oPr90pU1IdmaM57YVPT1C1eOG3fVq/99bHb39+Pgkq/3BCd77KDxJ2UxXOrwk06b/5s/P3HTJHzbKr586h6srrrh8qv+78rTCsdf/kZJ0EQelTM8JXIOpvT147+VIV1/EGG1HoEm+0gt5dW2YLGyAVPvOvay0tqfYdLTWzAt+REItNsbQBAJsQxLIEZur7ehoZmQRyT57WiEE0Ny++4ma5WNR4hAMGmGqXW5MnUGtVl/7+UzSquakuIthOuBqGlg89ZxWm3moEQPIy64esLUGXkFJ0/mDfqd36564pLLV3+w3O/2SP4ACZln62Sr6xmsCOTA5eTvATy8oSFRTrZew4Bsc3A17TVbPI0bFtUvf6B57VO+Vjz6Uohg9yBIbSzcxAmZInef6J1TMboYNnWeKXGaPv5UfdxEXewQLn6SXg8CSNrKEmRaLluOFTCDzDsAQ687uII/XLDgaPMWr1CYt2hh7PO1vnkm53mG6oYveqhKTMxyauu03fCPf3r9WGmKBYisKS+33CNt3FkG3xpEXwwITItTgoeIWad2CerMOG1ytLay2fXq8mLD6FGc0YipD14Ou/PaRx9p7wyfqDN6gxmzL7NJd8aF5w4+/6rTTxqJjdxVss0bcyPkwcLVoOAajU6nc3n50ycNfeTaM6dPHi3rhUmP6qCP3Z8yvC4uB8rLJmrZ74SwZEKUUQJ3c4fLK4i+cBBEGAZdrbh6h+ph7ybjllk7odeEcCvTKoV5K7QbXJxhEZLBgcosu3jlynBpx3W+D/JzXI/nhFdeV3Djsx/eOSMNj5tST737kcuHBq+wyjztL8U8+VGVfB3Vuz74zbA+OJln895Khoua8bddB/41I/Ddg3d/3OMnRKpZ+c5nYdRi+h/e+eD+OSD36vyJ01LCwK/57J2VkY+YnSVbd3avd2Q61725pDhIKMLa2dqawiqZstLDDfVh9Ug28N1Hn+xH7Yadmyt6nCKHCelZYbwLXrYHK+XpAzfu2ocuSAtrYC8qKe/5Kx12uq/sLwlUH/2psi5/8s+ndzM3UqVyY1F9ZFWhfef2kogiPLcM/ohHFMsH/aMnCfrCc2655c6H31q5+M4xPQJQipln/vXlN++e+cOeQr277Co5suF01ZY/fxBwuVagqbra1dVOkzrp1PFht4+nrLTS23Uy/PPnwg0yI326dJmF2cFvGZualdfNmQMNe8tbgyrEnvb4FmegYc/G1V+88cfzhoTj2rbpww/WtU77y/Y25Ysr2Sr2fHJ9HmloGn/nfz6+Nvic6Sd8K4NK4OOHEE7Iyu/zGZWjpqEz+O1pLNvb9pMexHRrQ3O/DAIIy2e1NYN1y0/2yV8DYp+UmSgMjC6Xx+GEHx65nmA+Mv3+gV9GIkJJvHho0V4smkSAOFHFdAR8uWazSaO+8PJTLCZdRVOnxYS1P7Klmng8wLaq0+n1p4/LXbGzcspJucOvvdB37/XeO65y52d+s2jDa48udnV6Ooo72PoWGOQJR1OrQXjh0Mx5/CGbMH7dyAsB/tSsrZVt3KuGCTrgbNMSRthHIhZ+mL17kfJeVVltLHwyYnRTo41jo0wToswXpVjOS+aiwA/lJDLtrVgGijWVRKSciF2XzGcCgq+luZdAybt7GXQjrFojtZ3KxgS0U7enj6pIOmjawIuy22SvNk98+EFbpxXxU/A3XBR4+HJEDxn6/sqtZFdNho03MnkJnFZeEpkfz6XG4imC6c9vrdLm5aosFjwQgPO0Hlts+r0ej3v9jh1BLeWxd7a1xCQlLpg1sS5j0llRVsScQWgU2c9EA+dxOcgJVlsSLt5sda3fVT51VD5s4cKgkXMnE39GCI+3NWCtq0nkQZdhhCd2eGU2RAzp5EGAShS9Xj+50whMwbF5nE3KHdfYZkdpiKaTv1JdjiXkKgMoeLAQUURWFCt2kpDu4soNG7pGERR4/H4EednxOwCqeU8EtIULn15Vz0t8w5q/z+mxOk6uq43NHD1lQkakeVSRotJ2BYCW3Js/+/BgkMZoYqJkBiG0b1y1PswmrcsvyA5yu7hhY3LDNQmsX7Wx/bB/hnX9rXjrFsNFmbvpSrA4edpNz67Y8uXD05MZYeNzL6yxM/1wAkvO0O51bN0ykdMNO/e62d3cm2uvqbYeVtWI1vLBsQSKdKgruOK26yIizNiLD9T0NCTib1lvVSNKjgQ9Vpt39h+ffuHpP185Ma579U9QTOzEy26//uyh5gipR31wZMMJF/sDgCtVA9bW0IU05aQPHjW62wcKNrgde1vCRXbnfx7csL4scn1wt87dXSk5XVJ8yFeHNZkQBbPfpDZHmfr4lVbFpqWbFCP0z/St7Na2z+9++AKScGWdByoalJ8EvrbiYJ9fo37XSYfLofljgUC7rd5P/DGIuZuwRjkRfxOlhJE6rDbCoWRCfgQMtYsDS9Le93Z5bGSHZGxojheI3bArF05/8KaCEQWg2/BjUSN0IHFUkC3VKILxW629+9IZm/bUlDfa4jQcdmARLWbvObMCGSn1TbZ3/7Whco/e70cr8k/Sawk5A/XuY2U+sRIb9JgrsBqB0bl9fHOZ0k8PTLGiMQATMtJhvb2BB+8Q/V+0CFtt4h6HcNApbuvkN7QLbqAGVKTOdg9c0AmGwUTcTmTCCTqpcu7b06Nf0dnB15ZASSwubZnI60TV4EOJMF3HOExpdWyTa3uP+jjEzjb//fZb2PllHwy4wSN8iKgx6ldXtHU6PDgw6VmHT4ozqfA8IM6E2QfzyZriPVafJjkFhmQQYsycUErCLzLMsjVrlC4UErx59VcnzTyrcHD+Zn/0aBNPLNxqUG14gJP/HOZF5FBdfLDui/XFd105F4vHHIK6waM+Z8bYIVkpEMIF/IWtB6LcVtIxLkyXlwjWwcIDHus9VYzK6w8QvizhEUjwB87lqAd6IO5tHTbchXJDKClTbRJEkqjNyQZ+2PjxfATXHgIhXt7TRyqvqjpUVaUM5Hh/7+M3/XgfEtX/50Ag0Fh6KMRTDBmpclB+V2nxgTCTNOM8WNkU7EyXN3JYiEyQMs/ubXAUPkw6nEFWaQbylChTP2NmbkaXJJ+HTcoaNvfhJR8/PD2u9vVXFzdqw8521cJnT/9vzqBXeCTftOypR1c2hKoK5cuWbuvpuRE6+0OZXx4oRYO4M5/ZuP7t3xR26WMekpsWaQUXbPWNXe7DXbXI549CL1zAL5H/4eH012ufgCuVfU31IWsTZ7FEZxXmh92T7Vu3lvZlXPrFcLN/v3pblycG8XGKSh0+Y+FvbrzppusvHJ0IA2CvpM2IUFg+76+trIt4Ytur1c/6rSTS+0TYkJkT+g5GqBBobZe/PJ6Dm7fURZzpOrDExxvpH5ouNH69T7DE2uZS8BiFMYI4KmbtIP8mmxeyPp+/w2Yj/rdhqYfK5CTDuNuDdhl3i2vr81uailt5BPNWIdAdqxk1OPr+mwzTJ+1NTLTFFHK6qCiTvtPthR02JApCQKgtZuP7j1ztCkhq0DFi9SQkjs/JAI+tw54PbldpeRwpQjtYemH4buuUqV5IjJwhUiWDXgTTMwQYDS95i7+WdYyshiNseo5tX0DgCYPuN0Gep0Nq3hFoWOOt/cpds9xV9bm98jO7owGxWBA/SbBbfVIw5iEBiuBJvHdkyOBztmVzSLSCou/gBtTD8sr2Aq87Xsoph9uKzP1ZqbAhVd9CfiVQU9FZafLm0s+xkTtYKcKIE0u74qGOYN5pGR98tQ0aGjWMyys6fKKFBPiS2m2uR95ZaRlSSPAhV1ZkyWZJKliOwWFXb9lS09gIwH1ez2cfvjZp+unpBQm7jYPG6j3w6SY2b+JqAiM3/EyIIxCYd0l5vSXKfOtl8xLjY1F+33bNlUNQrPu/m2ZFJ5hBpjV8INZWn+poIKZrojwxUWMg5DqRayb4EGgKwMie9z5vB14BH4lKiuDjLW02uB5hJyd5hkB8achLptqymziZx2D+AEyNrGgTZHaOElb66As45wyERH8QB8JV/AXG4Co7UN4lNmrUECXqnq26PMTGu052fapT0nO68vJn895u6h5xghzETLn2ykkkTlJk8pcdKO4uAXlS1veRAK5dxZ1FL106cvTCv27L+uOS/zw+Q+90k8XgXWe7PyWXT5cozxeUMs3JC+dkyVltUnpyJGdtKyntmkF0CzjC3C8MFKfRB7ehZLXJufmJ8rMHolpsQU4C+YvTnTw1lbXdR8gFbY0/Br0IOT/jwVEMp79e+wRcqdzZWBua7MUOzknQZOYO6RYjtKzavFc2eHWXkdzPh5smLXdI+NOA4lf/8Z9DyqZI3LjfbW6o37PqkzdefumlV9+8fUrkHRipUfiRYLBYDl/35/tWBvvtE2Hs242ICX0kz6HKeuI21rR1bVeY0cL5C6eETXlaDpU2hj0p60MGLToGCJBf25rGfWAzJAKezBbxphhuYVPEAksQPFAoq9Xm9XplIkgIVJ+aoVr512XbXt3+/fNb1v9zo7XGLmBVJccg1J2mICvqmgvB3tAQ98XnDqcm+5SCYWN3ltYRs3dXku2gxJoN2+rkkfmIuBH8NQNvTE8NYMMdiWmxtzldmvpGOPqStYAkdIYD1K23SqRMo8EG6oRwkn476vnmg11dhX1iI3p0CS0Oa/PGWcLOUQeclgAFIz4RItNLqb3JQwzKxM+EcG2Z5RIYSYnMvzvWbyCloST4A5XbMatwRwfaswI6r8piN8jygm/aok2Csx2jCg3M5fFgB3WcRpA+Fs428OgAKyX2b0ZrNr+/qZQoRYzLTJtLhMEb05J/fvitJncwyD24LDEXAxAV5/X5IFRuKH2yYgXy8PBZcNn1k049o7Z200e++PEGNxkUVMWIEXoFmwPhQnAa+Han4qlFfhZcvWERf7JEdXKaOj1D6xmvVY+PmnPlBEVV6BALszcxVwt4rkEuk4wCof4SHPXJtx4LKfHuctTgRVoRLi7YbC5eRkjWjfBsvILwKRMYjBCTDUnCo3ksGIWKQAPTlU9XrHCFR2uBwOMzdX8Tjk/9qdY/BQHOHBUZVbB7LVRbdVnIfkpIjNyNs60p5EYrFzgczq5fGJXZEinLebCiCVaUvlLhte9++toNU7p2+emrCikL9duzglDx2YNzp0x/sPKsd56/XNnYvGcV/JFZ9Ngzu7qLAyXrtiu+tT2irKCKp7ahrR9VFQG/FlBw6M3KSgkSL7Hso8de6ZqYxM4479Qe60ojw9pA8X5iMh4Ret3A/ay5Ix3O0QKuKOm1d4Y8uTmdVs2mRQbkKPt+c2VPDx38mY4IB/RTcGMzpswYHEZPBesXf7jivi9rCPnWxsQezqmkf5R/8NnQj/tWHi3CmpSsyHUTIY3LSsscorz0VpmWa7IWnHlSuJtSxuBC5dlVqAnNHHMEZHOkVNN8UA45AppDkkK7CePB7pDYmAYfhBpJLW3tAYVX9sVzCVNj2ZxZeW3l1raqTvxyyi/iZAKyFDV/FmGscgIVs/K+L9qax8y6aFdZfWsnMXlGJuKIABbuY7rvGCElEVG/Ee3EYLSBcdU1Wrw+jgXf8nqJ5btLeLcc2ZQOQeB+AXB2WWffoY1khPKwQzUjCHGo9DCZLgkQI2PFOO1+vw+MkOF5Qn4JckiEIoIekxLkXZUN/sb6kNRA/V7J54Ldvr6ADN/gDG69qVRACQKW+3YvI5AR4zVB6PM1a+x2pxykjwwG9FSxZBPrsiBatcYNu7EdkvT5ul1b9lQC84YW29KSOiyCVki2QmcR9VzkZSd0aCmKK1avloWTfp5+6M4KLnmvw5yrxfM0IEcUJ29EBxyy2Mo+NTmBVWvBwlc1c9+2sJfO59wjVDw83yRm8ryhllgDMpDFwQ2dBFuHxVq2dkOIggmi5YBcw1FEQFxIn89txQsdoQcPdo334STOypyaAEheOISNX2btKCfrBVjMefBOJjrE6g/O7nG7Vm3ahBaKskTh4zNR5n18XrefR2t9SloP9haUKzVu/XZ7yAEjLTczYq1id+eV9d3kOiVncLi9jwlY7e4uWt7dguS4rFFDe9hrIysEj1x1jVb5x6DPsy1bX75uxsUv7fX1YcZEAzazcESEPh6bI8i6tPlDRkWI7F/VYLVfCaiQkr6St69fMPeSx77GShOSzKNv++18ObBUqMpRZn4AvaOUdpTV/5+9qwCQo8ja3eO2s+6WlazE3QghAoQQ4QhO8ABHcI5z7JDD7riDw10uwAE5Di64hEACxN022d1kJes67v1/r6pndmYlRkKy909l0l1d8urV657Zr16/eu/g0zkigUeYWReUwMrfmJKVFKYw9u9cs7n1MHnt1vzAcosdO/f0gogeHWv+ftH0hYvLueY7oqqXi0glfS8NDqnokL6Vhy3hHm46g7zYd2zZ7fRtW7tSXpWnTR4bvvwQhNyiwt78GAX7R88/hwSAp1o6ai22NsJFDEXKqJFZeaMMcU8IfDEAhgiRrS2t0OIySIbCiJ9hpq4WTKmm6XecPPzCIYJW6RPImQk0nOrCHHV2BsaSE0EtcZel7fvOhslTpj3x3kroVCNosXYocYgI/A7MjAQjYpU/KxU2wvEJnuR4UjDv2JPore+QnLBXYVhNpi6fqBe8qfiATiWXk7YWYnzv/l0BZ4RDD2oNvygEeUL8UVlfSYaDTCZsbQLHhj7YmVB7KGRhbcJcM3IxsvcIQSCODaZrVwfJSu7KteCwNcPhNBIOVnmhv2YTZS04K57qzd76nQyX0nhvfvIJvQIgA2gCo3S/aNOhjE0N8Qn/+maTXq1Yv6t69ZbdUFX/8fn/GjMyAeEZbGULAhmq+ljIe9qfuG9/7epNpIrasWntxn3VXxlOhQZdl2unEEUE+cET8YILLGTwdoLdxMB2i3T79/5fnx/wJJPo0QLlUKyfvgBqb3osoF6neaASfJOmn8rIdBvi8RHPCEHqcCC+B8FnagMrebynZnNiEqbnkcgQ1GYTJFZgakKUcK9Ik04jyw2wqFgqezhBi36cosi7H9+8n8x6T7vS1r07Nq/9/JV7rr3vfXmvWuqUex5cNCxk5ND3mGqNNvJpohhWvTbH6zP2be1RGXDabGE4OqEg98BqcX/Hd3+58Yk1IT1nBMHu/Lg6LMGGBnNcGB5DL7/FFm6/HkGHLo6ToGhoa9nnL959yflXv/Thl+vrqAAp47y7Fo3Fa7iflg4ovZ9Guu/ehzidIxJ4uEtKbtaiSsrIDt+j27JuSyiWe988HqTmAHJDnKYLbzg9PZKAvWLxojMODXyHGwbJREw5ecGXHpFkD+2q+7dACH4rD1vC6gg3nUmnLbpstMxC1aqNe7Yt/66KXyqHThnujIhEe2icRlsdWwlIwtaK7wnPQHsIrCODb8J0SNiH52aWCayeMI3b5W5ubnV73EDhsI5G8tLBh0u0Z2hJ0Jp1bpfX5YKFOEVMwa+9aeJoBsK6pkIgUxLW1e8bc9n8j9aUPfnlPpWOOfAhHEnNQArBHTsEvCvCXwVWhGNRgTcQiI/R5g/o0KjgJUO5da3R3uYDqiZgxodHV9adD2a1UJ3VSjToX8Dn2fVdFx9sKMSwhD1FZGG3K8YA5kcUaBxKpJxFIM5AW5OTKqgWGD7g9QI/0nRl8E3gUPLAzCYgti7/hvWUYEbir9/tNvnqC2HAQ/ATB/zvljCG7bvX0RjlP2zevH3PHkwO86RPIJCRkJASGweraLb7kHD7qv32xjbr87efff/Vs97+YvX6Dr+oVBFj9B8xiwC14UeFICwBavYBwH7qtdfQYkWnp/aKR1wa0ku5Y/1tg5zONG9A7yecS0mS1AFPrN+e5flK77r4G//YEv+EEkLC/O4wYsKkeUMS02PBnkelhXD4B7JgPKMhxbjHQ0XS8jud9nqaMp81TNItdqwrSHYC+TCBYpvPlO4n2jCYjWcUYjWJMDVBUPoA1OoUoIfEJ61YtaqiSv6xIab6ZzrwU9g/5xTl+lAlgDAFssfuYI8Nj88bN+6Mhfd/xL0UAHb/6z/3TO0T//btIxkEw/ZfBsnT2Viw8Lrz83uxzMZLy5b94eYsuSXhG+TCaXTlbZuXret9X1dXmx65xPQIPBbusLxHW1ZwXATFRrYsvmXetfcvYWFZOG/K0bf986H5h4LG9Af1HnNE0utdRIdWeqjTOSKBh7uklM1a0oqHckMpzp6zekdlyIiqT45/itw0w6575qnbJqdGEgf4vnL0qIse+rwXY5fIlj2uulyO9Kjqq+CQvpWHL2GEl+6ypMmdOHN0MFBRyzf//ue/f6iQ2UkqGpgs4YV8KAU9I4UKopnjIAFAmv0rv2Ywm6saCS5xdAiU47DD3pcnYBs5ub3elpa2RgDw9vZ2S6fVbnO6XcDhnPv2eusPb2xc+8FO6JphXw3wLRh0piHFZGoSrljBFSvq0AiX/f3+LdUNf/1kjyptqBw1nSlhdAPGtjsdgF9EmR3EgQMCSuWA1BilMpCfC9U1zEhUOzbE1tUinguo8wHYkdFvbFLY7FTe3s6sJXAQRU/5KsnbpVEhUAfkjb2cfSdC0uRHgzB0MBFcBshua3IASXIeST8LPb0NqwNgTtnCG+L0KlT/Pu/WbcVDm5evQAVouVYvccS7a4bDVyNRxPRcurDvBpsuDQQlutvRuex5RAJ6dckSWN5gfyQsvIE4YbR9/hmzbDYbDSkFdBqNAeA+Nu6/K7chhk17Z+eD7/+YmJGphpaaA19CqOTmD0eQZVpwssMGM6s2rP/L59/9o00pqKB5EhHMZ2+HXlJJ9nRve4mndZijBZ/hzrbBLmuB+8P9gZvf0tvd4qJZhJHl24gMFgO4cjpPHZuA+XgUaga4AaBpJygJCxMne3pMidRoble7z4MVCyVconsbDGkwGTY1BrUJpmOxQO4jmY4fBFGNUo0CLt0ZTVqu8A9k5X/8xRdBql+nKPLu17fvJzLvbdhbHdqSxmgp4+f+fdmz58nGJUlzf33blDDYrTPHRbqtc7Zhj7LMhKjWhv1l7puzYVfedEbagX79gl27tH099XPBNjjXV7sGTR4fqcOm6gPwozCY43t2CKPZPXtcBNWdCQFxyEedsvCNNx+ennoo8hMG5uXQLI9Iej0GP/oFB5rO4QqcuPNW790T4jLebKLfNm1aZgQIdja0BL2NhJr2yPwkucEn49kPv/qXSyJcQGIIv2X7O3+cPWfhm2U9Lc27OIhN6jVUTleDXnJH9q08fAmn5XZ56VSmZg4dMjjoXMf7xd8e+CS49xrSa9m7u+tnJW7iaePSemE7WvSzSsDrc/v/uyJ95T4AIOBFQkYEvQk3ogTRvAlcAdoxeERtiDsCOxwiIFyiHpHK9QatRsvDwcQkGhzgzTjDAAAgAElEQVRWN8ASDJ6BSKEJTzh5PO1KJHzVI4E2tiyaTaMWLVhw682moqkxk64yFE/TZg4zDJqlTiltslsIljKlJ/GgUQ85ZWicUQsAnRDvSk60k/5WEKvrzJu3JTY26VxuAqUocjoV5ZXqsj1q4HsQ6OiEjpjo0IXX5S7/EdSIIF1L75TM8egO+LIQ/ri9fofNbW13deLT5u5odXW0OKDtZvYknBixCYoOG/nZZyY5kCIJy2Y2VyUNaIjPtJXXNVdsrK1/fl/uptqRLq+aGOB8WE1eBFvHNZ8rX28wgpK3dX/lJ8+uWLcBGmaInUWZCZj0ugtmnQGf3HqNRq/RIuNwOeD675NNlbAzufnJ97UZ2Q6HQyEp4KCEwCs8YcNEXqNGDHlySoggNTKChwMZ8dXFr3M7EowP5L2kjFwE0gf84dbRDk2h1SY+slR3/39NKB9f6B9Af22YcEmILNntyur94wcaExL0Bq+DuSghJI3ngOFv5o+FOWPBlP20z5LII3EJtFucKhAkdC1ppIBJKWlEdCGTGOYPkWu46ZGiFyawN0EFXybSg0sP7OfLlu3cs4dkSILslymKvPvlbTtmTBsHz5gQ394im2W0bFy3u0tnAI8k6dkRptMRbPQVX1puFPI7YYoxdW2miaDQ7eIQtX0Vz1xxyztN7A8FCMB3oIyp1YOnz84NklSaR/3ivDFB9Wd3IwTsYzxQyJ4gkfDzsRNU+CiReUXahKtvPG+ACjbDUtuqF/9w92ubQ7b4kS0P/aov6R06hSNueXjTObDAwYTksVm79v9mZ7Cdt+r45Mjgn3v2Hp1I5geSm6gpvOTlz57tAb7xR2TH4ssvu3tlW58yMycmd1sS5mX2tYU4SOSnfCuDNOh8MAmHL2XxSiErf9i4bnY1RMU8tDibzqGUMLi4t6gCofpo5meRACBs9QUjNS320pfW6ZuxMZ6DbmAXIKYAfDhzLggbEZoBICQ4BuiTlJSQFJ8QF2PWabXwB4dmhMIorKxy2jVjdPE6GGQDgXpFIWHiKIwiV7M24QeCb6Lg9fve2blmdf1ehUqvSRuqHzhVk1KE8VodTKcb6i0JsUMGgjNQgI51QLaVBiZtq+Byq/ZWmzdsSli1JvbHNeb1G431DUyPzdgCWmtvp4EY96KnYjV6hdgYvm+tU9Hr69ZgE0TY1KngVQ+dAPHgYdznpQ+IINEIyFJbyrrtPlpzQHwkTZJjTFPzzM9eLtm1dvO4cZuVbzSrtrhMXNlNTFBL2IIopboU+EaEMQgANrMEIRosCQFD064xKUpSG9Ntoc/caVNTkpJiDHq/H4Y9eDPALDoCws4mx+PvfL3bSs74oM/2eJxQe0PvbdLq4B3Q4XTarBZshyT0yoArIVbYf1TuFNtokcwkLW5tNf15ZU6HS6GEQ0hRbOgUn//OeMGLSR9t05POWRAml7JXAIw7JmB2Fzut6K5QKc6YNxA7LNNcDdByYxSgfCjaSUCMdzqxCwzHJ4MMslabg0z6aWtAgPZZBqR0rarAoCkwarL0ajN8edGKj9YP5C2GVONM7c0FQiTp3rz05puU6bcpirz77a07FozHnXTeacMGjSoJbqis/HFj0LaYhtMkJHeLY9dU1xA0nu7JT5jnE/xgBv1OHKBLD/9uPWlSiSkvHzE6Q8nfsWPH3qDm3ViYKyvYvNuXfVwVbOS3bFj6/roQPg8WB8+9hewJ1vV6PlaC6mYdET52fElR4xvXn3fGScNHL7zzd2f/4tqH77/2l09vdB/ur8+hSS985CPPH73pHETgYDFCiatPS2LGpOruHjniuC78CKZ0WHI7APhe89cb/7Hm0O9aTAxT3h+A4Z/yrQwje1AJSwZzSvgrr9yzLj2tx0I85IM/jHI0ewJIQKVUL0gvtcwfWTc2veDtLcOeXpW9bE/cnia1xR2rTUCkcMaj/GNCQAvXDG9ZrXZ2lg9hU5EUGtW0K0eJaoVXkuJHDVMbaE/FQX+PQPqTiq0vb1pZbZWXoL6Av91Jq2b0DXXfGjDAYJkuEfZRHUhKAlzjg+NE0JrjLtoxKZdTBiuGmhqmhoH6FdQsTf6WvcFuYkZuvMnfm09/3gJH1hWLClOMxmBSaw0qrQ6xZUgxTWiQ2GP/mMkLCgDNSS7IUQP8Ewt3blo/eHLCA8OTTOTRD4l6gUPOL7UWKnKsy0ft3VhQ4yDXIqyIJkMIHljz9tFJJhUK8SeNTEQu/cVZ6D28pBi8ITI1cUhWGX5TQsK6FoUhIY7ZeMC8RHI5HDE6o8PpcNE+U39mauq8mTNFuDfBcoQwMfEJbvxrv2XTpSsI7/v9sRf9u/j8N/Pnv5p98T8z/7XBzC1QUQXfJENzaL5MwDRFLgHR65Oa26TBA0dfdJKhADs7hUR3J60WGMMQgywOuQdNERSICCux2J3kJNFH+niUOHy+Kpur0urca3NW210dbvKUDlHiiSTvKCRgXDKaTJwkQUH47Kuv6hqO2BcwE8BxPUSR93EV/4k2eGBAcWH4ZkrLlp01eFcUTJrUzNQwyItiqyV8S2SwnXwO97HQVVX+2fJyfEd7Sz38uwUbKROSu9Rryim//+zL9383Mxx9BxuGnVXJmbnhu+vaV370fW1YfVgWL1Jlp9lhhQfM/hyCYgyoJyy47pq7P91RXV2xedXiP4yLg1H67lf//JfvGlHtXf3SU18E3/L3ze+RSK9vaj+p5oincxCBgylXQ12XKNTJcpBIdeG4eVPmLED4mut/98Cz//rm41+NiXyCDzCdnyY3Br4/f/vBRXMGmyOG9G/+4P112Ah2tNJR+VYCcxz4uy8IltqK2vBltqjWIHZ1t8R88EdYhHdrEL08PhKA6UWKQrUwY8jUqZO9vzmj9uwhCNOSumLvkBdWzxbHGfVwCUuABkiIoSPgVpYEyeFASHkbK+7GOSHhhCzz7JsmqgzqrJmnEEYLg8Gh1kyzG7qSM5UdLc+sW/78xm/L25qg8HZz83GG7KiFJDgF5aYA/TFisE/ITAMPHLzhxFkldS5lOTRkLKN1h0VobaO/MNRaVLh2foMzEho2p6c51D2eWV7NjuhC5tG0BVWCgY1Gq9Ia1LRRkCUwQKgSKlgihnj2SkGrhtpW8AbcanVZ8bD35l79t8vuG3i+fmIhLSpAhJqyRACSXxIBWIRL9XHu5cXV9eYOlBMqBtxkKUmn/P3YRG6rfdrESQMH5IHULy+4yOV0qMiYh2uXJYNBHyA3gsCmUDZTIZTEDodNQqwg8q4tnTxu/A1XXKkkP+BkucHoUzPv5h8kR/jvD/HV7lR1emSf6iEBgePUWLrLLmuns6MdKnOSD5rnZgWmjAukp8Lx+UU3T25QJ3UoTWADo2AmQPnw+iIb/aAxEwAeJ7Z8ASuC1e5CIfHNITZsVDh3PvhMJH02FwfshzyIz0lio5UW9WAfohMIYIvaUy++xG5LvzyEhNwvuY8yfZQlwKxjwwCHv2V7eX3XGOr0gUVBi42u0mAuLjOX6RmD14K3tqouZNQaqrVvW/LplqCKOtS2l0yXc3FBmZCYHGqBN925g+Y9/HHZ1nd6bGULNcIvBF4aRjzefqcrbBUR1lIwDswL7hYLLz5A/hgKKnLU/NNveeqFe88ozc6O15hOuuOVu6ZEWCNUfbxsex+T6jKhORLpRXJx1K6OeDoHETgY9NssXX9OLB++9tqasoryzT/Ujv/H8qWLEb7m6YfvuO6CqQWx+A0/cAqZHv1kucHme+4fnnn7lVtHR0BvISUjLVx5HMZO91g8YVV9Zn/KtzKM6EElnDjq1MkR336FydztFZggJA0tThOScgoTI2ccNk40e3wk4CdzWzz8hbrYM+MGXDJ84rT5s+Ovn2N5+Oq4OWdnJg9UqaBkBKhhQImpRwm9EsKUnE5Xp8VCGwlZZQT/MEfJjjvjzvO1CXEhU5FQA3tza21Le3ltXVVDE8USj0xgprKt6ek1y55a/TUAIh9cbkJIS1ohxXCfGijUaj1GIzTE4YmYC0ucX8LlTXi7Gfye++rgXpBZ5cHEAZAwrEOvWUJ6hIP5J2DrcAfInDsoGdKkE/jENbxdp162cMm1D/zjV0/97YZ/bCg5qXTnqrt3/PWUGfB+KNNGS66tlSkQEKVK6g/1syitzWtR5AymaxTwFJDGpumnZ+vgceaGyy7jhMYMH56TlkZS8pMxNECuTq1yOp2Ep9kHM4MJPvAoLqEnxkbYGZMnZ2dknD37TGIBGxZheEJnbBf1SWuW9zr3noV2t+B1OeEXXKM3uB10B0m+SLT8oDR8aFJiHKy1mU6dygk38+ngyJqwmdEFXeM22+BVEECcmZEAavMudGQpJCGMgx2sxDzNiCbFPjCCIdGBwvsfLa2q7UOZxgY+kQ8R0OREZjTK288hgaoN66s8yqy8gUF4599dWSPvZafxIz2LoaC9vKolyJjOZA5240VOi8Upfz8FIXHEuBJe7N/0n/9ssEv2ptr2EC7nNS6bpfuvc5B42NlZX98KnpSm0vMeevjKorCayGwI60cW93LVZ8ieXtryomMlqB7xTeqb27pWKaKmeOzE4LY2xki3pVEEv72b0Byq9CJIHenF0ZvOwQSOGIplW0OPoiDU/euX40sKB46YPHX+fcvZpkpPy85v3njghj9/1HCQZ+xoy8007o43Xr9k0CFB0R7LRaG5NewB6P0+/IRvZRjBg0rYu2fNt/SmJZRUaRnZoYvwTP3urU1dT214TTR/3CSg1FDwRvweQ3+IzY6CmKTUjtAnzZ58g1Khykwp1mo0TC8p/2JzGESokeEoj8/b2WlxumUzKUI+bCYc37ZrBzDAFDY5KK0ttjWPPR+wIYiMAFPp5naExZF78XYgDIAMdqxuepci1zJYxamJ8Tn8jw+1DEiJsRZww4EfNedIn+AcrnBCjaBRCfn5YkICOc/gCWjbW72RTwNYNkDq0wMlApU0Z4qVA9jtQ8QaIo8ujDNIhHIE7KFjTj1t5pXO8oVv/O4P/7n90vb/jJ3kMV4wkBqHjULtef8gFVzyQiBhszYp/uSFqpR8GhaECUhTumpo/KzJEwYXFbHbRbcsOy3N54UFC6mWoSRWK1UulxtAnCNXWGm7EWmIEUabuJiYcaNGgWmovRHMkmxUCLBSYxx9G1cICO2OsgNJQkDQ2u3Vgs/l1BiNZRsb7jrv9RUfbCGpY/J030gK2v3K66cMZTLjcByj8A8kzTNMXqwPqtDPbnczLqg9/hELnG0mWpQyw25a6OHlA0PbODIhsimgMb9HsFp/6vnn6Yq697MURd797Ib9HOyGO91r2lclR29hI2cXDzWHswA9cgiY94BZSqMZIa/kFO5hA+bjeytevrTk2iVhWAntOvZX9eF5IimzK4Cet2ZvLVd+iJoRN737wW+nxAft0oODHeZ5QOnB3Rf2RvLoC8pQMKwUBiV9JndHc2sEcOxbkR9G49hKL2yg7tmjPZ0DCDzgtFp7RXtVS9/74OvXfj9vVNGg6Zff9czTry87ZOvAoyU3TfGCl98PgW9l0dAhhx7TMWLp1V2+8vWRfyt7EDyAhL0UvC8idR8Xldn5OQYhXG5CambaAb1JRFCMXhwrCYgqLSLUhCNC5JUxyQo9vajMTCqCuwyOpjiUIdSECsJO7AywA494LpfdYYd7b0JdvBxEBGOm2tD9u6cQtr35vsNic+yrhgtthVL0+gMeL+tIUwQB8s0NywFKVMKG40c21h9PnXPPrPM1KQVUBY2nP2CKgcccNjJrH+oid4VfcJU0arSUlalIScEag1pSEkXv/p08i2CR3fnkFcEjOGEgktwI2q0e7kaQg0MQYlrZIFwF6Iw1GIpLh915V8JFQzTTcjRFCUqdSmp0hXiUJ8dOXKOLLxAtZhjHDMMLqfpimMSYJ11E3y3Wks6CFKtR/G5qISsi5jAZ2OLjCHtuSjCDVii8iNhJ1IieVqXyAUyDV+ZUZPqkyVhKoWNGevpp06YyEw4Ou9E3EHA7hJ3rZbp06itJX28BpBfVKu17f/9O8gXeembNtq3NGJBMPkTB1KDWN6jnjBkwqSiddOrEOD4E7oGYwS27s1TIE9WSSYyLAW5im5mgEKwOImy2n5LNyQ038QS1eaJpoxnNnGppFCw//vvpJx2dfWCGvuZ0YpSHgNGJwU6UixNBApqckmFBfI2YGGVdHiOE8CohZfTcS8+bIG9oFIQeUfHCQoVjt0ZrfX3QT0r76k01sXD39sXK9d203n1NX28Ks5Vtb26Tu4nGjOHzHvhi5Z9PidS2MzKxpTDwveqsoWE9ZfLe+r17wiZlKizOoR+pw07h0jg6glKlXfT4v2/rZpwQxldDuL+2sHLK+jx9/Vk5Eul1I35klz9lOr2NeACB+5r37w27p129nRXPXnHqlY8s3c4debes3bIvtFhkrY6i3DwNK1966KGH77nthuuvv37RJRf+ammdzIim+KJfXzyELuJGzBjo2Lqn7dCiWgrpyQkH1ZaHi+XwvpUyd12ncFLdHunwZ8/f3trpi/w1YDTU8UlxSiH8edPn5GVGkXeXgI9bDjgXuk+OhWQmJEXSAI5PE2OzjDpDENwQXmKLLII5yFM5oSPKQ8fq9lKceQ7iAbZGmYoXpGRcmJ5thpdoICI2Rs3qTfs3bUMI+vbte+AEA74zAL5bsTiWcRMoEegKJfTjnPCS/ISUoamZAa/LZ2+jwYG7A3DA4tVqYSKMhDL6UJaBd1oziFJpKSwuAO2YxTfDyWiFS2yy5I69/R43G4bzSL3DE82W7DSwVdHrcpCDcgaTiU1wjSo+IM0AwwIuDylWGk1KrT5l8BSig3JRDLR5pRYohri+l3XkY5CrEMazPDgXRCAzZhwaK8xpXzYqUc9YwIFm1bH9W2dDBRMnkYAMwByGQCsUwo8Johsxmw1C2wh3RByy24TAR3NnnSEPK4pXXnQx0DaJm5ttEDoXfJu/x7h8Rrxlb0dxxW5VRatm1Qc7Le1w7ChUq5P++thGlxPCEWOqNfp6NU1JEn47d5Qafm+IAbDOnh44RpQtiECY3y4+c8mN6PGEzqkxMcx68UumksfUKXlhsM6byd25zQk6slCdzDoFRvYff/ZZb5yf6GVR5H2i36FjyZ/PZoUWoWdShcXMKI/cEJmUV8RsO5VFc/+y5IsP/3ZprhgEz+q0vBxTODFmORosCDgs9pC21llR04HfrGDdwc/hHs2Elq1lYWpLVBWPPyU/fDMlo2dv8k688/mXliz/8m/nRTpXljoa9odtDFVPnTzGGP6z35Odn1FQYur0e+6+vI/I8L6GuppI7kxFecGlD7woc3DJWxgzkmPlr/cRSC9ylCO/OsLpHL7AG6rKewHe+oxJp4wCFuxK3tbmjkhz0aMoN/vmtx764x//cN/jzzz77LPPvVmdmNP1AkNhisEuNrzYWf/sormTx5313K4uprpypqS0yBc4yYkHR97CEXwrD1/CXUwifobLQ8uX5OKhwadPSJ185S8X/vGGeekwFw4lZfz8c0/v42EONYpmfh4J0Et8gK1QkkRlYi6uAFvhTC87tYg7DUQJg1MAP9RUPkHHSHCIIKGCXGLIhFLVKenGAaJGNzAu9ZclY4sTyT+0raVt7evveMnzh79uyzaV042tgYDfwI7NbR3QfNMAPUAfG40GBKa8bPREwMS6ZS/Y2usZHJXUarXRaBpa2pGSCCthArYEG1kfZv0QKMj3x8dTMco8Xi8M05lKmDhFOBZP1UZQ9jgtLAYOCnskCIesYvxuF3T6NFM+c36WESCKSIaUVGoxbtLJfBZp4+YRqGX2F2DL+z17lSsJMFWxeBxtLnuz09bksHnIxoJhYxImukpapT4zZhKord206cGPN6yutQYHpfGx2Nj38ZNwasgGFPC2AZAa+yXpPvqxn1L04UtIYBpcBcihIN0iUmznZmZOGgdAT3cWx+FDhkydNAmWNjC8oQ9p8v3+/fuElrrwx4GP0u0INu961/z+WxsQMceu0GoC3qZG+x13rPSu9GtblcDibAQpI8F0+dRSME8TpAeFOAFLJB8mQU4WWVwiPCqZkXBLEl7LezAp85nTvHAJWjRBBtNZZ6JGd4rKMResRd7+95JuPPeLyyjy7he36Rgx6W7YH2G4GRwmKbeQwWu6tm9bumwXFqZyih108mmnnferJ7/4bPHZLY/OLErOu25JC3+D59xXVhmBaWSfyrynqNbBbExO3m9euPv1Nc6wPZRUYdm3qyqoFselubA4O6iKjnAWnnfS6EyZED8pY3u4QRa8a56YOaywaOrNi23z/rl2xVt33/D7356dT+3dFZ/80JgbVOoLxkEThqVGkOt58XMKShBiR86YmtKTCUFw7v5xdeSOkrhRwwuCzmi6gTb6bZf/zB6+9Hob/UjLjmQ6hy1wyW4JxXTCi9mMOXctXrpiU9X+vd//8/ZTI4TZI7TqUZRbt8A9VZu3t+Au9JbShhYn91ZuSkzusYbsrV1k2RF8Kw9bwkK4xxLZ4itxynmzc4iVggWLP3vrd1dfdcEo+uHoWukZB48bHLErM5Lv6NXPJgFENIFbC44U+aDAL8rYNBkvwuAktUTDfAsC+lAijMSSfKZOdE1mD/IbRuTtlobm3d8ig3uu1ZvOKxkzJi1npqNywqihQNgen8/l9ez7fDn8hMBYwqDXAau12+ydMPWl8MkEtTjd4BlMiWeWDMuPialf9py7cbcXQSzJjAS4naClWu0vzLfmD7DqDT4Fgsco4IFEyihRjpqpyMgiSqThRgoEdFod+AT0BMfAh97KtV63w9JYo2IDUtOeiTCjPG1UIs+mK7fDJW0xZcps/K4CVSZOmcpAv2BIKdAlplMHlnz7bIFaB7JoBopwWa0SFQk6gwbsgh1GlB8Hxk9Rilq7w/HXZ57BiuGhFbXkUw/jErRECrhb6xu/f4+ykmTttIAcjciwLURK+ymRGDAlUxMGUnF50TnnoJbDbs7SzYuuA45nOBaU6cUFBZffsS60gZU363bk6LCp1e2x2RtEc5MQkxKwaAOeXTs6/vjGSvBJqxwkUnNLl04ZZIAfdGJGVk6TIxYmTtaGpIllA6QBA3qgZuI8lLp6MX02yVpG2EFqbMFAN5YAN58yCEKc23fuWr12LSgxVvrNIYq8+82tOl6M+le/9LeP64LPtabgihe/ePe+WbZnZ48575Evq/xdr6S16UNHloSZdkTG1FBnjhwDszU5edf/61/rvdjl0fXOPdD57fvvhfkwVI4oKeiyIdEmFY2ZPHlUQf6EBY89+dtJIdzM6IVZjzg3bt3DFgKK+KR0pbPuu2dvmTFq9OWv7y+aNX9EIn4KPHZfzuV/f/s3pwUBTuEZUwuPytfgKAkKMwqDX4gE3tle8cNXX3y/aftnDy/68wq+ypHFqBwx99Q8GV6H96LqlJPGFASXOoctPZn+0Tkd2XQOPna4wL3VlWE6ZH3+aRctmDN5eE68RkgYNCIvKAdGc8uu8uBrGnYdxh5d/xS56YsmTWBIlBEWmlev3ePiWRzzZpx3SnBBqx40bliXOjzU5EgzR/ytPMiA4RIWMkpHZYW+kLLFl0Kj1RGNijcvGZlTMvakaxdX4ipipXeQIaLVP48E8MMXArryiGqNqO16SZlFpt54X8F+Tgj9yWCGNIwsEYrEvVUhEqL8k4NTosVlbyyrWv6Cz+sQlfR4FBo6B5h9j91509vvvX/y1OlAR3tW/AgLcZ1KHW8yJMXFxhr1eq0GsBi7PDl0I3wm8wSSkqmprObDB9zN5Xj3isDIgpr0LzQo+4+WaanuUcOsE8dZJ463TTlLKBoR0Ls8ejPALrEI0ImgP/igBxgnZhGTpa127VsPe2wdGoae5WnKg+JEk0VnAuqMFY4MWQVDwZSj1kCVPKuN0RoHDQVLdC2KpoyBbCQuPsB/EhmCSMZoDYl6o1lD3xJ0JeIh0UpSmvK0Jf9dOuuiizZt24b2CAn6xibowjiwZNhUkOrWLPUy3ywIVCnrrcFnAG8esMbgOm/stlTC3IQBalKKnz13bugeEXuCMHTwkJKB2PrJ4DdD6uDQV7E9uN+UzYI37XFMadvdKukdksYlqaqFODfCzUuBrVXNy7ZWYSrUnFYDok6jPrkkgz1jNEMIkr1C4VIjaSChrY/5Fwd+JlkQRg9CbbrEB2KiQuwCBcL2+Xxwz4LhwqE2xuNuUWgJgfaS9MZbb/Xg+kQvCH8zeKLzGuXvOEmgdt2WBmluBvt2+hqX/uHcW19aWdkRZKapAtsiTwIUVibMfPSH9ae/tniz3rT53t98WjIiP6iyprbKYTN+UfSXRyKCYm7/8ovP0v72jf+uRer7//zJ/m/ZWzpO2Dxm7in5XT8I+Re//PXFVOO32z2GrnLWWPK6nTIi9e6orPULgxFyACFI5LL27Uuf+M3SJ5T5c2+/bnDl88/9MOjBL1+58ors/z4LoJ8zfeYoZgXAh/1Jx6MjKEEw5ORnCwJhGMG55un5Yy9bWREBuINMKsfMPrMkuIIQjIUlBXIvatC+ey/EyRWrhy294AhH5Xxk0zmUoUMC91ta20K2TAjHmJYkQwqp/oMHH1sdIT3Ljq0V7pmlIePjoyg3UT9h9vycpx6X42R6q1+7/49DLdN1NevWViqmXzZuULzwLbMI0iYmhq1RDzRVHo7qIEvDI/9WHmhoqgtJGO/Xh8w8u+iRx7eHdRE1qelpSmF3UL7qOHPwDQxvhZCy0T8xYQI7TllCPQ74jQYe6/rpVKjppwPQhRclx+UiPjz0rxz/MJxE/RgaIr6hzMQKFsgbgIlFNxf0ASHZr/ZrYVbirvnqycwZ1ynj0ivqV+crle7abSOmXvvCSy/bbLaqqqodzvbvG6owFMxO4AceqktYJrMhmES6mMJwQNpapeBX6owi9mYqVQBgCvizk9twNM0QH8PKjv0WTRyCa3pdnWqlt83qg7EWzUmGxHRBPaF/7di9FUktyxYAACAASURBVIpzDXjvlthsAO8YUWxDVcATC/FBoI4Sa07wL9QPFM2DClXm2FCJITkHhWhBg0E6cLQX6k6Qkq44qqccfaSyjfYHnr6KxgVuRRHr+OnuzrOK45MNCDfPxsbJ72lY9UH2tMuAvEmJjJbArUx/DNfdbFBgXK0H/mFoFHHG1FOSEhPRIPxeg/acWWfs2MW1E0QbzAQa9yttnQGtnnjuOzmaa52CMQip+VwQ2V7a1CzOgLNwYojPWppcmvXpevzZAnFaZkDafBJsfULNIGJYb9OUIUwgbEoo5+LBJc2G5iDLHA+b+uH77rv4qoXsfrC5UgMK/sk6s46C9MWyZc0tLclJSd2mzOifoIeD/KKfoFxH2Tq2EuBYJDRG0uhh2cEHRaETOnZVWs35I0fnc6Vd0/JPV+OdeqD8uTMyx1z5z5aRF5w359p7n/7TLVecHGkToh1/9e2nRSr6Wr649ReXvvT+l2trW3Z9+Oan1aEhhYxzfnPJoOCgloqV/37hnqtnD8tQxWYOLL3+fdm+JdjcabME//YHi+BZOMwdCiv1Vy599LcPL6noqFt6x6LXEm+4c1Zc3Cm3PbnopIP88nSR7JE7NoISRA3bls6G2/tDH7BbiJt+518vKw3KqAdvsbmZXNhHJL0e5H5CwVGZDh+/L4H7O1vawgyVMgYNTOAdxPQLX/n+tYWDu3R7grB79caumDs95vXT5KaffP3t00OaYaHj28cXzp+34Jb7Hn/iTw+/sapF1oCrY7Z/vaye/hYdNPUejqpbt5/wrexGSV6/hUrDv/s+m6X7thAxb9zUwq61Xw/DrZxRgw9myRUaKpo5lhLwW6BM5RgnOAwHp0GUo1JpstMGBuvoTBiHYBD1YonsTFBCuI/hrYFuuJDWa3R6jUYnBjz7lj+ztvw9l9fuUyr8HXXQWYKI0WgcNGjQ3BHjjVoNjAVAlZEm4riQr6mM80EgUJM93FwwTg3zDPoY1THx1AzqWtpHiG13pArF5kIkP20xFAOdfqXPCrtim81uQcx0mx2hf6w4WvHAsrzd3tTWDscswN9a0OqRWHQaGgFMYDOoqCTsxz44McDMgrATi/QfbcSEySdzMkB7SJq4NFxyCIvlhYAolPLsOCWaNsVjZ6LDAS1XfIS3EPDozey2GRKFu0DMb4snie8opZ7AqIJQv+Yjr8vuYU4D/djeCkNtbLUEQb56geqXDGxoaQD6o0eOJE7ClliMQfGcs34B3ygiOrKmCL4JeQbKNuAPCL+bfDrhRwxtbq9UOBGfEr3kfY207qKegUarT5c1nNYMJBKa/ORBWUqQo0mS+NSINESJ8tSGzpLXgwhO4BxEoNUmxTZ9aNkjNyPyJBKyZi8uLBw3eszVl19OFFGM/zjAVIa6UzswAw8n2CO/+O232Vj95tDn3+1+M4Moo0dRAsa0zKQD66gUsXMe31bT3FyxYV1FY+v2t68fqm9ZfMPsq+978E9Pfl63acl9l0weBGy8aeI991xcGqn/ErSFVzz4yNxs4tc486pLS4KMt+/Zqxk/PczhsXLwwmfvnZ8WAjD7P/7DVb+87+VPttbj70e9IjUtYs9cwLLqm+967q4Ld7AQHCl4bv/uwSc3n/7XL79b8ti8geGK+WCDg52PraAONjpeIBRc+vw379wzOYX/1vfWQW02MUMA4Yik1xvFY1d28OkcROD28l0VIfaUw+fMHhZ69uD3/ZTppeGvNZpWrN0TpiAP9eOZnyg37cBf3nfP+MgFJif8wxP3vVdH2bjT7vngk8fll0i8ru+j7H+97wZU81O+lUHKB5EwmnXbiso6KlPzBoZkW3LW6cURf1H0JcOKIzeMBkeLnn82CQCvYKxAWw3AWPjPBbmW46pDAmpoAo/RpaTSBkaixI8M77BrYESPmxIrEhL9qkTRCHwMgxCVzqjVGWqTdI0d5ejugWYbyMhKrzD5iFql6qTcYiDlYAFqKBHC5YmrptmVw+s1j5yniUtVavQIFAndqaQzwi68vRMuxZFc5RXxdhsBYuYzhdzeBdzCrt3+PXVJTc36xia1InOkYdA048hZ5vHzO5XG3dVVZVU1Pq8Pf1FgNi6PGDyR3QZNiYFDBgphI02zJ2BHQkBDBvoIc+IC/wHOE6ZMDRKgs0prJApUjb9uFOWdXVEB9Q0mKkVrUWiuc9dXMIKo5nCSjTEgK2ve+CFogB7sP6mHPS77vspyeFOZe8bpMNMB5AR4ZvUQM8HQvJxck94IOAtzFLzrxQhUHZlSkpNjzbEM8hJsBWAFGV/5dknEeiQihdYmAxJj7jt3Bg0mI115gyapqyVp5apV7tRhfo2J32OMaNJpxhamQ2zgDmgabyxIHKggZugDScP0Hw8b2GAFyIA25IAugNoMUlNzGghtBpeWgrNf3XhTQW6uzAOD2uTBkGewlgPxgLTk/ffRPWIaJ/ZFxO/kic1qlLtjL4GkjDTywA3j4rbgYOr0ScO0bWFOM0RjahbMZ5HUpnitRKEVmta8cs9db+4IdvG3v/+vj+p6wzaawde89u4T55UolXnzrr1guGx+a9u4ZKX6ihvmxyuFuAlXPfrO93tXvTgvO+znQBebO2KSvFNLnz4ggdnqBUdzr3vynjdrglddZ2VscnpIG9dVLOfav3j9C2n00KSwUXq0OUDBsRbUAYZW5ky55bV1a1+5dkQ35p3Ve8PFEPKjfETSOwADR7eqz+lEDnMQgYdiMBkLFvz947dvHqsNv7Hm9Kyu98IwWGr8YUN516/00ZabduxvFv/jkkh3OsHJ6DOmXP/852/+cVzQ4DtY0efZa7c4Qn8K+2wl/JRvJad6EAn3NXRCbqH8ekEwj5s0PAJnq2ecMS3q2KQvyf2c5UB3bbWE+MJVoT5PwNERVI6SYhQGJyq2e5LAD0ucR2TxCDKEQy4FXR4XEFOhz0iaW7gB10IzrXcZdRYdftDpe+dRQius8lvqqTsRJsg/PjPPRxiJIS4GkkhdSklGTAxDoUhyeFyiSmconYE8q5UQLRU6bJCGAYNKLeVkN+n0fuSRQBza2O2VGa0daVZrpqUzA5+sUxdmzrgidfwvGstWN+/dChCHdrB90CEAZPcvE8OJBP6A3GghgKnCtwlGpjwfvqsLIXLMRm3UmEeO4dzzo9/j5NKFTBRxss5IliFORJVRA1WGSndvwOsj4E0aGCCSoKjfl5eV9dDCs2y7VlAPBtnRHHXx+cN/2LgdDDY2NsCKHWibADStA9gbAK+vYEBWWmoa9nECT9NGTCb1cPaQ37Z9W0NjA9Om02sD+kCTDT8zZMLSS4IJ9R3zJp8z58yE+Dh222ToizsIVA2RIoLm4neWlLWSxQsSbgQmM21IDumwGaCGzpvmwebCpElC8Hh88DboJR09N4YngTB6IEnKb9aXTpDMoOJiUNZo1PfccQf07pidgk+co3v2WGJHKhrvq6rav38/Y6R/HA6s4Owfc4hyeaQSiJt2+1OPmd//cWOjNj/LjC9Q5rRCeiJ8Hk1SvllZSTYc2b+4+/VnZvYCFLzf3zvxvMc2NIlmk9LCnfTFz/vLp8/dPERR2+A0Bj3adeNNTJhw8+KvRr3yYUfuGfffvP7RtYHhv7wg/rH/rFPe+tznqtNtJy+clsm/yWEd8y5f/O3lnrIlv/7HnvPuuP3kjAgttTp56KSRGeu+qaP3b4IyPzMVv/+UK519wfA/37eKFbMSIWXUaUO828sDJVPmXnjVossH9hiIN+t5/JkFpUyYuPCJJ+YE+TBkjh6V3bZpZZnFhF1uJ580OtvUG+cx42589bMzOtx7v3jp7fXuoTddOpTrfY9IesGxj8b5CKZzuAJ3WTvJrY6yaOFTj984s/t7G0NBab5S2NX1JOzYVe6QSmVXkkddbqKm8JKXPzdl3vq3HztaNq3cZU8fMXPGqZOnTTp57PiRQzIO6MESWxY1QtyoOZO8332ylf6EHmY65G/l4Uq4Lz6MJcNL1MKuyHV22tAx2cLKxmlzJ9E7+Gg6zhIQJVtTwOOgyJXhCZDL3ioYEhlapgoVWVqwnxaOlgg1UQJgAoZCGf0HIvRLcZLawPS61I2gqNZDocmh0ib86YXfQSBvW0h9Q4XxBlOqIcbidRLQwyCEYVlvIkn/gwBQdLDwiqqEXER0xd8i1MA0XK03CB43x9rYuscT0DQmUVVrarXoRaBBIiGptCqtOcbvdW155Vet1TuoJRAdeUYRtWwcGqsrkdqYwBt64uQPeD2wYUERWshTBp+huUOGgIam/CyVmf5gUsJEBMltIQM2dKJCxHJmsmI1RIUPS0SCbap3uwl2sz7wYliQn3fTtdeeNnbI3rfughCJEzY4joaUASUX3n3bOedZrB1r129yulxUC9DMzVTI6DnQ3tFRU7W3tGRIzf7q+ibiJDgOy7Hx//nmm2SUTROl6bAUUE2bR8pvxjUvCh11SsWMIXl6rfqCc8556vkXGUFU8jlRBkT2b/5mwTnjUYT7y0iKowrSsCqgpZYEK23+l5jahlZZMKfBM8aMYxgrNB4IyAyxpQ9rzzy4FObnU70gnDxpUlZGZu3+/TQDLMCoB3UJ5bPS0zMzMljb/nGgVzb9g9Molz+zBCR74+6tqz9b3j79psuHRqiyZEbg08jdXtuuMNrKduA31lpXYS+99JyhoZ1rPyO/fltlZUdWXnzbvgZFdkGKzAJmsLfBFrDWVjqSClJ1oiktL/WAsOfIOO5Pgup1hr1Lr9emJ0RhLwL3te/8cU21Q4wpHJ+5/tcX/Gfs4teuLex6Er3f3JY9/XEydJXTaU+Uf3RzQcQKLlh16OdDkJvUWbPbkVCUfuiPndS+6b+bzHOmZXXuXLeu2irEFE6aWNDrSqt3Ro/Kt7IXCWM0+9p7Tpn4omt8QaIxfepNf71jLos/Fdj54hV3r0ocNGT48FNm/WJUKkN3geql9z+6a8Kdt87sshnrnd9o6c8gAU/NRveWTwGHIsaCP+nhZ6qyh4fKy2vWvfvVY1arHWAaulVYC8CdnwY4V4Vth3B8oqKMSoldKCPVSTkCNroHwSe0r6L0o5aFOxbFGL840aoVU4uMY84NjQik8cbm7ys7WgCaSN0KgIYjSwhviUSFpPcMjMnJv+GkGVgqWFa8QBpm2hkqWPbuFrweOB4HJ9CzY+slMzURWlr1uyvjALsJNSNCjORXx+hP+e2VO968w15X4QsIXqIM5TDMm4UYi7sQ/v5C5hUMYAOx07ikbBW8CJzoJbd3fnakjI/Mqn1wTg49LY4AkYKQO+ek0e8txdSg6OUIate797Zu/ZZPVjU+QTkmAVTRHITRj8gIbIJghnTC0j9urTdpUuFvZPiQoRPGjYNZRcBl2ffOva6OZiYJEgiSPmNg0fl3frXix+tuvcWoNzgd2MxC6wsMOmRQ8bYdZYTecB81WvwxBqpOTEw+dcb0Rx98ABLjqwBWL+3Zs2fm7DluN+IQoStH/KJ20GjNudfB8lpCZBuvD9OmoxfY2AddeGlS7Ne/JacGLa2t02bNstltDCrSgKT5l6RJpdlP3XAmreZQRuMBXotPfLjq1S824gLyfPEfvxtcnIs3CJCvSIZGUJb7Kqsa7ntsSVNHp90pb8wJoW08TUQJxImkBD7WrlyJGJzoWN/QcMrpp7mdbJ8MlzhKWaL5SIGH73/g0gUL6O1KP0lRnXc/uVE/P5t4f108YV7xhD5HVuMtUGo+GZUl811U0/pseqwrlKb8gcRIWmFB2FCYQX4BWCsoDCs8+tn+JKheZ9+79HptekIU9iJwVXzpyTNhE+jZ/sK5v35pta1qWfW1hQND3KpLho9VCx9FKmZDtUeaOQS5ibHZxeGGLgcfSowfcRb7IiWUTjqdrBwPMx2Vb2UvEgYbxjF3/OC8VyO/Sg/ypSi95o33rgleyWdFztx7nprbrTB6eVwkAGhCyuPekuSDQ4wQQkPkFxkMoS2HN0BFXK3IS4iUBNNr1X7RmR0gF1NASIA7yCAw/UCfoUzlAD0PdJKAUc5OAlHcxwYKgMbQPQhV6Zo0sESf4HUoiaLVBTZEX3M5jgTLRFEVk6pOsPtaq+GkmiA3dN2UhOZWXflevI8l6jQWz3idG5+91m+3YmGgVGDzJDngwAigpQX6Dk9AjSxoDuaFcQh6cxLsKBcy2mF50BGV+u52jK62/YxTkpsInTfjh2gica4YCRDDlLUKw8qPv1eRE0YmQkBSj6Pm/Ye8nS0hEwwg18QhUwecuai1vfPOe+4R/bTHk143oLEAN4IqrxcYHsSIP6wJcMSqpbm5YcXK71AMU3XigdUivvoVV1/ldPK9ULxMQvAj7eyLIV68CQyKjnOKfpSK02QrMnhKueX6RQ88/Ai/STQn/E1NT/jLNafJL1HY7YOVzcPvrnh7+VbQxA3FOkqjgRscTgx3mXLoCTyNSWOTLHTtVMIKmRT4o8A4poMYYzSmpqSwXtJvfv97F606ZCKUQRvWDA0mjRt/ycUXs8cQV/0jRZF3/7hPUS6jEohK4GAS8NYvefD3S2sE5YSJI+gnuyulnXzR5efGGgeNGjFsULpJsPmSDiEyZFf3aI5JAE5qusHuqGBOfAkAkSjgt5vATASzgKPkli4M9bo8hJsJpbJEukQlRT8BxOGJcDAUxqLQKXg3KtpHSgmIDUNtGZV0n65F4WtVUoxKIC3yiUHYiKrxDxQQzRGtCWqz1MUQXbKGrKrVARtoyVO/izFMPXV547Ulp7b850HRTwYnpI1XiA2Nhr013AwyZLdAs/S5XH47DLVoUFonwP5YIagI5AsG+KKGF3F5KMYl8B6DrzRZDssxXXCPD2gRVzIi5LpmmgxJgL3ZYXQgLbT02jpZBlbjgsKMmOpErEtwQWIcKcfrslUq+iaBE/RF44Yvn3e31kFvzyUDbXfauDlZ06/A+L+94y673aHT6WFXjTcEGAWT0us1LreLbLVJ00xWPlTMZrJvb2VzSzMwK7+N2BF75ZVXlpdXMGbpgJuIYcwX3hCISVCwULSMEUwDlfQfc4Onw/T4GP5sgKXLL7l0yfv/2VW2i8lEyktLePVXZxl1FDoebdAArwXufmPZ0tVlpAEHDeLJr4PhHEkNM6RxWSIDcfAKLTiYAOjHnkvcPNYr2IieBSKRk5WFG41eL7z00jfffQdSoCon/tTRWJLJaHj873/jbHCGg41O6HMUeZ/QtyfKXFQCUQkcsgTU6ec+9k36VfacMRMLIjXNYsHFL77H/MEfMrFow6gE/ickQEhGI3u5Dp8QIBMQEAM5crHLZaXGLCGDHAdBlOdXvBIgVRFoFj0EvgNxFJgR/xj2G+Q1rFJYvDAVEAWN1y15XSLzGg6SHS6H1eOEZpTBO0K/jCYfjV0FAVqL3eq0tvo667iGXGlKUiXlAYolnnGj5ctnoMXGUmJfTUxdQwyhRRpYpkUZoqpE1EgYd9MVmjKXGuackrwZlyv/+29bw5cMWrL5ENqmqeFCPjPtONUxZpDhEJyORE5OQMbIcWjLGgt+TJbxQqIwqfjqAm0IV7PFBs4MixOdGDUCXhIpgphSoPmbV+0VGwgOs//QGGdMXZA+4Ww2gnTdohtFU3JrU11HazM+HrfD7XIlJyfD4kat1sJmGh4WgThhgQOrFvY6QPxx1apfzJsHcnC8uPCaq79f9SNxywaDiLC38bJrxi68xdfh2thkVzfY1LUdqspm9dZ6TaeXi5BYS40JuYciJ+6PPPDns86ZDwazU82v/voXMQYd6BPSlYR2q/Ompz7auq8JeVlOhMX9Wp2GzRDEMFuaMM4kOuzRxNZQmIPLpUyarC8t7agd1eTm5CC7Y+fOBx95hFwM0pKB1YKMLEvK/eq2W7mFdz+C3ZhXFHnTjY6mqASiEvhfkIAmbfi06Ka+/4U7GZ3D0ZIAEEkI/nanyRTYoUKH00peLHiSMRBOrAQQiyUgKp/frxJV8ALXIrj3KOzFfhMH3sBGSkHM9+l2qZ2AcGqgWreDDw0qeztaoG4GLQKonGZwYIKxLNFgwIuBQE3FumTCzAB3iIgKoyuahCalQDn8Iteaf1XVxnd06BjwDSfFaIOOBDAao1bDbQsRhd60dM5NGQzINr76HBsHulbyrc2nRD2QBSBk6JtdYmC6lBtTEWUB4znmY+8KqBeGAGOEmOF5g2mNoREXdUoiTWRxlmnQrGkMamtQJ7JeVN2+7r+d279FjoN1ZHLOXJQ45BQ+ZVx2ugKDRoyHeQa4A89uj8vptOWmxJZXVsVm1XjcTvj5xp5QNHA5Hbg5CKlTVVPDR73zrru/+OJLymMkBlxxLshOuGHBWMHiStUpk1O8cLiP20fMScLGGvVnW/Vfl6mhlzZp5fdbYBUEhg8bOm3qKd99+82zN58VZ9JTGe6NJFgcrosf/FdNc6dCpBBLNGkajgbTqAEv6YoJCGck1odLgaRBzUlGDGrTQJxLtg7KzCAL74ceedgHS3RGlPqzf0QJSZJyc3OvuuJKZDmTrLR/HKLIu3/cp0Phst89fIcyqWibqASiEvjfkAD9kY2mn10ChGtUWlHBgVG34blFtlzocNsI3rHETjLgoW2FMAlgWkncRGhSYeoNoAagVK1wGJQK2HyH6Kb5tfVKD0y9DYgS47YKpkRUAVPtaWtEhlMn/BRMIAg6oWsgOnwqavckG6gMeA4bEYNtBZ8iYdOWNHhVIbRIDeXECTIidHC7UtSadoVGlzZ6dsbk87VmhPJFY8nf0U4Kb0rowRJODHOzS4KfHG9THUE7HNl/tCfYTGsEHPxub4hjakNj0n/SKytE/b6AWa12aQSHVrJr/dxeh3pz5Tfc8SpkjwXW7cvb1vyHOhOoDohqXd6Z18cWjkMJY5gQaHV9C7/E6Nh8CceKCDCk0uqT0rOVpngshKA9xn/SIcO9Ily7qFW5JSPQ5a2333751ZeDUpJ516iUf7nyVN0ODyxV/AhFBLcvGiEQoyR/LEnaUdnC6FzvraeK3+xU5yV3D0pw43XXzSsx5KTEcpmAck1T5zV/X1JVDwcLIm4Ke6HBdeskU03INzxNgORDJ0yJXjXA1iRYQmdInSRMkghKNiM94+NPPvl62dfBAqrlZHhPPIRPP/kkojuhot+lKPLud7esT4ZDj2yfLaIVUQlEJRCVQFQC/68kAJwCKwSNQXLDfjosQdOpRFhDSvS3QxTs2BMZDnNQhmtewo6EqniCgQAC3DAb310Ku0uUBpJ7bxkND/XGuAW4oZAkFznGRA+Xz1vR1kQAHMzIQxDiBUEAOBRwLEWNCSGLFW5hIsA8TFayhip1oVBNDHmRoXYIc4f60SxQynAz3GLExRWfXXLeQgS4CSmkyFlGRzs60AiEDMnUBBRxABpEIurIk3NCfkmzJ+ti8j0tc019YUphd9B4wcSGYCzh4A8klus0Gi0Vssm4tb5Ok7Pd5Gg3utt0wJuMuiR1bvyk5Yd3GQMER7WJmbnzfqWNJ0VviOfmNosV0iWe2UyDI9U0dUAJjmKUgjckliErao1aXL9997jSvNt/fTvqMEuqlSQEE0VgzwevnTkwM5FcrTCi8DYiWP1Chxsqc7IAUQYUyTpNqmHWwPjCLCxXItLgOE/ByHwmJsxN2FpZf+Wj79ocFNEDgsdAcDjDOpDY4J+S6bw5f8Qdquj5IenSfSIXL4xrlMtTYCdQRgI5j8dz8223kmhYCW8k53ERkB5+5NHRo0aHZMVb9ZdjFHn3lzsV5TMqgagEohKISiAqgcOTAKAJwIuoj+2OvIGDlNwegKEdYDBHWwjnYAyGEAnwEJLiJxwB5FgFiAJsoadSEqsUTrfaP8gHw2tCdIicrlFoBdEjueTYwtuaagEKw/nmsJGUtKDJEjszMCYIe1wwXBECKi32Vob38lgjIG+wChT4BwWcmtRag94RznAD2JJos5LbcbIZYXPAmcNszIQcZBMLNEWGDvkVgDetD4gu1TJJCR67PC+UM/FK8MLImYHLQ42GBw+mhQXaaz2q5LYYfOCYpcPrWiv6E+YP7Nz4cdsPSzAE4f6AZCoYlTX7RoWyuwua8ppGWK+w5QQnLx/56iCiiF0AoEPOtQ3NgX0rLpg2/PVPVqMYnA/IzamtrVs4e/TsCcVA2D078hLcMV+NVdjXbqgxiRdFMONt3uOqWgtadItFYdWO6kV/f9/uoCgKSEx0AVJ7EyanAmzGBvjG/JCHvOFChjeDDREpvGnVQ/eANeY1cpaeAJK19PgTT8CVIStlzXhbdhPQ9eqrr7pkwYJg9/53jiLv/nfPohxHJRCVQFQCUQlEJXAoEuCIRaGPCXR0by7Kju0ISwHr2J2WSDBEuAnoCRRwIMhKBIgeQBOzwmZaXboSG4HaVNahXjNBM0BOhehHnHOPDJS3NNXSEPSPqvEPmmsGABl3rIwNwjmUmvyiMyCYM4eJqgj/fc5WuBDh2I6zglUF+OJMgUnena4t1bX25hZjchIvQpXktEseL9T8DA2SwQO1QznTfGOCSIw1mYhMDa2oDQrZDFilL0znTb0gGaWKHFZDda2DATqgOogyPTUJFh/48pBW723ZUNmUaNL5df9pb65BN1TBRsRcNC5z1o1wl8hoywdOtqaRDDmCMgqv7ysvOlwug067raLmdwumL12xpaXTHhtrdjicaXH63144lRAv6OHTJasuUrg5uMWwWLfV7vK7HQqdibEh+Z2d9u2fg110w437bsu+ax99ly+lsEih+0HUaJ5BqnAxroEXGv4CIbiVkiasQpxNeGihLLrS0KxrqB8jQ6REC5ZJKObPhjwIDYEuRUVF9/7p3vAngQj1qyQbPfUrnqPMRiUQlUBUAlEJRCUQlcDBJcCBKnTeHOSEdQDOUnGwBDjjD/hcbnsXdqJ2uCKgw1WXpKKkREBbrkEeoJSwKbVrVvq2aayAdWxEGB8o/eQgXGpz2vZb5HiW1A4fzhNnhZubhJcQshfqJa02ZxRvEmrYcDYS7QAAIABJREFUXl3P+svF6MToEUNyltNm18279oR1h5E3gviw1QOfBpk0sHmgMdMqo5KmFipEMwYOGexmFYwcmoUjb8J/JEgtmEF+v0e1ptH+Va39rd2d7+xus3pIrU+7I/3+Edlxl08umDUsw9tayyRGrtFTpizImHVjuJvCEM8ut7e9o0u5Hio/aAa2RTua/Vql9MzNc5IS42LN5v21+++5cqa8ZqE1gWixO2Bd0hcpzLyzjDyiIEl+j3PLUgkhhZhsNZmDllXBZyCL2g7RkPKafdgzQHcOViR+waCH4p+eExxo8cYSqCESE/oClJPKm31I6EjBS8pRNxI99Wah6FFIhuFUJegNupdferGfmnczidIhirxDoohmohKISiAqgagEohL4n5IAwAqSwsQCowDLBBNQjahSy4pDCUbeFo/PwzXBvAlvS6AIkItdMIjEjS+Arygx0MozdGxWeLerrVBQEkqTJE9zhbdpz6raShmNc8TNrMOpq0yTYWYMGdRrohwEapKGhlyygBoKHe2W9vJq1ik4B3ZmOuGueRFeIxAstO5BLB6WWIm/rQW26WytAGJINCcZ8DFmKE9d+WjBHOFANGOlrA7DeW1uINEgbWqgVFPEXGitHyzzXfFd4y0/Nu3sdJ87MOGLyo75/9pWZ6HgkZAtRgB7hPgRKaZ40oBLHkkYOYs8H/aW6prawkx0iJ9DSUDV2HC5szXgcTpHlA6474H7Kioqr5438dSxxaHVDeYJZ9sA6N0IYowQGG9Y9W84SgHXjq2f+OxtuCN4VPRFU/Ulp/35wQcHFg6k6YA/eX8n4uPg9QMTIZOpycReVpBAufBoKIyr1qi9Hi9cIgZXOCQW1o2gN+A1XVAJR+JA8TzDa6Eu9917z59KSkrk57bbBPrPZe+3vP/wH+U0KoGoBKISiEogKoGoBHqXAIdXiphkwpVhWAsIMjy2pRXoisBVqAVlZCiKE4OMODIIynXDAEP8ms6h1KL0bdFg1x5PUseuZZubaxk4JnKMJAeR/BhsF4ZsmWpVrLTYiRvGD8f9u5d+SwS6OKS+7IpIMXI40IewsCB11NTK1Nkp4HaCWohPhg9xBWDIy1g3AngsQwiZSDJalONyUQqKeoX/s4xkWK1w4mAAH6VWjzbYbNjkoeiRJbGaP41OvmF57QM/1l02PNWsIVcwwYFALWDIGJ586jXqGO74RZ5mOLfIVze28+l3Kz/AJXiAaYfb4wkoNNVtLkXCgHHjJrz4yO9/f+VsmkkowUWjCnYfoXsdqpAzmFN7S8Nbz9xnL/vW24rVDi2+DMXTtNnwmiIa9IZXXn5ZrVLDpQpBZfhUoScLjhpJBc6BsxnuwJkE+a2XRSwIBq0K7KlJIKTDBm7Hkc4sdWVZjh+oGWuBsc6Zf84VV1zRnd1+eB218+6HNy3KclQCUQlEJRCVQFQChygBmEMYE5lJQxf8Qk5SQVOLM0GwTmsTVM0ajQZAh7zUkbc6wqSEsmEaQDspAczRlPA5qmDaDGgFJIt6BmixF5F2FKJLm+itUDmKfLTBcZdf7RMQ6qUPRrvYYeCN8C0V4f++9laG3NiIgmCpbazftIupxVHPmxFRMEiYL1iELvwSJa6OdkxDqYLrcaK4XjLesLriwrFjCjwdOX5PHAJhojM6sAM3caC8XMRUtQFMnYZwKKQ9Ae9OybvB76v0BbJbWp/CADxRF0GpIRWvxa/IM6XHKFW3jZDK6lMmalIvmdQ6aYCkbEt1Gev0TalujQXx6tUdJtPuXPEsLvggnR7nxtYehvk92nQrwETBMByuGzXqPR3+Qn3cwIKi1DE569tcuoAnXREwiB7Ih+ZMMotMeEiY+GwBca9LX+7STs0UvXWb0Rz6bm3WME3mUCZm6lVaWnrrLbc8+NBDJB34SVTDep5MQUh4VC/Fmo1URVf0kHD8jUWNXqfxeb0mk5E1R2vWPNgv2JtuOlA8q+T0SMiTJ016+qmnDnc1QuyceCmKvE+8exLlKCqBqASiEohKICqBoyQBAqMqnYgNc05rOAgWyZkGg2AICG9vI6QUCCiUCnhKhkIUvjiwURI76hCrHQkhaZCjwO3YXEkICziK3pkTemLmJXTm/2BKEaD9gmi4W2kKG5EBc+ojT4x3DF6AAGWJDSHQbKOAmkGYJe5bsZGAP8E4zjJHjrjgvEhKrQhv1yKFGGcWE9ii17mvcc/6jNLx1E2Q9lZWbrd6lmrzm/Zv31e2w6AUs7WqdLXq/BlTW8p3O1taSwcWIPpl+Z69Hn/A5g9YfYEWn7/W58uff8P3P3xWX13G+YT3El1MMrzwwWSZuMV/YFa1DgNnGJM+nnZdwIO47g2iJ354QZs7aaWuapItfUXM7glKu87gCQjegOTz4kZIdRYxMzLULh+AHTF3q+w5hAmlF6Qc1joyCwFCk1xvB35VSz6n3WHzieqOgLLFozcElGmiM5bdEi5B6gocTosnocmvrnIY6jwqn897xpCsolQz5gbRqbQm/cApyAdvB930W2655aWXXmpoaMADgUsZJvNbKEgmE/PHzp4SPChcTuimgbY74NfrdLR4IzJseH6Qr9h8aYFHz5nJAHtx0WazJyQkvPbaa2xlGHoqiPd+mqLIu5/euP8nbPvtjTX1DfsrG+zqhNxBgwpTjfRjF01HSQL/e+JtWbd0RYvGAKihScjKSdDhmB3P3WPZK775eofHnJaDsMQ5x/9B8jTXdJizU8g89CDpWLQ8yJDR6v81CQCxKmNS/K5wl97ANthhCTxFYNdibyWQxfShgEBAN0BGDH8r6ESX5B4OCY0IqzHrCZQQ1CX3gixwIwPfgEyxkhpEvaLCqTRCfU4WGOiBI4d7ODJlekjKHF3K+Iwgu+j0eSxuV6xOjxGd7fWNu/6u0BsDXlCDKt0oSgZRAiajKCrGHGPq+FRJK1k7rY3fVrkbmhzeBqe7zunpbKsrB/Jm8E40JOYMnjhTrdMryKOL5PBLZQ5PmeAZll6wrq7jh7ryS04pyUhPf3TFX0Jc8UwsnGHHJqZlF5kT0+MSUs0JybBvrmtozsmicLk0FbhqwbsCuNJTJ/ixuxCXvmRJ4fLFbdbVT3Yl7DTUjVB64J+cLQmIKKC66P+mQnUJtpByifChuo4er9/bt/u/rnZ95ICG290KRN4J2NuCpj90E22SapfPEPCpNX6vWvIoMIjP7/FJdl8AoePdXj9MQeJ0qmnFWelxZD8D223wp80biz2k3YbS6/XPPffc/PnzZ5x66vLlyzF9/KNE4pZiTGRtggweDxx5FbJYuOm1Kr1BD+RNjxHVoiG7RXSSNEoFVj7gX2THjIy0srIK7Kd8/fXXk5JkTzXUp5+n7tLs59OJst+vJdCy9q13f2zBzhWFLnP8WXPHpGp2v3zuhFtWUjgGJGXBde+v/Me8tJ8tZpWvvWxbQ/Kg0gS1p716545t27du2bK1xmoecdEtV0xOi3B3yjnsb8fjK95jIC3P+lcumf+s/LyAvnnyE6tW3FyKXGDPywtn3vKtVx5Umfe75WUPT8aj5Cn//PXPq4yFI0cPH1SUovYGoJXpmzPJ076/ps0taBKyg4i+78Z913jK3lw4//KPYq/9+1N/vnxUfO9/fFn3Y9Gyb76iNf+zEgBWNqcKTRUEtOUE/Ae9tnzRYW2CohTRcRj+kcEQNJl+paRkoBtVgNgMixEEhyW3rOok5M4guyC1Nrv27fPuK7NPuzAxIAbUSvUF6cVWv6/W7ah32+vdjnY/RdhheIswFyla2XgMeXFOUE4f6FDtHjeQN0rrNn6CfYOishPR1iXaQEgf2t6HAJEaffHUm6wt9WUffuCyWTx2BwVaZ/bGAJqWxioahVnD+DUxI6efC65TM/MzCoZ0ttTbOltcdotWaygpGtjW1qJSCLlZmeb4VC3cZxjMemOMISbeYIrTafRDJ86C75eA18Miznjg7mPbzvLcbIp6w6CzpFQjoLqoUpIbPiwbUOgzVGhbx3nVTdr2AqU9JiD6qJTNHBmS5coqYcEo0in3Br7dXh9EwOgf7oGphOGd3asMeN2+zgaXiHhJ4E6mQ2dR0eENINaN36+ApxEfyZNkhjZqtTLFoE6PBewGj6yfQq1OK+3qz8jwy1NPPfWTTz7ZsWPHsq+/RjGxG7yRiQlmiIJdsjPrhUsMl5uV5ILJjUrpcXtYD7nfyJzYU0tS85KM726o/W53i6gQBw0uqqyoQptXXnnl5JNPRqYbG5xqfzwe4G9Mf5xOlOfjK4G9//7Ds7sS9C27dmzf3eDUT/ztPx+cmyo/Y5K9cW+bJqSB7IXRQPUXj/72zs3cj9Lo/Wu+vXdE/d49XW6V/BUV++xH9mPUy2gHL/L9+MjMGY9UBcFaVwfl2zUJuxef2+8X4N7jKt4ueR69nNNmCe7tYkSThhaTXkoQ7FvefWdl1500DV147kRawflbltx59rXvwPkZS8qURR/tfeaMrljYcnno5Kl4+ZJBv/mWrs0Fk2fOnX/dbbdMzzm8jeocTC/e4VcOsqqNxuBfxNAYXZlj0bKLejT3/0gCgCyqhCzZH0dw3iIMR4LJ1ZSw6fuqIaMzdSatDIYZYKU8ACNLIAJ0DoNvXAMYoavN5m2otTfUWZvq3PX73R6XUmcyThmZR9gSTUxpgOompabUoCk2xmEwp99X47Lvd9oanNYGh83GjYMZNuaM8N93rhzWsPA0MDuv3/IVBmNGC9QKeRCn4QUhsaAIUWz2fP2Bs6UJ8BHoj7kKkX8FLE37qREj6nB6UalUKXV6c0bekLTcooAPrvGk2Lz88aNGzJ89B9KA+7/p86+Btz141ya1K5nYqJy2Do/TptSQo24aGh+FuHP3vjNPPxl5UuqSbxMd5xwtIC7IRmUvgf8TtStDgIUJjGBYR4axqSEgrdRgFawuwSyH3SE+w5LTJQepCSs71CzGwlsIZ4BWRn5ro5veWXDMihpKmIfVYo+L48FBqZKX88qdTdaCZkteipnAN4IiZQ1jft/DmgSzoDN58mSXy4XXGkw29JygEkcgb2TQHa8ASEIyIqfaEYPzP/h8Q1ZWRvmeSl6RFqu9bEJeQbIRzSC/i0ZnaVXKRlVi3f76zk7L008/PW/ePE4/OHK/P0eRd7+/hSfQBHy1a99+PAyqKs9q88vIO7DzxXNm/PLzeuLWnD962NCzH379jpMirdzadm3aHcTZ+sLiPJ3gaG+2hSEptdFs6PpTccwnXrXx+15gN4b1t69cV+Y7N+l4fnv87Ws/+rRBm6jhP5o+W3W9ZtpFcwu7wrZJ7rKPX/qqJW1AuklwmAbPO2mAUvA2fP7y0oQLrhkbT9I7vuI9BvdPqgtfqWGA+OQE9mrC8t0Lz6/tepLUUxddMozZLfk7W9qCsBvt/e01DZ3YgN8nb47qyhq50lKx8r1XhMnX3ja9z9a9VXjrl9x30+Iy4+AL73ryLzdPy+p6deJp2Lx8t2bS5FITf8iPRcveOIqW/T+QADCNIhY4mCkyw+ZLWIelsu37vvmwYsXH+3KK4/OKEjMHJMUl6gwGqK3J2htWB0gel9/S6WlrdrQ2OVoanXVVneakPIe1HcpnlUqt1mrVSrLiNStcgM70wyTRl4zgKhmQUNIrVUWGWHxQBlY6ve4qu6XWZmlw2ludDqsbcSa9akGVYIgZn5WbZCRoaGuscHU2o7Fsv80QLjvQEBpTrNvpSCga7Pd6bW2taM9BHg0qCrZW9heHDeZwe2CsrlCpMRVihRiD/txX1uz+Yc0umiIpmQHjVTpzPLwE4pL6BQL62ARbE9EBDuf90HVfdR1qkQi2Amqr6HusUsA2BleA4oQgWTVvRVmqYLNmPeDlG2Y0XtHMvO9RTUSCzhtTkPFqRM0hXWAoT0BUmeIlaxU2wzLNOt0Ifq9xhJqbE+J3h1XxWtouuXRzzcIpxUaNCmsPXe4YmfXeRgapcePGjRo1at26dcjzJlChw4s44x5CoA0BXV0lacZJw97+YKXd7iTTcEkaOyDhypPyYI+ERpwCMmcPT39na8uGhpZzz/0fcWbSJQGWO57YoRsr0ct+L4GAw9LepVcUhJrKaodQSpasgV0fv/IV+xHEhaVy/UpvSQPCm0Ugb1/ZlrUhEJRTPDBeKezbXxWE4iQcfXp64s/3xEoeD70M6zXBG2rYL2qvTY5xYd2njy5asCQoUhos/dw3Z4Yjb7H280duvGUl40N52vOVX1ybI9g2f/jE05njFo6Npz+ELcdTvIyvo3zwVlfuCifJ12+Cbc1jf3qhJvRkKuPPv3x+bhfiDeuhzhhckBx23SPbUlXeHlYYm5sZF3Z5KFlPkzD6T0tuvYCMqfgzJLl3fvzSx6vWf/h/7H0HgFxV1f9702enbO8tW5LdJKSSAqHXqBQVbBQBQfFDBZFPUT/1r36IHygI6CdYP7GgoogFRHpLAqQBSUjbZHezvbfZmZ2+8/+dc99782Z2NtkFomR9N5P3bjn33HPPm33ze+ede+6vf7Wx5rY9TyzkPxn8dB4FyplIaNDMRQ0AddlcssMjYUd3/t7hQHCcC8j0D/TxtM09reHB7tFXrQGL1WbDlozYEoWXWQIlAd0GxkZjAOCxGIzHCFKRX26NDYUAZ6V4fKCztWxeY3me49TGfJg5TXFgR4G3U/RJeBYYiyBZwmO1L8kuXJpDf3MkD4sE+AVhLVkKJO2LOg7krSsc2+udJGCNRHiUqUmkcCjgHx9o2h3yYXtLArwigaYnllXfeBbRM/LDTjAWpyM6gWCFYnhqEeQwb1OB4rWYLA6Hye6AOZxi5PFiUvTOyskLjo9FQhMwg8OcDAl6+geBL7HeVAxHKsIGlrYimhjxp/lpSJRoBLJEHTdzDUiQxGQ4qztEIvBOASNBo2uYWRaPU7FJyZFfGe3fhTNLJHrSjGlImjJrmo8sKjUhUa3Z9LfXDn14Tf1A3JNtzfxsIIhx9Hq9zz737J///Ju//vnPBw+2YXVuXV1V44J59FDHRNCFWH/JV06qKCu46L3n/PWRp7Nd1lMrXKctr5fd+ZMDrdRK14bkg4TvX5SfW7vszjvvZB5z7fDPwzFzTXPGfGahgcnxvTvfSJoc0XOsrQshk4SfnGAU7d69q1Pl6VzSUGOWYr3dqoGRG5Y21mfES2qvt/ecDuP03Avz84T5Q1/5z8zHu/bvSos5ddwpa4unEyEeDDHwdNU31nskp/i5+NeqdzpR30J9tLct5UlNEs9vUjzg0zmhmFdff8M503gKOSvLDvsmIz7U1Q5HVS1Zve7ML4s1iikZ17JLb1qWUiubep+55Qt3M/CxaA+rWDl2FChTBjYK/z4aoKgjMEF7i+OhZp41QcNENJSAgzIhPMnnQ9gTEyAXzJzAP3C1QAkH2IGtCL9sd9hgC7XbS2vqh7o7+9pbCBIKmARcFYuNjA0VFBXfcN7C966p9Ieif9ja+675noKiDHdJBatSX8ZZzAQFYsiwD0cANcJ/3N4yMNrjXtyUmBcd7csOtZdKg3nyiH0ShhsCdiMdzY7aZZNkJEHoO2dMtu0flLti2Z2x/AnJXiWVEU+Cw2RIiU5MTPJejFFgaIsAP3I8GkEeU8BoGDEWCU+ODJotVmwITxIIO7dssmW5LTEbtcYiENXnCwQCE16vm4QWokgJl2seKyXFWA0peR5MpzvIVrOcNe3vWSgSFerV9ZhFlhzoEbjGlpWIhbBtjqJpRRJ6LID5X6hXlY3ONF8u48r3jYd/t+Vgwp7TcPYRxkUPi9ly7jnrzji5gV+NIDJKVIIbfjRKzyiQBB/l8lK+d2BseDx8722fqizJ/stf/tbvrigoWxDtb7VpE4acklS38qSrP3UbxhYiHUGIY63ZQN7H2hU7luQdOdg2iDf+2G13sKtXb7zGrRXP9PhzVO+6mNXg1hd3qeDcWbWoFt3ifp/ewOiqLp8GMB19pRSVlo709Ghm0537Dkakumlvm0dfHpPLk532q/bSPTd+OXJOtc3ZeN6V59RGmh754e83pwsSHUaMWNq9gdLkO0e9QqC3egSQiKpfIeIlnt+kyc5drzGspTpr5VVfun619rLFnHfiNffccz61SBZveeOKk2s5P83BvPDc9zX+9+2vTdP8JqutK08+23X3A/QXMrhrf6+0nn2BMjE7GpSZxjHq5pwGCHxKppzyWH8zgW7GWZO+PnMW722J6NdpjsVJvMik0AfbcWEeLplXD7/eoe42m90ZCYUAz7GXSn5R+b3Xn1ld5PnpM82P7RqaNFnOrplvngzTjjOT+j/KGSoWyFuB6L3DMGaTL0jY5OrNWtArN4QRgyMRMksB0+REojd4Wstg8Zr1wXAU6/YQ2agHEyGohx0lJ/c1txHy4wQTNc+JYB2Y+wd7ndm5yMXDQfiWwJwPqA1TsCu3yOqGpwQeJ6IJLKmMIlShKj/EwPzNZlp4Go2EwhH4Mgv+2DHSbHY47CVSFOpi260KacXoEIIcWljx4igVuiQ3vRDOmMKRNJ/8jFTTV9IjUyLuH5jEHvEUHpKeZMTvLc5Y5hgOhycnhWsiaZcY8YHOTAhpB/xhjxyEl5F4JzD9YGhJxGK0BgtKpkCCpBWU8MF/3ZELuR7H5e9ZmuOx/+kfTzT39J96ymkvvvBHfFdKbepLQChfmlzy3k8cdsRju9FA3sf29XtnSw9L63S3D/++lu6otCSJXWMHt27sVaeTs6ShHPdNv1/v5S2ZvWJHWpVqRufISOeorbzocOvYZsDHue6iD7Te/wNl9ackAcHCilqQhn1nwOjtIpErjl9XLW0fXry2oabx9NPsj33hvi0tj37vC49igIIHn19vef4vr/opLhglb83ikqlvDCeDb4N6xQDvkKNsdVhxSdTfSclamO+VJn1P3XfHC8oTnHnBdT+57bwC9TcGv865qz98w+qZy9+9fVPzzKlnSul0e5Wvku+1LXvGpIXak0E6h6NBmT6GUZ6TGiB8Zc4rZ4BFfwBAY7HOXZaSRoKiQN5hsaRP4DAGX1yPxYIqMhNNpJziyur+juYsT7ZveAAQDRbxZbV5D2/Y9/IheJ7YLDbsTE5IbnJi1FHlCo0ngw1R55kls5VWQAPAjQYCAH8Wq8XlzkI0jHAYe8HAEG+akBzRhDmacPx+0yDFxU7ED3ZNhGKTeBIQKBIIsKm1Q4ymTEEZGjeKrKzcwmgoYLbYosEJi80R9vtki9VbUWNzuoC2AbsJMRInAR3Rk3EzcacBwDwCUM4JFBHfUFZWpWyyJmSYZwSSVRiwFoUOsdSSeOIA12vz0hLRJJikHRFVMK1mVkUMAggc8cMFPwb3c5TQHWIJyRCvvbAwLwaXIbziIGlEvXp9aY5ED7WP+3x4S2AyJX+oiXpKisb8eBbR0DaDbSIi3eEfULjy/IM3Lwm4o5QWul/csv1g66Hy8gV4mgmFJzot5jI7RWYk9chSl80ZslhTr9qUUY/lCuWx8liegiH7O0YD5uzCUj3Ci4+PB/kvuG3DMyn+t5A4OjCkvx9P7n7x8eRyxrJF82GJmWopn+FME5G+rQ/d8bkPnVKfLdvzKovdptz6cz/+rd+9NkKP3zNMKa4L1tI1px2vM7gHD+5v1XsdpPFEnOxDLX1aHJaJ9mfvvelDF1zz25ZUukSk/bmffv3jF5yGiElnXPDRm+/47QvNKc8aqeQppdzTv7XZH+1+Y9Nzj/z8y+9v1EO1wZd++8CLAyffum2Qlu4jjbW88cdP1FF31/E3Pvj7axYwpzetXvR+K5Lz4NMe3gpneGkvqUhy9i5trLKFt/3g6w8oP7+S67grrjz3sO4kyd6ZcyUNS3Rfg8w0b6k2sG1n08x+c48G5VsS3ej8ztYA7gSmbHLwEyiIXIEHWhMxJYYGltwRMlNAk8BjAi9yXqlAb2CGhNVmByALYLllOBQMjA31dvztyY3/2N4Bi2cSxMHsGhy1OvW/CJkVBMGmNtDek7TmMUHx9UBAaJepkrQKnsOYLQOR/bB1xxLwPoeBFmBOgMzBEZ/Pn/q2VR0JXux2pxs2bLx+ZdcLyebxwqWE2gmMki5EjmoYmzJGFSXCk/BeUQqTk76OvR5XvbqYkKRlibkjMxLCCw7UBB/yNZXcrOeq8MMpBIeNt5DgjA6lxfzDZIMmAAut8UDKxZTtnPQjiCvMR+pBSZIxRyTKTp9wcUIhvNxGomvDV5MvDRpQ0F9cpZho7+rZ8voOiIRvnc9H7vtD0ZgvFqeHG4RDkU2dLndvf4e+K7GfQ8mwec+hi/kvn4o5O7/QKu3XlkkGWrsGYBYw7/zDPX9XwY8qZPBAa9ekVKA8+sX6Xtu2R22SXIuWLsD9OpO9PDG29+F777j/8YFzvv+rmt9e9njNl7/2sZNL9O/sYsMbv3vJh295slsTA3xHm5/6+dee+uujLY+88JUT9NTamFMy0ZGBERUCuWrKFyz1ALC2qWQdr+7ul1bXqEU+x/c8cN3nb39002BejbPjjZbA2m9te/Iry6UD/3ftWdf+tiPuPflk5UcOUxve9OOv/fyJzX9+bPuoOsjG5x/9zXe/VHbGDff9/I4La474TCy7XMk4JilycMHi9roy8DDllpVPJdZqZqLe2UkeG9nx0N3fvf/5scIVK1evWXfi2jXL6pStbbRRReZt0ImlpAy/ZupFCnZ0d7f87kd3bNYc4s0ej+Ljnjb29EU8xb2x6fUhz6JVx1e6D/f7o7CY+XyTY07u3faS9hh68JWXWyOrp1nQcDQok3IYuTmtAcJPJopWAecQwmEEjOJjG3+ZfcrH1LBx+IITZAUh2x4FWoOLOOlFgaJ8isUiwQm/lMA2kyJwRcKbm5cFJw02EQugBksrYL3VAisnuClLOTMqGLZV4GUB2TUCi025T6O3VkkwDsIwwKNKBRGKWmGMhsOIqMW4iB4d7+ob9Lpd6KGicZ4Mdojs77a53PDnBtwLjeOdGCz32PxFGYpYKNgZE+YbKYqo5d6DruEdAAAgAElEQVRiXDAX1CNNL4dHej1FbNEgAtWrBHl0IZ6kQyEWdUG9x2ZaViYURTWpCZJHYfNWhUltPEJJdGLOMpA3XWUWiWRn8cWgShEFSuAp/uOolOmi03ckHgxOZOGBhNqnS4lIeJRRNgjoLD44I2E3e54Ja0GWJ0KhrTte375zt5BzaLi7uuo4MIfK3vAH12a7zHKiGVttSvLI2DALNt2gx3a9gbyP7ev3DpOeLYLqxjeqbOGmp596XYWXaqUkNbe2BxPLFC+QgZee3p58xl+8dJEXN7uYf9yfpEcs2LZX//zN7/zHN58dlRpvvMn02L2/fuyhniee3vvopjvfpRoyEz0P/seFX3tSYGbnouMbure/rgGvwc3f/MaPP/TXG+bPBHuHe7v61NGB2LKrG+q90lMqQBrasmX/xFU1KeHnTPGeHRt29filHjzNw8u4sqbCOvzsVy8m2K1y4jMJecFn/6gBe11jvPu5uz5z5/rTv7+eNDDDZKtMkY17RTpaO8NSGb2xnSa9WfXOXPJE/6Y7P3XFl/7UwtN/8dHfkCTmRZf/8uGfX9aQ9v7y7dFJQXm1S9qoGLmwZveJX7z6jHb5M+khPrLlF7ff//zu3W2jsELlHHfxl755/UlF6q9MInLwN9e867rfNINjTu2pV9zy0w93vyqsO5mYzWa+uv7BfU89/YZWju/asKXvhvpKrUKXORqUOvZGdq5rYDI0Dq8AmIQxUYI1gD9jPeO7nvQuPw/bCtLs+asvQBosn1QWNchTLRckeWIc2+OQqRg9YGPOLizx5uBdkNIs+GADevgryPGI1eGAaZwqp0mAaLDMqjIREQaC9RpHVNpg/IakAqlRoy5HtVRUxALIJE8QmJ65kpnsb25bWFeN/gTutQTR7Y7AUD88R7ClJa0rhf0VHiYKN4LOPHeaNjjSxAlC8zg8AprxwIBjNDje+vT/YScdl6tWorVLqjSU4yRYcJaNyZSznDJPspH2MiYMh70lMzbNvBJjRSdG4WZCWsQ+RGIOqqpS+VAbJXHkjFIhmwIBX15+Ic1/mgR0ThEYWTv8gMETpvcIUjgWGx0b7evr7+7uRu+BoYGu3h54uZDmWFWg8mbnm03W2GRkNBbbMjxeX1wwYKdl6xh3mgHnQrWBvOfCVXzHzMG9cHmjWRJAi4Ty7drfIa1JhkDWC+o/uL89coEIoDax45mn6C+Tk7X6jLXz6c9cj32pJfrYf33kMSZxLltddeCZ5/tRiDfd98lbL9x311n8uxHc+8DPHlYRrfWsm379yZHf9vpfv/lbj4rK6KZf/GHXp7+yatp7HrPnw2hPh4b7cxfUFFirahslaYtCEO9/9uXd8Xet1jOSyb8xyUAabXnhrqs+8T1t3ajalCIkPEAWXfqZK5yv3PLzFxTE2PHor5/68vqLD2ebVllNf447PZ7DwG50fKvqPZLkgT0/uOb8LzyaDnzje37zsU82LvrbV1bQVgtqept0khonMdr02J+7YM06TIoPv/KH2+97SqXY3rfyyk+fpERkSAw+9rnzBOxG+2jLi9+/YvX9Tp/+9wCbLWs/kLOarzogzuGtv/rpZt2jWdTnD+JXKcMP3dGg1AliZOewBshaDLQzMQJwCozE3y5CU3C68De/4ln2rpLiYlQyaGIjt0qCOsZlDJRYQTBpBnyjCIMi1JVTXOp0wCaK3hRGjgEeALAJoTvEd9juckXCeAMpShl0zE4ltEd9ss1sBiJGEdyys5wDw8pdhCXRqEDPxnlU8OxkGhGVin19kiMm7lddvS1KlBLwIMGc2fmgDflG43gU4T+/CKz4isg8hGKtFsOxYmg8UOAmT6JaERElHtt+/3/Fels93no4Q09KYeZNYhAUFeS0sJLk4754RQC/eNl8/kLBN9ORiEPJG0smkunraP5oZYXEwgFhrydxkXAiIahESuDEDdyYrFcJQWUyBScmuEUjTM9gPjk5i+6958ZweCKBrT5jWL4ZCQWD/oDf5rD09wzT9OkhRcrL86ij8mMdc5qYGC8uquzuaYG+W4YCw5InL0uaNEsh+EFhFocfO12WY6asBwrHjNCGoO9UDVjLV6yqTxeud/+ujGbCltf3DAva+O6Xn+3XsEflWSctyPxEWHrC+ec0AK9ZTzl9xYFnHh0UXaLt23YrsD2+48GfaSDGWbty8YLzP3/Lxz98zmLNL8P/+q8feVUbKl1UfRn3ZM1OY7ZjT4GymvkaGxCyV4C+A8yi5dU6f+vgE1/7wJceUR8DkpSJ1qcf0b8DKD/hI5/9z4+dAJORmtoe/v0LGVWmEszkbFNXis+EmGmOqN5ZSR7f9eC9mr258oJ7nnzxng9RiC+k6MY773wyZYKz4iyYZDpGDu7bqa9v2r07xckzcKA1GZ9GT6jmPfNritWHqbGtP/jWj7WtnSRnzTlXfOqyUytUUj6PNLWq85jVfJNMJn3P/+G3TUnPKOvam267kh88kzQidzQo08cwynNVA0A8wFOJkI+QX+okZXg69+7Pgs2baIiMTljDyDgNtISWuE7LT4wDChPAszmcVisslMyTyagv3mzJshVI2mw12d0Ot5tQ6DQJjwRI2H9H3w4nb61Ylp8M9UN4klkxsIRMlKg/ZwAT6QOwiTDbbMYG9m5u60QjZMJ25aIDEfN8nO5sdz5ecCn6iAJ5izxV0JRxVuZE/jIqHY+FJwOPO6t/70tjrTtAFPAfuv7hb9+94eFnDr42FPKRxqi3mqhAixyJh5wwn1mbKND/lqhk4ozHlwQv39QxSKWYaYnVqgjCAiky6UUDL2riKn2G6ykeCxz5Ff1OP+zw0EDzgT3th1rb2lo7Otq7e7oHh7AzUhA+M2Z694HFq/DrwSZF/DAkWEMbPGhff2td3XLBGwHkpagjMTw63tpqhiU9ReXTD38MthjI+xi8aO9gkc14L6UXr6O7F9sydCSBha5xcNvONr7dTrzx5FP7tYaCM993quDhHxpI6eg86fpfPLmjafOffnfrBZHtr5HFOzXFX/3Hg0kvcxEgBRRZBSU6QHxw22tdSceWVAa6UqR9307NulnXiL0hXUUVBTorcnzvlh3Kzg5qN4fbqyPgWnPp4nXYYHfd4lIV0Em+vVu26wzB7lPed2aJpWHpajbaC1bBfzz+whhbCVTWhz8Le/zhaaa0zlq9s5N8pGVPu3r5XKdfeeVZp1x/y9fPFc8X8ZGnN+3SX4S3RyeRjv0HtWs2Zb6oiPe99OpB8SudqRmWplGf+rg19sKP79Vte2muOeMzt37/fz6xbrqANrOarzZ64tDDP3yoQyua19x0xydX2DP95B4NSm1cIzPXNQC7I75ViZCfQ9slZ4tKi9kebt9h4V0YRQNFoEADASPymsZfDBmzqUIBDNi9BiUgI2xcKYAs+KMG/4gYyJsig0umvCoJaAs42pbmXJYUgHAzHLIJ3GEEJQGmCSyIclVxIUEwtBMFnThL9lAypopRqZGHx1FNtNTSZOroHSBK7IJuofjcCqEYCy4oCCiY5REMo+EgtYsViTRbZskdcCA8jGbmgAO2lUcQwd6dz2OfcxAOhqLPtTTfv/2Jmx754bq/3XbRsz/8vwMvtvj7aETmScIRT7hmSOY1VdCqKow6gHpmTUqIha1OjViISp66EFalTjmTxDQG/sO1Bs9OdnccA0N7fOGoJ0bldwskCwlERz4jQ52RUsqyFImot0TRnOnY2dGkq6bvDrhgOAT2RhR4lKArfJJj8LcR9XjiGhjsdDrdjQ2rbTbHvOpFYUR1QWzCWCw0MqKJpGM+R7IG8p4jF/IdOo0RvDkfHRhSQJZ1xboTsTOlkoItr+5j9Nz32ivNaqW18oMXnZYtvpaIuKq3WFqL6ipzJHvxmosuXhXRdVG7StGu17Yd1EpSUZ1igS6Yv6goWR3f9/pe/GwcKfmGBjRoaEa0OryXLSir1KFjSXty0FjZ8gqT5hmqzTn/e09v3rRhw4ZNb3THBh6/pg518aad2/TTWr50EZzd85esXeLWGEmBnVvfmIGQagcZBm41r5zdVTUl6Y8BqSSzVe8sJR8b7FWBt2R2u7GyUZ63/uITFJn6du9qx+YXSnqbdGLOLsjTXyGVve68a9trQynWNV0bsr6d+4RYiYlXnlBfqjCJ67QPvatCyl5x1um675K+82zmq/WbPPjo/Y/3qUX3ks/f/tWT89RiyvloUKYMYBTmtAYIvcGdOgoUJeCrOlvsuGKxBjt3yUC/VEeQjHCTgthEFRd1OGjCPyb6m6y4Myo0OFEv6ixjYSVwr7XmeOYmWZ1ZTJX5AA+MNJs3xcwmUE1pXlEBjYyPViUaFAQuMDmqEjC0w6yNG42CHamHNBaYGBvH84Zso4ijycSzIXmxaSXXJuKRCLZ/SVJAY2JuINI4ClKMArw9Ge3ft4V2sUwkmkYnCdDSA4qMmH37ff1373n6fc/cc+rf//szL/3iFwdf2DPaGcdCUhiRbWa5UmcJ0o2nZeH1DgVi7yK73Wy3Wxx2axYKCNvCF5EVI5SjqIg6Upafl2jSVMhxO+0F83CzE9eNlKJeQcqI+as1xEGXBC1PG1uRHuaGqfTp6W7mLoq+RC0K4WA0y0XqRSRBfMSXQRsHBNFoxG5zbtn6j5KSmnetvwr+QgjpGOW9igb66WXFXE0G8p6rV/ZfM6/0Hdfjfn9Lc5OCIZ21F9xw3VlJ4BJ9fuM2RN4bfPnvz6j2a+uZn//cmXr/X900dPsLRlt3bE2zN4PQv/f1fbqbRFFZibilRoYH9M6+vFmJjm/mrB5IuaqrCcWmRZQLtu9p0fOFF0xevh42mYsu+fTHF2lvFW0uF+BxrH/3zpapQ6b7iPfsPjB1glO7TV9jstmU38TpaVJajqjetyC5CH8u2arWX3CGE28BTj//ivefmFz9+RY4p0zBXHD+NZ9coCk8pU0pBF/buD31omWiwmreA9syvFSB0bz14HjmHvraI8xXI410PPfUS9oDXu6FX/rsSbrHL40MmaNBqedv5P89NEDIO+0dPnZpNE9GQomB/cIQSxBKKAMnyqkojTAcVcFsyzZvIoIDAdWinpuImgqS0yJbC2sthfVEBJOnywXYLMKgiBrtiHpwRHQ5fQ0eBrSi024rzctVhQatiocVCh1WZks7O5yQozkEARYHfc/AEI4a8ib5CJ7SzKAMLPID0KcqxL4OT9AEBWciIwyLuRGlKODIE0TVUNMr0cAoSqDZjycRUgKZlxMimDmFWpFHIhMv9O29/Y2/nffM/zT++fr3PHPrtroJaIfZTXtAx+Hxnk2vb9uxb3dnb++B1gMDw8NAwDCwuLMc+GQ57FlOOzST5XS4nA7kXU67O8vpciDvFJmwfzy7dqVEzxIQjCYAUUlGnoyYkFrJDWIGokFtxjkS1UJyTStwZ8cBYq0khRtKeAaIhGN2u1XxA0pSKLl4PIbXJr6xwedf+MOjj/3k4IEdEdjJIyHw0nscqf3mzvkI34C5M1FjJv8UDaQbXwNvPPS9ps3K0HD/WNpI2/n2KBX+LU/fe9Otd/9ur2YcXXTKaXVq4JHY2JDiyS3IC5Y0lCgdew7uTmkS1dM5lKe7VShMDnuKtrce0AhyvW56RLWXlBdLUhI2B3sHcb8t0MgkU5bXhV8MFUrlr1nTMMXUM7pzyx6VINkzMdi0s03TAuqjuqV7SbJpc9kFtFWOnsG0pGrDrNX7FiQPPvG9r/9xxe0fXFh97RMT16oSaOe3wFnjQZnh5+6866lx3S8xVVZ/5LbLRr757ScU5bT+/fEdwfViPS41pyaEjyzke2L68lOpsbYKl1Z2efirkNprSukI89Xo+zY9pYX0sVZdefX7S5OAQyPizNGgTB3BKM1pDQB6EuKK496jISSeMAAivChkE8KeJBUAEqLi/ypoU9GbFMLWNhQghbwsBGYVHYEXBW8gUYQ8tS55t4bGEN4EpBTuOi0BmlFoDNiak8gbJGZ2UdBoq4ry23v6VUAskDHJxknJoJWwtuJKQZUiwoklIXf29C+qr3bY8JdNoBCULBjjUZ4d/GHg4QDH9thEwOLAK0giE8z5RD24jo9owNlq6dnyKJmhEZXFJO8eoyZqMGEBK2zTFFKEPzwYLOuyKTIZ3j7cvNM7dpJQEw8w9SCG9jgd3f292GIGm2tibWgkGPC6svG2wj82WFZeF/ANZ7my/aODCMxisTtBE8KuQGY7zOpjQ/0Iwh3w+Y5futBTXOMqXTCOgNwkBQ1FB5ocT4SPePDAcw52oBTjMqGgYGpZGvcp7zemiqrV9HQ1C97MnC4UBqITfpSC5KzCDzpcpgHwOMTykLaSY3EI8sn6BfOHBnaA1OU6wpsBhd2xeTJs3sfmdTtmpH7t9w9sVoEm9scpSbUK7/r+zXdv7u7TfHNdxzXO076SssOTowciHq9beV0Y62g58m4jSXeLNLeKmegOu3+NJ11CKstKCI5ZcwuTvjLE5UBruzo3ZmrJL9XvJOSuLM3het1hsn3bS126siTtvOfDp5y0eu3nWtaeWZlsaDxtbXmydMSclwKpp6SacpY5pS6lMFv1zlbyquNWaYsVpdHt916+7rzvbPFP+emFTLPlnDINfUGODOzf3ROU6q74zn0/uOc7/3HqglM/9cAjP/3cqbVJ5UTb//HiGym/8noOod5BEV897WnNXLxuZT3/dOmpU/Izn2+ym/6bWXPeu5ZN7ypzNCiTchi5Oa8BwlWAQoA8BHZpukoOeeBVu4uQMSeB0EBPSFqBaqJFOQbgaiIcvgm/0f2aHaBFK/VBrTuvEDvTiCpgaxACfAvILCqVJpKIE7Z+UaAatdBG7rpUnJtNQhNrAed0bZRVKlligpNqM5udTXI32bwluy15F1DmRZISrYijgkw0NCF8cQRHmhvNkQ5Ep40E43YkPHxoJ3mOwz4dTgyQlZY6Ma5nrxPuIvSjciEBJybIrM7MDndAUMVhHwJay26XJxiasFjtkXgsFo1kuXNb9u+cCAabm3aN+4ODgwPNe3ccatrd29nV2dpyYMe2vq7Owa4OBBixJOjHyTt/rXK9xaBiwsrINDObI6ugUOxsSrUYUSEU80bYyVElEILSacppYsI37qcVt6QLbqUj55iXjPCL8LlHouoUAagCLzxM8K3hDqB0ZpHpDeFp3BQefs4mDebM2RkaE/unakAYXzMO6axvqBHuHxmbUemqX1ij3K1Rive17NGtRJQ075HJQG+3GlFCxyra03ogiZYlzd1iMojgszq6mWSjva3tmp+1s6SAn76tJdWIFq1LOcIWnqyRsS1assTrMpNFkbN7clJdsn0t2ze+tL2lf3jZJ+64vE4ld3vcKb89av2Mz54jGWdnq15plpJbF595XrVO3Pjoi/ffvynjTXyWnHVMM2ebH/nl33cPyY0X/+enLz2lLt1/I0NQGo1NPBiO8o+uHumi1VktbOEp6261XpyZxXy1jp55CyoUvCNVNyJe/LTpaFBOO5jRMEc1kJBpQSThZCQBj2S7U87KKbzwK876kwk5MfBKoiPgUCqIjwKbgthonSkoZDPnYOMlTAXoyWcc3C5lpwYaiM3MNmfGmz/9tQF6A3LhSGJx0pvSUVGSlwtrrgqwFRo6JXtQSXiYIAMYhw/ZU6kg9w3CwUyGqzQa0EPMHwSUp34kIR2lBPaT565cC5sAN1ILEQoaokY1SYM6EzF5A9vIoFKQMFdk8YEIVEfPMHTkZPL78cNCjYdPOR5PnhcbvNMWku4sCsZHlu9ouK/nkDe3EFEaXZ5svC2Y8I86XdlZ3oJoMBAJT2C1qG+wG68QAiMDFfPqMQQguxgbeRKcZFcSivi4XO7cXArXLZJoY0qF9IjIe3gII6aaVKg/KUcZST8qVSn14tTf31FeNl9U44krFJzg0O6GzVtVnnE2NHBkDUw1vmp9qhrm51qwVlGFGlqDlsk7rrF0Bs+C02x7jl8VR6besYGuVh0il1wlBelgTJNAzYR6u1XXc9i6C/MFJrLWr7nw1PMv+4/rrvvUF7913++f+/tNaYHBrVU1fAthNs68guwpczWVNSzKVUcRZ5eXIqIE3vjTvvpv/teFwqpudXmzMs0ltefRKU2j3llLXnTuZz6+Vm9mkpp+8umbHziovxY8g1lzPuK8R3Y/+qP//sKNn/3kpRd/75WoObtQ/yqCt6qZhoW7sTbpfq6j8e9r6U55vaFrU7Mznq/aQZIqLrjlC+/RPaslW9JzR4MyfQyjPNc1IJsKqjFHQM+ECXuzw4HO5Tjx8qzTrpXNMAcACAkshDsPZQDF1BoB2rhVlibGxwgsq5ZpBciLDgJyybIny5mCLmXJTossU+qEtuFqwkZvLP9U0BtAOFzPVXhGVEW52UCvus4YXSshozRhcHyEeVXgSI4yaIKfN4Z2OW0YSJkUkRJnPgEaixu1HJnQnC54+kzDIyEn+iq9TCZL3dlXestq4G6ybYTu1QD6xA/2fdGBVEE50raQhgcdJ+R95OR1O2lFpsk8EQ7gfYDVYp2Y8LvcOfDB6O9tQ7yRUaxgnxh3Oj3xWHR8qAdrWC02Z2BsKDu/zOby5pZUuWE8liWble8vJAAGpQN9OAkh3J68/KKkzZuJiJTpcJCHRwbS1r+Kjtqxt+cQM9YqkKFHEaFiwYsuMm9vxHxV3iBESPVgwO3K9mYXmE2WysqGwuISEX/Rk532Q6nnf8zn35pd7ZifvjGBt1sD1rLaRre0JcPNxbmkocZszb/wyku++dRvMsOYorqq6c1+Se+RFFicnICIPdKmAiTfwf0dkfV1NikaCac8kGdXlE4/isIu7vclvR59f73//qvmnZUX6u1a+/3nr8rle0ly3Iw567ovPvjNd+dNQd5TiM1rbv7TV73/2Ng+6SgJuj70k+fqb5QWnLQwTyavxBmn6dU+UxZHVO8URkeSXLavuOGBR4r/fsBUvnzVSStqw3+8asXHfnH56n2b7vrfW69ceRg1HonzFFGmq7CefP0Vq6zmoZr5HikZbnJw685DsUsrM+nXmu11zOTyqgM6cryaJe/NzFcuKK3Aw8kMHPSPBqU6C+P8b6EBYCFL6eKs04plhxtQGwZehFmWTEr8PnzteemiQGhJhShgjSsITUlywAcTMmEmsuWKRNX0n07MwO1KWeECWuwGj6gfkm4lJboKzE1H2hFyEnib8sQ5aXcAQziKAMoPKe+jaEhlYOUEHE74m7AvmfTpP0uBaqLABvI4uhyEvAkUUiJ6ztBZOEKgGA0FdQARBDQdQpBEy/TMF51h7593+uWhBctGug/t2Xwvm/UFQQLeFehE9n/yLlH74kx95YnAFNODIkfKqTQ/H/SIbz02PurN8oZDEzm5Bb6hfqw7tNrsuXnFEVdONALb90QkOGHL8uCiYFtOmxMrWRFzJRIIBrAKE0KAmqQQ1nsanyXiWVAW3izu7MKickVKrmE5KEcZWQr4x7GBfEbfD9an1NfXRiMQudAtdcOVSClwE7NEtXg3QswpK0tNB7evWH6Wx52/cePzYyP87ZpM5OQWkgBzNGX69ZmjUzWm9c/QgJxTVuXJhLydVYtq8Qwrl1x839Pmuv93y10P7dDcuxXBDu+OonmPSCmwGH3dC2p46aXF4cyEdHtb1eAqPI65dmFdyq9CJrWkLtbs/v0n1/6eyRpvfPaVu87IliKDezc99qeHOpZ/7ebz9cH7qk/72BUntzywsTv60u0Xf6mx7Y9Xlab9idkraqutUov6fCC5jl976gXrz75AlaL41GI1O4tzemgU2qh3OC7VZdJHZrZHVu+bkNxVt/7qG9ZjwEDz375x1ecepnvq6Mv3fezUJx7+xq/uv/GkPKGcN8E58yRSa62VH//i9bRTpnnxykrpUe0lRrTz1b3d0ilVqdRc8u97HRHB50/7ZEbmc2/Z8stu/s8rzl0U/Punv9JVrY9mM8P5JgeOvf7Sc8oPcds+jFxXkGxLzR0NytQRjNK/hQZMbvqOEQaypd8GUUf1jI8YigkghrICG9EGqDTh9xENASuiZp8OwmmAu4oGsfFkdtJtEJUComHbHQRF0TA10CA+ZAtVEyiBv2kfnNSEjd/zvO6hYdjamVXqUdBibFi4IRRJRoJQVBNhDR8Z9weCIU+WnSq4jZpZdjg1UncA5ckEZkIbMEZCZqBVwoREKmbJ8yemIlGRn1Nyao7f3DURjmurRxlwIxw1XENAosBXUhF2b6dOALIzQ94lBQX+oA9RCD0uL3xOoIGQnyzc0UjQ480Lh0Pjo0OImW53evoO7S+omA+EHYvF4xFA9IA9yx0OBvLgHI+VnRYHHhLiEu8eL9B0ch40cWeWGwwdziwgbGV2LDaoWGKqG+zvyYi8Bf1AfztISV1ixtSd1KZP4guAGmpEcxKWE9VkLL5lyz/wrmMiYM7NK8AK1cnYZA42GZ27KQ0WzN2JGjP7J2nAW1qRnYxekhxU29fG7F548Tdu63rmoc9uTLZyjtxRZgIVY5Fwit+2SVk7U1Bdnys9xU/MxM8/7sfO3rY49tfSD1S/akV5ig+EvlHJT+sa3vbIH/9yftvee+74ySO7MVDpB0664vxLK1UOcf+hXr81NiGki+7csnP8qtK0V2ZZ85c0OqXnNOSt9n27zz0DQN7STNSZPvJ06n3TkiciBx785g83Y2GRmgItj3zj6luWbb3rHMa4b5qzyk85h/w+vV4L1p58HPN3rXz/+5fful3bODTe3tUXl6oyKGfS7wtwmHF3QQlc+tOfDSVz9dJV2d2PPPnQb+zxqz99/cOPBa1TUfoR55sU27Lovd/6WU1Xc2TBaWWOJVPW4yYJpaNBqWNvZP8tNADQo81Tl6U6ATRFK6MuhpYq+qJuDByj0TDgHblnUJXAuNSSpGa+XneqRx8qEaPa4YjQFjzJpIfd8BUG/EWMkYzh5HI8Lh5GjCo4sEGbskI6OI1QpBEUBbBDLS2xhDd0LDY4PPQbZ3IAACAASURBVAaHZsJ9CibEWc3RzJJYP4bljNhJkVGnRqFkxLA0mhiTzhu2v2bGo0KM9qonuy8+8Tis+7B7gyk9jWBM0jt90Dw+Pq6/CsQiU3I7ne9fOW/X/ubhYMIXDg4NDxfkFkUD4xO+YYBgcAxN+AtLa3tb98CxxDfU54K3RnxyrL/bU1Dusk4uzg994KL3YjiKXGKxw11cSIyhaXQ8CvAZAgF5A5rn5ZcQ8mbtsJwgJ5HxH54/A/0982obMolJdUODPeCTltCTdEgSyBJ7FGkEQpncjjqlqxjMbLHh8YEpZbcHQGLOJgN5z9lL+y+amLOqBkh035TREdhEbx2c0o5bALmjZKhXqpY21itLEwdbmzR4rad3L1zeaJZaxB+uJPV19YalZU74iHQlqaxV7z71uMOMIijTXcO1/sHm+646+z6tmOa3EO997Hs3/fwVVQCNLCVjrlqyrtT6uLqLuW/X/g5pfR2RxIa3/PK7vx9YeuXHP7KsQLkhpXSdTaG0cAauLjqGR1av9GYll23zr/7VE1cMb/nBVe//4iOKo1Gg6XePbf/OOWfwQ9Cb5ayTn7KjXW1juipnYb7y829ectaF9be+rjmcdGL97ORqZcMmXQ/Js2TNIra0hPxjFAwrPcXbdm4blHzBjX+8e2NTwVmvfmVZ8idboz3yfDVSyb3y4qtWJouHyR0NysMMZzT9O2kAUBUoi43WfONh1MXrJlkLKggDTgpji3VCVUpicIU8nQmnqcmFveinJJvd4Vc8rdU2tnfD0E3xLyi24CRAmnWKzRsINsflZrsqwTZ1GIGiUSMqtfFRJBIC5pSFJwR2suxfvigH8b4xFNVQk8qGZCEOSICJWKro8CrmEtCRTkDJtHxCWQB1qoL4L+3YgQwxowbmAZu3QsLdhDTcCoKxMf09CvTTpnOWNFT4WmLxWCga85fYA7ER30Q46JHipuCY33/Rhy5s27210VkSDfkTxV5pMoDw3tbqSq8Lob6tJkuRzc5BQvDAY3eEgvTAw9Om4ZKPH4mE3e7E1c8vLOtoP0gy8kSIhuiZGNh6qI9ymRKencZGybQFYqFslUplJMrs7sJclcuiDqBoXlBlubwIkIi8yWJyGbFNVFUaZ0MDR9SApaCcrIXp6fCeJEStuKOkdzxy2bu0sYoxubV8xar6JP3IwTa496VEKZGkBRdduDLDb0KyF+d626auA4SEZetOW5mjh+3RoYFR3TYDtqqGuuTcrUvXLE155SoGMTee99GTdR5sWmhC33O3fPSzt9315UuPX/Wu776SYhpKEy9DUdhodQ2F+bND3rquqVlNvdKsJU+MNT//++/fetefaNNQS96aT//g6+uTrxuGD7UN4qUEpVlzFt3SjulvKoIDQ6oWzeUNeotyYM/Opoy+1dGx8RD/FMRCwZQHqDg2Y8Vw8bEBRC0UabinNy1I4oznmya4UTQ08K/VgMBkDLyQpSTkIU8SJUuoCfVwZhBVqBZmYwHjFJjO8At9c3NS3gURCoOXud0G86o2UzJNcwIYRqgQbBoO4I2tVWBl1Wi0TC5s3mpSzdUCOytDkksH9sShcCsWXmRJbt8U3gRHs6m1q9cKD2ns9K5MDWeaGB1FRmWORZZ8BxD11MakPGkVsWqo/VBXV0t3JyFOoHDix7ko39YYsRNz+hAT4HqcfOPjmLQ62uHOnpwCfidAzO0Wk8ciFbrMpR5TiSNS7Ul86H0XnDS/aO0874kLilfXF6ysK1pQ5q0uycXCSujH7siiTY5YeAcilHMSg9GUMAE+IQdKHEtKq9RLp1CRzNwd5f7ebhwziu3zDcPZnEgpKSfRV6vAULzAUvEC0ur5BQU5CVENa2hkaAzLsvBtcDpd2Ew+44hMfMwfMlhsjvk5GRP4V2rA5HSrYbf1YixYsvgISFBzR9F3S+atOd50t8Rko5Izr3z3hxs0XO1vaumNSWN7djRphOZlH7hk3eHe6QvKRMA3lsRd1rLzv/abRza83tbVuunX/3l2cg9OEPubWns17rqMue4jdz/7v5emO3kzhZxTXZtE3ualC+sIjYYP3H/nD5vY5zfeuXVHZyaLq26A9Kw7v1CbeHrbTMozUa80C8lHdzx023WnL20445LPfvW7v39NvKOwlS9ejI2UlGTzeLT4LbPgrHafejbVrFpXrKsO9A6qyFtK00/Hq7uF23faat3I6HhAsc7oGCEbeGPfIaCDwZ5OzZ+l44//+3CbSjXL+SrdIiMdLc0i7d385KZWdnRRWaacjwZlygBGwdAAa0ABT2TrpSydOKvU11SWUp0gJcjJrhRcIaqRxSc3J4OrAGFPuy3590X4U0BvhL0gP5MYIW84TU9F3nJBtidOgFWgbTG8BoSpCCnh5c3iUh4b/ZhkbF+DiNuEwzt6+mFKdzq0B38FBU6FwLB5o7OGIZmjahJnREnTpA/+S09v2cJYX4ilvDQwR6Pi7QG8OlgUHAC0WChJgrfJDAGlO69YT6kMi1FpmnJOXlFucQWrgyRJS3YnHlSUertdefXHkifZ0DSlBLaQxKmouBIPKIqIPDlNBagcGOjFM0DaEKI4MgxQDin4Hw9ITLhNHAUZrZ+l1w1I/KVRZGOJBAXrOOAPt7YcRIWHXE00TgrFXDoZyHsuXc13xFysVbWNUwRxH7+0/gjftaK66gw3a4WTuXTJ2vkFU9hyRe6CGrXFvOLyT52q3lyj/c0do1jS+Z4v3Kig7aqLbr5qNd1njpCi7S06dxln7TmXXHb+ycuqcm1S3qLlqR4xO/cd1MElU8maq667/ovffWj71l9/9uRyxTsmfTTvidfdoEQPRFPbq1vaJhK+Dff98EUF1FnP/sbXL1CnlN75qJRnqF5p5pL3vHDP//zoxXZ+ful/5i8v9vBPnDmvIAmNC8pKXNp3YuacD6OAtO1v9JSu+sY6XXloy5b97HeetlrXvaBWbEBUtmRV8hmBOu7Z8ML233x0wcceUU3eWNmr2ylptvMFx7HnPrcsr6quXqRFJ6y/5v4dyec9nbBHhVLP38j/u2sACA8wR8BQFTgR8CFgR/dLAcOoZdXK5QyAiZZ6wWRJyiM6ArMgAZEse91JEzW1KwkbHiAWkBgHJzCYhKsJTrTMklB3DEfYplX65DnH7YIziihjAO5LJWREJVu3SQKYUPHhJwIEhuYnCFlu7+6D/dvtpLs/T4gOSMoJPNRbkcNKlnNdG9OBn45W7Sg/u3UrWrBfpSBSjuSpzMge1aRVUiyBU07YSScc1r0oTemZUnAjzLZwQE9lj9EcMAnbnbmlVcrsiSCFCDEcNYHtTkLeBHKVgyIJl+GRboV4tM7Sk6MR8UUEuXiTkRgdGUQYlZQB0JnT4GAX6JRrQDUZqbCAFc5EdPlYB9yT8uI/dzPJWL61fMUab7Ybl82bTaFdFLq5eFK/bnNxbsac/iUaSN9AnoTIPXFtY8qduLJhScrbSATNrmmsnc6oXfuhX23Y+tWTMtyPibnT69Ygrr3+0uuuqGRC86KL33e8VypYffGnbn/kpWd/e8/XbvrazRdXz+CvOe4bGtYsm4hGpcX/TvT85dt3bk5BR749u5qTt1HLsqvuuff7t33+fXXD257e0ZfZSoCbfPWVD2z8yeXsmRJv+vEH57lM2efcpfo/mE+/6H3zyUXvLaXx8TRXiOm5zVy9M5e89t0fPFG9XvGRh79/z6aBQO/rf/vpw68pcpgLzlp3nG6Zydugk8mB1gNT1kQqw2ELPX0g+Xj/S9sPZLg8VrsSzNGz8syTUx5+oht/+H/782v132IbXp6rWp31fPF2OhLWPbTB5aaqPLnpp8qXz0eDMmUAo2BowGrl8ILscwDQw5iLkBF9+J9AQosa5xPMAioitEzh85iAMLp2a4WN2ePGzVyrULUrJyx2CnUnEvA2zNj4K0QcPOQJdE9ORiczr7B0ZznJ9UWf0krYtp1BN62zhFiKZEDhhKMHR0bBHCG9SXJqSnZO5pj5vIriLMU0TpSoE6wwX5626Es+LKFIeMfBA4R9iR0omZ5yCTkOKz7X8RHqVMaU5WCIkn4e0+Udrmw8qCTFEznWPnygseV7blElKS9TQuRB7ZnEblecHmkiSKAXBzrRGwFUYHIwonMLKqmG54MzZbFAc3RkiOtETfIIJ2+FJdep0irj0FJO4kT8SX+ccK1xZhGUGnEKhmJ2h6O4uAgdEOswpW3OFbRfjjk3M2NC7yANVK1cnLR1klyWwvIaPYhBDZaHqH+2aZKvue4bl9RN/02trKlKOlrIBe/+2n+/L1dyLbj+7h9e1sCQXLblLTzjkhv++86Pr5qBwZuceQeHk5ZNKbk2VC79yP9tuv+axcrLOxazafNrwm9BEzo2vPHW81ad/K4bHmxR7zVam5oxuxdd/astD39uiZ4VN5Zd+rN7L6tS6d78GY6NihP1kXjMRr3AhzOT3D7/6q9+eY3q2BPfcsd59SWlK95318vqI838D37oxNSb6ww5Tz+d9HWx8888UVOktXT+ghQk3dzaHsTlGe3p8Os4hkZ94kfRlH3aRR8Uj3BKc6DpR3fd36bHyvov3puYr72kPOWPwlVfXaITRZc9GpQ69kbW0ABpAH8OhJPwX7tvMTwiUI3/RJGQFjbUOx2435KRnAAzahlb0UFFdQ6s2nMkbdvUkxOIgQiVPNm5wYUT8UERiVy9gSmVDslTwg43bYQDZylBTMPx4BheSEte3Yq1m+JzE9jF0cxymeSJUGRs3O/OcjAepeF4qnSi7niIYICIbHFBLhYpiqkoigCFmBzRUk7Itau5xRfUXJzRIn6jqFWO0803Qd4mVKIjG+FxRohA3kBe8Jj2CAHgdQOHE5qIIhzxYoaJLI77gagmyUuV5ERTxKpKrQJ+3iQCxBMaI/lJNJaKLhoSiPPyi3kA1LNGeaJ0gFbN5v4+vLbkeo0vZ0ZG+nBmgC2mqTQTS8GXK+jawubNA2jVXCKePL4UCcdWnXBib08Xqub28krSmKIn42Ro4OhpwLV09XGpENNUufT4FCB0uMG3//SLd24YTv7Vp64mTN8q0lZ95Y82bXr5xdvPTrOqH26IlLbAwX3NWoV52fnnLdWM8QiJeNqZC/XrJvs3bD2gokncVnfcf+171lxw56uj8fjr+5qTDRq/ZEbOO/uWh//04y9eUKu5NZoXX3PfbVfWpz6TJHvMJhfs6RmaGfSenXpJhhlJ7j7pK7/45rnqgtS4z5dEuObqNdd8+aZzks7u2sRmxFmjPkImFo4k309YV55xXoGmaHjot7f24vK4SyunCbnjPeuL9AinTwGfPmqhq6S8QGe0n/V8LW5Pyh9FdGBoGov90aDUz8vIGxqQLGa4RONvG6pQzkBIBM8YFtGRNkS0lpcUFxUXAwqCEKiZeii9uC91l7K9CFSXCVokJIoYqDRhgSWZuoXVGydeX0kBTizWqcibYttl2dV3m9gsJ/lzgBwVMCKAtpngN0lEFnCyfXM1Coh0OzCckwUTMjWyrNpMBaAmyYGeS4oLinPpD5OmReZr7kFlnhsRIUuDbNjxOsJ2s8aYjPmSNBg1GiMDvEjqmViiMiENDw8rTUc65ZVWJ/EuA2LBzOWhO5Mnr9iexT8WpAAtkcBYnqiVbXax2pIuGiVlKsRJzA3KR3VhUYWYC8+PqIgDzxpK7O1p1xjqMyOjiuFJcOYeNAbxJDoxirrCkh4huFqwoAL+aTXWJx97dDJBv5peNbyMIJx7x0x/HnNvlsaM/nkaiPVseG5z6nDWM85clx7BLWfZ2sU6HARjSF6+N6VCMte/95tfufqcBm+8ecPTu3XIO2/+Ip0P7tSOct7CdUuKbXJi+PlvnLbw9Du2Jd1BUgWbpqSFhXbVXXbX3393Q6pruAhYrnWN97306kHtxjfZu+XB/Sv/97EHrmmQEORJu6Vo5CkZk6v+3Gtv++Omp26/oDan7NTP/vylp+69sPIInVI4TF+IBnwTGdwpkh3etHqJxUwkl22Lrr77l7fdeEGaY1Hxabc99OLPrpjG738mnJOTSMnZjv/A1ct136HWTdu7kgTZp1//xbNVI7xWnV3fiDe2Wqo56fhytWCrvvQr3zi3VC3CZ+qjDxw6+NDV1UqN2e126u+fb26+SfaxUOSwT2pHlzLJ3cj9W2oA3s08bwGNNA9vBVOiCfel4qICu91WXl4m7lEMmoEkRYkhHcEoOT+X/s4Y46Wokmqw8pFjbhBuBx7jk4DgHFEwBqA5FXkDxsGq6nKqPnhCRu2uywLYbFYJFm5MA/Abntr4L9F2NrghQD7kEFjQ43IIwzRLrIhNImIAkoVkLi3KL8xBBENhaBY01IJmGlapSMAE/4KIJ0jQWOFHRl1BQvGzqRdxFLMGHKccPRr09ZGdeCapoLIOohF7wQWSElOTi23eJrMlv2zeFD40EQTGph6csNG93Q6ArhQFL/bIoWY864imgkJcVkHDqmA6GpkqE309nYJb2nFkqIfnh4N4GlJGocFVdlSFRuiYXi0wc1U25kbtoEVIwdKyCjyaoeyZ68hbZ7NJ06hRNDTwZjRgclXVYhFiU9La6Kxd2ZgSEITYWivee9szK75TJA20DwMYm91Vy1erFg1lWHPd+hu/hc/PAoGJLJeL/jxFcq38yJdvLw+WT3bs2tUZbrhkTVpHhSzW+7d7vv3ivmjr/c9fu3K9Vw+SVE6Zz6HxMcLq5gXX/O/dn1mvt2sSfVbdQhip9yXnt2ffwYnEQiGfdenlv/h1xfnrKk74+ucbK1dPtd1kGNFecsbNf2u+OUPLLKpMcDqWclaevy764mO7pjGdprJ7q+oFtyNK7l544efvuvD6L2199MEX2iWb2eStXL72lDULCzJfsaSAR+ScJNXlCs783sbOq3e1TBbW1c8rto71BfRvJ7zL//NPLR+35ubYpIivr3NYon3bx/2O6nNOPpmdiyy5a2741Im6NyW2ZTc83vT+7dv2DIWlcF+76cQPVNeELrt4wS+/p/t668aXZjVfa+XlP9jYeCjgKmvIm9jfPu6uXz2Nt8nRoNSLbeQNDUgO8g/BTZY/dFDygEQq6jNVlpF/VFFhIdAtwpCQ1oRpk2EllfBflnKzdX9ERJRMYGWymCdjUQBKgpSExcQSSxThjxDnCBvp92r0QrMDvsuM33gY4knDkWmVcPPJy4/bsns/IzoSmeZBiUdhIXsGRior5gl4KObEkyVcS5LwmDgX5OeYwiY25lMT06QeWTMTkdC+jg5QkJGdTBxECjirgO8Y3jeS3pSXAiQPiYQD7MfYFgfEM0n55XUgE1NhyYkJNGYnhx9KeaXzOg++IfLKEWPQuwUzZg4BqFJOOLC9vH+UBKJEkrHy6DSJMI7cEzvXwC8lEPAxDQ2kJM4MDaY5VVIjXlSAngUUVx69KKOKTBcHY5D5nxQBH5LsCeZPV0UMAHolD3Df99DeXy1ZjnehCVeW/tbNLOfWwUDec+t6/utnY/KeecvTL79nz7BwdYj5ew60eby4SeuMkSSlqXjJaezmuvBIMssuV5r7hXnhxTcfsZtk8q792Le/WNncMfD8K0Prz83g2zDNyJXv/c5Dj39mQvbUrw08/Inz/7z6N/dfW6+aWyThMfxY0moh/BbqGEzKpesuYitp3SXf/fw07I9Kdfbp/+93f7nQe/4ZFWN7t21rH5c89etqj4RvWZI3q96ZT8NevPriG1bPnP4tUMqukiUnqPg1rzhNAbKLjXHY2NRbXCvAgXfZtT998trpR5TdlatOr9S12864+Udf2PK+2zZO/3gzw/li+UHDSec2CN7Vh/s+Hw1K3ZSMrKEBuIhkZzPkIl0wMlMOSd3IUmUJmVDy8/NhtwbyBnpiQCVICIVyH/I2SfZKzQFyAbWjDnBLcfMWLicEnimmoF3noKx1ZaAmOWzi7xkYTsA7xm4M9cBqzZKGpo5OXyAI1hoAJEKWCvhucGRsSUMW91RAJTPCQcfQZILB3hyKk3za3HhW1If/i4w/PIEA5JgJUDeOhGGRZ7xKiojFsPgULJQ+JDErh4zy5oGBfjEjoS5tmlMz7pwCh9vrHxtheIp2mhrGwl7xgji/vIb8pykpOqGR8BwhniQEUUJ2Oqd5FpIlrJ7kqWICclFJRWvzXtEJR2GlpxEleWRkAFdHuNprBIDd0ah+6QuGpuFFUs9UKiqmd4nzahfu2fWKaKW5gC8V8PSCy4+tPyexGygERz7LZSBvVU/G2dDAzDSQVbn6LD1YmVmvt53K5ILF9bYLZ8/XkrvwlPVAQpHdP/nA53+22d/2bPu19fM1PtbGZTBmPzpDzwCt21HOyLnL33sGjQFXm3MPB+OOshxznr1cfMa3//rySY88e8hTEpmUkuFN5vzMjQnOZQ3Mn18vMJwAkarrCcMuAo2EkaoRzFuSCgoLTBa8OAoDDpKrNjWJj6KfooK86TRFMI430yHoSf4lagIvCpUyyWEHM/fmkCOELzW7KsFjlba4MO/U1csff2FLnJsJAhLuFR7hlOsdGMrxOsjIriSSWchOQjAItFkt2GXAnoX9zmniSDhSB6ZV+vHJn6Aoezx3OjLchSuJshS1orh43Js9OjiI2RIL/oAMwBv5nu4e5swD6JlOyUNXpXWLD7y6UUBUyMHSy2YrPBnpX1HlfBjRgYnTu9IVS/J3ufNYBKrjemoVicIFqpRlFbWHWvaoLcnuGCiEbTDHx3JyeYdfdbDx8WFoTqEj1kJVqEBG40rUy1acjKPdkbS/oZm0zqolalp7miD3IH4R4s3OVYWi7nMvGTbvuXdNjRm9LRqI9jz07S890iGZTzhxeaqzTMkpl1z5gWzXopXLly4qdUv+WMERNgl6W+QxmLxjNCDnLTr/ykXvGHEMQQwNvHUNLFzYyBAKBz6DIxYyEvxRi5JUU1UBwJTt9VrM1ggWMJKfCHsJM55TSGU5L9M2OpqEAnKhIzaKZ3s3jnQm7C3FNT8KjR4Z0cWhrrAE1gNWY7CsQG8MneP1nnvi8X9/YQuIsaBSdQBBZ0aBCCw4OpbjctJkxH8Wl6Af/adNXrAa027H1uvY1FFGKJVoOI6BiVrQgwoFAtlU5U9QaCRuoQMnuJqQTRpE55551v7RkY1DQwoB4UnC4JMUBETq78/guaEyST9XL1rVtH0DhGRWOGLYhMVkwczBNMuT68ktGh4iKK8lUOAhijAxjUYJyJuniawiEVeTqsKhgEZZXlnPBGBACaRCamTgPj840Kshb9GFQwqSHKQX7sBn+taIkXEmYeKTq084C+2dHfv1/GkMXYLIsLITfSLhcmXT9SWmczMZyHtuXldjVm9ZA9bSD9z5XOnVgapVJ9alhr+T6y796R8vfcsDGAwMDRgaMDTwDtFAfl5eSUnJyNi4gpkIPSmiiTPsweWlZINwOh1wmTAT+COvDFjHFVLqQrRFBSmW0SkTJGAH6IYTH7lIpugE9rBEPMIp9FyBeB0cVZCgmZKIg0iw+3pczlyvu76qDPFUUalFPzGxkRuYeCIYjiNwisUci8TFboo8L2BF7PNCKBYLFp1A91YCRQU5WT19EWqiAYQCiBIF1IBbkEJwKOBftFMb6E1yPDJ5/vpzPbt2bdi8hcGvMg6tEmUVdXbRym8BXpE5fCqtPc7h8kThcMLD8JDooQiDXPG8hpFBIG8hJDOD/3Us5Z2sw+mx2GyxUJDHF/LwtTKZghPk2C1kQGBBJ3mEj4GZ+Cfq6bqa5KGBvvoFi5UazDSR8I0PMBeBvUULSabkWFfI5+TkLWhYgUzAj1kknweIDHygY4BseibhC4FzIpE11/2805cykC6MZGjA0AA0YCtZdsZZ6+qykzcSQy2GBgwNGBqYixoAYCotVZZIkKUTiSAUIzzGUvl5uYClhBdNWL1H8QGBdxl8Ekhj4KfcKfPzpsQQUjUGkEVbURLihokbhmk6kcmbq+B+gt0ZVdr0M9A+Uam3Y4KDKgngstvlxOrFVYvhfUENCG6CD6FAxDhBBi4ZiUQoHHbasa6a+hHOU7vTGSRmi+pKLpXkeWkgouBRkFcHA89oAitEhVM317NMCkZPSKUlxYsaG1c0NMSEBzYYMA8xCjr09ydXCVHlYROilJTPX8LYlpREMyJ/DPLTQT8UiipqCbomE+WjUQoSIBKPLzuzcuk6KYTMhrsHgxOCFYihg+KSCjqTenAiMv5PjSMjgwpH9RTw+6hdKapnLmIcEhT/TfLiZWvNZis+uXnqGhzuRMxVVkQvS/EYfTdQSVsIMY3aPtfOBvKea1fUmI+hAUMDhgYMDRgamJUGOjo629o7AHcIm9F/gbyYB2pluaqc146T5TIAUAQgRUGzFSRMKEsMB8rDrLAk3liaycsryWpKThHcjwA4YXA7fD0yJmB9hMggNKYBRUFHRW+WE7HG0bbquAbYr4Eg+QMBqQdKAoWP+sbhxS0kBVoliQW8I9yH5whEBFEckUtyEVhQzInOoBViUl6SQpMRZbrciDzG5BoqX7B+PaIaLqqtJfM5C4wmauexIMng0FA0GhVF5jftATScMHNKNAbnYjFlXSOkQvyTVI0QTTg4oUxN9JNkT3YhdVUYci1d6wQHG1GKaCwpraYCE4qMpoXR0cHUgSS/n4K0sB7TurCYPB58R1auOhNZfHJyKG4JMU/hjyLtygQvcLxJEe5LGRfaqvLMhbOBvOfCVTTmYGjA0IChAUMDhgbenAaAqK686uNjY2MEihhEEkIDLw0wSlJtlbKLwiubN1OLCaGpBbBVLKkC1AEBTxdVUOA2CopCSVteCZ9keIRQDUKmTLfCEmKRiR2Jt1+kc3KFnlSgWtmry4pyvC4Qsr2bbd2Qk4A44oibBsd82R4nMWFojiPnCTtSCHCzGe4uVCNJlcW5kIkQIYPEZI61EoarCSF3gEgQEAV3EsTSJe9/P4q5Xm9dFQINoJKeGMRYnJXHx8d9Ph8mzL1mcBBD8GgMjlewHgAAIABJREFUXLG6leOgoqss5RSWW2nfnBRuwXEfNKpnnZNbpofIyuWVTH5aJZkkZFdvpSwuKE8P8svDgwOgw7w16kBgjPVB80tJ3JPnLrmzc5avPBV98MnOKbRgba4uEaEq+vwFecctK6Brh6c6q20W+tExPFayBvI+Vq6UIaehAUMDhgYMDRgaePs1EI3GunvgHk0ASgeikqASwKumkgLD7d6z99nnXgTUgtkaobktYqd39FG7edwucguZJpGviRLMG3iP0DYDLBxg/o5nZbkF2svYmympBQgSnSmMiDpoWXGhaMVCwJqyYmB0gGo6EOSmDMA3kPWIz5/vpV1y1H7ETcgOEqB1EIRCZE6uLs7RhmMCXQ9ZDrLNWwxPOBTKYASJ7Mlr1laVl4vSmuOOA3eYwwnyoorViV540Ojq6hI06HLExB44Au8qYgQD40qvBEUY9ORiQ2g0CRpq8fuGNPkFpRV76wghkrOnLn4/9lsWIYCJML+wDMOxsDxWklgaGYbNG94gigwgngiMC2UKVfBA1KpSQJ7E2es/bLXauUnCtwUhvbldJRENupL6xoKvnGidi0cDec/Fq2rMydCAoQFDA4YGDA3MTAPYAPKT135cgFBChPQRPXHiYiJRUw0PYOm22+9AGQgMRwApYG8Qw/RNXUCKwCZKzPzMA/sGBsjBhAE3TvoE5O2efudCwHRsL6+z4xJw1zBeWVFyTWdxPiLoEepm+Kjgb7KkmqThMV+u1wlhFYjKIoMJ3ExgaEVtOBx96oUtED0/x2W3YWrIskWYMkoCQg9PhtM4UFHGYs7Jj158sUoonbB0WZx8X0gtOCgCydCbua2tDXPXKA+fySmqYP5MxcL7RhWXa2IsSaXzGgl2c16w8vtGknZxrhr39QtiQcBS0ZuBWDSCTXZEJY54QCkrr9GKJLmQX5YQvTsEJxZVeaCBpwqPy+QKpSYFlfF+Y8Xxp6OZCpywiJOeRPT6BH+dJtCCCuaoq+XyXDoYyHsuXU1jLoYGDA0YGjA0YGhgdhoAKMIrfoJYCughHAlYJmAUcBAcoEuLC6Ox6NNPP0MQklxNzMIzhFESHcAEx+mcvAE0o+FQyO8HfGaXbobfZPYWCcA77s3N1QM7/RzAGzvXsDxAbgKTCccHypcXw+irJAo+CP8OwrnwMzGTWITEqRwKR3I9zjRAhyKeH9AMCUDzu788DSdsRBXM8yoe59QfvOnEc5WwvjIuFIW+4oMzMnk5uSetWq2pcHljI/Xg/6hkDM5sTKb29nZV3iOfC7CTJfnjCMZglxgfIQdrTlRbs+QEEgQSqAmxTcaGyTlES76xflDyJMREaC7ojEcUBAfUyJApKavGGCQ1JWbKeVwn/U6WqAuHFW9yECnkopOqKXxLRlLF8GbjGUmlpTO9uSDN4JKpDZMUFJEWA2BEwW/uHQ3kPfeuqTEjQwOGBgwNGBowNDBTDQDi/PnPf1GQD3CqioGoPxCRLBcW5HHAPevll18GzA24Bp9sOGVTG9swAZ3EYLnZGXYfFABqfGiI0C3BKUZVBLkp7jZjxgR8e3PzizJiLUJgCSkSgXc1daQ+AhHyEVV52V4V7EnDPj8BR3o8YFypoEi0I8y3lO91gQfa+R/hS8wPfsVoFdBvZNT37IbtGKA038vwk6p1GZI2mhDuGWJaijMJGKGpqaWZTjyN4vz84oICEpl1yGxIXWDX0UGLWYnzDFJOYakrJ49lADWhZTiTiEWWNE5CKpu3yJvPO0Kr3GDF7+04oJboHAxSHBK1RkihHH2j5JoiZAZBSek8UUIzUdDXgbSFp5eBfiVwuKAWMihsmbeiEeWaUp8trzyB7syQGnNzk3Kio6YDIZnojs0sJwJ+EM/hZCDvOXxxjakZGjA0YGjA0IChgSNoAJsg9g8gNrOAmCAmUETWSBUc1dJiQUoOO/nsAqaarRaGZQB+DOhUjwHsvs6EKQc0BsfHEXCDd3jBDpFk9gYER+IainFSUj6Plt9p4FDPgCuxMzxhZkp8VB2OIQCQtyCPxSf3H+oQFm4G32z8JhTOH1nOz3HTqIIJsaEZks3bQgtG4QuOGlcWFixK5QXEk6GhGJT6oEKgQ5FHgyoFMRobH7/8sze8sp2AO5SDFwXHL14M9swFhl1stSM0Kh9sblakYEaHP+Axp2L+cUkahEcMToyPkdkbPCmZTHXHrVV0o9DJh/a9RjMVc6XtbOhpgalZHMorpKMjtLMPmkS5sLjc7kgG9VOpiKCvlyKRIwliPEdxAWXSC1Wq1Mgji/Irm55oObiLOxH+zi9QIuSgRrkKxE600/cKObyqaKYupDGlYc6dDOQ95y6pMSFDA4YGDA0YGjA0MGMNvPTyK729fQyVCC3xP3RO4p7aalpeCeT05FPPEBwihESt5OGtJUJb8PNO3XeMzZ2AaP7hQXYh4IDN7G8Sp80Kgb7YRJyYBOwFJz2wTTLm6tHxAImgGxCDgwEqgJWRATfA7vEg9osBFqUPZwhQU55qTLneLORpIOJOZmqRTBY7UcA9xWJeuQxu01JVSR6LxyZthYrRJHmx8BJSNAtOqFYx4kQofO3Nn9+9fz/1TSRWL1mCCVNvfpEA/vRuQJaamw8qLGd28uQUscDoSme8cOjtENhdmUBh5XyaP5VETaJ1/+sKMuYh0EU/FEkCQfjoGxvia0sdUQHKopIqZNDKR4UMIw/0dXMPGkrPjfLMCwrlMzdiBH4P8OBvv8dSUZei4mrkVcZMRlQ8OXFAwWTa8PxfUZ1hFKXHMX8ykPcxfwmNCRgaMDRgaMDQgKGBN6EBQmuJxAvPvwhUSliH0Y/gQ3hI4CxZriijPVBeeWVz0wFARgZOymBKXgFPMD+n27yJ48TYWDwK72gEFCSHZVhKMSj5e+uWW8LPm0CbGFFhnjyB0Of3q6iSYZ8C1OiEyNkCRG/fe8BCzjBIjL2BtikvQLVcV1nmsFnsiPytjaIyoRqujMViXT3k91xRmI0nA00CmiARA0Gb8i14uiDIz701EgBxVJngTf5ft34L+2Wi84qFC2HU19RI7ay9vv7+YFCNDKgxmD5jc2ZporCkcl9XK8g1Ad3ZeVAnz4C4QDDfyMBQf7fGklyDSBFoEUdFeBSwUBJ+4dxEXZGKi+lBS02kWn5akUZGBsSIghhhVUBOZNrA3EdlpTDYv3dHd2crPpC3uHQeqQ5J0Z2QGTUaC8q8tn0jzPppfBR2c+JkIO85cRmNSRgaMDRgaMDQgKGBN6WBLVu3CSikgknCh+CE/0A/QMnVFWU4/s9t32HrMdWgXfwDGfAt0fHQ2V7F8UMVBA4l8cDYKDZ0jCEiCnqSwRuwm/4BcDGSo9pYPEb1mRLqo7HYeFCLKKKQaeQw06IKGPeNg21sVBb2bohEwFsAccQ6XHtcg9Vidjk5pDQLzPPV7Ow0J0xw0+YdkALWcStHbiE1kCIUxIiBCu1YCar0YlE4rzCkij37m+764b3I1FRUOB0OUiZa6UgKRX1wItjbizCOM01Wm1OIwB0ICne3NSHPzIi33elW5FNYYtrmph2btAEQiIYG5nkoZ5YK+Xg8irgleuXD5s3zYnqWnfrRWswRYUcXxMVFVTwhwZiEoTmmJpSh+Y0bHsEHLV5vvs3OIdWZjOmZR2ovfBnC4VBq3ZwqGch7Tl1OYzKGBgwNGBowNGBoYOYaiEQi27e/yriQcJOWIfMuAykA0KqK0oGBweeffx4V5JmNHeDZETw5CvcEXCsqQFA/FLQkjw8PI4Y3EBslhAEH8GZTNyNwgGegONpGHmZX9NHjP40FMiPjflijqQZjkGUeYJdyZOhFfENsES9JLV29Q+PjgM4w3xPcpo+SwbNBfUVZHlZ/ylK2G27c6Es4ESckIS4xZMT+j2dfDoXCWQ5bQbYa3gRwXufHbDfZCsx4wEA/qmUWLBLLxEBf/vH9v3zor391Z2XVVlZCCpVGNJIp/o033sBkp5sv0asJI/BiVhKaEwZNdLbCoUUxyoMJOZOQJCoJZ3Zv26DVkAs7LgyJyYkYiTcc2ETIPDaSEt6kqLhCCEo8qY9IieBEIBJJ7ktfUdUoWgUFvwWgAUCtjoQCioktLz2OD745uDZut7ISgGmYMx4lmAUTU01d/aIcClI+Z5OBvOfspTUmZmjA0IChAUMDhgYOr4E9e/b6/XCh5sQAiGABOyQTgpLk4qICp8Pe19erwDrN1ExU+Ec0ojcQZX5Oth5NIlx0EK4mgNxxrH4kqzY5ejNmpCxAmQLD4YoymQLzBEf12Ds8SoBaTQRxGegRfITjNe/ds/mNfVjUiCJhbyVha0okguArFtZS74SU53WpbFhuVXqcSRZJGvUFHnv6JdBUFOUoExNQUisgAAiwN/eGHEItNBllAqQTWNv/3y23vL5zZ0NtLYKfU43SDgFJwt27d2tiHD6DAcQE0VGllMdGB7HKEixFDSLD8BAaAVV3tTWNDvUJAozJ3VkM9CIZk2mMXL2Tye3JttG+mMSdPkyM5wcg/dERoqSe5LQ9T5k9E4j+moyiF/WXpIHBXnwOte5B3uHM4oGRpTbBip6BTPQ0xcPJDY0ruVX5xoFsjqXkV3mOTcyYjqEBQwOGBgwNGBowNHB4DWzduo2AnQKeCPkItCROwD61vIfO6KgPEU24lcGUwEyMs3gfdermdNrdHtoBUYwIhD0xOgpjNwze8DaZjJFtW6BuOHmT04mwe3M2BkdwgtOZkiz1Do2obAlxIwmjt8gDW2OQnQfaKeIhbRdPiWiE5ZZ9vlcsqBf12EAeorKRFTREpnKEPT6GJnRt7yRXkPLCHLAgGh4RNciLyZklU6k5l5xuUBZVdCRKhuDUIxqPXXfj52z8VMCNTElUSKZ9+/cxwxkdMC/GuEI9YEEPLH09bSQ7J7vTZaUgj1oCDcYx7X1dcThBB5JJTACzp8TE0KMs+33DSpHrQJXl8igUJDUDRVp8aertUcKboLaosAqU4gM5wAEfQs+CM19sMSSFf5dNr259HkVcDb7OIBLC01H0AQNR9eq2F4aGesUKVuIw55KBvOfcJTUmZGjA0IChAUMDhgZmpgEyvgLyEDGdGEnhpOZkqbKcllcGAn4BZIkQiJZ7iMAdRM0VNpuNWtREyHt8HOso4eENszecVES4CoLcisGbkLgAYNEYbdsu2KoMlDM4DvnGiVJLalZgX5iQO/oHRiEhbM14PgBCRMBxM/bHgTiEvnM8ruJ8xckhx41tLElIEpkT52ne6uhygJY/ykDeGJSmRhQqldJJzjV7rOSFoooiaIgNkYMKkLZ3oP/hv/6F4Ls6GPXmWR6ktapcYvLDHJJC6ojgIjIyqHiKgyFCkmfBi0MvDDGXWve9LjrhwYfHFcKxBApfqgkERlW5BbkMyzRy2tBiUlDmQJ+KvCXJ481n9xzqwnwV5qKf0p2kUOr373sVlXi7odVQTyIgCkEkjv29nb/86bdVaM5Uc+tgIO+5dT2N2RgaMDRgaMDQgKGBGWtg7779TEsAiPAPmS05IwrYRic/D2XE4lBsnyioaJMQpehHXZAEcCI8jTThG1M8vGNk8gb6Jgq2daMVFTiCF074CD9vZpJ+APodGsVG5cSeOjC+ZKN1gnA1k+840CpcTRjIseiMwsnZxGReUF2pyel0WMUAPAlips6cxQc7WQoF4c2cKCv0soiCEA2cUU/QVIHJKxyUyWRLclBnVSKhGjkWw9abokkhYAq5q6sLm2WKuQh5pjtqNIptnsSggURIb61XXglirtNI+tTRsi8Wo1FisRAaqRsnkReUqIQDt3gWUvsmsEGppjGqpLHpX39/D7ghoc7p9DhpZScpUJGJSMFPURSVqMCxUUxye9t+CBON4hErSSBGSZa5C1TU3o6dgNKquW1OHAzkPScuozEJQwOGBgwNGBowNDBLDcAUvXs3ed8iAeYwBgXAUgEcY7UcL6GrUCgkQJJAYITg6D8TEz11wSJIgcmQB7CewNpK8jGBtwn+w+iNJZIyBRYkInLKwJk9q6kCgEwbFk36hO79o/Bp1iMxgcloUAA7mNV3HWgjOzc+5ETNplhEwoN8dJQW18MvQklUpl58VCSnPFcIGjlIyFsqyHFj7SZNkjnRiYmYmijzJHee001u3DQXVgkmpuoRxOS6zMZvEAg+QOrExiQNDQ8PDg4yT+p+mKTQaKMyJwgSnFA3emTxiivqpjLxjQ4O9XVCQ+FwQBVfmTyx5Y6QNxKaEM9FGgcHRyARMhMhdabU29OJ/qKEY05ukahPai8pJ7eQ/4hSFQwEenvaQthznrWhHvlSpvWSEh4P3lGk1ypjHfsnA3kf+9fQmIGhAUMDhgYMDRgamL0GOjs7R0dHGYQRvgIDnAAL9DVeDhSIECjcynCNKBUvXIEhGIrJMXLpJkiNFBgZBhAH7EYl0v9n70sAq6qutc/NzXQzBxIwTJEECYM4g9AKUrWIhdpioVBQq++pfWiBWrW1rz4o0b5qta3gU15b/g5WePKg0lpQ4FmLSguCOFHRMMkUQsg83kw39//WWnvvc87NQEJBIT2bcM4e1lp77XXOvfc7+6y9NlxOcCQumlzlWW7kaDMd/oMnCk3NCqvrCKpgY2NtvTPGHHoXTMYMYet4aUVxBZZgkvJAuwy9AZl5eSW5fvuHZ2M+WJLqgygFTpIkqWSxjCobOdBKXEx0fJxMkBN+FLDOfShTAfFP/8xECtgNGWwC0BBUp66IBsJ4OtwX5gcAtiuryBx792Jat0uJTKU6ESXBBQ8eDvaiBfTLGUGmdSd/VPTHe96vD1aHFDEPmgdvCFGFKH7NzXbQEjQ5Y/+xpWhQoCwvLUa8P7lSOPbqRZ5Ikmjc+Ed/KqGeK0h1/MEB6OMDuxsb8PJE8/CZqPkaEJm8MvBF5V5wIVe7KHtMwUPePeZSegPxLOBZwLOAZwHPAt2wwEcf7cFUMRgICxHwoTMlfQbiS06kRZOAZtIiRwJZnAh2EhfBJExsI/A2qjHHjZAmNNONDWVwRLRu3kWHkCjwGgFEnDlLB0LiAH8isO0RTt6A51yvj/pMlT7rw4NHomPIqZvnuqGJZMgdHTW9UpLg522GRM8GapgihUSgAgXipGH5mptpWx9MoScQ8uYqaoD6lOdEGUyw52ScNyx7EMKyKHd1xEehZmUeAuzQgCWoShYhwg8cOMCjZ3mdH3j4um95BMDYJLyK4szIOt8frRxpVBVNuFvFhQca6qvAi061BNUulSgg09RkP9tA4dhYbOqpE5MLNxB8WamJl2Ilp2YQkS3b1YPqz+4WDifk/SLda7PYzz3GTrhDcnIvZDSuVO1hJw9597AL6g3Hs4BnAc8CngU8C5zcAoB9e/fu4UlGGzvJHC0xa8AUHxcLSoBoqaFq+WMaTDSrnnwUYKSpibyK6yorMdeNCW9K4muCPG1eqRA3kDQnguBSxdA8cspWJJ9AWBVHSEGqJKBMUBm8OH90+Bg8vtV0N7mbkJMJz3wj5xvYVyJDK5zdTCFWCEXbwyBpGBbhZBkNOWcjix1qZM5bTCFHAsEyZMocPVY8b8YMjEWbiyxJLiXUhxXm1wdcYAsLEVsQ+u3fv5+pTnKAcDzAGCKlC6al4ylIi6lHeJO2rt5Q8UTR4aYmvV+mgcmUIZXwgoNyUT5noG4oHo1dhDjx0NSI0Rme04oK4XBCCcJTUzPVdeAaENgK6Rom5IJlHTm0hyfmmUqTqoIMjAh98EEaNDivjTAlpAecPOTdAy6iNwTPAp4FPAt4FvAs0A0LEKKyrA8//Ijgl8ZAwk+YDFUEzCglBGgDRSBojUyFgaAu/rHjMpMyM/ZOhxdEHTY7pAjd9McRBXmFZSvvDw9UxWsrWQGdJfmE1dsdQHF5BXftgHBq2hewm2QVlVUIzuatcDATTPPfPkQXJI8TX3a/PjIQCMegG5vRCyqoJKN0dUpWweS9egZI0MsxDY1wEiM5cVsfHzr2xauuumDgQNSoPyYlYC+W9SOInspyBeki/XYReYMeDy+sMInGTqB0tKykZGyl6UrZeRe7yqxRWXEhvHVEF1ZeaeagRHVUs2POG8JjYnmnT1JcLjfLooLvWOFB4cUTBiFvkkdJD1OViQ9Jxko5SgjprepREEU0AbFLHfulZGVlyy3K1T3t4CHvnnZFvfF4FvAs4FnAs4Bnga5Y4KM9tAk5AA/wDwFV/OcyjoyIaOY4Pj4WqIi2kCQiIibMxH+cYwZ9wO6PteVl7NRNU970x/+BHZEgx57lBmjmCg3BAdHhhyAATIvj84mKKtRyA81w8yMDlcAI7AxHcfhzYBdL+aMHAsLcPO/ti8KuiYOzXL7IDU0t5BtCCTQ8EB6WAEUZIStGFIG4WKmh8UoiU/E/NACGFpfCMrdNncpu78ooxjqU4c0jmR1slOSIzL59+6h4skTDJMsQI2h5Sh34O5Teuw+Zw5Gyh19OM8quOqu2ujIYrCFG/scSRA7rwpP1yDU7NqcETUwMxTZBYnp0qrGizzp29BAqkdB7r3SyrUgGqfSs+YhGN9GwUSTfdDqzDSjHHOIMT9VKQmpab3F34boeeNDW7IFD84bkWcCzgGcBzwKeBTwLtG8BILp9e/YJEiKMRAkACRkbCmFVXHwcufwC5CI4nCazBWpoxfw+X2VVVX1VNSKaaFcT9joh1E1BTcBGYghLEn6WnPE8IXCvtbE7QDDvqhoCbgLrWEfS0BQJxQBo86w3ZrqjfIjjHc1AHKA3OjpqQJ/eTmkNjUCxjHxoxDRYAYU2DQXpNnPeseiJESgoiYuY7BOCLTaWlVXddO216SnJzEMGxJOA0Q6qEQ87exN+ZViKAzLHjh1DxBiR18kR3Mo3WsbMGkB+JsII2t2QgKxBQwNJ2NbelbCNaHUFeWaDj1mllbJ0qXWd87EH6qk9LElN+Q86zlpWcdFRvV4T8+69pFYkyf1hlFIMjKepkvfiYR34QAqoDOtk57F1PDcZSdzegw58//Wg8XhD8SzgWcCzgGcBzwKeBTq3AJANNo0vKytlRIWDTY4mU4a/b3S0HzgZ3iAyIymtREA5YlOsXKgoKZV5bnI2oVlt+JnAR5xmv3k6FpKAtGnim7A3HfhIOZnzttWQHObMK2vrCXOyN7ZuFiCHEsVHYT38wHU+Qt3sZSKBTaJ8WempNG9tp3AjrwFlLKxreSgGxWI42tnEio2OZr8R6p2HKuNlZM3DhvZHjhUnxMffOmUKxFEdMZBGSFTCVLywKhGqUzTiKQWBZVS54xOGCqRLsrRMZIGMk1N7ocbJhxWWA3JGcI2NWbHDaF0tR0PXEliMYjQCOOYjKBSjH37etmxbGnqsr6+trVYCExJTo2PEvKB2Crb1IjHohs2BRatMZbdSIzVLYjo40mBXIHrU0tUu8p5Q8JB3T7iK3hg8C3gW8CzgWcCzQNctAKhbXHwc09CCqgTj8FFnGSrFxkTzmaaBNXxibAnoSrzgFiY6Ipp2emK87dkdwuaVNNstfyCmyCYCvWmimyA4+HEiQQjpzdtYRgyhAUE3migaBoFvTqIf1agKALcw+XRgS3c1p8yuJuR+Ep3tcDURbnibUIamsjU/+qYaShrsKdkILMhVihQnaSBK8FP8E3/R8RJw3/zFLwYC8YQhjViWSEs/qYqWXYKXJsCJT8FxRHWUzrUq7Z+xIRE1UPdsKyxtTO8dExtvG0Wp7zs/71KicKemBo4YyOMjIZyoJFeUM7hGoqe04nmLCbmN3JB4MELhiyoqOgIyVOJVQ0JCMuWFTY5UsCvsHGrpOQT6sYbg56RMilYNSOPjAy4RQteDjnqgPWhI3lA8C3gW8CzgWcCzgGeBzi1w6NBhhLw2UFFwGLEQoiKsBWwFVxMtROEknCjns2iln4AnIqb8xCtGZaQkIoYJJZrtpmDehL0JelN0DmQIaOIfH8mdmjK0TBJHhAxvC0Mra+pIuCMxq5RJA+A2mvSGs4n8R2wTguAoUOPQgf0crMiG6xuaeAAEANXYRX+m4yzF1hCuuFiE+KAupB6VlNGjpqJlHT5KvhwZaWn/Mm0ahkGMQiAZv1+FiwEn8/IUPbmkQGVZZNl21CTEkUItTUoh6pDE9B2Q42i3szkXjoFY1osqSXMLESEpFjsnxY68Gruqp0CQTE5l6BPtClBInYNTDrDt0cMHQIMLgZRGiyxJmD1opiMtkeEOiY5TTDReTTCt6p5sQtz8X1Mhmni8yffIjIe8e+Rl9QblWcCzgGcBzwKeBTq0ALAO/IwZGQEK0lyxImW8RMiTsVFcvNNVQ6EmAUrCI9OhoI6Jjp5+/dUMugl7A8kR/GbUDWcJlNBjiEAdYC17mxAspHlvOmHhJea83Yv8RJ8yIG+FUxjoca1WVtUwFmffdIBOAENCtXSAn0xOv75uE/iCjc2E82gMNEIeJUj08InazsfGwneFy+iKJ62VNK5EE2xXWMRe1D7fHdOnpyZjAthHDt9oo4eaKH5TIDJRpD/ul3JwvThw4IAS2OlJ+3mTDqJF1qAh7XIkp/aGt7fB0Ay9sYO9Choj/ZMUJBJFKsJQKOGqGPuiHB2DJy6e1WeFlc5oYNaiwkOmi5TU3rh2qgEn9IFemYzuK07cL0WD8UdT8HhplSZzVA8taAQZIqWTnB6bPOTdYy+tNzDPAp4FPAt4FvAs0JEFjh4tpCaGOAKtCIsxduI5b2oLxPPsI0EnAVVuPCS8RGh9YcKYtKSEZh3WhIA3+5nIkdG2OJsApdF8Kbma8FQ3ZZAsizeQd8u3rKq6OpJOEJISE0pJ0B4BUWgBFEuz3qyPjAiYuG+v9CR4gDgS2OsazGaZkX0Jo4PciqfgeuQowhPfYgG0U5nJqL9C9jZBEVsO3TXzq4wgyVykMj0AwCtHr1hlPlgYugmqPXjwIMs5yaFFnklYKqnSGh4o/tyihZt76MWf0dbiBryd4EjqWmcahTYUCQMRhgE3eyMGVTExMURj5Ou8MBZfUtJMAAAgAElEQVQdO2xwOrC+sZu0KuFGnM4gFrhLJvfLjawD5RQr3Q+mA83ek84e8u5JV9Mbi2cBzwKeBTwLeBbokgVKSshBGXDHQU34WlUy2KI5bxtJIQeQpAiomksAkcC9UyaOU5PctOuOwG6e8ib8TYstIRoZYGeaXpUkEJzxNCrM7oYOfayauiD1R94ofKI2Dcp0Dc6Eu9l/gzPAeATFs/vyDotqRMTZEmptpP0pkcV/4qdR0B+PSlfQXDCnuBi/QtLEwJWqRZvBsioqa5ooRjilr039IlZbKlJQRomrCc8BoxcgboLdBMipX8tXWFjIWSNUxLiOIBR3EUUEEVFWv+yhLKIdxpwRV5jIgtQf/oVoYAz4ldrSKWkACn6wcEx5U6XaDpOamZY1IlEkz1dZUS67zaMtJTmDqsSaDsWJVVuYCXzR5gWCg8yVBQcnDrTiaulhBQ9597AL6g3Hs4BnAc8CngU8C5zEAkC6xcXFBKwIfjGx4CPKMmpikBUfG6/hkAh0MjAFcfs+N/ZSTHjDy4T8TAhpi58JMDahcOBugHKidiFuFBQGp3oLft6NGlNLX3Sspbh7gojtSs459BJgyRCRADgn6JV9Xp8IHiBv2cMSSmPtI54GwMqCZPDKEoYLC0xlkIR2RQ/CqayP4vNhDWh9vQoOiGnv6V+4QYkEnVpQCBb+I1PRn3SDE5C3mMT02DYDmzQ3NoCNu6UDnLwDvK6xLTFqevcZkNbLHjjoNRAnHUiOSZwVZXAtUKLrwMkPZ3kiVkNhixKr1OCaVpTJY5uVmIg4hnikoARyyTk7Ian8FwMfEmkgQkcSDdCd6hxb2RvHdAdZD8p6yLsHXUxvKJ4FPAt4FvAs4FmgCxYATjp+/IQE22B4xWCAoA/QEZARcnCLsIyfN9UqhEToibGTOsOdeuYXrsViSiRaVol1lYK81VJLhcLBw1gbLibiZULu0II76Qjk3dCge7AHUA1vE+jC/YFI9ysEzIbmMLxNyN2EVCT/Dpn+9g92I29QI7AJ9BRICRHsqg68x1JFJGlAikopPjaGMlJCE4mng0jACY0Ya1lFJakCTp/v32bPiRMu7D0Jt2aSx4SUQVeUAPpxRBNeO3QFZbY0N7Ac0gVihsGfhM7tJIjFfP/Qi8dppYkObxkMKXl1o2tWSpThPGKY85mbwMGe1sREetJJ/UcG/9BF8fFjVG9ZKamZYGVsTUWm5gz1gxJzIoeIjzF0jxl50iAsqMQfPdQQgy8YhItRT04e8u7JV9cbm2cBzwKeBTwLeBZoawEgxePHjzvrCSex/zFXIk/nuBiGnjaOE+Bk0b6RhKKIZerEz6SnJLawhzdjbgbhAKQ0/01hvAmKh2mFJeEzTvqsi1TGTGc728pU1zcQMiZ0LRoxKfomDoZ8hGdpppUAt0n+qMy0lJRECk5nJ59VXRdkMQQzTeKBUslkTFMseZvQOKVGGYXLBiYC8peWVUABJJBl9uo1acIE8itBivIL5mVGshWzUpPQI543kjASfXsJTM0NUFslvEcYccXnzAXR1a5z3iWfJdvohMugs9w1986jUpqwNelaaDI8yUTDoHqFJFWDVA0fp7BVcqJIiJOTelMTJU3BUqWVR0yXD3/R9AKBEtrFqkToSqqiuqoc1U59XFTnfsFD3uf+NfRG4FnAs4BnAc8CngW6YwHAmvKKcoGCDJsIVjHwYQxFOIqwZYxM35JkhYoYcRIkY6hFoURuvG487xTP3tyEsuFDQg4njLtxIJ8TQG9CZoLtaNJbJwjWWfZmtsEfqsFKQQAdKFI1sxzoyzrQQk3auxIQGEc98z3IvXUlDSBs1dQ3sk8DDZUnvGkYpksFl4lUDTYWk9b2lLiDEiQgo0MYaL+ioloGQXWW9cXrrlVu0xTKIwpiSQbLhMJ4ZiEdSXlSYcWKFdoARhERo44YK7xNuIDufL379u+d2c9F0abQLzsvJtZ+6mhtFuStRyKq01GPmB+KHGJoVtvgbrIyJRquHka4ogwvTCglJCTBApTjQZJJ+Ho5BgMTYcjki6+lsCwm4xotlqRQqq2pIO8XfRWksicdPeTdk66mNxbPAp4FPAt4FvAscHIL1NNWhPJOX2AQWAhWKUzAyBDFeD3nTRWgMNhL9eC7+srL0lOS2L2bkDY7dtN0N6A3wDehZ9TRsSUxMRVwilCmwdpUsFMz7RdDwM0kTJ43NlMlwTgbykmOKRmCC0oDUKN5b4bgWMM4oE+GkcMZIq2uawKN1JNfsyQZLHejx6haaM6byTQJ6m02FBhVhyuraxUDn8ZdfkXfDIr4AciJTglBklzKserairzU8ic/+Uk1bwnZCdBsblRz3pBxwUVX0mXoNGF9ZN8Bgw2JjipIbGQlOagjCWsrLyoqmoCyKE+CSHEehkj1lZWViMLxgSRZjilFFsZ92IYizM2J1GYLSI9UlCSVyNNzCZB3bTVCTOLOUM097uQh7x53Sb0BeRY4my0Q2rZoWAK+mE1KmLGy9BNTuGLHyqWP3T0+81R671jz0I5Fw4xEyvSbsZL2ePOSZ4Gz1gLFxSfUqkeFkBiWQV0CYqI1neLsrdcFoHGrEMBz1x8158uT4Wcic960ew6Atkrkc8JF2k8nOTk1vVeGRtnA3wzBqazyCCjdqGZ2bZvVBRvgOK7LBogp/aCn4EF06Pz8YWYVoHFwXxfyFubKWo6UQgIY/CADMKzmgmVoamzSKZC36oONInO2yKI7IeCTr7Kqhoqq0hcXG/uvs2bTAwZQviJEd9qychZinw/rXP/7v/9bpHV0bGqoZzVgrdZRo6/tiMxZPyBnmNgH/Yfo6UUl6lapRDU0EPmnCeRMQNlPiyyJxgyXrEw8GFpZaTHMjlZg9IRAks3NwjW8lp7g4Q1wDmkm8XXTckmqW4eWUEtpaRF3Zlh6VOasRN6lK2e4fpr5ukQccmcsWrp8437b+elMXRaHMp8oRDhT4/Hkehb4VC3gH7v4g+1LJrp+FD8RhUIVO5bOuOLqOQsWbxz1m/Lw8Q1zR3av3441949e/EHBkon2293uCT791N631um3aU+TeKzoGKEoJAJA9Mf/ZZhcogrsYal20omxnXQVNRg/c9lFfXqnAWHznDevriTYDfCNOvbwphlvqhk8ZITUoAgQSf9k5psmQakKIK6xkTc5FxX4WCUhBZEn4CzqqmZwUR3/wcOcCUyTlZKQkJ6UqMqOU3Ud3DbIj4Zl0Zh5lETBVdIFzUULUyzieWsqypAWUiZW/YIgXF5ZTRKYB+2w28wvfwl+5q3R5NmMxwJMnNPsOMMYNEsGJYLyPt+SJUtqa2t5PNKt69jS3BhSm1D6MrIG9c7KZibpzUXpLPQfPJyNTCpHbFHECpKSSMQCCjrKifM0SuxDpFz8eWBCzDSUjaqprqqv5+cNBDJP6YUqkEkziyaJ+E+0CDoZDb9xhbz56YWI2yYi5YR9SI8e2deWoMfUnJXIO2P287uenZnT6e/YgTX5C+6cPOTSWSv3mLUDPeaqeAPxLNCTLeAfPvvOazv9eJ+B0Vds+P6sB9ccwLP6iJtvn5huZVx+1YXd1qFjzf1Dp905JesM6O2J9Cxwmi1AE83hcOHRQnaJFuEK8wgipHlaQCDCUmonHdAbVAUGwkf4H7amfn5CM81oh5oJbfMkN81yE+wmBI5EvtoheAxn5+RR4BOWA/AtU94y702Yj1VCiGjqyJGq6oMAagYbcgsRuIgwpyshCzUjGLLF1UQjOd1iYb0m1cmfQENqY3hoiGg+HBSUaLdzxUBF6ZfbUMtSqOCrZm8Tp/KJgYSvz/gq7ElmBB/T8pFqJFGRoXdRUdGPfvQjku8ePnVpWZjwhulEiwsu+QzrIy2dHeHqbczU3KiD9HHHrBLrLXpgtCRdHY1QWmSplaVKIpI/IQkXFR4RhZOTeykuUFCO7CQypR7Rb/BH3Jz0WUr6qBq5jyhf4dEDuqEHns9K5G1Z/tyJN16WZuwdmL6iBFeYUkv59l/PvcpMmBWsumPhqtKehb3tl9oJwxZt61ljM5fUy3zaFjjTt9mZlt89+4VKX/7dbwh2m+THA359OFy/erb5NjFtXsazQI+3QFlZOcMk4B2BPAyqFKRliMUmkBWWCpmBUpETS//z+ozKyyVnbkxvK8dugds40lQ342+aCD9vwKCYmDj4pIALv+KMzOjnXAA3MoTIrXDb/VNqguQcolC/65IoReUEmK8GwTSoHJBBs7AyMOGTUhVFSqGkRkiDlnaCijpno0ZZscn0IDSAXNuMGIhNkLe7Q+urX/qSxXPeoOFOdZ+ai8qcUPHUU0/JxkZsH6IwqTFYh9cGkACDnj/sMlPfeSYlPTMxOVUUbXK78chAHdrywO3RK8E8523XKi5uRB7eKMePHRHSgPI2UcQyLmoSHix/5TlvuY6OfoXE7kLK8vSBFZxtTUEEPSKdpcjbsnpdMKLd1bv+9NG3PbN2yXQzWxV8fe0mFVfyjFyRjNmr8fvMyfuRPiMW9oR6FjjjFji2ae3rTtx9xjv8dDvwvrU+XfufC72XlVPgNiQCPgohERJEWa0pRM7nw+4nTAWHgWghFQ4cv3rj9RS6G/+BnAll63lukyE8TgA8e/AwCCFCJIouTQ4ogJIMvWnimyE4TV0Dpkt3cmxobAIZ+WpIElCmC3QmTOtDF2Z+F3UQN6B3uqLSJ+oFEBmxTcBANCqJaFOkDKFh1crROLhAljF6EJGiYFHVdfWmaDKpaWmBACEVeZOgOEgOy6fAJgBgqjN4mzz22GMgtvvWguqry1GLlrj4xIx+2bq68zP8WKKyzr9ABtrY2GRGpNgcZUePxgxEhZDepg+hYS0UOYxcUqygV2JSGo/KJZs0VhWIDs6xUvRgSYRuExJRxyiFxrr6KodiRpEekjlrkXen9k3PGTHIQO/KXQWFrg9rp6xnf2Po7ZdXFfwTgYSz/4r0SA3P9G12puV376KECgt2VXaPxaP2LNCjLXDiBEWFYwzEOIiBEh0Y/sCRV7CRiSpI1UxI9T6rX9/M6ydgu3hga4LLLRQAEGgaFcDiQNgcw5sgdiiQmHxe1iBgawbWjLMJ9/JEt8LcDMiByMHpXAto+eoaGp1gUOXpxEqoZwTq1XmtEuPiMlKTnTWSRze19XAlF17VLsKkCmOnhBb6T4kCFfI+lAxhmUo1kyMJG4TKdXVBQfbMpA61wfo62oCTEmtO6FR3zgbm2CaYPBaap59++sMPP5S881hfWUoO4ZZ13qAhMTHxzqaO8qyblZ07UizWGIR6ilaGKAQqT+MQzVzyYmJiqZb+eMx8FAqiD1vHi45KMSmpF4A45YWBOcxjCi/WpJgzaBct2tqKWakXUEAGyJraOP1Ta09J5ybydll/xMypo/xWqHTlLNeyzIRZK0ubKnasevLu8br+ikU77I2RQvs3PrP0yUUzHDEJsGrzmY37bRR/ZOWMfnSHmTRs0Q5pdSxg4kYJZVC6Y+WiGbnSW+b4u5e2twAUNEtdnYI/YfzdT67aUcGiK7Y9/eNVBWqAwYL8cfC0cnRhRt5GDgmJWHIaqT+vEAXjE3ZsB4zoeMR61s7H4mRPyJ3xw/bGaJS0rHYNhfgS9lWJ8KiJHBcNa+WOCodIlaUgFQ9paysbGeI2sSb40rv6HTZjEeTaF9vRQ6QOfIG6Ylus4cMdoO4oKIM7oE0HoFmFOyBXqSwn3C1PrNwREeEjUg0zOoeqnO3UFJHEUu7ibdZGMung+oy0L97qonybO7h/41JzWyaMn/+7SGsIaRvrkUL6s2NLi8iBa9Orh83T7M78MUmwu3vBdKS127voEWK7WzxpF22+xOjucIRJMQ489OUmd1bdjkVXyD0kx4QZ//nkGfnWesb+yDr7U70afbprE4/+U7NAeZma8xYNCBLyQkAUKc8JJ4TpUHleTogaagtbt82c1mpRKBPAZQBmBcEJftM0N8oUhoPaWnKGjMBtAmQGR3BiJdcSwt+oof84ch1LDTerpYTUJ+rrGxrpRCXilIOjqNRBNzaVZQ3K7M3e4cylDyBtagnVBZtpADQGHNnJGuNikKjEcgvvnU45zHkjup4gTypjJPyfREieai3MzdP0PGvIFXSoqqltxmQ8dSdLKgG3uG/yr0eOD1oc6LHA9Dvf+Q49v7jl1JQXkzg87fCrA9Gdak6WBuReCKODqrGhATZnO/Io7fGwCC6Sau4UHROHCm7kWXvK0/OYIqSoLMdwfUGTmGjHNvEZ5dmqMJI/ug3OdIwaBEjcs1M3X8TbD7dq53ypjUXOhRGF9m9/Xf+OBibeOucyLGGG1+aKwq2LrzJT4VZdwXP/csWYWfcu22J+cnlw6jc+esjk+1dX3/CLD+DquW/FrTlow6rNe6ZNmrde47yBs1e/v3VhexEL8DK38LWFtru51Vzw+/njh4+Zk89LuCCrdMuyBZMnfXejE9tVvL6IaBbkr7FmriigF28tBStm5lnBLcvufXzdvgbCi73GLVijgXdH18LIWZ85b92+FvJ9XzI9a+eyeyOWnLbRv3n3c7OuGjPngWVbHCAvs2tjmfLojtJtS2c42YMH1jwUOcYIndsx1K9nIb5Em6tCfPa4shZuhWM/XZcs2GbOmP7j87fZlgxVbMsf3x+G/OEaa8aKfeQM1LKPluSSIfPX7QtZ/tELt7puhlDJ1icproXdb8Ga/DljrrjXdYFcOnTXtgXr5k+EUvn68kGZBZO/NG8jf2kqs5RuW3Rd/zGzFuSvt2Y+iyun7z3cLQtZcUV3Gk2hJdrnrt1mtpHX97tnHRm5ZPuSmXQ57pk8ZOjXV3YcVqhr8m19rOObn5xx6ZDJC8xtGdzy1K1Xf1ODS0NprLe538LXyuWi020/a0z/6xZtc9zShoMywKZX9hq3KOJbwEVi33idX3QXU/cKXeoCX2K/fnfJZPs7zBo5d8M7q2cPlL7s1wjBfQUfy1xa4ujFG/R3VCBn5rO7nv/3b53eb63QnpX0pXHPvct2ZvFNK581USkw9qqxDnW7ZxOP+lO1QEWlvAUCCOLpbQV/AIIIFkE1ycTqeN60swopTK3ZA/td+9nRBLmRAL952ptwtl5kSZCbcTcYENUER54Pp/DeKgFIo4rANyWG1ZQB8uYi9+Szgk0MlKkUmZxAGb3ZzeEwkLddNDmfr6GxpamZkCKSRntqTFwW/EfjpmFy0nPeKPJfWHlsg52UZjCLhubmloYG7NGjuIS3qLwMFRgc7zBDzx4KbDMQZ3lkTBNfHFwvvfTShg0bhN0ca8rp7QTMlTlwCHXh7sWQtc2cNyCHfIQotkkTHo6YQGlIg2Q5SmcZlh61iOI5b6aXHpmD6YkbKRisr6wsQyYxsRfLk0YcRbTqgaOagIF4nP9p7CyHZFFylSRGuDT0vOM5h7yBm38464YHNzOaDlx1/+rldw7VfmjpoyddY7xQguse/33WUiCGchdEBiZ+c/mj/Bt/+QM/vW9sOpgDubMfeXi6xCUIHli26El7ajxj9NQJg9q97OmXT70mW7cU/TH/v4s+/xvCUuXr5pqoLAfWLH/Z+KDX7Xjy2/kCefNm3jeTtfYPnf1fC43POmKTfRSu3b7wci02kLdwK8EzSsfUD3Do70tv+grLCeQ98PjPpuT6Lfi+37Ps4Rv5F7Bg1ZybHGjPpX/wjz//fZ8f7WtpKXehUstqO5YZf1LIxoylIH9M5hdXZ4EdY3SY1DVGrbjzHCH88f/rs3RXS7hEwwVN6hrXjxaOxbK3QO7MuTfn0bCCWx697Un1vsEK7XjytkcZSAXybp47M5cI/Lmz/0tZQAT608fePteONfHusgc3ZFG/wOgvzDOPTAeWLzBiwefSobu2ffzhoslrCaE6w9V98JvlfzaQMLTjqdvy5c4dcfN9N+HKue890TxCjX/cFFqsPnflNgvtefqmawSt4mPygylk5IzR8x9XH5MDz86JeKrUwnHuinwHOS7u2tfkvmrZZUcbDL6Y/5S+4kQd3LP0lmvEenl3/3ThBHhx+nNvuu9m+lG3gpvzb3NRU6VKwKZvhVu2LuQbiesuX7idAnipZRvdu+haarfO3egiMPSeRQ/YqsZn9jKTSaGKvQWHVb+7V63bpbGG/owHrl6QP51vKl3TVsmID+PJv7WCe55ecId6CaduWtvsMPyJS39Q2BKuf352hu0S2rZbr+YstEBlhe1/pZAUoSfCP0DihIkYFVFYPcLFAnS5Khye+cUb4NvNyayt1G7eqAfohucITX6H0nr3iY9PIAm8qw79lHFiyM1iqUgAVvpraWnWyhBmbcaiTOpZehcrUp7U5GrRC10ZEIfmge0hb3RTo5dXkiAeipKMvN0DyTYeIJidJndnnw/b7pAThOJSApSqaMX3SRDzyrYUUJRWVdE2kMKCFgGWdCQnbCpS1ihOMiHhkUceMXJgGPDVlBVzU2t6Zn8i6nIKJCSnpNECclwSp/OGUoT65v5JB8fAtHwZOEpCJdWcVxRwkyk5TnvIJySmGH6XCbgL+OtwR9oCqFQCXCeu5QM/4smN56LoQYVzA3kH18zRW18kDJn8EM8r501fvG7X5scZE7R7QTRiSP/svLnthTDLmzKVJsvbpmO797pew7WlaFsTmL5w2UJCwVb6xNsFDRCRwwc9tGvdqt2K8XDBXjODmzF+mg0Q2wqOqAmVrnrkwc2C5dJG5fXXP3f+jEk3TiEIiuRCe1KljoAsP5uW649ApS4SFGgs88e6kA2TBKYvWbsU7Bij06RF69e+YcBlpKzIsnlayBg7706tMIg6GJe/f94oCXETLHj8SQliY8/8WcHDuw/oFxROC0T2ijHppxTAtRsXP/Q1esVBKViw6uW3FYTpQAe8TumKbQM3PrzswesJofa97vav5Il4dLCr4GMlv+7tdev16wznPdZv0rQJ6tIRVwdqnDZTaM06Ox9Z9f1H5RHBCgzJG2w8Cx2qnvSJqzP57jZ1WwJKO6MNOi8ufsTWfv/BDfLyKjAqb7C67+MH5w1Rpiv45Y9XHXHL7UqpA2t38aJ3pYeOLmhHXfhHTZ3JjxMk3HmfOBeJOo2jEHlgyi2zhzruoy7o1oVvrfdWPPOaemdo3wkOs5/G26ALCnskp9ECtbVq8xeGQYwCHdH0TEfibQJkFk2zp4TQ0tPTrp0wjia4KakTrZkkP20AcZUIe7e2npc1iGCdz0dN7GTC8BLYEpiSgCUn27+CN9OxwVsjhUOhomBQrZVBuNQE/e0573A41u/vndKOkzcoq2o5pKCWYs4yeN0rOUkYbIg84gpKL1TrBJ5U0KTwIK9zv1y3rJLKSnJngfLAWXQWalqnKWsuxXubnnQcaevWrZs2bVIVYaulqaGuugKcfn8MPOYdhCfPwv419b7m5nB1vf/o4RIyOCcaB+mDo+6aLlGkQELMVKcaiMJNhOeH4uPk6h0Xh4crIeOpfWISgdSjdpRHlvx6FJ3OUC1Ts3rqgqIqEGgXnjH5uX/Qdj/3RlJ2/Pj+fQcj7/X2xqHCh4XDby0ejWsJH4xj9Gn/aPFojVvdoVQccLk9ce3VBQaNyNFLqR0/Sy5o6OAL/nlZ/ovaBVj0Ed0cNO1nnb++/UZcoINouomD61/cdJJIi+0aQaQ4x+KU21G9k6Y7eRV+of6jxWP9VkfjcoS4aS+ITXD9svz12pAi0HVZjT6up5T0y8deZiBKwfp1b4v3f0c6GCGU6dC2g/IuoPcnlPyD80YZ+c6nLGmmY9H6ZUvXK4cNuT/FDmjqSI3TZQpbiQ5zpW+sXU8zGZQc45IKfezWE5dmau/sQNL+9AvyzCsmx0NLqHTTi+s1AHR81pz0p6ZPR9Z2KdrhRXdRdVTobheJl02dop/cHINyXhTXfSjyR952x7XdDI/o/ES3/63leMp13glOs5/Ct2VHhvLqPyELABPhB7CmtlbjKIWSqHvAIoFEjI9wiI1V26kQEc/6fn3GlwHJaL0kknh6E8hGoZlDnHA4E6lpbR04KFdGBYdgwtoqAaZTkiPlNCjE1KxGwEQMz2ylk0gxwMxgbwbm2pWCIFyf1OQYtSZSeNQR2pfXIDo4Yx498rDMPYNEUCXqZeCaAC2xHNJbpru5kTWirphNDj5fTU0tss5UhLiNbGrRWgA34XqdqDeddB2dV61aRSbhVFVyDOAb2ZjY+OgY5XMvTSc9YuY+rU92WRW81a1AbEgrz54l3C8kSP8syqEZlxGDmwlsGqFgrdmMYav4eCFoEFVQ3hKAAAKZmw6Sp0jenKhVMkLDgrhCXVcnb0pqb2UCYe5Zx3MDebvjea9YOB0/TOxIfQ7tpOOayird8tRNQ4byGr9u3U/OX197CopFOOO92G6g3ZL+6RF3Mi5bKfUb77/shpnmdTw8gqeOYkN2edodAp22MtOKnejgpD912zoRFVwsnpg65NJ2Vnl2osaZMIUt0+ScMNdywGIQOCGXczrf8J6hjBO8Oh+iXN05kLqrvrNCJ9Y+PRcdX1SOx5iufWadd7gelFyUS+6cq73AzYOoyM/7yu3X9e1spF6bZwFtAUK68I7gQHgM/gj2MuTU0IiAEUEyTM2aFZaMwwg4XZCbDZQN527ZOgfRvJEjEE6z3gqD04R3uDUltVdqunK5bm1pZnztANs0kU2u3uxSoZRrblbBQFCGVpCJM9MwgQA3wm/imKywWUtLi2oJh8/rlUaqO/CfEm1Z5dX1MjKpERpmFG7Ng6lgHW8ElNhMB0eiIBsJWkQJCoCegTTNXfsw5x3RaWklvZFlw0aRosTE7KydWt5JeekdFESQmJQ0cOBAqQy1tOzesYWUwTaQMdG+KAVhmbRLhyuuHNm3t5WS6Kut4VcczMSjcLI7HwfsevK0dujGFlDKUjUPvvg4+dPGxiXglQi1MT0yTKxESVQTKagLxsaQvJJIzWwHzZmWnsllJaSHnc4N5O0wOnyaZy/+xU+0LzV20lnw9J6uzHw7ZKgsQgtUIVIAACAASURBVA08s1TFx0gak7+zLcVprUkc/a2fOhdl0oLOOWN65c7IbycCxj/Ys/Ml9T8o6pNgD31csMtcw+CqOZk6oIuvveviH/2t3zzoWEqLhZ4w5KCTB1o5PUM5ddv6R8/7jWvBLq/y7DVyhj1vb51Lpmh/Ov/0WNklxRUTsGjNHPX+Gl/Z0WPytQOPi+N0F079ondZE0cXzqd09U6Gnz3ybrxz0S3aR0seRAWRB/Jm3nBZt3+UT66a8xnAsi+30+O8wwehk0v3KD49CwAoNzXJvoYahjFqYtjDAIqrUTRBnX1+go/40D37v3+A4uzWTYG82d+E5rwFf2MiWxIIBg0aouCUcggRzE+RvNXstzqpCghvdkQVBDVwOmjdCEzPBhM0Vy0tiCrIYA8QMjM1pQO7hmuCTQTnJRG9cbZgFM1Yn8ZNIU1saKR8LnRfxE0k0jXhb6pBeBOEYXGnkgr2heR2PMNgfSXRKnIf7/1DBQM9L7r4oldffTVnSO7/rHoecU7QhLWJb+/Yufmd4x8dqt7+/rGC3R+5ezh5KZBETvbopr62xgxdsbHFqJUSzpHttIelbiUKRaYUppqwhf1ucKH9UdHYKUmJ5ZNIFOG2MUmINoCD2hDrujAWsvbq1UcXe+DZvr3OpcGlX3SV2eEy+NozK97Ti426NggEFMxHWLfMMXPuX/KG9blnsPDOua6xa0JOgSp9wuIXX3p2rgM0QsiBNYsmj71u6d+7N4RT6P1cYclbuF2vKpXvaX00/hjwU//+i685tzLF2DjQyqiblp7iY9gnY52MsYtXv/bsPPcdULBm0dRR1y3d0/YO6MmmOGWDq/WR+q5wnNt3NDrljj5FRqfvBy+mpIntSoLXfc2yEFmiIG8DJLLqGVDYf/Gcu69WnlP2256Gjwv2qSflnOl33NDulmdnQBlP5GmyAIAOAC4C/5Fft3jeEohigMZdYDUhFehoxcaQywESdiFk4GS9tuWv6zZsoMiBgNjA2QS1CXkL5mZETu7e4VB40OChwosje5tQJ/jEarxtf3hRL/DLuRCQdGC1BH+TKJ7+5lqZpkUzUUAXauX2vmkdIW9fdV2DDItHJhzMz0OFAjJuNEgcQaGIxWwuEaBHmWinPsUUzEctmMCWTX+UUD6VVFVJ0Uwpc7/0JkFQLM+VU7cxcXG9+/VDYJOJV1/9u98+W9/Q8JfNf4F1KouPZiXUjxvZBw4v2VmJ2ecbXzxnPx3nfVZsfBzkw+K1FZXoTpFSn1ACitCJE04qZ8TRNHabShq5IfVZ9cG6YB252cTG0nIgbtNyhBK+4rqCJZMNpVfdNVdTpSKEWrip+vQZSIbuoUlfiXNseA6f1458qTsaEYJkzZkyedGaA7SUcPmbqx+5+3qOB9AR/emtTx99yzNv1OzbsMSFv0s3P/hAt2fu7R/Ctip26ALelvRsqOmCY3SEmryV6RuH2ZAO79bghge/8ct2IGwEt6vYnq3OoG0zRt+ytO0dENz88DeepqevT9UULrtIQXs7tNPUsQt4e8T/SJ29uhRSHHPD/4jMtrxn8KLrzrrahXNRLxZT7t1Dbu4Crx1ffZgO3/AyPPJ1ZFXdy+k8I9bKkuWIfEpp93M/eQGLKkL7X/jJc7xYPDBx4YqF1+vlDaezW0/WGbYAgDcgswZRQEYCwTjstMJFrAFAoUbeavLb56uvqfrewvztb70NtC0hBcX3hBxOxN0E/iehUFqvzNQ05WoCWXCcsIG2zikI7hhsY2PQBdQYtBnkxkBMlZx58jbhwURH+Tqe87YqaurJcQVJQJ/Poqly4jQ9sCp4mebwFMcCQYbORCW92OQy4838wSDtjmkShlhSqZA3PSqgjf4oqgl3KQeqgUr9hw9Pzsw8cPAQ2C8aNWrhQw/99tlnkd+z4xU8a8TFRsXF+FMCsKHtimM66iwTtqJjogRAl5WU4AkFxFCMFZEDqSGaQT00OaXFRMeaZw3Us8ag4tGSzcBIYyo5UYRsfDyiMKlKEULN9M4E4dKFl7tiuI965mYK54FIyCLRPn9m3/5udZx053z+HEXe5Xt3k3fRKaTQ2yvyVZCsrCnTxjtQ2ykIO0UWf+7185/ZXIgg3CZmX/C9N97qgqey0/e0k84j3Ek7oTxLmpzj6gydRKgbIEO+8SHiTOfoluCbf3vLxI3RlZ2dja2cOnTCYOg7oTlpE98BbxRuXUIrFiSVvvnG+/Ru0qnGJ2wKpYnLmVvVtXdyu4C3R3Ha6hxw0xkv6B+X77R2J9L+kYt+al04Qh4F1//0rqf+HFSxmJyrBQ5tenTZ+mDWlDun6ciqnYzhVJv8A6+85Yv8liZ4YNWtQ6J90UNuXVV0+dyf/XLDrpcWU/RPL517FuAZaMJhgoYI72gsJPu7MMyiWrM8TpA3wFl9XbUVFf3EL//3r9vfJaTNHt7sboIcwDd7gIdCg3OHKyFsHkLeBO20n7cC3VznmNpsaqKtcyQBuvHcM8qM4gSIEVIFOEONpkOsWJ7zhnTA7jj9qKCk6BNaKzHnrZl0H1yGMEKCLFRQtsPbBLP+1D0R0JmPnGGUKGVIaUTocYdw7F5ZzZPBIADyJOitJdCZEkFwlovnm+jo+LhtO5XL67/cdvu+Awc+/Pu7hz7YwcS+lhA9JpUdPyycXT/C4PEUJCQcrKsrPkaoyR4D52BUSBaDRoj1Uyh36MiPCpqPiUkpymAMUQhvUgghsfEBqmUb8rhEWBhO3o6i6Z8yVM862Dlp9/l6Z2QhXoqbUQT2kOO5ibwr3t/ytolF2i0A7Yzs5ryEpw7lnVI6zqvd6Rzb5jmDcDv5nC+anbHDmMbpABox+VdxYLfaXSiQc9stN5xb4XVd49r93K8361iBYpng/pV3z1IOObIxp2NjP2ecaachO8nbtrICU26cJLZy6eCeWLXp/wHbynae9u6DANlj5y+zo7krfV1qnDlTdHabdeDdCwWdDr6dB9PoTH4nV6aDJifcDBY8t/IV98NVaP/vbp71TDffdXBXLmufgYuOTk6xC0cAx+C7W7bVGU9ux9Up3bbl3WBgwrRJZ87fI1Sx8buTpj6xBXt/lTjmLOvfeOZbd3AMzQ6umFd9dlsAcJkVJODD+IYREIAUoylCVZwwQRujd9IBOERdc2N9XHygf85wrPZ74ulfr3rhRXI2YQBO7t3kgMKHcDjb4WoCRuoR4JeSBt+6IH3JsbnZ9pYG5ItBLG0kpQ6fCN06EC4XIBzCMJDs9iJ5i2SESamtt6MKarRnIBCEEwJFAj1tMqlTTIxeYalr7DM4iJKICf3bTFZ1XV2d8qQncsbzZGsEHiftCXQS5iVYCgkIWhIds3nbNhkYZqm/NmvWn//wXCsFVVRCo6KiS47sJ1ndSQg4E0hKpJ58vve3biNWubgklf9TC6W2UrHhO1eyUrZtDKFiKSstRlU8BRaERC1HRGJwjmcY6lvadXcilSRyva62Bp0/lEldF5rIekoyt93ZNqCOoDBv0H3XfcsO6BV53XM0dAKCyrdf3IyXp4g+sGPpA/+xpugTMEGH4cnsn0/XjGPw7W07ATJC+9fPv3k+7YaIZZqL9epSR8QxxAw2Ydewoca3rtEhDk/jmNo8BpxG2RjXvG/rHYWwmdF9d5lFh7Qh+62T5ix7cfULjs3enWN36WEjaVe1M/aZw1aWEz5+IrY1ISlc6qFgHiDPtCmk405vM6xhXXJHjhC6FLZjjAQm3vWtzoJpdCo/cuwnL/tH37FQ7XWFpRHL777r0Y0qJiPWSS+aNekbK15cvaL9Dec7F/4JXPRT68LpcIIhODy5Xb43jkfHzgd6aq3YtWrBcjjmIRRyabksyDs1QR7XWWQBRrwa07DTtIJMAD4MgKhNIaEoieyBCtqJMIw9vVv79s/1+4DCfQkp6UufWf7zXz9nA27az5KwN+ZZExKTHB1REEJTpAwhZj7SwU7YbdEUoAL1LtS0KbmZ6CZumkWmRGgNXYrwfhntR9pFa2NTS2Mzfu8VF7OKAMaDrIZRxYkXY/zRNOEMPuqKsSLz6YMYjVyTeViqurSq0hSJz4LLirI19ScCSRprhHl6f9Sejw+cKC3lRt+8u+/OTuHnIO4SW2k2Nbc2BOtkmLrrk57psSg2Ll46Ljp6hLaRpyl46p/n3HFSg6aBkTZ2ohWWVOuqZFahZEYssiyn1/UgxlGEo8HwOJ9h5KEDZGglsdoedpe4xMzZn9bmkqKOph6VPUuRd2j/5hftWW3LsZNOdC/HBt1Wzq0rNj2mHQ0Byje9qneVt6xDr67b6Z46xZXzZ9xwy23Kx0O9PPX5Mq9ePfDJFffrF//Bw69u0iCvdMe61w+bK3749XXm171i57pXD+kWB0to/6YX39WPBVbw7Y2bnPtsB1fdMe1BCeQc2v9i/rI/M2XezOX5M/Ustf+yGXdP1O9wDzw1uRe93526/JDVUkuPCemTf/j8o+KmElyT/82VNNMX2r/ym//xIonKmbnktd/NtzfU6Fh/rTqdOxzLx1tfN2PEWPgxAPQRY1z/u5WdrGvsSLhTAeQzZv7i1cV66SEtOsR7bUp0vddb05e89uL3ecNRxRZcs2Da/LX84BTcv37pMok/nXPr8kenads5O8BGPN/L5w3GbVtZeTNXvPDU9X1tutNj2+D+TRvftu+Ad1/cxGqqborW3DF7vsQgxwNVPrwF0IB9vx97dOZARXJmTaE66fQ286dfv/B55cNTtOY/HuK94vHm4SF+QA3k4HK8cE/nHg6dyQ99uPKXcueTMo7PSPErv/69HavE+XFDGP5fPK9DA/Fq2iH0LhIfXvo+sG5c8trqjj0fOv1m6NZF71BzK7Rn7S9NEHTLPNWztbvVhbo++ESYxZSW5dr2yzEdbl3+wHe+1OaG7/hT39GHMeITbb61zNue4IYFeWJwtro6JORSXMwuuMmZQXmZs8ACuHqYVSVFCNgQ1BG4QxmqQju30YQlPJ5V0Bw/ZkB9vkBiChAbz+CG4+MTEWF61ZoXv/WdH7z3wW6Z0mbg3frx3995/IF/3fv3t6kXSj7tbSLQkY5M30pgjVGv0DVx7GrJgyshNkbBOIUPST9kaQ0ocYEVPjP0PCBC+vfucNKpLtioiGR8ug91ljHTwMkATuQNn29drQxFFkIVHaSFmDDn7RRcXE7BvKmBFRZESXaTWhyx3hH4i/ryY847HB0d9kf/ZcsWHpdVUXQQG+gIe0ll8MODlS/9tfj9PeZVv7Sc5AibAHrHxsUq47WGCw8dkosHTlEe/ZMulCKlYScdoiId6Y8zNhHpT1VWTTVpRfeKliJEzELSqSclwWYnFn1NSQ71glYiwB0xKJvgmIuaSHpOOiuRd+nKWaNuXWVmtduxdsZVcx9d8vSGfXt+O5s3DwdJaEf+uHGy37UwlG7Jnzxu0TZCq86UPuWpTWvtBY450xc+vQF7YX7hAnpXIim4ZdG4cfk7QnU7Fk0ep7b75hZsUj1u8iLsLR/atmjcZLUVvLQoliMrZ02co/zIuQH7bI+6fWWplX7l7U8sWbIEE3cUyJl+w6KH3PTUzmHkLrnvnednO2CM/8L5r2zbsHh6jmhj5U1f+PMNuzYt5S0y8fCQPnr+6rdeW7Hk0blXla2akweACs/LF/vd9jMyyPPzR5sf4o71V5L51N5YrrlrVamFsUxaoPbLlLE8BXOQWfJnu8aIX+VLMMZISxNPe8LZtizQdUDEkoVvFG5fseT7tvu7RRca12fP6vmj1UKujCvvyF+y5GcLp/emmOiEzhOGTH1iJ/xO3feDSzbkTIl/bhxthEpeqgcGTV+4ZMX2LS6zE8M/btuq0pW3j5rzLE8TigoFq+ZMnLXyCO6AO+gO+P70rJ1PyWMFHqie+uhyGeDztzjW+Z5RU2jDnOQ2w17xK97a/vySn829qujZOXTHJgyZ81K/yMuhpbU9dyg/dlXkfSWfkaodi6ZMXvaBLcl83KQKoYHg078CnyH9jIxHlqvkujtve1uA5Nr7Zri6/wx8KCV1/aK3/USI5iELX1mXLFC7fpJUeqofNesUulA68ckg7IiggY7pcBciF96OP/Udfhg7+tYKWekXjb/SfJ84dZO8BPSceDe9jvPSOWMB4DHAaIBLjWzojO9GPim/COQBlkBk3LujyX9asJJgKZ/fF0pJpkAiBXv3P/SDJ+7/3iPrNrx66NDRqtLiI3s//Oi9HY99++tPfPf2t97YEKyvg9sDAUHjaiKz1AyzuGNlPfLztlM4KaAi6/CyQOregdZEfeA3CCXsnZIQn5qg6EmGgubUa0XJ8T/8PD9q/6u+IOAsMeqRgFvGLdUqb7zbQalXW+oZWulWYKHk+QhzoiPql1NRWRmWe0pecZIzNbmYEAonc0uKioqNa2XYjdWsL2zaRGMMhw/t2ioXaM+Ryo3bj9XWA9Zb1dVqyabq42QnsjZFp4mVseGR6dihgxrPkm7QwCkDtnAWESuQ24WGtBUWOtt84eqqCgL45PCPBG8asigT4xTGPcS0hoduHkksD1lnp8SKqqFDL2EaZ5Mw9ZCj617pIWPyhuFZgCwAj/Ar5ygnoqzpK95cPVtPKnv28SzgWaBLFoCf971XTH7K8STZDht2Oju8enYnCL0dHq/q07MAgB2CeX/hC1N37Hw3JjYuJgabI8ZFI3wGCrHxMXGB6DhUxiLUXWpa2p9+919AUcBkBw8eXv/Sxv/732ebaspj/VYsXCF8rXuOlb93GM+wNkLKSEmYesX5aAPgArQi8O4LxwcCN946Py4xBW7czXAooaCGTS0tTc0tyBEiN8bATo2zb50vIA/1m3a+v/ntvyO4dVMD2BqJsxGBB3FqITEt4G8RcV/rf3j2v/+i73lqDxoIZLHhitLiTb//zZ//tCrU1GJh1x8g3+Q+4bTB4cRMKyEjHJOMEC+tLU2h5qZW7MGJDYIAHluaLh4++OHv3CFCVm7cuenNDxH/3Ao1QQjUDoO+pZn27GxpwQ5ByLc2N3/1S9fd+fWbzEB++Oyzz/xhrS6GrZAV09Lsb2mJgpzmJquxMdTYFGpsaG5obE1KjM3N9Te3RDU3z5w8+ZFv3wuBf3rqO80NwYNFta+9WwTrAo0mJCY++l9P5lxAbhhiHy28wzM0fO/tP374ztvv/e1vNKzWUFJq2lduvw32BlTGJH2IYksiteDcf8CwERdd7RR+6OMPX3l5BS2bpUT0GDxlYHfwoJ7i1WANbkxDVMrL//enulo8NYV7pQWuGNUnPSUOlIigk5icAEd5PBdBMr0PQY5C4BBURyIXJMrTzktybg1ZmVnZj/zoeR6lBukdDvFcbTgr57zPVWN6ensW8CzgWaDHWMCG3YGJSwocCywRTKLcEZqps9CTPcYYPWggwG2xsbH/Pv8bn8lO65scA4jMyBfeA2ghHwIAZtSkp6f+4P65Mm7UnJ896J65d2ZnpCT6W2PI3QMkvoEZySkBtb28UFbUBhua8P5ToWlAJ9A1NNTX1VSZCW8CxTpJ36QA/bcI/tK+lSr1SknWWXVmKspjdpQQpPxZ4aiyQy0lB6G6Fhw++nHBM48s+N5tk//8h5VAzIoxymqtORE+9Gb4gz+F3vxV6I2l4bd+Fd67yXf8favqqNVYS5iUF2uafpXnCQ2YEC/9R6IjsmqYqIAfvHQtjKWVlWDgTkFDbOxw4ktMSMgZlD1kcE5TXd3ih/7j8hu/6B8yJBTlb/VHXXvVVQ/fey+uQNHe9xvr6xsaW7a8dxwz1j9+ZukFI4dPmHRt7gVD0CWSdNHJUTTBoswRoyZVV9vLNAsLa5oaUSTVZQQE6lG0fHGBJKmnMidy3UaDUOgRM6c4llATDIBHqRf+uKauppEuRdhXVhF8deuR+gbyvWEPFC2OJTQ3h+rqm5vgcK80QCsbidSARjQX/LlrppFGPTqxs1ePHqE3OM8CngU8C3gW6LYF7OWVbQMXwkVn2rTLHl3DPoGfYHzJbg/CY2hrAYAbVFaUnkiOj74okaK+1YfDDeGWZoDD6HDffpk33DRn2NALLhqZh3gmBuYBKQFaDcrNOXYYr0CAoimsR2JczBcuGXyorGb30dKqelocid0kdx4oHj+8vyBdHAVDRdEKPMoyVIZ7tySFTtEAmFZRURmfkM6QUGl9Qb8+w6OLSqtK6pr9cVkj4at94tBHzWE8BSJ4dtAfVR/nr0mJrewbWxlntb76i3//6mPr4hLgAOPbsmnN/zzzQ0zMAguKJgbKIaN0w9gAioPV4WBVmGOORMFZIirqlvkPfnbSVKWBFR7QJxUmIqgo/uWQbozClZCXEdd87YQxNDoaHp4cfLOuvfaqUaN+umrVkWOFmM/2Y2/OxoarLx/9y5/9BPjy92tfWPTh7q/cdNNjGzeEOfrHhCtGP/ngg4LyD7z7BjDr1g9KMK98z3cWjLxo1GcmjE9ITDDG1Lqd5FxWeuIH3733r69uuvSSC+Niwk0tvuMnfEePFA8Zmo2Zexo7P71gyL0z+w/KHsHi7E4Sk1ISElLIjZsuDzXqMxjhrhTufd55BfsOfLRvPz0rEUKnf0h4jfHS5gPpKfFYbzsyLzN7QNoHBYgmbn18uLK6mrztYcCYWH/v1LisPgkD+iTRZYAAn4VntsS0Idd+fiYXWRZyPTF5yLsnXlVvTJ4FPAt4FjijFghVlZY2cw/OAEFntEtP+OmyADBN+NgBWVNBMDIp2pcW3RoVFY6JCQ3qE54z48umJ5qwNRAobI377EUp0SXkckAOCPA3oCniS6zwrEDKR4cOv/Lmnr2HTuwrqhp3Sc6QQZnkcILAhOxSvu+9jekZGb//c0FcIOU///OHf3n1lb9t/Rumt4MNwZqa+vKKysOHC0+cKBuYnX311V+ER3JySlJaWmpqYuIlyfVFh95K6z9szO1fA6rd/tvvHnnndXSLmF8hX2soChlyEgFIrT5RtPMPy0Z8Ye7eXW+ufDqfPEsokfr4g7+DZKSW6vkJRBeZFp4xodasrPP6ZpoYKb6rLs7J7pv2ypsffbj/SPGJ0laE7Q63RoUaooLlvvrSqNoTVl1pQmraoAHnwYfn6JGiqqoqjBtbR5aXlB88XhTdGo4CMg2FsAbz1hnT0VRUVFxeVj5y5IXbdu+uqKmBeSaMumjRzbcdO3IMF6M5WFN8sKC4PHj4eO1nJ06YNOUGaDbyoouOczRu1rL9gzxQ8RsDuqZ/fe3V++feXlleimeeYsK9BPbwJHX8WONXZn05BO+ZxuBvf7ns63fOjY1L8PtdLy5ACWlp6X1m3nJfaUlR6YnCN/7yf9v/+gq8U4J4f1FbX11V85XZ//pv8x+8865bDhwpklsE5tUWR4R1q6Q8mJqU8P7ukrfeK25olO8KjJ7WXIIMk9/HS4PHS+p3fVSenhobExNVXw/Xm/D4zwyjywVZPTp5yLtHX95/3sGFKrb9WgU8ISNUvr127Y4b7tHLNP957eKN3LNAVy3AwSWfIydvxLf59iLrO9+aPVoiR4T2b3z6J488SMuv2wQI6qp0j+5TtAABpLT0BI1vCOYYqBOsr6GiDbddemaP+lxjKLaxvirU0hhubQaOio6Nzxk1rl/OqIMfvTvj6Id/3f7+r/7nT6++fXD6V67H/peEswC+o6KjYmKjY+IbN+zyx8cMyRuVmJL5q2dXv/kmR5h29HD40KH7v3vf8uW/PO+886S6wUoEDBz0mekMyHxZE+48+sH2cEudBnlKceiLv4LX1+Z9/l9eW/8cFoZiB3vAbcxBQw49PpC7B6lj+X1YHEqzyzhHsSO6H8ETEcQF2z36ofLwiy4yGhFbODygb/rsyZfX1uS9sWHthlU/J8gPN29gf37wgPdGbXVlsLYykJSWk5sNv/PDRwvzf/ubP+96jyAkWxeHjIyMcaNHQzJ8mvfs2ZczeMjaV/4MNa659NKff+e78bGxtbV1Rw8d/uiNP8DjedeBivRe6fO+cz8UgC/7ef2yKh3BUox6bTO1dfXFx4p+9d9LX3z+t/DlRr94LmloqI2PT8bUcmsofOkVVzKXvzUcM2zkxYGEVBTRi1MUhiwDh8GwqU1DozXykmtX/r/f0qY5bE/sWDluwuc3rnsxNzOx9dLhx0or4a8PFlo0EB+bFIhLTUzolZZy8NiJre9+yDZwyUdBHujQDby+Y6MTzu/Xt3/fjLyhI6686jrSBBfNxeHUrifkPeTdE66iN4ZIC5SuuusaZ6AbBGFYMGZX2fYPFo9WMbIiObyyZwHPAm4LILjk0j37pvx8/bt/X/1E/pw1+XNMOyJLfvvRJd8cd8t072nWGOWcyTDw+fyMO4sO7n33nT3AtYCHBuoMGT4CXh8IOxgXB29whMVQsExNqUYF+l4wDizOwTaFwwf3H7Zie2cO/uyX8Tdz7qt/efVQXdTnPneNoRSG4SMP9u173u6/FwASP7Xk6W/8253vvGsiDyqRL720fvjw4Q899NC8efOwmNKfOijQ78JqX5/QkSKsrqyrC/Wb+G8HX3pCATOHJshWnThe+N6GSy8bePHF/bH0EZPyej0f3E7YhZsW8lnRccnp/UcBNp8o+GtLcyMt9INCAINR0XGJ6fC5MaMLBoOFR4vq64IEtOGwHqyJInd1Ao56hpdoMbtfU1EM5I18cUX5XUt+uufIEYazWj+fb+K4z+I1AWZ74+Pj9u7fh4jdj/7xD3MmTPzahGvKS8v79MnY8Kd1f/rfNeWlZXg+gJLf+PZdsXFxEFh49FhGZu8+WepRhPprLwlWTklO+qjs+MiRI/N+8KOKsoqGRlr12BBseetvb0JjDN4fE/jwgwIskoSMxOTMjw8c6t27V0oq+dOzwkr0kSOFVZXVmMXHakqYJiY29o753/vhv38Ttwqw8p3zv5uW3tsfHXf5VVOzDhdUVRQ3NgRhX5/fHxeXmJzaOy29b0p65l8eW4x7qw2I5nsNd12Ub/RFF35pylcGDMjBut5Aiwq7SAAAIABJREFUQsJFF18INxvWRKnRU0/0PNdTx+aNy7OAZwHPAp4FPAt4FoiwAH73gSl3bd+87cVf7Ny5L2y1YtcUv9+Xkpb41W/MT88aAxQGxAb8PXBQv7i4OMEJdXX1pSfK6oPAWEoe6p1wzcAJwlY8W0x0BGkh3A/w+n+vbBp14aisvgwifb7KyoqpN07BMUI9KV522WVPPP6zjIxMFAmpcE/Uhc/XcGJfXcn+xqqS5oY6gtetFsIf9h2Q3feCi7OGj22or2ior2pqqGtpaWxsaKyqrGlqCiFAos8f648OxMQlA31KF+Qv01SHqWCa/o6Ji/LH0qS4ZV140XBxua6srPr4wGFykOB+9+16/ZVVzyByN81205w3dd7cGh454vwHn14dF58E2D3p298uq6oiA7I54OEd1djsb25a9I27R12QB8tA8ksvvzTpuuvqm5tTAuS9jfT3d975219eRfAQGAoxZnplZn551izUJyYm1NbWAhxnZPZKSqJFkF1J6LmstLywsAgT8KCH/r9dtmz/noKk5JT7f/ADJUGwHyLtxkRfcumoiOv49lvv0cMGj1rR+3y/evrxzRv+cNnYz33r+4+gCX5EeDYLBhtgMni5oFN5kyAD/3jPzmW/+vmhohIUZUqdRhrGTRWTmZ6c3a/PyKFDrrn+FrwzQTXdbfRaoHfukPOdmqiue9zJfrbrcUPzBuRZwLOAZwHPAp4FPAtEWgDgBj4MaeflfWbaNzP7r93z4d6y0oq4QNzYq69M7XOxedEPv96a6tq4TDgtE/Q8caK0qbEZziOGAHIZXqqjwUyEXhFuPyGQlJwI7IhZ3tKS8pKSsjGjx6SmpBIqRQqHU9PSH3n4h5jkTk5OTk1N42Nq9vkDATGRUlJSgvVYSUnCBbSBUSBaIDM3vs8QyDBzhyBITUsZNKg/KmNiA8lp/agL/QBQXx8sKiyur6+XShzZawLiomLjU5Rw08Y4UpC3qSMLWNbAwTkpqUkV5XVcT3yoHzas35SbvxEXn4giZojv+fI0OENXlFfCfyU9Kbl3YlJ6YlJqUmJ8bJzoj86/cMMXMKqUaOVdjUGNuvTSG6d/OTWV4qMf2H+wurpWBl1XW4dp5tLS8vOy+qKGDcCdn+yAISP8H9GT+cIzb7vtzS1bklNSRQJq1FWggN+kBmqMcEx1430BFc3jE1PM+ddvVpaV3jHvAWKHw1Jaau6Qwe/sfJ9cTWSymvAzmwVrbVtaJo29JNjYVBdsQORF0MOkcKrB7QAP8j79cgaef6HAbjQhwQjOCySVPfVo7tueOkBvXJ4FPAt4FvAs4FnAs4DLAsCI+/cdBOBqbW0u/fjNyqL3YxOS+42YGhegxYUCrZCBz0n2YLUTQvHxEngguKQ4CoZF2Pv0zejFO0oCwKGpoaHxwL6DkncwRWajY2LyhuVKLbjgCxGsb3BKjmRwlIH4MGMaCMQbBGnkIFNWVnGs8DgyQHgmtSsZlcNGDMXAQVZZWX3wY57zZkZY6/B7/7vxDy/X1QThOZKemjzykqHDxn15wJDLcnLPN2IxDfzRh3vVTLmp7TSTmp4yeHA2SNB7aWlZ4dHjmE4H8qUaxvcXXTxCdjXqVIzdCLXLy+yXCc6RuvIcPhIA2mm08vKKfXs/dhpK1MCRyBh2Y4p7OFvpvXf+bvfKOYLe8KppCh7a935dLekge8snpvROSe2dmt4X8eNFCBOqA7jgan/F6EudmjgJelLem/PuSVfTG4tnAc8CngU8C3gWOLkFgHKwGK6xocnvj+0zZHxmzliCVVEKEhj0g+lPzI5jrSQkJiQEOkHehoX69mGatiIhMRAfz74EPh+mvbFPj8zCOpGfU1HU4znA1ECgIDaXZNPseDxAnaC940UnBucMcpBQFuwQDAfoY8i72zqSDK8PQd42OUTQhLuv/8ip14dbCg8eSgjE9sm+sM+Qq/0xtCk1tyvxsbEx5KtN08oRHbqVtqVb/ftnQQIqiotP4D0DnHyOHCqUdkzP49UBJoydXThYu5R1akJ5Vg79Qcv4AF0jp3C4FYnXjRFNrVJgJZHFE05ychIm45F3ChdKSMabhyEjKNIiJ20H6lcqbNOABVWopnA5rWF4PQlPDz56yLsHX1xvaJ4FPAt4FvAs4FmgfQskJCTAewRthHT8NMVrkoAhLvpqa2oxe42aQEI8k9qYSegdxEoACQyHEWLv/MED4SyOEsAZgJoB7k4WyeMIGqBMLGAEbBVBgL+1FGql/eQEfMJQX1ePv8QkcvxwJlDSppzxcdgHU4l2NrfBw0De0g5i8EpCDRBidEzSgAtvSu3zQSBtcGxihkgT1xQZAsjIrSIuDstDCeBGJMiKqCGQGgNe+GwUFh7HFp1DLsiBBNgKwftAi5nvQDw5/LTh67SClQaFmDeSVEsDFVRFq8gXYqwoNd1JjSkaOfDJRh5KRjRJUeuqzrYOul8jB/oJC1kKdG0tZpP2nJy3h2XPuZbeSDwLeBbwLOBZwLNAVywAuIM56Y4o0WpSXV0QeAhFYGg4PGhQZbMaSleGvaVPFCP0pErozuAqJyVQJhIk44h6uDEIA4iBvJ2UKq8Ftj2DoKKiqm09atAEj/N2m6TV7igqSiKZCDHqXVwISxibmD5gTHxSBjVxIzQXIYYFk/1osWU6ci5pXMCmjh/u3rt7956a6hp4rYi0Pn0zpWfIkWnptoxdqXH0bGeFEZJhZLyLQINcGmTQ1NDQgKNQQxlJTmYQ9+pFgVxqamroycCRRHLEkUyhBTpoqS8wG2KhMcUenPGQdw++uP/kQ6vbsegK54fclzBrZSlFhvKSZ4FP1AKhbYuG0ftokxJmrLTxyKmoEqrYsWrpk3ePt6X2m7HyyKlI+qR5vE/lJ23xTvqDwwBAlbktJdOWHjiM92ehFobCbUnaq4E4C/PldVVVyjUczipU13GSVkx6GxKs0aTI25xEPeJXOftk6JGBqwZmrAVHOutRA+TdRWzH4f+Ym/UVxVCmLm2oKIOhCmwdb2ik07h41zsEpyYkxJ1IMv7CVkxMjLSgJikpMQCFOSlnGqeUTvMYbEMwyLq3T6fE8mjErwY1IAUj3Iuw92dbXsUCPaOiUlJT8AIBrxcQm5yDpIspqC8hM0fVPXek8o6TIZMMzKgWajpoemTWQ9498rJ2fVCh0pWz7J/viM8BFTPH3/3Y0pU77JUaXZf9KVMmjl78RsGSyR3O6nzK6nnd/9NYwD928Qfbl0zMOE0DLt2xdM4VY2YtuPf1UWuPh8vXzc05h+5x71N5mu6C0yEG3+/JyeKYYTtFRPwIMM70wf0AHaIJeKsNuHJxROgFxHXieCnwNyAdZrXjyV/FnSIYLJ9B+dRdXCymwoVFAXCeGld5nNzCUEJHJSfKIqVyGVhWpqjbMKkK4QLoBPTUEpQvREcsAinFo0az0BlPNTgaLmdT2zyR8cT2kAsGQxSGwBVWSgqF2UaS4ICS78oRy2fhwW93b/TQGRGCTgF1Y3SIFVSiXQKMaMJIBA5FoV5Wv74gRtx3uwvn05FmFoG65D6LBo4jeopF+Jd/juQh73+O69zhKP0Zs3+9a8WtOR0SlG5Z9uCCOWN65X595X768j2nUmDo7FumnEOw5JwyrqdsNyzgHz77zmtPx50YqtiYP2vBqgPoO+8rt1/X10q/6KrL6LXvuZO8T+XZcq0AhRBSg7EjsgBRUIxcPcwfyqjDH2LbAW+hiNjeNthihojBuOEVSoSNsfBRsHtSYqQHtlMa8yIytOsxAI4WpJcjubpgwCeeKgaOIwg3FoY6OCgLLjjLBOI7+xSKZJAabxPMv7c3ykjZsgLVWQvkbQ+De3epzQWhp9HB2ToxgMAsxidemvCWAEJAi9llsb+zi3bzIEMqKSl19t6W0igTE0eLQQ0BeLG8Eq1m2IaSMqRMVFJKElz2wYLAL1RjmFlVJ725Is5KkUOjapPwHIg6h7wem/WQ99l7aUM7Fg1Tt+YVi3ZIANEzoW0gd9L1l9lfR1nTVxzmD2+4Zd8L867SE3UHnr3jjl/uMRMBZ0KRU5TpeH89bNGOs1HDUxzYOcNme1MkDFu0zbsCZ/LCHXt5+RqC3XYaOHv1sXD42OrZvWz3qtP/Qejup6y79PZ4vNwnaQHappL9IgRrYQ4ZU8xAYvgj/wmGQTjU15PjL34XyDNB+2GjRv1AOU7tKg/GoqJirCBMTDq5v4eZ8xZRgLAM+E4CyBwqIBtVVlbZribwNXdTqlIEse1twg2RLA5qQFSUnNPG0qh84t2cDj7KSiMyAO45OQp2O2nwnCPDRnBuTMPDjM7WjvIgwzY6YjTqwtFRWxbZptRZTzvjOJKzCRpDeN8+tLcR1o/SclWdXGRtCpqKz9BHQ3JnPZgQkb0Na8+s8JB3z7yu3RtVes6IQTb0Nrz+3GlL1y6ZrluCm59d8faZewAw3XoZzwKeBTqwQOkba9cXddDmVXsWOBULpKYkM8C2eVFkvAafB+xKSPXwvUZAbuAkxMsznriAgebPMAtvBKJCERFLsJcNJqeRQOwkkLyW4IPrsM7T2Uwed8ziJKc8sGZNFfatxK72kVA1MTGgUZ/yVBHmCOFu9C/o19WLoWdLUXAS04xOkeDxgqOpbLcXVJK5/P5B2QPgRCP0Ti5M0kNb4S2Ha0fXEjZFctmQriUlo7PJoDIuNtIfvQEB1JleDoYYGaKPj4eTNzK12OJHS0bRSSZ5YW/n2AEXbCgbCbXD0uOqPOR91l7SurfXrS/41LVzgfLdq9btOutmNEO71q3a/anb6Z9ZgdDbL68qOOc8kc7JKxb6uGBXR5Y+ox+E7grvLv05eTV6iNLJKclY2SaDcWIpMzwgJWAuIC3UgABrBwGkUSlT43IkGg3wQGV4hQVl/CEueNGxYniKu5o1qYFurY4VlmiExwV2KddUrrNhiciACF2caM/bOwHhTUgbTozB8SRgY3HJIb6KDitOGNQhXXWvhyodAcJH+HnDrx2BroVPsbR3AgEClufkZmOM0h7BAnX80dFSWXKi1GjVnjBVBw/v4uISp87CjmNbLlTK8krT1NjYSLtXmrIrQ6G4s7L6iCSsZDWSOxLuJDB5l0hTCIf79euL8TofPExjz8u0f0N/quN0vKaUa0VvTmktv72UP3fGIteavyMrZ/Qz1xUZDh1QumPlE3ePR1weTq7XrxwZYNGMXNWGE60jfGbjfgesbLP0UCJjVOxYaRgTxt+9VPOg3tZv2Iz89bYs+1289Cdv5J3qJfCAnNEOoOH/+/FzBlDuzB+TpJS1A3S0HYUM5ImVO5yi/rGL6e+fN6ojL9Lg/o3Lly59aEauWaKJgTzkNqP03kVVu0jmHFHpjqeffM7AvoL8MeprSu4BJ6XKh/ZvXGpiQuAK/q6DxaO4oK6h4Q45iWEd3kFyrdhHKOLGoBvXcZdpBaHVM0ufXDRDuxdBAO4JpylP5S7S0q02hsXAn1zl0KTdu73J9aHzdeDyVLHt6R+v0o+IwYL8cfoKRETbwA2/1DVA0mH5xs4WD7T5KiC7arGlK2eY+85ZT4NuM952PuBWm+t1Usnd/Z4x9u9KJtI+ZB7XtxyElO5Y9/phI0zd7aJ2tz8IIubkNx7RdVd4d+mtM/epNNbyMu1agD468PZOkx3dCXFJTcQRkAsL7wQVkfsHJVCaP5odRxHzs/hz1Os+uRkotqGxsSHY0H4fqkuXn7fog5WRqlGftNz2z6JcXW19MEjPqQbMoR44OyYmViFLPSetpeoz4T/FhbFEMxyXNmQ1kT14OGzIewB0hAQfcYTlNuDV0DszojcimeQMIdhtmtqOJzqGo6b4LExjA3xDflsaqeHOw8eLiltD7UQmAY3pxWRQSW70GKROiCDZLiWzRIE4LZ3wAPqieIIOZYxMO6NlRpxtApODv01cbO+M3lIRQd8ji2ch8sbi9w1bF07UPg4we9HWp2gt/73LtqjpngNr8udcfcXd63XADXg6vu9iad793Kyrxsx5YNmWthi0dNui6/ojMkD+5n7zXtiH6EPlW5dM7411hPdMHjV01u80YsbSwxWFWxdfZetRV7Du/vH9x8zJ136WwS3LFkybkv9XxBqYccXVc2z9CtYsmjFpnlYPkQ22blhoHKYxoJItT81wqhekAY2ZePfGYr7JADiu7DVmwZoDHc1ugcqMYr0181kaRbh+Hy2UxILIhfnr9rUD7lh0tw+hwoJd5iVX2qi8/jQ3on4nE4ZM/t7qskm/2F8fbilYMTPPsjCQH94z+Uvz1ECkty6q2kUyxwgIjA4aI6vNHNUdZwu3PDlr6JDJC8yNhCt465fuigzHFqrYlk8XesEP1/d7cGt5C48Od8gDc8YMH7/odX3XRfbjH71wq+uGCZVsfTLyxsB1vuLejTb4xtMLHgQyo4dMvn919Q2/+EBfR8vCPXHPtH/gLjLqGcNu7rfwtfIw3PefnZm1c9m9s8b0v27RNvmAtHe3P/cvrg+dkefIEHjtNW7BGg28HU2ubMXri8YPh0Hz12fOW4e7taV8+5LppMOdk4dcOmtlR8sH2n4V5M1csfn52QNJeMbs53c9O1OF9XDU2x+Nzj/gVpvrpVV2SdaVdO7W94yT8WR52z5ZC7eWyD2QtWXZvXPG9B+fv03uFr7bx+VvbudLIbS1mx8E6NPlG6+7n7Lu0ltn9lN5MtN77WQBxNCAY4MDgLUxC5BfcwsmRIGNEOkPzQBryGs6Kum8C3kbLK59xwW5Gtq2GXibRP58paaqEB+G2mC2iIwhkAymvfHT6NCTdA4EaFcaStqRI4ILRTO7DGypaRmAOw5mqhyPIkYCujt86CjAN4m37WPaVQatkNs7I72tm3UEabSf9yFiLeBGgk1A0UUEjSnivURlRRXLVmqL8tRdewnPF7LJqGnEUk5icV1c1Yh+s7L6iiRMeJOJ+DnE8EZmTN9tMhGUuEIZGb1g2oj6Hlw8O4eaMXbenXZIioJfPvj7gUv34YG7ft+6+zUUDh5YtuhJe91hxuipEwbpCxX8489/3+dH+1payl1ICM3BPUtvuUZ+vfLu/unPpuUCSKaPnb9sIXszBw+s+oaNdSx/+uhJ1xgH6OC6/IeLZrymfhdzVF+Y5Lsq8+rVWUt3EZ6wuwse+M3vXjbRo9M/O2+uiWwQLFj22O+zoB6BoHXz9ICsD5YteIYXCAJwvBVu2bowz6D+yxdur8V9T6n++dkZ/tCOp25Tv8Ejbr7vJhqFFcid/cjD07O0DU7PObR/++uH9W99YMK0Sf1IbsWbyx9k9AobLpyQjhr/0Nn/JTZEwQyEaLuoahfJSKJJeKT5qL5l+0JAfpXyFm6n7yVK9atn68WhujW45TevnS83kiPaYNGa/OXOdZmhPU/fdM0ifsi7/IGf3jc23Y/RzbyPHizwwLMl/9uOu05LVmd/+tjb504xl+DdZQ9u4BsjYq3q8gVPmg5L31z+KD8f6r5c19F9k3fvLhKd3Dc8Xyx/7k333TyCmoOb8297SqsSebc//vssslX5a66HRjVSdfKPXvxRuHb7wst1dSBv4VZ9BbDmjyFy6O9Lb/pKPj0DB/IeePxnU3C3oq97lj18I9/fBavm3OR+VNPC6JwxduGPHrA/CEl5F/CzH5P4z78gj7wrAzlzf7Js9lB+X+4eb7c+4CxTDv7ciTe2HzCki98zDlknzbrs86OFY3HbBnJnzr2ZRx3c8uhtcrd0eLcfW33LV7v3QSCVunzjddhvB5+y7tKf8U/lSS+ARwAEFQWfkzYAiSrEOsCJgHISn4TCm7CHN47tshguY1mI0X9AWYgATe7jBpRLk+7IMjvpGHZgfX4wiOzNEJhMBEVTQxMideBONQTIYOMYUxNBb4o0qau4NK8WYtNITm9zI/Tw9MC2oGiRHiVjWEw9tYbD2ENUyDo5ilu8EKCLsnIzEeZiot7DFpx5pC/ng5DQOXUweT85s1AQQ9DgiBSsbzAg3ZBJBnYzftiVVYhqAkJijCAzRZd+UmhjQ0VsWTKV3g5LD606O5F3hLEBSn4wJRc/04HcKfc/dNtI3dyx27FC1RFICD83a7//4AYBkoFReYP5t5qkZYyfpgCTGzHrnvicNf3hx+ePdv0uqvrlK5cKnnACr+DrazcdcwkwBQP6/blTFj94mwnHW7B+XZeWMDpdwI/t3luuBfebNG2CQeu68pTPeGX/m3n/+rCeZMuY+OhDMzOMySA2kDfzhsucFaarwwV71bRuF1XtIpnp4NQy9o3kijZoawuxR1Z9/1E15MCQvMFqMsM/OG+UsuzOx3/8/9l7FyirqjNddFXt4rEpEAsLDRrpBNSyNZyTo40h52CHmLTigNajXRy8EB1mtJoDRrCT2O29aBEqyWjSpqOFLXQiPXRoqoYMSBzNhRukEy8G+mog0kkbH4WAivKsoopnbQpqs+/3//98rbXX3rU3VBXFrrnYrD3XnP9r/utR35r7n//81+xfUuIMMkAzSIy/bdFj/4d9W1vxy62RYZ2aadOvy8q3RULd8xtWUshVFH/BD/1szRWqN83P/sOKj8Ny5Uj7KgT34wi7qUu3rvj+oxvEYfo3E2JJVN98m367fvv55b/O6dLEhOkz+T2BuGK9cc3Xvj6FXv+wxfe3wBtcRBSzz/WcKUJGDv/YKK9U8xNPrTDv8EVILoz0DC68wgQXTKWvtCCcbbC37sqC7RpIhIBcGPZ2s8uZ3hsghQKCN0AJmC6rHhqa7ILLhXKYAIe2RiNyC8TdlXTASOxlQeWISg2BrbBsLVYu6wBB28Hoj5SIbM4yycokjQRBaUOZdiw0e4DcdGMo5TinDWsGHT6ENR2RH8ZugM7KTqYxNmPRzjyr7TAt7ZzwFvLj4UMxK3SKqW1t7Z0nOgmAZ4FhI80WuHcmTkbqMYytsjFGTxm1V3GcCQpQh7U20ZHy2CtGZEWMYC/mcjvmVhofau4S/z4fkLcDgPAn9PrJn9PgMtWcjWCi50tSbmUy7y2amEi3rl+9Vg3gJsdeM079tY6w5ETMl15z5agILR/mqo+j5boQ6A+l4839LpFT2N61y5asVcGyiBl4qSPT8d6iSbF4OKeMUMPeVbPH8tOhYtQNX9fhOtWT637+i3mfU2KrZ62kcYSwIncuZmp78weUhSq8FWhqgWRh2YUcuRdSLmvd3BFja67EgLdsDn1q7er1BSGhENCsun6STd1oX7Hc69P0YdSV1/BvC1Rx6K3m3RGULnQFXEW5LvhE1ZU1+geivWtf3pgT9ZImuahwun+3aGLsu4GYk2u/Z/3Lv9E/muS8U/K6tPK66dP0zxoha2VmZ7L2Ww8pw3L1N2xbzhs8TFbcUex5LERELv8410DfGewozX3hFdKrImj6+q4swrSBQ0ooqrx85EiK9pYttu/IIocJfGhKJm1osuZwQW+U29BEClE6gmsU0BypB/S+8MILEK9CIDysBzDTfNBGkSXhrbPzlAx7CzyFZAF5YSo6skq5LPSyp1aOWnG5QI9DIGOJNkFY+f59LVTJglxKBcOBwZ3ZnDRzlGC1VRtbItV6Q++wpA66oyvsN5bthHZS6rzVoNnY79pDZUb0kUXpkU8Q9BFK5XGKjVH45/Dho27WxRA9+wQ11jIpkV30iWxcGVRylncxNcpYosfnA/IOud4FDUEQGhcJ0cUduH/kXFQE2nPxJ0eZ6KpO7XpnZ/QNPaYnLhYJUpt+NP2K/8ZzTmMRWgx/EVXJyXOefKZx87sbF3FUSRGcQlqgqQWSFa2+SAYXugUhaOsKin+vcCniyg52zzF2G8dVaF3sVZTngrdyU281f9ALF45S4L7JuBgLza5D8ro0cd2tM3XAiYPRP17xD882B9fee99XdFhRnv66/sn5MmOd0melPP6xNvQng61VfVbqzbuyzzrR7xUBEl0wcgSwoFgaQUjqsLwca5KDAIiNx1ZDvYqwIIxhMMelhIjCBxEWHAI3xiIwTEZMYv3LALhQjY7DUirrD4nSqDesBEsthsaJYRi2CA0OXWNwKJERjETZJyQ+tJFCSnA+BE5Dcus9e/dj+ffuw9i1muHDJdQkKjakI2wVSCEfMdYRGhy2tGAKTxQ0i6psYqphL7NLqeNCE4vpqamsrGrUhUg6LgLb2w7B7WrTvJFD3cvot2bT5PStXl2MGRGakjw875B3H5yFAuFvH1iSU0Vi4kPPhyahNtMUzVHXhnKq5OTO32BX0sG9menYuPThubMoxiZuowQgS5CxgrLEVHyx3uQYcWgLNLVAMkdwbxRPfNC8XQ/QBqlVs3VmnJy96zkjkNpiqU4UM/yG+jd7QHJodqz5KYMehRU31Hc3KbIH9BcjIjaMRAtwA07MALBgVlnHURMW9t2PbvBQlsDUitmjdWKYsh66Brr3SC9ceN0rLYriHN6VRdl53hPjyQDwnacbQJYYFgUBRnkp0kBvsSz464E1xjmHIME0Tau+Y1m40mb0i9DoBCy2GqiPgR8QZ6ZcJ1eRSr2n9s5UJ1aiMWywgBMjdmOVBL2gF6DLaTzma1YmEaSBAGuKT2droChCT4dGPRcwTo+B3qzqMBEfyXi5CKQxcrz8IKSEN7RLAUsUYWKlywz5CI4n493NGAZStqiykvJDgUx4MWyPasNBNHRAES+XXEKr54ASv3scP478koYqXHCNiCuHqekIl1HFoJgXoTju0qnzyPs8PZfVkxatfO0FOz2Tu4GcKtMnfHVJrlQRPdjV9I619UiBNwr5KpZuDP5iKabihaaEuqoKNLVAMldyr5bdyYLyfDP7M4u7yGEtEsXU49Vl9A2zv9OwMfjyUkzVdecs5uAqutqZpGv6IQUKxCpaXN8yuD+JSMBJalvTi2tTY2rr7uv3xhfsKmd+cPgUhcO6CpbXDWEfXXjdWFFkc1/dlUWaVRrkgEHDhw/HAoMUsOBCMJRlK8PKhZ0oghJL6pheE4DK2nANg+CST12MZOEj/SnLAAAgAElEQVRoNMRSyCKnCjThv8kr4rKgFeEZNFbtcBpRzBckKigbNBsu5mNPUzlRgxhoIw00snyMaDT1KDiyFR6lXuQ2Hj2EVQjzQKpy4nVlRcquaI7tKSTIW0RiL/ib9pigmsYUVdqMhta4Ae/hIyqjlhsWZocoSWxiRAHTiyeNZBSAvvHOY043YtnlfcdwucSuB+kXD1YUT8lsAvnRE9DIBROSVroH5znydiNxiztJeX7AzR0CXpyKM6AuSnX1xLuXbDy6fV3DHJMeBSpTG773jWf+2HvhA1CR3vHi7JtnLKRcchgg/7eVix64hea/5tkKNLVAsjyKzrLJmXoY9OrIqI54Tm9rmj1t6kLKU5msXf7bld+fewsnqjmrfuiryM7Sg7i8g8pnpa5g5nwhJdohOYSFAk4QHnPyD41LX0uZZDsxXP3zBo8a6szcLTZ2LiqquONeufCKM6Fg6j67Kwu2qHQJEYc8YgQnzwYuo8BqQl4y6kswjpeYEfAdCRHOdgmAFJLrASt+6tJLeIlHixSziaVGIFpGr2ITIUMr0CTG3c2GGrPBzqpRVTg0rU4hc/JEJ/LlwSRsoIE93BvpE+2zNxkIltcAo4UKDilmUiIZCIaKpS5EFiJUPLCdPhSjghTg3aMvttd2WIx39FMREd5Hjx6TOZ3GAJw95CFhoK7qIlw4xM8RAPKmHnMrT59OwxfOphqR8s+QHZIpnsznUKqiIUPhwiq7FHw2JWoI1DMD1u5B11zeki93f+77swtyRuLGG+3GesZTcG0kBDwPZY83Fa86Mf6WeUs37kZKcj0JDfnCNv6nfcHvcRuD41tfaFghucbzQZ8sxQWaWiBZlvieqAjNIujFAGgd8Zze2livVqEZM+2OG3PE9BTbM3MVuRd8HiRarPxi6N1g7jx82iE5SdyAk+a1//rPK+C2mkceDifbcfubUxL+Iqi09HlI+qzJ9U++N5MeNqh3LrweNlKL66u7UusbyN/AQxdWjTTrJgoyJdjEQJwDTMolGjiJjHgEntSHaMJYE4enTp6CMzFQ/akxlww1WbSZ0uwi3kY9w7AYHAZwRlntHLAY4s1gGH7w8BHDUWmEu4WDBykSWlgGDUZ4A8p2gBwwWEbHdYeU7HQXMnOH9LjS0XD40BHSEiaRI1e7U8aPCuUSYB3HFKoDF4+5K/GiB2vrmI6Auu3gIWB5kQ+oLRtOIkaph1XSJE5saJW9kJGcsrJKFWiuNHZ0II4o3BGErSPX+8gLzJxUBO10njjJDLE9ZgEsfOiwocMRTqPPRahXfMBnQl08Xad6dagwW/m5rznvkHe6/f3mXcpvxYIV9zfryIhm2/vv6AyA42rvu9VkluiDM+SodoFsngFLWb3PLmbppiR3DHYX+Qst4enQnEEx17rQ7TvfMZm/jdiiTO22R0asU+jZUUN3bDVo/vlzv9rvqMJo/7amr/31km02ZDDUmv/A8U9y2m03U35GN5eiy+xcEm51vrLDYq+i0AXf/LOmX9kVfEgWfrv42l1Lzzo2Ke+QpIuYI+Pu1iHJcffefWsoYWV2V92+vPmD+U81J780d/Z/DYfJuDSF3eChu8xRmj7c2kqgode3kH/e+dlzG8LvzKkdTXPvWlLQT1jF3AhFX3jFCCefFUuf38+9eFfmVzwgWwHLLrxwpGA7A9RsobwM8At4FKO2FEYiiJzAFkAWTwBkUoJwZWWYdyguBOxD2InA4ohTrWRdAkFswAnqkRtEVtDUiE7z0DeN/laPvig7aJjaMDZ8qutQOyXDRtewCScO3Y2thmxB5BRxjpFgqXT3LgvKBCKdZpFMzigPxeQQFXFilxmWzP8rMdFhg500Dk3iaRMtSCzDjbTDW8qRI0eVYKnlrsEPOMKriDAS+s7aRvBbCsjYHxn8JkAInXWJJNF48SUkChvIDra2icDsvdDIHq2f/vQYRJ+Twbxl03MNteOEjrqI1sVEjRAPhP35gLxDQ0FO+oLiIXJi4tyGOSoduJMkAWmAN768di+f7+op8x/4qsklV9AlUPTv+KHBVKs6gj/cAbxDWzfRMHZ6x8vzZjz6Shu/IJqpZlEji30hwco4caA5KlYfu2Al9fvV63nRz/Y3lsypX5ULkRZoaoFk2hD1HRo1/OOmN5EiL7Vj7aMz5uk1RCP0+Q8x07NOVngB3dvL5n6z/hXuIC1I3rTwrttmN65e2ZhjwfmoZHeY2c3PYNJxuJj10NbVG1gTVkR95PFVcjVGJbrHhVxFiYn31ZnFlXYun/vAYr1aO+bVLbzr5m9wb/ImFXRVxpfDQ5Jb33gT+B7zAOZ9bR4tZVo58eFFc1TGejcnoOOQ5JfmP3xTfIpPR2MIfiE4Z9rds66yf4GEsPgb3L3LkM7yOVowEsb/zRydg9yxoFeKlRMf+hYv4wXpWDjp2w/Ur5ULLqAL7p6bZy9bvfIXW8KvTPGGFHEjFH/hFSGcrSuWPr5LurYn70ot03/n8AAAEGKXkbKD0bQm0qPFdJwJEN6Ab8BHAoPYCLKpIo1JUxEju5T/G2TUxhvS0g2/wI5Jk6isTVBgdmJBEEIG9rAti4kqoBDYGjSUG5E3UeqWEaOMABjUyCCrEJi9UGJP5peXY+0eQHlZiZ07x52SrmXviSu0Iaf3pZ8eU1GBsJbQJu7BLwAh6twHbv4+UME/FHLDrsBh54kTCNWwLmZDqy5SeUhA7Ao2doAeYUXwpMiRPYK8ZWzckKGAUXO6EjgIG5YcO4q5lfEbug8yvhBoQUpEkOO9S5sZw0L0AcyouOLKz3abYT2G/zyvOh+Qd/DmE9/6R15CGSNAjylQMu6exvU/vMVC5NYta36jx8IRMfmbNVti8cQlt/xguQrMSK1+/JtN9EcOA5nfFNRYU9vwf9us1QS21r9qx3E/enXNmzIiFVrZMVCwGFdCeseG1VvNElN71z77cvyAYvPSb9XzIuRWdXLczJ+sf3qagz8qr5t9zxT1kMGf5OmjMAX4ijuX70t3tdEclyDYu+q+WfPkzzRNeFzGqcoh54eLZ17OBAXuUjvWv7LVgmaNP3JyX3rrfbXjVCsWIKyhdAyj/nLlmAWNC8xahtZXTFigqQWShS1L/NfZc7+kH8ZvL5v6KTwurpj+L/uCk21pmYen6c17As7sr5p+ZjOxuNYiffU/vWryxuxctXDqFZxvAtnNZ9evCnCFrC40wSLWQPk/63l59vSOpm8+vpp9jHXOf/H0LZewTYnqW+/W6yhh/dR7WBNWRL38qcbv6OCh1K5X18cDr4Kuostn/fQlvQhlaueqx6ZeQZPZy2hCJ3pzW8NrKxfRoonYcl7t3Jpvl7huxtwpOlJm59NTR1XgSp2+/KOg6xj9laua+oOXFtcy+E6tqv8mrxVvHTJuZsNrL87LwtAx+kLDw9c/8re3a5UubVE3OBjdFwMk6Fz4RTJ+wry9f7WyQePhwL2RC3zOuCZxOf1u07O/NjdZausr61UOfixRMPOnry7SUzVokrRccDR9uX4tLrjXVi+ghVRpy6s9343A3HZX/IVXhHBWk4/+3N6V1gu+lMsDeEBUVSG3t0J0RIYqQ10WHO/oAITFGLYNFKanit44vAH0oEH+acOHwqhRVeBSeJBhouZR4uUwzQO9LiPKgiMpygXm0LxJaxFRlgWnukjXiAuGIwUhbKdKNlxkggGHsrBOOk0YndvtTshoH5RdfHE1xogJjMZFYxOF8wGYlkgVKnD94CGDLh97GeI9TnRiaZvQBjCMVgzeh2pzH8CHxjAIR+CHpA8Xjk4MyeueSg1C2EeNoiFkbBLtI+XIfvhwC9/hWKSsofcW9JaVmfHxkRdegArx/JHDR2R0X9kTkaj9CQsvvoSezR0dCH83ttuCy4cXm8irhdtaymX4tD9uLY3m716QnFR7u8YhOBXjausaXtrcpteoJutjc0HkTuaQadnc+MyT7rxEylr97DpaoN5uoWXJ1SXAGfdc21Q9z7iPS+6RrG3EcvNYJr6lcaZGh0Fy8u23m3UrsfZ17YKGxs0Ug5a1YXX5RSaAGx1/Zp2sOb/umYaGhgWCZvTVWT15zmJpV2JcO3OmTQgZpkVhRHFmY4vr4YhlHTyvU5AP2c96I2dBfLK9IFO7CiOLWGEPYc/3tTeMPbFdozMYd2YjORO62ja/1FBnXjDgkJgrxOq3pV2NZow5qJ5cO1W/osC1NbhwGzfz5WDpsbC8M0VWn+Koher0hXpU+FWUoQsevbE3EWdp52tJWxLVSJdCxCeaNPYb3Vhk3IWe/iRyN2XaYMLiOZMtWs62IVawW2mNzHk9C3lBN7iWjHPdaJxDVtHNGLmYcfbqNndlVZKX8jxntIaMe1UQD22RW4z8497RWbdztkkkJZwDNBN7IxgzQoViLjxhLEI4M8TSh65h6gFtvX1XhjruDwrxAAItjh49+vGuTz7+eHfsB2HToDlx4gRad+36JNenre0QyFyNOESmkY8++lh9Ptz1ofl8sOtD+nx07OixCJeRgPo9u/d+uPOj7M8nH+8WMuDID3Z+9MGOD7M/O7d/AER4YP8BFKQVhcgHckT7/v37I01yuOP9ndmf7dt20Of9HUh1QnDy9GkMsavKbTu368/723ZKKhLTozwFBGxsa96x7T36NNNnO35tEHrIx7Zn975t725vls97VDh+7Lg0YcCe6t95X7Uasne3v/fO+7JojlBi/8EHu959exvq3Q/UQYhR98FOopHPO39sxuftt96zn/98949vvYfewWYIhJ1/RE2uzx/eees/333rD+/gNIkNeZxQkk39NZML4oPHzlbRC/gTtatxVjdhoPIE77f7dGvT7LGzV8igF+D4rpWzLAbpt1Z7w4r2wMdNM74wW8WKAE/8duWson5/yK/PX0WpbUvu/Pz8P0zrYcfmd7tv9R4YcB4A3EGfEdeLTCaRUVvjCwwMY3QZC4kf4eATU49wFLPODgZ3x4yhn/gw5ikEIhnB4liQxZCpAW0tAuOm1dUXxY43gwSRze1Za8KLkZ++/DJEiUDFkSNH2g8eMkrBJXpRqLqoKtWROsGJybXC8HdZcNmnL8XEUEBwjASH2+KPRDhSaCO/CmInhGj3J3uQ/TrEwHSX/8mnEYEdqs9xcPBgOyZQwnHSO8yt/MxnLpdOQRLQ8+5P9qo27uDIqpEXX6zCsqH6ow8/iRWMvDSXj73UyAFK3rvnAGkJR6eMrLrgU5+6WCSg6f1tH1DaGdDoU4kml0XEylkDTFceFnqWHL2Qysquqhknqxq5ZyrW5hKrLC+x/vjueA94D5SsB9pffarhtVTxEzxK1iG+Y94DveMBICFsIy7AwjpSDO9Ri7Qeh49AOQa0oyZQxIXaMPqLcXEcGBppQJAxYhIqTNCFppdvhAgDXgPVucBOJKAmOXQoqYdM50NhEpgqkUoJCyUmD29aA9XCKjkMk6gjZPMAHASNBI5rRvUdy4I21CO8RGA3DtEFYF/hsSyU0HAwXldsTe4SBo/b22h9HPEvFLghIjCPlu8RT7OQ8kQCAdbKSs6ciBw19kwoX5E0mdFIknlrPXCQrM860wgN4mraMeFpKnFPqcCbUYejSy/7lETRYKkdzEw1IStEgzAWFclCR3ziKC4IfqbjsEwluqS/PPIu6dPrO+c9UDoeSG178Z+e31lZ/Bzo0nGB74n3QF96AMEG4ShirZzBE9AV0CEy/eED6BaLn1CJpBmaLfQNAHrxJRfning+dozCKrJlogY5VYAyVVoVCqyGbpV0nGOLSYuAZhSyJJDpiHAQU9CavVHuQkxepOFqQaRCq/bZ9KbmyOGjJq792NGjqM/WonOzhGTGHmBIuyw4nUC6Qw4fhy0mwhuewWTHTFr1gjpJ82KHAtwKUBfXYX6ksUGrKMMi8JUcKy81hw8f7aLMidGe4mcHUEKOkLHHSIu7aZnqW0JTQHCo/QgBfCE1ALwcJ03SjktVojLHZNmI2JI89Mi7JE+r75T3QCl4IL1l4dVlw8bPRZqadPsbT/z1o+uCKY//5MHPFTo7qRR84PvgPXDOPICR6QtGDKchyixkxjZRhkEUMBYLoIaCYC2zF7tPdJ7MzlUiNECKQzl1RoQFjIB8gNEG+Yko2YMYGM6w2EJ5GYCvsHQgrQqGwWlNeTLL+VDSlVixpJQVQCC+EWZjRmlFb+zeiCKusqC1lVI7oFI8E2FBPRxlWCKt7iFoTKALmUMLCGUwXC7CscfoPr17ODwGl0sdcHAHVoOPnhQaaQajyAGeRsyP9Ne6kUuSQUWahJhOSXhzWYCmOb9hgJcxZHynpjCxHAkLcCdaEZ2SgyqOs7Tq+ifybn3j6Wc5Uwc7O/X7l5sKzOPWX09O+78/vczNbLC6KT71Sn+139tVkAeADp9bptJTguHQ1pdfjk9LUpC0LKIBehVJYp+KUV9cuGnMPcuX33+Vx91Zl4av8B7oJQ8gFYkANcFMkT3wn4wfu0mmjSVCjEPkQjGVbgEEkfx6rvxjem1IlwVl0GDwVMHkMLJEJZAfAV8Gf+pVgCE49YJxKDAiMCSEGDguSkkya5Ll2TtpKXW1uVaZsrSRHL2hdPLEyfb2QwiwkZcNQ2wKQxAqU9gG38JUkQ9bUZLfB1ADVI1QdWjmBYAynFklgzUpWbCy51D74SyIT9D5Aoog4u4jnzDmvyLNIhvnGgU6APRQjXjMrQqXwSJreUIvzoLpb5hKH5HzA+Qr1McD7rsfIm9MI/vmTfUbTAauIGheNf+mLy58gzKUnZfbx00P3FW/yclyuHPF/BumLtySMzXmedlLb3TrigduWrjJXrjI4jf/hi/Wb+mZC3eAX0XI9dGwbv0/zxpvUgT5C857wHugdz2gYB+BS47nwACy+qjxYUBYye1dwbHLGm9FrZLR6ywgSGSDBtFcQ1EUYcOgL4d8hKpFiIx5hxrkoIyiRGAS3ge0MdFvhrO86I8gct05FdWB7IScneMU5lY6qDqiS8yIigY8xtDv4SNY2BL00U5lMuUJShMerQ+LFsnI7mL6rrQwCkcrNrWEu2JUUJtyKWqDQYMkJ4Rv9QcnEK0IIDED5wgyOXToCA9kEyIXLcIwYkSlTHwMm6ZolD36S2hgBNZXQh5GhK+QEL1pKucbTUiRDEfg9Wmgbjl/dhmoDvH99h7wHvAe8B7wHvAeIA8Aw7W0tNIILuCUjjdAADa1UDNQVDB6NPKQlO3bh/wYDLks7mIfMt1F1RcB8wF/cZXdAf/t27c/ux56QYpsIe48P8OGtNwUTxK3YST1ZGdnzLxPEJO1mdGjRx840OJqhC5XEuK8EROC7qjKUCP1MELv8pKSuPB0YRk8ZPCll42J0GcfghiZEyN5UWDwWE5sgrmVyPYYIMbb8SWyxHzmM38CZC/SkG6m5YAz2Kd1DBs+7JJLLpa+t7YcPHzoKDvFnFjyEESNHXupLKCj+Sg1+Icffozzm7vv5KbBQ4bwCwPOXT5KkGKpnT/5zKdjfWWUlnChooT75rvmPeA94D3gPeA94D1wxh4ASsNAaedpXhBHL6qCbxq3BEijUga5LIBWy8soDoxALP5TNcFcgocEEGk9SxltzbIkZholMTBGR2a6WHAmrVmiqALLOhKzhvghpEhTFTHQTeJdXkPMNtOYtwnzIDKXVjA6dz05bGiq4wR6q943qN/or7Lcla8qM5lCsppACIJJeNV6V7GVh+FwsdNWkY3GCqo+dgy/qKtuuR5AXhW0ogYbfhng80j04i06b4yehwxBBDbV2w2HcjKpPtImHadKSudCPEwUFUEN2EgLj3mjbD3PTQNnN3BH+wfOOfY99R7wHvAe8B7wHjgzD5jk08BTgEqEluhDB9jjEGHNlKcP60oiEUc5wo5RJxCXYqvpkwGNDZt2zZAwcRKqN7QyeiMqAERgUOxdFiprYvNtCaBQNnDx8LOhQQGJ9hj5WXJLTCV6YcD4LmZqulwoKzLuDTepHH8oA3rLR/pqbFMs+gt9iA3h0O32GwHT5NnwRp1hPwBVG9sMidTgEDQ4F5zJUTU6xMhpqH52wKA4Jed2NjByLzMXjEQgeNThJITnZTonxzIbFbZgG6Ml8SVe56INA+l4QHd+IJ1o31fvAe8B7wHvAe+Boj0A5I0F4wlWOrCLgJpIQn2mDLMhgbc5xoOGu4HAZCyYysKWCYChEcPACE+xEkzswjwYGj3XUJPxn4yDA2jyEu4G+jumx0BD1apFCQU0uaQYdWbLw8hWwDh1kIzHApRAro4uKlKPzMa9qkhUVA4fhhwmiKtAC/1nEshHmWSRE4x2+IGAr5GRp4DfEEgYa2RhQlsGSE2ZHPmtQFVpqzQspmpKq+L2WUhpn0kkKFEgpTTBPEitghp0hAzeTEaMCM2tJD6mFHNQlBqz597TUUgn9V3OoiFUBXI2XkI88o46xh97D3gPeA94D3gPeA8MeA8Ak2GkFgHEWAMeWIrwN+PKEBKleY00pE2V8o+gnGA0DdQySIR3IhI9DHoss47QDnIzWAi7CT1jW6pE9EhnwOk4iEZvbAhhuxDa41bmJCHGQmUBmy05qtFkITGTKsFivINEpT6qBxIztIQQYmwI5jImVVq0XrAQlXIClaBxEJa26W4DvDbJyEFregERlLAPw+EUL5Mniho5RmhQPFYP8mmjHhNAgb5dGnIIA2VkPnHrjZBQ+I2p5YKoojOi66nIZ0hXhL5BD4JCAm9CbKV10P11UFr99b3xHvAe8B7wHvAe8B4oyAOCyTDqTAgYuA34FTuNeKVAkIvxFEnU+EsAnD6iFgQBK3qNC3FIYSogIrEEhzXwZmRMaDXoSiPxXdqN0wCXipQgHYaHVGDjOm2fVKk9gW2SwyDRQGLdCDkkK3aTvrhNgn2RYgXr13QcR2S5MPObCdNFu88EWAPIFRJbxvsJe4EGjMVdhuxgSxtqxPKwSWw8Q2d0ziRFMYy2wDKPHj0SQvTsLVHHq5a6jZZVzg+Ow1aJz0LmMLQmxshp0IeEy+3ypVbDACr5OO8BdLJ9V70HvAe8B7wHvAdiPQBElb0JJY1QClxmKM07wmdqKNQ0SQMhLCk5erAeIwVt80xNp5qQNw6VREJ12IDZIJzlUxgFYsS50rJh/J3Gk+mD94BsXcKt9ooNRvJsUYGKVpYcc2uELUuuZUKJLc0kk8M0FzkkDwsa1eh+SEzoADIRgY1webyHULfYKtkjcD7iBIezLHM6gwzfIKCweARwa5siFuGVBRM0T6dDLjO0yCSTJ+mhBLRAhaHnAmyN7zRTuj2gFzfVoXJEm3T/EuJ0sNSKHnn34hnlFfjcq/TSGU0f96I+Lzq3B/rpuUi/sfBq8+CmS2XYjKaYXFC5++VbescDx7cs/DP31i0bdldTa88kZu8dgwuXWsJdK9wJnjLeA8DBra1tB/E52N7aelAWhUGQw5AhyLqtISt9W4gZuk3kAFMs1Ww8rQVgmoaDaS6mrlLfyCpIDfSfNmBTbPhCWcNxxeXiTiDI8gRP6ER2bOA5sodmcxIKJDiOj7aXQh+UdAjFmLc+JB7aZK/Mcb7EKM3L1vFOSMoCrN/e0nIQ+Q1JAtSROO5HFotwINKDOpV7Qwfhf0SZW13gkA/Lpi5SL+1HKCESBUmkiGwwrEWfrLAxEI5820wQtQPaZZGdaIM+Nuv46Ar1LTZk73EeI5Q4NLaLtGyCAVIT45rzqeetTTM0bumHkCUxcdHbzQ1TznjpD6d3zmX9Z3YJnmyCqxf20Lot59NVUIitdC62vzBz3BmfjEKUFE+TmLTo7c0NU6qL5/QcveqByomLNm5vvGdcryo5N8Kpa80NU4u+E5ynTT982J4bX5aWVvkrgz4RaqVRZUzpO3306HFgNUQG279BCg52gyMtPUqMxfGN2YFAeLJBEWC3jhuJcaWRADIC6LwJL2VEYSiPOiIjk6igQLtCqwRUGevxuHgGsJsye2hMSiCYeCObqDH7CFYmr6jt9GlY1UWqSRAzqL18GRGKozzR/SgvAkXUO4rWIt/cC10lvcNev2UIHIdP4Bxkb4QxnFkmagaEYIF3hJFrQaFvzK0cNozglLU7XJLViwxPuDH+yBCHCkEAXXkUxcsqrdrzHHn3+5ORuOqO+6d1nzk/vh/Vs1566xcPTXZgWXJK3evrFk2sVPREYNFkcvKi11+vm9j93R2vreRrE+On3Hbdhf2um4k/nXX/V4qGQf2uG6VnUHL8zbdcV5onJnnVrLunlWbXSu867NMeAV0hsITGVAVQakiJeZCxg5SghH0WVxFCVCg01m6AQ4yjSyZBwESERggCywn3WApaTzjr5tDqkqQUwDq8ybFk+YNlQN1Icch0NNxcXjZ4ME1sI2t59JgjVeQ9g/doI2BNfVA90t/STVLmqKwcXql8oqhDX0QcIg/QayB1VKLj3BizA24m67K2kOjYg/IyRPK0tR2SpTc5UsVYL12ifp06cZJ+IYjbsHhQjhZFHbkAYq0wlXEadB1ifgqYaaqpS/PbI+9+fV4T42+++6Y/MSYmp93/0CQHiOPd0aLJ5Nibbp5Y5XG38ZYveA94D3gPeA8U54GhQwcrBMYwCsz4BnClAVHGclRjRHKVOeIGnidpIZjCsYqmLOCAB7W4OpA3iQSboZcCK3XElnUajF5W1tkpISs86B1hpEMKVtE2kmwIZw1YqZ5TCuKIQDmHHTMiZxnCgtFx/ohu6idQMgWshPSwdADokZx0xXrDWqzoLRsD7o6O+IWBDB/GvJW/RB+ZTj2I30I2lQHWI9Sbek+niyzm9wvao4IOMd5PnVNlw81NwSDkjiRtOTcJAReunES6wQiPFKR9WGW+wXUto5S/z/PcJtWzVnbMKuXz033fRl15zaVBsLd7Qk/hPeA94D1wxh7wD9szdt15xYjEf0ivQTkEsSH0gcEYElFTPj46YnQGPMXTKKVGqNRALigMVuTRXaYlRlOd7kLC7E7EjiN9HmkxeE/Tk4ngQV8AACAASURBVBJK4sGgmSgCTApEuLlAZ1nmhqsJz0pBvgwLlFI9avENGs7pITmkrR2oJT2YMki0moUOwKcFc8g4VTh2MgMispH6OnliqA6tJhLuARWiG7Mg318yOYR+VRCVYSJUIjY6nZau6DamZANVTS4VsIcMV552OLgnEG7lcq/tIZVopVJ8sTccXm1FpD7b/lxWaQHqm8zIYFpqMiIwQlbyh+c58i758+M76D3gPeA94D3gPdCHHsDwtiyUKDgOY6aASgCFiDcQgMVQjfCZoFi9V7iTG2gHMgFxFqhpPEsR0oxpbRPTY+RZIUKDTdVxgKXaB42klWjwViAqBL1JuygSJylUJ+ppT5qgiKZXYuMoFXyjd9QFo0iYhVR4uJkxuIatzEGMyOfNLydVVRceH9yB+GnhzpJG1eI0KgQZTF0dPfoieDKWEk6WUBzHlSLY7mMZoQJj0qdOkX1qo45zUXfQdZEIUYZxw9AhQ0AdKxz1x493HDms+qjkh79yMZq+G3IEedPaTNoqUz+gCv052qR1S9OShTOuxhmy27Ab5z61Yks73u0+bppxqa1HKTq5MN2+ZcWSp+beqKdghojpAJlGPmxtuivULhkM2rc0LZwxXhigcckrO2KyGqR2vLJ8yZLHZow3AoaNn/HY0ljac3NNsQdMR1T/R98490dNWyL5M6KuJjc3bWnPaXY66jflT525xaTssBkhohkVQpO04PCQJ8vIgKgro2ecJcDyH829cbTqXOgaoO6Hzv+w25Z9Es1p5XQx6gSSaa83hzBnMdpHvibDZoyfsTCfY0U0Lq0lplPDbpz3onu+nIlu3GtOmAMH2q4Ou3rhG+aCTe94ZemSp0L3EWyI+pb1Zp0F5YCowVnXVU4vZVGSxbFXYE6f2gbuCZ4I6sYkUVfPWPjTV3akLE2scwKcWbDJfQrtuJ8dFoc5dC3h5P/lsk9sawElcuAPzYkjA8PbsBkvvhvzwDkZvlCdKdRBAQ8Zc68pXXL23fsCzyVcdJFbPtodeBfXnHqW4YS+6N7+0Vsv62FL0vj8uM9DuX2WO97u0esh2gN/3GMeAIaDLGAmQGp8sFKj1GDgm64ywEOCr9ENLFJFTLzRoVOgQ04sRwXKc9KJvVDSnkE5wcXIRppIZOfJTkGlFCWMY4oBoQ37KAcZKK8D3MxEAnapUwg04c1yGQEkioE5yyQtxEvqSYsUEaZC/aAPVweVlcNohSC0w2H0QV94L2pYlNEFAw4fpmCbbEiKGhtLbRhMQUuL/YZ2WemTbWUebV4svVQa2Ti/+XON06tXQrxKGsghvOURHlGh6csuvPACuC67+92KKikC9L8/bm2v1amZhTUzG5u7YGJXc+PMGnb99XWbj7HNLa/XOYlDauo2E51sHTYvwbh7Grd3OOxBkPz8ZIqWHlPbuAty215fNNlMNkpOr3vuYXuoTnVy3Jw1lMJetq7t6xrmME315LrXqN7aBoZr56zbp0nxvaux1sywFI1OY/fFY5vrrjcXXLK2sSXKYgiSNXWvWwdkjHOS42a+sJ0ajE/ClMbVNH0T4g1ZQFM22xyRIdUd4fQIoV53ba6TUxUE5mSBOdskVFr/Jyd/Zw3OVKZlc8PMcdJnOXdWr5FAzcnbFzypLgntIXsNWErdC0cskYfPhXFCkOd6s3bkLlm9pKTm/oYndV/oWLbw5ZTpammcaS/AyfcvqNXO0wxBcmZji3MirLWgGHN73aJwzhY5vx18mdKsAO0Be2ZRF7qknbMQaJ93mVQw1qvot+mguvgtmbp+jG8MZXdXoOHIUbA3nFZhlaJ74x5a516lUec8GZqjLC6NsECv5dI3ddvrDe6JiJyCLFMdk+QScr1dPWny53GK+f61FzzZggfOk7PV1S62yS1j+6ztyfOQscaTxJo5TzzpWq7Ehu7QTEtjrXPNzVlQG7YBPOEbxJ53Fhe6JOAL01l1rh1vGDk9dj1k+d5X9LAHEH6NuXrIl4cB2vY2mhApChCFgprIR7IQmj0K+CDdXit/UJAPDk0ZBaDPAwdaW9TnYMsBfFqJ4EAr6tVnfwsK+3kvBUxAhDEdxzsO7G9BfYGfffsO4HOo/TB4sSFqZe/e/VIp+8ih22QIQBP5YKqo8TvGvPfuYYI9+/bSZ/+e3ft34/PJPv7sVfvdKNCHcgdqrxohKMDnuz/Zg88nxXw+/ng3PkjU/fEuKnT/2fXJLvfz0cc4Za4ZblnsxH7fvv0fffSx/Xy460Pz+WDXhx/s+oj3KKjyzo8+zPp8sONDrPoJadhcLQOtrF7+1MO5v3wd3/LUt+o38SBNzcxvz7yKXsATV836pzr714JMrZ44/c/Hxtmc3vbsffe9sJOakjVfmzNzfBLsEKQQTerUhO/+MZPZs3LW5ZBbNfHmm8bqv0KpNfXf++QvXgZS7Wpb95D+a5Ta+fyLvzTZfNt/u/zRZZswalYz98d1f14FJSHb3l42f+k5T+2X3vL0vfUbeGTvmq99+87x5MHk+Fnf/559DSDvBOk/Lrnzr9jVyZpH/r6OXkiS42fO+VoNOSS1afG9T+XqSvKqBxc+wmQsaOjoUcO5QELb32/epQ7eWbHmLT3+qs9X8kvz62vZpCC97Zk7b1pIzgyuf+TH352GM4XTOu8JZefOF2bf/Hev0E8csmkJfJT615/8/OK/394VhjLUlNq25O6bpPvJqYv/5ZFJNPG0euKDD0u/RJazL/B6czhyFqsnPXS/zRrR/OyjP798Cb1OdGxf8x39RpfauWzhU1uOx8pIbXr5tTHoFF5J3rLZBlOr6592TkTV9dPtvNu9//rEv1285K2uCDYKWn+7fPEyuong2G+zB9wLIGxDestT9y7ms6DvF5q8O+ufvnebvjHEWMex+uJPjL/z21+7hppTG+rvtVYWegXGeiFUmW7/7XN8w5lLNGzbzuXz3as04pz6f977F8+TP9vWzDE5JXeuWv7LPVaJvQuC5JTH/0Vu6qpJD/6tfmJY0hyl9B+fue9bK3byDaceWfY+wk+1ByZ8fzcugpWzqrMeOE/8fAxdISH0HARFPWSq/sdDc0x6nFTzsh/+XF1C29c8pC+6IPdzKbXp+dc+I1ep8zq9d1X9cueaC916YS+k21/5u5tn8/N23H1Ll83CrW2vCk3ac9eDlui/e80DEkchY7VO+EIweDAFe9jNCSCmwWE1DGq/UEPDwzI4ij2TECH+SNDSlWr0lI55xBvwi8ZTiYD2qsw1XBlIVpOhyaEIfLFqFAvxMBux0kZjz/wRgVoOhux58FaIaM+m8SH3lszgrhkKVxcbTRZCDFHypmWLzdwFGhqnSZw0yk9eIC2oADl4ALytUqMG6+ckiI5J6QstoR45lG5RKOET6lghHKH+0AA+Yu5NX1zJZABHZgMow27FJx5zhVAHeUInzOUPBv2FGnvNphjwxnL8ePyfv4jqEj7sl8g7/daaFe8op+9qft8Ar+ob7ygoQ9/xrY0vCOoMggsn1FxGsBNI4rM1ExSOePv55b/O8ePrmNrv/bjuFvrbUfXVWRaopbY3fxBZAiBZM/PW60S0slV/uTbrur79Pr51zdpmpXLPO++3ae2X3nzHnztYKt264vuPbhBPWEcFictqJkj2vVTzE0+tMK8cWor6TkyYPpMhFx27Wvasf/k3jEFQn9r1zk4dtaIQeXLa3bOuEis+XrFgsTpTyStqPjtUSQ4cOyMgSVPQN8Dfk3eMTySqJn19jnthtL684NF1YoCjC1eA6ZcrBU/Bs7zewtJCR+Z1Ijl+2nceu/da3ei+kOg6+VadgrVutkHXjWF6vFs+8sST03DFhkG/oaqZNv06nYbSVFLBnrL01l+uaBaHuYoS1TffZt8iwOE6dkLNZ9XFP/SzNVeoi6r52X9Y8TErKfAKZNpCd9fMnD4h7oZzbY7KStbWLasj7wRVU74ubwhEcuit5t36fc69C8ZMu/8OftEnIueJQYd5tvTWlUvVfRQkjWfs9RZ+dQ8J0ldICD0bijN6yNhLaPy0RY/ea943mteu2Rr7B0/bEISzDRb4HGtft2Duch7mCJLXTbpepVdyrgrqTW9cD8ZLvtDDHgAIow1Qi5BrBjHZdARcWF4uswMJQwFZaQRLR1QR3hhoGeCFNgHhEIIS5AkAVqKY2JSB3kScxm/cXF5OCzSyJcOH0zNNqeSoGFGEvdrIPFEodcgdzrM5yYwyArjEwE3SLmxg4Y0bne6IM1g1I0vSzKsLmaARYlMMJJeLVDAHbA+Si3CYCvaOdFukaBPyuWInIpLLNrk73XXFyRR4mamgpUazqYnT6nBL0iPcn8dingx0DfCG9Y/27Nl38hTHasI2luaaI2Ux1tYzFidELj7gSBy8jiCnOy/V1CbD3q45A6fcL5G36/7Ur5fVr9Zh1pfPWrknk/mdTWjtUpqyC6SCS6+5cpRqqRp3jR7bTr3V/IH+w2v4uODQ2z+caLEwJaA5/rgeO95bNMniAEd4EAPTw0r69Gjv2mVL1qrA1gQygHdYy12I7HQ8kHwpbGXqNy+vd0YHQ5ZXXjd9mg6M2Lv25Y3qZaZ148tr9xrC1NrV6xV2F3XX3nvfV1RmRJdybM2V8SkRHclGaLQgF0Ym896iiYl06/rVaxXwT469Zhz9KFH4dgbXWx7hodeJ6usnf06/9qSaV/xya9wVaHEb3v2urDE/6eS+Yh31oSvT9Ymhcc5sCH0agiC1dln9Wn3DiUDyKghyOda1M/Zk5bkCrd7cJblocce5N76rNMjtHPcCcLGgC9Zz3QW5LYq2uLDS1eh4u/tnQriboVOp9RX2kHEuIbxv/JfJNod9jvc99yotTIU2CN/p1l+++LwM9gdu30135KdFhyM4y+vBFeXLveUBwGI1fsrL34ga3IQYV1XjwRrMWaTFcNAcgoUxl7KQQaQuC6+OIycEr2G4CxsFBise/sJgPOAaVGD0vXJYUhMDyrNuQ6rRIVWwQdjLEpI4Qh3eH4hFzGBQyghTDXUzh7ODDLKQkDzTstRy/AJA0wSlDuwiUGrMnvRz5xQvBJSVIXM2uktSwhu7N8FqmA7jxkqhCR/XDGy80UKFIECoNl4GUDBGamr6DhHLgdRx0ylkJEzR4vMuC8onO08iEAWrKbnsERpz6NLYMl7Y6AA7uqJMseN46sCBFhpKH5BbzOk/934IDaa2bnr6ziuuKmRe2rk3vN9Y4GJiBI38aPoV/409GMZ6LvB1//qGuuGODoYacJC47taZOuBEox/BZ5+/f45eJM9gd1FX81df/+olLMhFcs5IIbUViKtYTHR34oPm7Qp4R5tyHPfR9RbqVFDggGIOk3u22j2PuFyenj6Bb7jIz0IuQnV+IQmboi+Dwq7AMO+5OUrvbn7r0LlR3RdaHfQf+gGqp3S7t1vOqyIIzp/roaccUwJyBCcBeUvuP4ZoNNCr4GBWDw2W1TgvBEYZa4ZBIRhAquVodeqb4TgjcgXYUC/4XBiQE3rYMPxMSmCRZLjslsNIR75qGyqjcms4LJAswi2DqCFIretQ0CwynVFIsLeQldC7xa8gJxqqUbzQIou0u2QiB8RqcXuCqXhXoP7ShsgavFwIcFUuEyzO8zhZGykoL+dwIGukNtZ0QPToPUzjHuEYPFiplH8WgF1qQ/B6S+vBTuQYR9p1s8WJV900NCjAIPGDqCBdpI64tRORHbK19aCMfItKV0Bpl/sl8g4qJz78Yz3Dkv2/c1X97BtGjZ9RX0jmkBCQcsaq23e+s0uPhZpfhM/m9FIqgyUq2ULFF+vV7/VnI7HHeBMTH3renX4aNLMHr51hxzOD9AfNbxmImloxezRnXKKbdfgN9W8WZIrravVbNuOzmtvuX2gWyRPsLjg796/nefQVB1Lb3n8n1yB9Lh1nd73lktpf6pHmYqlOwpPjzCYmPvz8oyYiGDFCfMONHT/jBzYxRQih7l01eyxdKbxV3FCvQ5tsnwu5Ai11QSXOjKHztMQqLUhMhMh5LERaCj50YaU7mu5cijnfbLtT0o8fMmy608e8XemF6yGvPt94Fh7AbW2REIecGPANHIg8GOrOd78cdZbXqUQR5Bp0KU7gVwxFWyqGa2C3NVxy9ZAQEYU5SdiGDmVMq4RQGza2QIqKF8M5FGFCG9dIUQgddVkWEt4lzMj/8UUWEm/USBm/h+jo4DgTY6cso2+Je5GOULOzSY4RTcsNrFFs5oFjsog+hMvpXQT9oT4F5UgrjpV6SJM20gpm/tCO6EjPiBGV1dWjIPl0+jRmuKZSncJ16NARySxpz5kVF1MKCceB2JZNSMZyLcsF+D7YehDHwp5NXqo1zkXfr7pY9eeLVv8/L0gGEWPYzlULp0766pI/hkduTbMpVF43+x6d9MQO2TpA0wl4MEzFFNI71tYj3eGoG2bPX7ox+IullDvl9To9+luMpB6kjQw4VU9atPK1F+wEK9bUvGrh9AlfXbIt24PRZAXy8MQ+HFQTtdf9BZ9/y6aB7UMUAX+JCcqXyAoZMc0VqhuV29fHZ3W99bWxhepDmrd65OAbfcPs7zRsDL68FLMwTSaciAzEyi9Y/dpzc1RCIWkF/n5s6oQ7l2wz72eGy01ZYy4VLqjQFFAWeQUa2TEFJNf7wYzxI0bdcNf8hn8PvtxAM6Bt/pwYhj6uSlw3Y+4UFUKlR/0RiGFG05Pj7r371mobm1aIef3yIVOI4bloevB6yKXC1/eAB3AbE3DijcAZ4yTkA4FoNGFPw72MPhnhcQk7B3kpXobIeQxKVJRXViaHVSYZjDE/wzWwEyoznCiJOrIgQMyxPHGkHSPfiLIweFcBOPVlRJB5FGGiNwwtowgqMhXMKPNHtRt1cswYkajxnywk6cKu6JFiHJ4xdlIjCyRC2rhH4khQngaoReoY0xHTHXHvUHqXYF3MKxqNIlWAOvI5CBEuD/kExCEQIdRiHglgE4heJTrUMqR3RJCpqho5YsQInNCLLholcUTtbe1tbe2YBNnR0aEYuDtUFnvCey00/jtMq44ipCc6Tx48SJlVIvWlfdhfkTe8XjXx7qUbj5oMfuo8tG549JFnYqBA6DQlrrp/+fJ7xlFdqvlny1Ygyjm9bcU/ruCROWTpWvqDWy4JMRRzkN7x4uybZyxcBWFImPVvKxc9cAtl5DhXW54xp+qJdy/J9mBqw/e+8Qy9vYQmkBU3rmw6607Cw2jf+9soxlrgtfMzN4bD1/0Swd/JKffMjp/tlydUNwhyhoAbM3qicBbX25mo7+1Opbc1zZ42deEqTH1L1i7/7crvz6V5w3k2JPm5d+nGXSYXoSJNrXv0G8/Sq1quaQ95RCKfTN4rMB+rbUvtaPrfN099bBWCiZHa77cvLequJ5a1z0qJzz24/Mcqt2MznjRwWGrHimU/49/BkpMfbfzB1KLmG/TOQ8aNw+4N19hhjhzSe+R6yCHbV/eQB4CPgC0JCSlsR4AJi01KSC7KCGkABWkjdKcLRju4NIoiTrMJcGMmQ4sCQHBSB41QPellFGsYqUDM1FoG5H0Sg7tU5g31KuOKoiFqwtNAo4KrqYJoUKOZMP6NzR6SXNHBxNR/6lvW5tSB0G0W7hCTS0CeJBWIMxk58gIMbGM25JEjx5CfEYkaDegU5cMQv561SZPd01C3IkJHxAMEXaUf1HWG45RZRTxBrMoIEBEWL8Ny8fjNgOspa81F1QDfCRjZCQ9zqnVRl2VLqEJoIvsQhXMA+dqIEAdOqIBv4wqHqTSL7sXXH3uYGH/LvKUbdm9uqDUz9FN/2Pi7SARqtuXJz3zhf06TATxkprtiWFlFzewVByfPWfzMujc2LOJUgNlMBdUc3/pCg0oflvzzO27Gyu29urmDynnhqTuX1LWIPbhxt5ucuPW3G/+T8o0UPZvKlavLTsKZ1NofP/D0r1MqmYb7E/xH6xcvW5sKJY6IBHNrcTHfoRljMe2RKgfxFx/YeqbXW8SG7g+L7FT3AiMU6a2N9fKmGYyZdseNajw2QhRzmKQbbuO7NqU6Xl5/+//9jvILuY7tFmM5ovNcgQ5VzmL6Dy/Ur1SpM6bddnORI8c5xZoG9y5wJ1IbgsIKic/897unXc9/M5tXzK6pKBt2xewX9k6e8+Qz697aUMdZHQsTRFS99JCJ/CxWuD15KN2rwo20yc1yltdDbsG+pUc8APRDa6ZAlsZ2jKQJfAMuiQqayedsLi1xaTIi1ihcSWMAKqxmJBvL0Cj0TIIYPBKj+hAaY4HgkvFpAd+oRw1biyEFbat8C3yHCKZBHQI8ELWc6khh8J4E8iRL1QPgVM2NetoIKNM3EfDelKmWN5eHBJJI2oSeGLGx3SRJpAVlANzo7KhRVVhDHtV4mTl6lPA3kC6EyAakjCmYpkMkFBvbTHuti+WThcOHDwea57mVUicMsmfFQNncIj8lcPg4EHmAyaouKV6BIMp0RGkk27kjLMLuovZpSewHSxYuYSWmCy8cqdyhOeibl1VCzDf3j9zgNpZkuR8ib7U+orPGIUbjHlwWTS2c93S0r33o5tlPbxrEa+WoCxqLgGxc+ndnO14WSpzi2FBstKi72F5o5UVHJhXdQeUgyM4LZmZJusnjRLhdPxIge9K8ZZFs6JDtpgV852fPbdDp/8QGjDXOvav72B4nA2Dq95veOG6SLTrz9lrf2PT7VNaLikMQhGccuhnBiw0NchE/MnWYzCr49f9wa2v2GpYFX292sUBeNjJyoro/dDtVFBruXnQWhZttw22M/YVEVih0O+WkVLfcrmPxU1LTr0y6T6bBMO3X7lqqApkKvAIDu+qnc79blSg5GQ/deteZbn3x5dBdEMrNksaSIIXK2//KQ7dPf3pTEF7rqmPj0ofP4InTUw8ZMt4541k3YKGdy0fnXhXh2w1cSJR+16OUj7/A66HQp2I+g3zbWXpAwBIlh6axX954hLWrKy2QCFUElB14hBrCgJFN4U0Bf9ooxlQiByhSONCWHIbV6R1+VIGPP6hVzJnM0OQQTgiYAVTFQCnkALxiCmBIP/EquEgFOcwA9Z7GADNGmg8dOozFXKCOW0Spq5sAvmyKl+QpOaqfpoYodNelUijRTeqpfWcgCWUEtUUUw+URPBxNLw9Hjxxtbz+MoGeWR6lXYhzKmrhrQqX2gwZVQA4QLZYaxUkhPXEbM1IbsfEecS9yIkQQfILXAB4qRzPG1PE+A3wIev5Ij1S/qC6qRBSweGUZvpyLhNSWlyE66IIRwy0vixF6zORsazMZkK2Mkiz1Q+St/BzCTK7vu//7gYVRFi6jRFeYOXs4O6TZFVZ02f3NPfX71es5/1r7G0vm1K/KjoYtWnocQ/Xtf/uIWcbyzfq7/nqJXgg6vePleXfMZ73VU+bOiCYXN0lFolIN7Kuc+NC39OJEWFrl2w+Y+ZeY17XwnptnL1u98hdbwgArKizybhA4kdyur/BszR6wxMS+hvvGicSQtTaNRnLKAw+rXChZmnNUhAB9avXj32yik4Sw2b+Zo5OXgzM6alvM9RblzWEIhovdNPC2U8G42vtu7dVfS9yfSg5tXb2BL9PWLUseeXyVTfgYNjsEOt0mc+ISE++rMysx7Vw+94HFev4lLc9+183faFy9slFfnCQhdE5dkeYKtJU2PNrWUcmNiUptfWU95cfEVMtn5jy+uoduuDB2XFX/zSZ6fcDN9Td//T29LEDkVIZNBPGWpfOXvU21SMF19k8c98Yp/iET8qR5M8eqpcXHmkf7GXccuipwu815Rp4Y9HSa8uX5K16wixYVcz3EqfJ1feQBACOATxddAdth0UWjHgQVgyhUWm00FCvDsfimjepjwBlhL8JxjPxIAW+CwyRbiOaVOt5rjIdvvA5gSiWxY5QUq8l3nkTCO1n3hxiVXoeXiwKkySLeQAXGzhOn2AqxQBuraUCILoORPySA/kMAvliQHRtmAaEE4Zqa9Akx08A8DL3DTqlGf0eNuhDDwExCw+FY1xPYFwQA09Y24RUisQF7KpB4DHVTiAiXsYj9yAsvQFFxiDc0u9Azp7FKUwZwSCfQP3tBvIRUgDQuTt2n/1JJDlDyDRDX8uk7pINtFH2aBkcojrhgBMymOghhExRpgFCiTrwAaPJS/u6/yDtIrbjvjkclEXV6x+r6Zb/mE1Izc3n9TPWLc+uWNb/ZZc7Ort+sUX/1zTBP64b5E0zCDrkGaD/ezVGIv+LrX9U5T4Lgo1fXvClDv+kdG1ZvNenGDHy59Nb7zErL8rNyWdmov1w5ZkHjAoOPHSHbXn7WJrc2QozRhRQqJ9Y1NZrV9HaumH/DaOlLxRV3Pk2LFGLF5h8vf/BzWVG8e1fdN2ue5Gam6VqI94A6EP9w8czLleLqmT99dZFOakHzL68Qf2HyaP3aoLbhtdULuv+h3Ak4Cdyhd3dBHKyk+Le3Z8U8JKpuqXtJrRW/d9XjjzURrsJY+2MMEJPjYMAvHjQrmwDX5DjjYTeGMnWkdq64hzpVccWM/7hpRYN+0UAgyqvrQy8V3V9vYS0FHb35xLf+8Q16dTGdCmh59vU/vMUkL0+/2/SsXNskUYNLFPf/6rmf25wh9vLGAodvrnn1I60/qyPUkKi+9W69hIr2QNnoL628/KnG7+gU7FHG1Kr5d8x7mTF6asfaJcvkuh13z/LFd+gTd/msn76kkw7x/EvEcdGGSZz1q4LbGl5buYiWQTVbAVegoc1VqP7KfWYFIokcK6sY9aWVY576yQIzp7kQ56R3rF/9e/NQd/wchNNuqJu64ooH/uOmHzeYNw3nyZBlqR2AT22Yj0CTrO1qJ6dnzgeOI7a4h4zDyMXmpd+q/w09xBDr/00ZEcBd/5P1T0/TseapbU0v6pz3uOb0CAJeaX7VJLHpLMg+x/LeepGrYv4No8gF/HS6aGbjhpdm6adN0BPXQ7S3/rhXPIBYZCVXoWoav8RmlMlQK6EynGyKKqZvBdAYYBGuEhZwSbjTrAAAIABJREFUCZ/Uy+1BKM8IIz7RSEJkY72s0ipFC5IDii5QUsA3gCzTE6PhRY1mRwHry2A8eBD1CFR6ozFvh0FLEeUQSx+Ryd0iVnQRzSxAlj5XxBytLrjT1BAZHbAIrfN0mtaHxwehL8ePdeAFoHI4kiMiSE0J5nHfQwDoMFgJEIkijOTxMZ8J+IWmY7JFskcoCyJPQCLimJSapcBng53J9qBSfsdA0kCkFKTuKenML0wsi+q5gJNMH5DSf5HCDdKsToVSiy/VBSbksipdOHIkseG/2fgYavACYO00raVXkE72q33X9nXPNDQ01BmAy15PImTy2XW0ELdssVkaJOVCh7MGcq4zlhw3Zw3m08ZlSEjW1L3e1dJoMJoRkVQ/JXc4s9CADhc8sw65FiL2dCfElZ8zr4juK31D6bNRnwQ1tXWII4X28KY8uMAGx1MfqjnMPYsYrG2bGxtc4tyUYT36CN6ayRGu3GtdS9+mm/n62NW2+aWGJ91ENrEGRDwspyVXkg3IbKyrVSCTrp3GzW3Rc4TXkJmNLV2FXW+4Vkz6Gsys3eX2MlQ2XYaByUm1t2ugi8NxtXUNL21uc0/XrkaL7aRHYtWhzXXmRU7XB9xZa4apx3KedZtdqWwQ+tVgnArVfKFEL3hi5Eur4UnjLpFLTou5tuik4nJxiWMoC70C7TnVN1fIl+og1BNc8z+h50DUD/mdk8vPxmvoFJ44MrcJl98TjZtbslRgrmpjS6yBzQ06mZJzUiLFcQ+ta+uK+p9osu4aUlHwQ4aIzQ3I4ibffruZFYM37doFDXTxmy1ErG2kSzq3bfY0aXp8h289OuOLndw4+jSJ2gKvB/feibukTR98obc9gLgIQEPEZrgfVIpeFChy+vDRI4dDBABw+KCS91Q+fOgIUnlEP+2HEVyBVsgxGwY7LVn74UNMAzL3A4wIvW6NKrcpMuQMaW87hL37AQ2SfmBDtAlCTXQTkniEyBgTH8IegdfRT2s7fs2ilRfxkdbWNggU4+ETWCUE2MsHGfpiPgdaW+SDVi4cONAKergChyirz/4WjH8jwQgd7m/hPTehzJ/9eo+RctjgXgw4xMD5/n0toNH7Ayjv23cg+wMVGO3OrkcNjEdWwb179+/jDwrhz769e/DhSrXfh3Uu+bN/z+79u/H5ZN/uT/bqPQp74XDxFTq7ezfV0J4/n3yyB5/dn+zZs3svnOn2qCTLPIXZeZqWSLF97dw/m8EBJ7k7BNS1q3FWj0/Yyq3Qt5zfHkCc97U3Udb25NSG3/9i3lWC0rL6hFjVsbNV6JG/xrLcE65AnPeXOHl89ZSG//dX87J/twmT99+j/a/M/cpUCTjJaSTQ7W9X2gHgnHTFN2Cuwuyxs1fIiD5eD3atnOX+9FC8QM8x0D0AuANEhymJdmQyk0ESEoltgHcAj06ksMCKHgaXbwxjylCx6z8Ms2JEkwZbNTG3InQEw70YBRVohbgRlylU5oFajEJjYiKCoSm8hCVxtZYaGkENceMAKsQEZYhpN2abmqwC8XK/RJ0YDCoEuyPAAwXUpLsQK0LRGmp0H18OC4kEM7WGPMAVaMGS8hR9QI3UjmoEvg/FuPKxYzq1n0gQKdSutosuqgKvspDrUIYlau2bXL1DPbtLMZJiYcZeFRGQzYkFOTu40ciEZCKfNbJfGBWfkoOha/SENeDkileIEDNHh1dWtrUfSnchcsmykgyRVRZUVV0IMnJ4SW/9ONrkjP1uYDcQUrMZI8fFhcFdJ8VHKAb3jJV5xgHiAfNDfPWUxU88mAt2DxBn9FQ32zc897N3ICw55fGfxIRL9ZSa3pZjYDfeH5A03d1anCwxBU8P6G17vXzvge48AOgDZJyoSJirGWgLwQmGD/WEliQMAdQUf0BwiXeaCjRChgppIyLeMIMvkYBAjEMfP96B8XWq1Xz4Fr0KnokiTnhHsJukQbHeWLXDqnlNFeFMRS8l2DpoENYDQtw5x08YShRYMZmtN22XUodqMQerC4FWWrH6OtWSU+hD5kGA4tC6+ZDCNMrLhw8fhnwuTEKx1BaFooyJjfqdxKgkjeJgalcbtElSFLFBavHTAWC36i15hqNqpA36pHesBXWGUSliFRJHwvHWYph2hZjLpIpX2KSfpErx01VBKsBuY4FQ03UqDdiNdzq2iz0PMvkQYRneZCivywDYSg95m+mVmNJ396wIQqqaOOuOz6uxyjNeVW4AXBa+ixEPpHc0zZm7fCcidup+/ovzeGg20q1zeogo5Dnfxg9TycmLXg1F859Tq4pXbqdXJr9y/6w/1eGxIqh64qzbrlNPnN5I6le8uZ7De6BgDyD2WsAVA6lAsnoTvKSMeIQwCV1pGKcgFIEugV0aVMWqKwuAXBGozaHGhAFJloZujOJwQFmrDdRk0MjINlsg62S1RC+YzlIRAiRG3pPJCBavrKy0soWdGcQG3QklgxghV0NQ7ik1YQCepWYo5SIoHDOI3mxS1sgVlkDU8BGVF1wwHOpEmmHGAkMjR45gVi1CPExGkFT68AYEj9VzQMkttAfmxkA1CEgBkStqYTCcUk2tAsV1ib6hyyjgI6phMVRvNsimXmgVul47wHzTGTSMacS582UDTpwT+jBcpzNdHgyrHIp855CESi2vZL+d6ckl20e3YyfbWg/zcW/N9HeV+XLJeCDxmS/c9sXbLl7ygyen5V+PpmR63PsdSVz+hdtuqr347xc/eUcJ+9SmJuz1hDa9f8q8hgHmAV765JRgL4JZZWXAmpKYAjgPAImRl3YKEyiYpeCahVCCDhWoYkqq0RhLWiHIoC7mhAoaHESZ1WlpjCu1Vm5iTpedJGkK8Eo4hwTXol4GVpE5ETEzlkvr1t/EL2UlKtJfSglyEt6AEMR8M6nRqXXLN1nv1FBils4hQ4fAvQCdJmcMMC8qRnDSPaG2lihfkxjX51jyHT8aJJM0zxLvMEePHCPgjGFu+NbdcMTQnuq4jG9EhFAl/qEK0SMhejkio40fhV5TKSkhLt3mfqsuGHvINtJIop2+IK3kwIHd6Hjiu9/9LjmgdLbBl33+sgMrX/5de1fXO29/kBn12c9fc1mSh/axmPY/ffc7j760s4tn+i+vvbT0RvxL5zz2s56UXzThztpbrxrV3SXT+sYPH33s1x/S4xxbV1f5p2/4iy98OkdIuBAN2P2gUROm/a9b/7Rbn/ZzB5Vfds2VB375s9+1BF07f/9B1+jPTphwGUV/UkKbV5Y9/p3vrdrZwQltGu64lHNp9Xh/2jf98NuLf71LhYR2nRj06f8+5QvKhh5X5gUOLA8gjoIRMgE39BwYEhsAIk2DI1gW3XJ5R+hUK4uKcuI4m1nXoSmGnlkwQE5tYV4YSTVcbRuphLUbsXojrQSE6YlExs0k30jQrwTcwrWsItsEQFZA544Ou6amq5c4BXGSjtCGFqjrOJ7C7MiQ3qDMRDkDzSN8XLGhJxLKQZx6425jjiVYMLESE14FB8eeF/CQPdj0N+Fe6hcJpOq4jRmydsLCPslmcqlpbFv0MjHrJqVUadiDAEEm8r6hiF0RJVou0RmWANk/WfvuH1f+X8s2mTxidAaR4WH+l2u++L9mTfQTkEr0ij6X3QpNdNOGIHPFq28vmhQOQtCN/rtEPACQ3bj23a1ZTxyk+PjfN9b8j7tnTdQZ/Xq8w1gI6Quzo2nakXjktUUTK3tcmRc40DxwsvNkV5ozeQNU6s7LrD6nQjfk+I5SamibgzxUHeVFY4Q9+5BApd5cfqrNIMwD9gPkYbTYLF6jqfW34rddpgZUWtiqKWNrXaWGMH9BhFMOxMTw4ZV4K+Dc3swT0aso9S8GGUzHHILQHUS8oMWYY03IZgeRAGKiL6SPYdOZg3Rlb66uUFmRZ3ONGF6JAW+R5JF3tkd9jfeA94D3gPeA94D3wADyAIZdOzt5bUWAThdLZWM2Hj/O5xqHPYL3zNiwZXeIbSWXoryodIndsnCihihow5xRzp9NgBOTCDHnj5oEhmYzCo/ZRxSL2DheRpBhagetkiNxaLGvjAXrmkxQOTwJJG3fCoiXsoUoQ1gU8ZjXAGmRQ6KV7io64YJGVW26k7sQMl0E5iIWJZzqxJKgEr3Lw8jxQvASRusx2g3GgYO5xUsDLc7bXhu+5D3gPeA94D3gPeA9kMcDyLOBWOvMaQKLEXgUcxiCbI5UgWIGKbpIS/AZAzUHXDJ8dARQUYO8iF5qosBmCOLN0aJsphoGgkEGYdlCCSEIs0acNEAisZGFjG1JjgNqWSS3UoCEI1ss1IpDDZRwEJgSyP7USc55QvrFCMbEIklbPGQo1qEsd0JWMhiMl8B0Ua54BTlDjlih2YnGaKdelFUkEvAkolCoWnlFRcybYyWZ+q39xv2WerZVucNEjWs6w0rM2hiqtO6BhZBrrHI4qCgexqJIgyowuh9pHCCHHnkPkBPtu+k94D3gPeA94D1QnAcAp7AyIqYSlmWcYVeRIcDLwC9UWvAV0hID2rhdwzMGeQR3NVjT36Cy0FAQpwgm9MabrszWTMJ1K5NmEOENtG3qEXKCekUjlG5fRL5SryykOlFtJLs6hD0TyCRUDK4fO30cCFgkacTJCJd2JAKTIwHTQXCy8xQWxQFQBmBF3hik3lNc8sVM4HEqmV/VczVrx5sSwmnAr8K+waEMJhrrYRFELipXLzxEyRrYQUKtNMJSBaRZAAlkak4lruWybewuLok47V6lDl8E1sE/dMiQATWlUhxg9iUa52365wveA94D3gPeA94D3gNn6gGCgadPY/nIqACGWdFKPpYWF5RGyQjuAYBFt0IYGSESYwx/VJ49BhIcVknxxMYqTBJNpTotBSNUApUGVZs20iQAlqpUv4nUOZQjDDlXVFSyIrQhXNuuhsNsCpAi9WF5GaA5ZY/hUA0AdKwZSeLcLUuF20hlZQpDaqDisgDBGxKFj2CVFE/9FD8bvVaCsieMxm0vw+4NG09t3HcUtPwwKI+cHRHLCB5W4s1EgkxgTIy3rYklW/Jj3iV7an3HvAe8B7wHvAe8B87SA8BGAIgVFbRGuhVFYJTRl8GpGpxxA+GyENqTVkNMOM0ZSGYMyTxEwbJJjNoUHNQYUQshemwsWYoxe807eCjlM3EJcChokWQwBDR4UpFZGApCZmagyYzUPbFTtfCoMGqG8Bi2SAAIxrqbhO+VAhrxFSOSQ4cCowsZ6pA6HePfiDMxqoXDEKh6fGkbqONamjgNSUIkTAUteFmSE0AkbKgoJiZqkJNnpdqS0Gtno97RI5xyakVoWJDqHGlURfKhlsVV+OVhYMZ2Ww8HgUferjd82XvAe8B7wHvAe8B7IOoBQMPTWAnFglGBcyBDXIQgOQZWDtBCm6BMkoVGh5dqsNlmhUilwqkWMuJloMcsqqTZNfpkUmcHDijVk//YOKeVRp05SSw3RPVGeBmag1mP73J3tH4RShLYEln4U4zCftCgQZzwm5b/JN+wZKiuGBRFXwg7wRj5qZOUGpy9qNwqStl7DGFpx/a6HUeIy2Ag+Qqpg3wV5aJcSd4TLofJcQm5lEnKKQ4CDVQhm0bq3EFTx5hfXMenBq0sQwtiCVSplBA3CDHS72E3XBE998qv/st7wHvAe8B7wHvAe8B7gDET3ABgZ4a9AQcJTNGmvwlZmaFOaaI91xGNwXwgw7HFdpZWaRJqt1qYIaEiUU7Ltofa+ICrlFWC9niPyYuYyadAdhYXBGpcC3u4R+CCKIUXGa1K/wiPUm2cattrJrFU5BBauGdouquDpGp2CQQ35ggZDjHsDQkIFGE51G59pU1SXCSY9WJXXjZ4CM3plCaRhkFvHDLaZtMVm/5idjGJOkt9NP+5YGyK6GUBRGE2x1YUlUwRhz17QNGW0frwoCGyOKOMyJIveORd8qfYd9B7wHvAe8B7wHvgzD0AqARm4FfBTChLjSsxFktxpUvFcJEBaEgC4zyqwSeCyy10I5RMycVDnAxO2R6GziFMCGgqsDvCYQwCZg2Q3YQAqorBIESqZbBRlM+PNAoADQvSXSbDpKWiAuPoqkyShAsFWruRjtE7wG5YZWyAEESG4HUCe9DjtwUMfssiO0aCtkgcx3vWg1J5RbnJEGLUYRl5TNPUh9oIo5Lk8hsRfdNGvaavTLIyqbKsaGZpUXs5TeQu7o1hZF7aiUBXIXdZ1AxD5M0Q9XoQKz6kq6QP7Okv6W76znkPeA94D3gPeA94D5y5B4CWEPBNK6UThrRoUCRm18RrslhP4T2HjMEpSyYqaSfMqtD3oIpEV5rCNmRTwFcrlpFbjf4UCRBtZIBZc9M3XiXSauxedUfp5SMSrFW7XAxaiUJpJsWKXVbHDBEToLVSIFJgt/CiAXljJMIEXGwqjQdjcRmMfKe7upDmhKTxnryjFFERaUwMiNc+ENrMiROd2iJyI/3jTZFBGkrmDOJImjF2PngwVqGHPYpB6sUG0FsexUyMbBaaxEjhUHuElyQSeNEYPISW75VfHqyMEOnAOvDIe2Cdb99b7wHvAe8B7wHvgTPzAMATYk4Qjlwgey6YxTjNQXcGURLIIygn4JDBnAV8AKIM/jjKQoCvxbQEcGFVSGNZGWfoM6O/IatBCRCcTp9ELXgFShOFwqFM7IgjGgGcUeuZvQxRJUNAYMlYAA6BZa1wMpA2bgzQZGJL4FsDysGFAeKTnWUnT9GsVhxiTzz0TWExifLy05nTGCA3oqiBKWluJYFp7VN8qwF9LYdjQqydbn+RAWZYEit/wypSKE3UX/4nOlgLtShvqFqyhE4dH2YyiHenWaSDVOi5ZvXf5AGPvP114D3gPeA94D3gPeA90L0HgK4w7A06gne8CSjsnjNMYWFfWAhjOQPqgDcZaVpAB+wYxdYa6WH2Hpb84X+urgyZKqOtbjXKsAH1GDZW2JdUMcLVdGQklRUADWFcc8BYE2ZjtFhSBAo3eJGoRLppYDPLknYFgvEOY8wGMREInBUPQ710WCqpTOyUhDuTqaysBK+oUEKZHWZgpNmcIGbgdu06YSFFolIz40h8hRF3jFLDLV2nkGWcYTv5gHQTL7SQq9lfmlcO0YIKRMvgI9M9QU8sulOGfIAXPPIe4BeA7773gPeA94D3gPdAoR4AigKoAkQDaswPqtCaS2gEikUODRfqWQjjTdQy+gM+ZAJdqbEvYCHjVq43mjl/iRHoFkQpho2BVDH2jGQg2LRQIiQChpdGGCpVlxkQ4zBRAZRLvwMQg7NBVIYjRZQTIJftxCFiOZBZD7SQTypoE2xKwFdebFCPAvGWdYkNRGXwK4s6deokXhyI2YG2KKMnkialy52KyiwkRPoVLcmxbUWPsGUyQ2ESnNPZ2YkORXjpEP+pGqEkZcDamOgJLt0pqnbLdOw39kD0cvFu8R7wHvAe8B7wHvAe8B7I4wGMtsqAK0FMyR6dRR2LugQmCrug3Sy+UEW2ENRAiCVi7Bqq0WiQeBkuWuKskjACfyPSA2WYBKBJ6RMFDZNwA3iJWexBKAVvNOUUlWCUAlHwhvjyGNTJ5mAoGdIBUkEIvSbIGwoRQ4/xasazJAWuJbHQgF5QX3S32SqMR2dOnxiaHMoK7Q6Gwb3YncZ4NdtGbcRiBZgym03S0YhoGTASnd7QKtJg5/HjHQK+qZG8qmRyKYMhfyRmobqQt7jR77I84JF3lkt8hfeA94D3gPeA94D3QHceEGQGKsGEQOECxHPxCeA28A7EAtQMpMzFaOoF42bDO9S4QjT8I6iaTWykoeC2oowhW2BNiDpxguK/ZRPJgMDlCSBRNcIdYdS09I1+qXTahFAZpQqA1uowwp7ppCQncAUQ/ykOBEcYBwLZTw/OAM5DI4Sc7DxJgNtsrkquxDsCNhgcIcH7Q2fnKbwSwWZG6UoICdABOY4w6hSMceUYgbAEG7oDU/WvDegGnXLQ4D9eQhBagugUR6Dh9oV4D3jkHe8XX+s94D3gPeA94D3gPVCIBwR1yfgoA7XQmjsiATQcwEBITugNVjMFVxfI3EMjJLsybxN05eKIr4cxykIYEGYGLJcuxBos4qh7BHkJZQOhmk5QpSMt3XX6VHkXYDckYpQdxNAKHmRMl3mWgN1UZ2ykRnOgCqgAJs5GzBCIWBetTrOJKVTLZmljYFj2aLfRBGR/7FhHxHhqZfahgwcPGUp5S/xWlAc88i7KXZ7Ye8B7wHvAe8B7wHsg3gPAdQTtCBHa/CfAbajBHpUYOhUC1JhCrKzYVqBMs5pPLFekEkKAHc0oe6Q11yEmF1qsCfjN/0CMftj6XMzcUwGmIDG9MAXxBkTCG4S8E+WGGOKlEn2kKayGR1CyQGfKMK4BOdXrsmMPfOyqNi2GFAWNx6kAPUaVIUYBpgLES6sym2uVwZTAhKJTYnldOb4c8YBH3hGH+EPvAe8B7wHvAe8B74Ez90AEiplDgGAINWO0UUjXnUIAaGwYdc6G9XlYobQQuGwkMDGSTwN3Evi1EDUokwFmgcGGPrtg+quagJgNDxU16NVAGEBZhXRzbDe4OEw8SzAYicUMZud8DRA/C1a26mxJ28BQHolKnJaoUoShSyv24kbaC94vK0ulOjnDSj4JUYn+GPNRvRO8B7wHvAe8B7wHvAe8B3rKA4L5YqUJDpYmgLkICo+FgJAmAkEMAoBvlwzl2M1ol1Zz2G1BYCu4WBFhZv0B7MVikyfFmFxyNCPha2alMWFLTKCVRs7xoYUteSMLzdAz5TInfE11uTYlgeVzhsEIIV5OwF0OBREhxOjQktqyikE2TNxpoyJW+THksIoMkpgZslhtoIlw+cNuPeDHvLt1kSfwHvAe8B7wHvAe8B4oyAOAaACvwGWgjgWpaDXoGQXgaQG7Il0YszUJ7EY9CIAsZSnNbDJTk0uOIchVwIA6oUy2P1uI9M68MOQSgs5DBCFsF0LjkMXK3vRIoWEiJ728lTuB2o4ScqqIVUwIVgG9Q0FFSB4ydAgwMQN6bhTVZBL/E4YMreIZu+4m2mGMhJrIWcSZku5Qi2aHLWouqdT4fWEe8GPehfnJU3kPeA94D3gPeA94D3TnASA2Q6JgpPOFJuBslwaQjlBd7k24XRrUdIt9jTwQm3K3BRiGLQ8LmgSagyyPNCQNpOmR0EyTJJmSsC8XtT0AzayNBEEsUDJANCZxQiwFf2NDCw2OxyliE/M4AXIGD65QIJkVKGtpmJsswAfrzw9NUkbw2I30Ks3CASqF5Ild1+nexMrwlfEe8GPe8X7xtd4D3gPeA94D3gPeA8V6IB4paimM+kLrSqJGRn8jiFxz0DcGud1DlAHEBba69bGqXcjuEp9xWfRKR2KFSNOQIUOA0aVTZBgPaRPglS1DsRwS4U2NALAYgU5QkkGUUY8yfjtgWsOjeRntgkyyoOha+y0GsNPKEKjNYSK6lZVBH8A9MgkKpW4LfbMZtEa9tZmQOCF3RaeY414MQpL8QdQD0as52u6PvQe8B7wHvAe8B7wHvAd61AMAo4LcpAB8jEMBtdDjlmVkV8E8bQMOUS/Dz6gjaMtcup2+hSbC6BJEyrFChEaaDD30DhpES+Hk2kSpeWEAu3mvQJMgcvCinnEsuaJC8pywRHQNTV2nGeoapEtNZAgPWxNMD7Uwo7uDTMmdgqARbGiCWJiBengbg+IouPSRMhtso4ZAzLhbj4ODmmxBNDkJ4Y7kkxYRPsAPPfIe4BeA7773gPeA94D3gPdAj3kgG88xQssp39CjYMo5qZ0GEAtCBUaMDIHjEFtR0hzBMcVsUUVhTTFV5IIRtqHsYnGpcbUAtWNDekEGzZzsm3F4BSfyE9zs0scYzVWgwWLyQaDeE8TsQo3X0FwUqb3RxMcSGCNNpsUX8nvAI+/8/vGt3gPeA94D3gPeA94DhXqgEBAG5Fco+MurFrqwAbaKNOxBjpq8TPkaWZ7KLpKLDloEKOciKKQeivDaYCgj3kCr1IBGeieHUo8asdOw5ymA0m2VQ5ETaTJk0IWyO3WStEuzK42CZAJM0DSMvlCgBzzyLtBRnsx7wHvAe8B7wHvAe6BoD+RBeLmaitUhcs5SmrAD12KY2YgSGOragybZ3MrCy+DNJs6ulBrsBXnLoRiTTZwtsNuaPELQBA9QchUKbKFIEtggAl1vlCfKOFL8rF51urWzJAk88i7J0+o75T3gPeA94D3gPXAOPOBixFzq88C+XCx9Vu+CSyiNmIpW1Bgk2ttWiXZjgyn0ql7pI4WR8EKbhL5lk5FvfnNAK4Jh5K2gV40pSeHd/KpSkn32nfIe8B7wHvAe8B7wHug9DwC9YcslH00AkbLlojkn9Ww1LeGeSztsBtzElougNOrl3Ik3EF6ONJCYRYm+owaAW/qIw9LobN/3wiPvvve51+g94D3gPeA94D1Q4h4Q9BbppKnsh7BbTBULzfRHORRrzT7SqRI+NN1HH1GGB2Rfwl3ug6555N0HTvYqvAe8B7wHvAe8BwacBwS3ZXcbAC670td4DwwQD3jkPUBOtO+m94D3gPeA94D3gPeA94D3wDn2QInHKp1j73r13gPeA94D3gPeA94D3gPeA94D2gMeeWtP+G/vAe8B7wHvAe8B7wHvAe8B74He9MC5ySroY7x685x62d4D3gPeA94D3gPeA94D3gOFeiDXnIRC+YuhOzfIGxb2ZSeLcYin9R4YKB6QWeoDpbe+n94D/dID/jbsl6fFGzWwPNDHw8E+2mRgXV6+t94D3gPeA94D3gPeA94D3gPnygMeeZ8rz3u93gPeA94D3gPeA94D3gPeAwPLAx55D6zz7XvrPeA94D3gPeA94D3gPeA9cK484JH3ufK81+s94D3gPeA94D3gPeA94D0wsDzgkffAOt++t94D3gPeA94D3gPeA94D3gPnygMeeZ+d51ubZgzDpFi1DZvR1Hp28s6a++OmGZdqc8rKht3V1Jo+a5kioFjJx7cs/DNlydULt/RMmaDTAAAgAElEQVSUFT3UmTMX0+/O+Jl3pXQ4+/ik9I669JaFV6sb5s8WbjneX89Osc+B/toPb1ePe6B37ouzMNNfq2fhPM/amx7oj8jb+QtkMaQuXT1j4VNLX9nRX4Bc9ayVu9fMGZfszXNUlOzLZ638j3Vzri2KpzDi3pNcmP5+QtXvzniv+SX9xsKrnddKfQfy97DxMx5b0n/uwz4+KX2srtfO8BkJ9s+BM3LbGTP52/CMXRf4a/XMfec5e9UD/RF5JybWvb7uoXG638naxhZk/850tW1uqB23a1X93zw4ddKUhb9p1wTn+Lvqv0y+7sJzbENIffX1kz93dq8CZrj60hlNHzuyz16yI+zcFc2r3Rn+RtHvznjvuDIxadHrK+1bZXJmY0sX3YhtrzfUjt256gfzH5w6YUr9G+394y24j09KH6vr4TOc6wYvUE2JPAcK7O05JvO34VmdgH5/rZo3q578gfqsXOaZ+8AD/RF5B0Gi6vpJ10XBY6Jq4oPLvncbV7duqv/WU/33B9k+OHG9qqLt/Xf2nLWCyomLfkdADdt7iyYmzlpejwlIt7/fvKvHpJW0oFh8WTVp3rK6Wr4PU5sW3/tU6UQSndtzmZi46D25XzK/WzSxsjeN6ZEbvDcN9LJdD/jb0PVGiZXbd76zK1ViffLd6dYD/RN55zI7UXVlzVjV+M6KNW/1j9G2XNaep/WpHWuXLFu79zy1vluz0ztW1y/7tX/UdeuofARV464ZK2/GqeYVv9zq78N8zupvbSV+g/c3d/eiPf427EXn9ono9I619cvW+r9GfeLsfqXk/ELeeVyX2vHKTxfO0DOUMLfwxrlPNW2xESkxkz9at7w470YJZB0/Y6ElTrc23eXEt0rERWxlHnu4Kb3jlaVLnpqrlMAo1mMmYZrffCWEFtOqDrdveX7ujaP5OBLpEdHVuqVpidtf6vCS7uPfyaKFM8abmF1y04otNmAAJt14xfQfbVLPgr2rZo8V2rjAjLRj7egb571so+/NL2jCrGZYZvf3OD151FkbfePc5x1LpL/o5o+0Q4zRqhBnUk6uYTc+snZHCnEm115x59Ob1ClIrZotvi4bduvcBz4fVjDs6oVvpIMYmyNnInwYuQ7RqR81bTFnXGjhtxXOVcFqh904b631X1jmeXQU6X7/uA0DWLXcvQ/LQvd7YKKP5EzQeW/f8qK+bXNfZu55cR4msaey6EcBz7CMuY9cRbnnT7dvaYpeYXKH5r7B/+c3HoiG9fNEzxgb3I5nlamnj80Yr5+g0ScM0+c0L0uarzgTD3R3GwbZUw9POg9zTKbCn0N5n479wxdb2a2hvXQbxvyNkKd9dwYVbw+u7Xr11xN3+YuFPNjNH5XsYBLcWddOmP60/mObWjF7dAWTO3/6899NMfdm+Pmw799Dc3XoDzF6/QN1e9onFXwIWMD3LG7YFx3gJE70N2x3F1PR7ernzb79gpXdKGxplJ+zQanjvImja3NdjerimNrGXVpIy+t1U2gILjml7nXEhHdsb7xnHJElx818YTvHphJlm5kKmaxZ8NwLM7UkJbB6SsNbmtZIQJtRFFsJubsaa8eIDGtq1/Z1i2rJhqhJqNHxsmRTR3PDVBk8DJKT5yxgFmWP0Ut0oY0Cbcn45ORFr7d1ZbreaphSTUxKcldL40wt09XV1fb6osnUUD257rU2OHP7CzNlbui4exq3dxgVOZyMdlfy9LonZ7OTSTNvyZq617UDQautQltN3WbV4PZ3et1zD7M9ih9f1oGkrblRnaNr56zbl8nosxwhM3ZLwXApz8v0AHRb+7Pr9boa7R41hUA4rXy4yLkYTH3NzMZm7kfcGScZmlJUG0sCsV+0mKtInQUOm+azGTJGiHt3D4d3p8D2VF9dzBHvw3D3+8NtCBvWfb+WLvKsa95cD9Kh5gZ+gsAl1ZPnPMws6rIMXZPWX9YzydsXPBl9mFxft/mYoj2DR0Hgstv7KDn5/gV842vL3LvbWmbua/V8yLRsbpjJzyJFn/MGb3utbjI/SaAgObWhWT8TTL16ULjPgbANmlJUG0uCcQ+tw5OKN1OZyzzbk4FRgrO766i92HrsNszssxPxa77T+IL8xVRXFp3/KQ3ysHP+nqJaP0Xt3e1Woh/WVOfG6bXb0Dxjcz3tQ3+zzLV6BvaMub3uyYfM3SF+Cv8pt6hjzpo2TEtTf23hSqM3+zwf21x3vQiLISvgbnL/zsY/H5w/xIAYT8yJ/Mm9ds6a1/TfWWVI4D5/HJxQ2jcsOp99enqvpk+VmW5038l45O088e2j3FY6t7q5/10IZSqhv6a24XWgTweOh+6Q2D9OsZXxzxplvwNGLVgxDy/yhyNTIWn9lylEZlyXsU9MQ6A9kB95G5faB4FmDD1nXZOMCtFv6eFBdR86N7aDsEHvPFMs8naFB4H6Q+78DYizzYqN6YLjGCo6FlqlAvd1X+yJCAN9cBv59g+MkZkcR89T2eyF5FxyRrWltCfXGGNVWHTVxbDPEaXU9PZX97eh83c09IfB9sK8VJjuu141jjpHt6Gx3/jfuSxDDneuCvW2rP+oh8jsKTFdgxc1rLfw3bnxla+cGqtLX5Ms1l4tob98zn2kFOmXN3uzWLOcx5GrkeG7pncUhQwI3T6amEVLZ2POdeiqMN62r5rGeGOM8ZupgdqQeW5nBkL5HN2G9obFs3xcbcNmejVyHsXOMzD2gomtdC6/uOdAD9+GThes5PDT3v2LYC9pfRFaLnOhumbjyrTDNMAMPPLS1WbTPzi3j30kmge71uJ4Mut6tnrDtxIIDbu57wyxc+84DzT9IIo8HwwXP6ke+gWNRdpRSFspf4ZwjOvBGUQzZjiVpXjDottZZ6cXK8rZ0efFDr+SLJ7z+GqKg8ALbmPdLVU8ay+95el6rgzGTLvjRj1iM+rKay7lXrVuWLoyJg61ZubfPjipChRVU+vVrM0gSP3m5fX5ZhYmPlszQY2WFuixCyfUXJY1t/DQW8274yJjx0yb8/VJVYnE+Ltf2oHRpj0rZ13+/7N398FxnPeB54c3dMpD+WJDC5UjucxEAMVhJNF2kabCXECJa6soasmVjwlQ4AG2IpdFJ4BMUlYsR1nKwAGxtuiSLQlQSF4iVkkhDSxxRMI6HhGRWjumJCakAItZmzatkQiqQq1EuYgAypXFsRNM4Z5+e56nZ7pnevDSaHR/8Qc509P9vHye5+n+Tc/T3aXZFF4f2P3cT43lmdu3bLDqmK5tOWScnrp6qKW2JDc7ifdHnn5i0JxDktl0zwZ7NTVvPn/yQN/Zam4hnGnef2SXKG0q/dst2z5rq1zKvaEmrpSWvWjJ6o5De1vqxaYfvfOLf2D/AJG/kHvzl+Z6v3wzd8Ga85JZmb3Rqpac1+jbUmqr1KXh06N2Ast3PH/Vx9NVptp1WzZZP19cHjrysjNH5J0XjryUz9yx88HPGB3G70/1w4+saviEtabqMLmhYyZv4c3cOatQqX9+6fSbVjdIL9/xg6tTVw+3OL3XL49ILDcmCLV1m31JRJx7H7vro0axVPUjOAxTqgtphPlzObsBtIXiZWbTtu1ra1Pp5S2HjCseK7ZLprHnSNftosXTy7dss/tP/tL5i2qqm5F+VbsCd4Hku8xn27b/Xk0qU9/y16N+473wdu7ce+YW+UsvDdsTmNK37vjBlbL7ByuPdO2GezZZg1kfYmMvHxm6nFn/5QfvNNtalsf9ojCyv3vwsrEsc2vDaqsvf/DG7DIzPed6gBkVz51fst/N5jBM3fz5r39pjXE8/ehd3f/F+bVZ3wd6WKudm8eH3otmexjObG8v+qk8smjl9dktiLjzub6W5eKAV3Nny+ftX03VoVzt2DPLsjd+0ExPBiEVJLXM1ctAo0mtbr6quH/Itj/x5JZ60c76NbvOQu/dFwO2CHmW3i6AyNuZjLtk2cZHB1ObOnoODb/9vS5xaDT/CmefH8jZsYxmIvf4qZQT9Gif6kNORZ+plBpI+srTeS3u+GvEwt7Rs0+CN9x807U+H8nFhYkf/uMrpdWVn/u9KJw7NnC+9ENt7xm1K1and/uFa1Zt3uQE8cd3fmpDkLnvGssNG7bcbgceQ0dfsB5CZIUdm77Qstz6RFtde6n1Q892tHnTq+5utvfaYyd3/sf1Rvmm0ZxaxqG9dKYhLl62uXMw1djR0zf8s5fNiFMUQau+XqD5HobGDX3fCRI9a4XOLL25rtxXLG3VQC+nsyvwSXhp9ibrdIPP58bi9MrNzTdbn+dP7vyU2cO8vuf7JOHx5bMw9sLRofz1m7ZtEXGH/9/7Z48N5ayPPctp7YdnWDz/7JPyyRwMw5QKFkVMJi+eTvnEoNOQnqNhOO29/TTKU77Ws36/rGCjqahQnuOuaB37rfxW4P2xanoGrLfQTJcugMjb9Wvv6OGuHc3mt/OZ1lxur0WfctlsvRAXLuzt7TWvN1r8u90e3xCqzUj7ll/tpgtsfS0Ilucm5Q2Y1Pn+4lql12x/zpr0Lz7Jn9q3c+OyxSuaugNevVh6zs8KO1Y//PXPlT0hre95X+2+7UP2dTXXtVq/M6hSptc8+NwjzlS7MbN8/6G+6bEFEH+r32pFKPuaGIcta8qSqDoHejWXw9C4pLW39ynziuQP3db9aqACzfJKs74r8CvfNWsefEJO17ZHQH1Td+Wrr60EtXFnf/k0f/PJbvt6s8dPcFohtK/Kue7brEvFFi2+rnXA/c1yhsXTMkzmyzkehqn0x7Ir5+jxFLM/DGe2t5/F8ugHDvmzrRwR+s+AAXut3FacOiwzmgKmNpPVGLAz0fPddgFE3r5lNz7QI56yK4b9oXUF8dLbWr/W83J6y6FL7hlj0y6NNiCrSkPGrFVtNZ8rp2ubu/dbF67lBr4z8HohlX+9/6B5A6bahofb7/adV1O7tuvvztnX1VkVyA12Nm1oPRjo1iHqnJ/5A0jhZ/3PfD+1/t7WVcHvryzn+YkIVf5dfa1rrXnGMF2ztuPkuWNd6lK5/MXBRzdu+OP+hXLy26NXRHYYpsyb59xy7W1bd/b8Q2rLwXHXtEiPmszBojnaFfiXtOb2rpNn7Cu8rbUuDnZu3NTaLwZRxb/iGKLw+pFnhv59fXvTqnInvN3Jqumzsv+LF85NymdUPHdGvHMJJHAYTnNvP/u7hdotu/dbV6me/+53/lYca8yBY0y+yjT88Z/cbc0LdbVW0DflR1PQVGawHgN2Bnh+my70yFufK+JTR/2nNJ9VnMWeczGdD6v5v/D6M/dveXTwYj6zfvfzh7pm7+xghR+JfMuo/Ybos86s1d0n/eoXp5c3P7bLvPtKbqA1u3jRkuzOF69v3LXn+JmTziQHn0Qz9XftOjz6L859LcRa+YsDPQcCTWSX5/yMmakjI4f3nvxApd/ZRfp6P3zn/BvjPgWzF6frN3Ucfm3yghZ/XzzcfeBHAQKj8gnP16d69X3KMB/DMFX4yZ777+sczBl36nj+gBiHszmNxKeiRYvnbFdQlI/7bbr+ro7Do/K2KsaHuYHuPo8rXtzbGe/Ul08xRer0SN+Bk6nPbmv57UqBt7Zrqni9x0yKV1pgltgCszsM9TmZMyOe22FY/d5+TsqTqW/e9efGqSJxrLl32eJFi7M7T17f2LHn+LmTHcYFUdX9VTOaqkt5WmszYKfFVmajhR55p7SJsz6ztCtNflLXRqTUDF3P3761NcuQio/ePysOV9aPrLW111Y76Mqlrc9sq3A9qCsZfbaWnLzhWqNC3V3rhvKmMHqwdcMfDVy+Q93dbOrq6OFvtt9lXCIS4M/cI7+y37lgyAmIK/ycqp3zy3334Ye/m6trvD/AGYvK/bCkxGb8/d+dW1KWXpNXskGEF1Su/jwMQzH7XHxxsi6U/XDttb82H35ztysIUBvjeHnoFXmPUScg9ty5aclpXz6/+42Hv/tG3X1f8P+JSW6n75rkD+7yU68XPsXzWpVlgQRmPgxT6oo6dcGDZ4cJfDQMZxj67O292OZkt1B4vb/1ntaBf9FuRzs1JSbHVjhcaVfCuIpa/WhybT43bxiws+e64CPvVPqTre13WJfPa/cTMOcmGkziW+f9pY8uVxcQaPNVMvqkAnWS+L2zR08aPx6NHvnqQ3vtS4gCN0D+7JlXjdt9jJ3p/rPH7XneM4qxtH3r5cFvPGpPUTDu8L913dYyEyquWdV6r33HYucALObqmNdOGZXJND60XT6wWq/7qR9PCKIzjzXtGHLfqyEwwTRXfP/sgZ6Bi+45opWTMp8QUb/jhLzFiqqL/GqhTifYrTPxUmfTI2oTdc7v4qlTl7Ofb7kzyBkL9d0mn+u+b2vvGZvLeAbBjqatveaTKawnUNzafuLnTlVkYdRxzvloQf0f7WGYyv/k1KsiBBc9+TsPPe7M81YDIQzqWd8VeBfaeGTYkvp2OVq186Dyy48aFO+d9Rjg2pfPi2dOXbzp819cH+S3Am3X9Gr31i/12s8ZMWbTPtW+1R4RQYrnXTGWBhCY1jBMqTtKpVJyXmLmjvbWT9rnOPQOM4Oj4WwPwyB7+7Jos7dbKJzt6x6oNjoQZdOGp12YsTOdf7jjxM8DjaaylSv7YeBpqwzYso7T/1CfiBfaa1Hcsnnpt8yUd33230LdUtq546b7kTHOlvLOlCJ/+6kozs2zS3PR74Jp8WabDzy7y74xhXZvS/3WmM4jabR7ndpNk2noONpjn37VH1KgnqTj3BXYKa3f/9ot+u20rf+cJ7O47skqH/4iUpNPsXEeMOS+Ub+WX2ndrcT1u73KlD0XOvfotYqmnsohyyA+kPd4di20nvLjurWwq5rijbj7bEffsHhkUumf1cTy9rTSSt1jW2zj1TrmM4ns9LTbxLquZ3Ky82px4zPHs7i8qmWdlOuae6zyy03U/emdXOb+f1HOCpnoNXWGjO8m0RuGHhdXiBuSHn3SGYfqYTHavWydG9X71tP8QJdxRr3rLrnOQq/OVnlXoM6cKVXR8a0nhZUtmX1fYed5BfLpTuoe22JzvwEuU1a7StcF7vbnPkNef3pI0RiQJQ9UPFmMRLyYp2Ho7IuMlnKOCM497OXx0WmA0g5TxdFwzoZhkL29V1913aXb7KlBdgvOo4W89xXqft5mgvo/5uHKeRaEIyr/9yyM8UBAefDS03JKa6xg/lXcP7hWcPZ4ngv1fZo8ZCdmwApZ2SYhvAg1M1mf8pUsPVYVPVRJpqO9uDLcJx7PJG+2IB5Et3vPcfX8SnNN7XCytmGtvEeceLLTk4fM5who6YmXYh7udvsuFJmG7QdEqOQeXcYxqXTY2NdDyKdkid1aQ1uPKIp752Wspu/7rNGlBfTushS9ExM4e9TDqERlH3ciUXcuRqr6BX/igY6HnlQbGkV7soTJyEufIVrX2GVIeqb8rnoEl1UDOztFbS82QthfqYdr2kvFkwjeLFnoILi17S3kf3LX4KIR7M/oFRSrG3XsG3bv+LTWEc9U6jpW1FGchnbF63Y+vi1ufi7c9ognkcq+lTXvvufsJU3XPR7l8+p+rnrNyRuBUy7d0pq6nrDguWnUhqExiJ2LWcUwEePwqnv3Yo6O0p7mfVWTU+VSGbH+r/SHbpjddEa7AushHSXjyDWcnfLo/xs9cLe2JxQl0fcPzqoeA9z5yPhf7prkUzzkp577AeeBnVYP79CexSvCDnEfWOcBlsaOJUjxZG4JeDFPw1A2sdhFfqrBuUuvd28xesRMjoZzMwyNJ9SW39v79tXp7RaMI77vvqJ0qJo7AfsfeZrJo0NrhRHnjL4p9lFyJWO4lBlN6mk7Mi/9cC+SKSmVcSB+05ni6Gxl7Kk81xRPyE7KgBUWkj2EF6FmJusTciWdfFXf8jqR46zF/1EQkF/Ki2IgeZK43IPBZl4B6zR80V5s5slGKwWGYbTaI1KlsQZg0eiLVAnjUph5GoZ65F3m8eZxUZ7besifbYsOGVdOO7e4JeSY2xaYceohD8OFP89bgPEXOwHnIphMtvlu1+3MalZv/sxvmtX1uaB2Vigm/v6pnhdT+tz3WUmWRBBYGAKFie/9Vc/JD3heJLMwakApEQhNoPCjvr0vGtckZTdtdt1/tnbN5tuXmsXQLi0LrVhkFF0BIu/otg0lKyegXwBUbr2gnxVGOlcsMq99FFept/3Jvst37H5si5y9FDQV1kNgoQq8P9L56UXm1cmF0f629v2X1z/yWIWn5yzUqlJuBMIVqK3ujvjhFo7cwhdIUuQ98eNTZ9+ziPNnT7ywgB9cEn4/CTvH9Kqm9vUi7s3nHn/4q+oBlGMjB//MvDdFtnl/zwNlH+c+rRL/dN/G3xA3YjVuDrX78TlIf1qFitlGDMMoN+jFpzdeu3jxsnvF3Tx3/+W2so+Lj3I1KFtFgbFXT/3EvnVU/n8cfSHQc8YqJprQFeQtZXJ7H/rqEYdS3NXnue3G/dDEBaxP7H/g1mA3w00oYeKqPePpMdNJQChPZ7OZbFN6UZTnbStmkgXbzq6AcW3Hkx3qWY/m2DSul3xGvwZltvJUF96VvxR9tvKLQDoMwwg0QnSKIC9HK3PvoOiUNj4lmYdh6HG5vHVFb3xUQ6+Jcblnj341pHG88rzTQ+hFI8MAAiEPw0WiSEYPCfdv0aL5yTfcWpIbApEWYBhGunkoXDIEGIbJaGdqGWmBkIdhkmabRLrdKRwCCCCAAAIIIIBAzAWIvGPewFQPAQQQQAABBBBAICICRN4RaQiKgQACCCCAAAIIIBBzASLvmDcw1UMAAQQQQAABBBCIiACRd0QagmIggAACCCCAAAIIxFyAyDvmDUz1EEAAAQQQQAABBCIiQOQdkYagGAgggAACCJQRyI+e2N/b2VQvboG26Iam/rfKrMpHC1+gMNa/dYnR1tZfyC3unbv5sGdRnuvWtX+rt39kYuErz0sNiLznhZ1MEUAAAQQQCCxQGB3asWHlxm07H39307ELk1PvHG75uL5xYfTE3qfa16lIzYiN9p5wnqjorOpETk44J/5fsrV/rCA+9/hoReeI8Ql/8yKQrm3pe/v49rp5yTzlnXt6TddrU1cvHLsv9dwjO1vv+HRT78gEXaTqFiLyrpqMDRBAAAEEEAhRIP/6nq80PX0qn6pdv3vfk5vq3Y8iHxvp3bp82cYHvvr3v7H79LjxxL4rwz2ffWffIw9sXLncHRul13Sc1oO5uu3H3+5rqTXSc39U27D9by/8tGuNOye7yoUznSvMGN+J2kOkmP+s5FeUJU39Y3NbnHTN6rWrMnObh3/qfrln6jftPrK/OZPKXxx8ZOuu45z59jf0/oTI29uFpQgggAACCERCYOzIrkeO50VRMp/d1vLb7mA4/3rvF+7YOXBRBOU9g4d2rK0xSly7ZkfP3rZbUkZstPOO39/zujov6QqnMqvWrq6R6aV//dqaD5ibr+/5wcneLUUBvvGJ9Tdx8fwloziJ/CtMvJG7lMiaa5VO1264Z5PxlSB/cV/nUyPvax/xsrIAkXdlI9ZAAAEEEEBgngQKYy8cHbIC3aXZm1SgbBSn8Pozf+QdlH/0zi/+QdYscf7kXz31vZ9XLvzES90P7c2lahs6/uZvd9wq4/HiDcW8l+59dnmKP4v/+8Lo0e5930/s1w7VwDV1Ny+1zsafHzh2Tn2zU2vwyleAyNuXhg8QQAABBBCYb4Ffvpm7YIV6mZXZG10R8ftn+w6c9AnK06vubs5asdFPn9v//QrzIgqv97d9uftUSoTdR7tuN0+ce9VbzDO5ZeVmY96L+ZcfaL1usTlnXLv+z5hy/mhTvZxyLmacf7t/xD//sf4mua6Ydm5N4fBcKEs0MdLvmtRuXvO344g+q90ohX01qlHAJevanwpwRaCxVe+32tddZ1ZK/LOiqVNsZgeWYp7JLct+/+lTdl3yg632er6zbsZG+r+tpWaV5OGhUT10L0yMDDgXzlrZCrHeE651nJpPjBx0JvMvWVeUjrlOYPwiHxNoQNbUyc////THsis/Yn6cv3T+IhNO/KW8PjGmhIX+JwoSep5kiAACLgGGoYuDNwjMh0CAYXipr/F66+idaey7ohdy8nSHHVunij8Sq2mfprIdw5POllf6Gq2AXMxesRO8crpjfcY42/2iOU3cWdP7/18Md6y2ypPKNPddkemaa4+/2NFQKz7NNHSdHp+cmsz1NVtn3rPNfTn3qir1yQsHmuvsMjlFmvJcKLaRy+0sjEntzXVGlrIwk+OnuxqM9KwaXb3Qd6+xQipT13bMr4KTF451NRpFLSm5VDILrKnKoqqa6K9k3TPrO06LdpscH+5pNKp5fWPfJWdFWXhrnau5no0mhLOOaqzrP9fRJZWM2og/vVlFikHxi3wUaaru3r4LV52yiesFZFdxyqM+07pBUTHUOgvmlbAMs6yc8za7L/8ggAACCCAQQYHC27lz75nlyiy9uc51Nrr8fGt1VjKVupR7wzlxW1xF464pWz7TfTKfbX+iw/9sd/Fmnu/f6v/y1m7jlPD1m9q+uFZMjEkvb/mLDjPQzw3cv3PP6/q5XpVC+rduypoTzNUiccWn18JU6q2BR/504KJIJ7P0MxvWGHNvatc88OjO9Ua4b/+NDXz5M53Gafm6/+PRB3+vJpWpb277vPEVpcyk5MLEKwd3D+ZSqdUPP/EnVsmb/8T+0pAfOvqCefsXJ4Mg/xfGBjruHxAJplJLb9+8RhQvXbNm22M77zADayuFwsSJ7q3GHP1UZtO27WvFOpnlLV8w50+XZnH5/3n8B1kjZJfReSqVGzp2Vs6xDowvfTKfbdsufFLp+pa/+PN7jIJdPHD//c9oVwWUFsNrSZne5bU6y4i86QMIIIAAAghEVaB8eB2w1PkLuTd/WbquMV9i8TJ79kjub54NMh28NBVnSWFkf/fgZeNd5vYtG26wF8sJwfkX9/b9qIoJwfo3ByeLlPoekr/00rA9vSR964HDt70AACAASURBVI4fXJm6esi8Scv7I08/MWhG+Or6UZVUpUnJmWXZGz8oc7Nf+OgVr+Z6r+YIpS4Nn7anjmSW73j+qrwjZOFnB3f/NxF2G19UtqyzvzrUthw2TjoX3zXSOFO+/0BXcXT+zvk3xq1sA+NrPpvu2WDe1sb4VnBTdqmZUP7kgT4VzVtp8+8sCxB5zzIoySGAAAIIIBCCQOHN3Dnvk8hBMzfmS4wfa7Nnevx0X/tjJ/xOjVdO8v2zx4bMc7zuVVXUm88NPH+2itDbnY71Lr1yc/PN1sv8yZ2fWm9MiHYlWTh3bOC8uULJTwTGUr8yiNtXHzIiXjt8t3KYyb/XrNq8yZpnk8of3/mpDSUFTaUmfvzyK/7T36vLPDC+8nFlkL4xu9I+G1/py4m93QdvzC6zt5jONxNX7kl7Q+SdtBanvggggAACcRDQoqVK1fE8lWttVLPxsb3311mvL+5vj/rtma9Z8+AT1lRyUeT8qX07Ny5bXN/ULeNv9RNBPtf9u9bln4sWLW21TsZXckqJazd7e63rHRff1u3xRaJiCs4K6TXbnzNmz5t/dkFXNHUPyS8KM//i5GTF/wtMgMh7gTUYxUUAAQQQQMAQkBM5RAx6Lvem69yvW6jkdoTax+mau3aZN/8Wy8RM6D/ddeLn2qfBX46/cf6d4GtPf82a27tOnjne1Wh/WxAJXRzs3Liptb9ofnIm23Ha45rO1/weDzR6orup/trbWnfufTm15dD45ORwh33SepplrV3b9Xfnjn/TvKrSSiI32Nm0ofWgGXzP7n3BA+OrbybTrBWbzVyAyHvmhqSAAAIIIIBA6AJqIodX1mpKdCbbfPcq1+0Ii9b/6F2PfWvGc06uvelmZ253UfLO25K7IjofVPt/uv6ujsOjkxe0+Ds30N1nTGVR30aqutud8ZTQLZ2D9gOJulrMazerLVbp+pn6u3YdHv2XCyr+zl8c6DlgTKRWU6tLN6t+SWB85eOXyUdWZj9WrrP4bcfywAJE3oGpWBEBBBBAAIEICdxw9/3OqV/XbS7MIsqzm5k72ls/WSGWqmLOiTbB10Whz2z2vKDTc+K1mYTnVwj1zcGVjXpjxN+HXukTjzE3/6w7bOgTwcv/DqASEk8k+lHf3hfNOfMfqK39cDkrz6LqSXm8NuPvV/Y7N3O0L4vUbrh+eejIyzOb8R0Yv7LPDTffdK1HJYoXaZeQlpnLVLwV7w0BIm/6AQIIIIAAAlEVKHeSMl1z55edG+qd/+6zJ7UHmshbWNQ2PPxnX1huR6f+ldSTKj/nRDtZm//JqVdFxDh2pvMPd5z4eXpVU7t9dz91z43U2MtHhqwbntzTsX2NT1CrTtnmz554QdwJRNzr8KsPP54ruYDUeMLOkvr2IaemWmHsGTVaDJp7fOvWXufpMOZDbZq+1FvmmT6GzntnT/3YSNx+oqcFplUnpRf1zKvigtSJlzqbHim5MvWt/qYbFtXvUMtVOzqhrR4ED3Z/xZ4tkx898VjTui/1ez5JxyqO17+B8a9Z1XqvPf1c3Q1QPSc10/jQ9jXXeOXAstkTCPPm4TIvUXz5mhcIIDAvAgzDeWEnUwR0gQDD0P9JOlZCzvNTxINVGntOm0+KcZ7P4vFwnMnx49vVDGnXk1O0Z6OIYtnPf9EL67zWniYjVjT+nJUncz12VGenbD2jR63gJFH8f8mk6kxd856+Xc4je+SzWuxnu6iams8AEiW4pe34u06iTqZm0fR/nIfvOCuq/911N7YRT+E50GM/w6h2fc85OWW8pKjOw3dUauKV1WqZusaeYfFEIfEYHfvhPu6n+ai204spE9QbS4AcuGAUwnOhkXdgfHlHcCdNpxhuH9+MjMymNDHZOuYHC/EfoR9msUPNTFYs5ErKfHmBAAJSgGEoKXiBwHwJBBiGKsTxf2jileG+ng7zEYwiQeMv09D25J6+YdcjL0UdS6NG+ehHj49SqzuGf+EpI5/4KHKqa/zmcf3Bh+PDfU+2mY+QlCV5xrWCZ4pTVy8c+5q9lSj8geFxO3g1EzFqZD6iUszt3rO7zXxMpvNBbUPb4yU1vXrh+F9qIKKQu3r6RJr+f9qscZF/z/ELk64vGPr1miJxed1ktrHrmBkQF6Us1nlGZzBqINqktAwi3x7Fpa9T0iJGGX5VfN2nXjDxGMuA+OKBmof04hn57hF1VrXwzF37vNIXQpXSAnglWifMUi4SmTndN7z/Fy2an3zDqyE5IRB5AYZh5JuIAsZfIMAwLIz1ty5tHTAmXoiTiz/1uTVH/KmoYaQExHSa3zHv1ShC/7//addan3lEkSqzb2ECDEPfbafxAfO8p4HGJggggAACCIQjkK7dcI/9RHE1MTecrMkFAR8BNX0/wPW7PmkkdjGRd2KbnoojgAACCCwEgdotj+3eaFwjmf/+M/0/K3Pb7oVQGcoYA4HCxKtnzhq/wmTq7vtKgOt3Y1Dl2awCkfdsapIWAggggAACsy2QWf5Az/5m8VyXsZOPtG0/OOLc2WO28yE9BCoLiLuv7P5y+/6LIuxu/ssXnt5UU3kT1nAJEHm7OHiDAAIIIIBA5ATSy1sO/ZO4aK/n4d84ce9t1y66oan/rcgVkgLFXaAw0rli0ZJlG596967OPcfPvX7oC/ULen73PLXX/FzpGPJk9nmyJVsEIi3AMIx081C4ZAgwDJPRztQy0gIhD0POeUe6N1A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgIEHnHpimpCAIIIIAAAggggECkBYi8I908FA4BBBBAAAEEEEAgNgJE3rFpSiqCAAIIIIAAAgggEGkBIu9INw+FQwABBBBAAAEEEIiNAJF3bJqSiiCAAAIIIIAAAghEWoDIO9LNQ+EQQAABBBBAAAEEYiNA5B2bpqQiCCCAAAIIIIAAApEWIPKOdPNQOAQQQAABBBBAAIHYCBB5x6YpqQgCCCCAAAIIIIBApAWIvCPdPBQOAQQQQAABBBBAIDYCRN6xaUoqggACCCCAAAIIIBBpASLvSDcPhUMAAQQQQAABBBCIjQCRd2yakooggAACCCCAAAIIRFqAyDvSzUPhEEAAAQQQQAABBGIjQOQdm6akIggggAACCCCAAAKRFiDyjnTzUDgEEEAAAQQQQACB2AgQecemKakIAggggAACCCCAQKQFiLwj3TwUDgEEEEAAAQQQQCA2AkTesWlKKoIAAggggAACCCAQaQEi70g3D4VDAAEEEEAAAQQQiI0AkXdsmpKKIIAAAggggAACCERagMg70s1D4RBAAAEEEEAAAQRiI0DkHZumpCIIIIAAAggggAACkRYg8o5081A4BBBAAAEEEEAAgdgILJqamgq/MosWLQo/U3JEAAEEEEAAAQQQQKBIIMxgeHFR3qG9DbOSoVWKjBBYQALiCzDDcAG1F0WNpQDDMJbNSqUWlkDIp4OZbbKwugelRQABBBBAAAEEEFioAkTeC7XlKDcCCCCAAAIIIIDAwhIg8l5Y7UVpEUAAAQQQQAABBBaqAJH3Qm05yo0AAggggAACCCCwsASIvBdWe1FaBBBAAAEEEEAAgYUqQOQ9s5Yb629aIi6Ktf+WNPWPzSy9Bbj1+yOdn7brv6JzpOBXg8JY/1aN6oam/rf8Vp3j5fnRE/ufal+nClOu2HNcFpKfFYF5G4bz0peiM5SCNV7A1gm4WrA8WStCAoUznSus3e2SFZ1nfA8RMy5xYaRzhX0o+nTnyPu+6c20p73V33SDc8xftGjJ1v6xuauTbyX4YEELRDHy1saP6t7OqxVNnU/tPTEalZ5e23L47WNtdZkF3QlCKXy6tuXZc3331oWSmX8mY2c6/9PKjdu+um/ivuPvTg53ZP1XTfon6njpDD71/5L6pkd7ozMO52cYzldfishQCjw+alsOnTvQXHEnOT+NGLgW87ViuWFoDci5DWfnq95zmG/ADulbgo+3HP6n4223+H7OBwhUEohi5J1e03H6+HYZomUa+66I2w5PTY4P9zTWXRrs/uoDG9eu73xpolLdQvq85hMNqz4SUl5zl43cv8/hN/jMb930Wx+YuyoESLkw8vR93SfzYs3sH3zxzo+mV93dnOVbkw9cem3X6cPqW2Wmue/KpDEQx0/3NC69OPjYzgc2rlzffWYiGt+CQx+G89qX5n8o+XQa78Xp37opG2Tkh96I3sWN1FK/YSgOiKe7Ghb03iuMg453WwbtkN5bi6W1qxtuXdD2vjXjg1AEohh5p1LpmtVrVxX363TNmgf2/fk95uKxU90PPVXm56RQ7GKVycTF85eMiLT6v2vWdP3QCMjE32tda9LlEkjfmF1Z3Kzl1p/tz94/e2wopycqjmqvXa1YbH2LZL32jIRq1u7Y19FotmP+1O77nvKfYRRnrHnuS/M9lKps2vTHsisX/umJKis9a6t7DkNxlFz7R4/etxDOvFq7WeMIcfW1rrXqEDH9g443bXpN12tGLuLvh11rrvFeyVpKhyynw2dzLhDNyNuv2umam7JL7Q/PDxw7F42zbX6lXTjLC6ND3fuGphd4L5xapgpvnn7pnxdQeaNb1Jq6m5daX6HyuYHnzyZwHNKXots7k1OyhXzmNSEHneR0RmpajcDCirzL1Exc6vRXnU3O9RXisod17U/1j6gZKR4XVYyNHNxhX2dX39SpVva8gMlzYZnymB8VRk/s7dUu5hOzY0U+8iJM7dpEY8KeuCjkXydGnmtfd505fa/sNYhGyo821curBK9b1/5tLWXP0nouTKXET363rNz89Ck78M4PtF632F2AsZH+bzulMj8xeB8eGs0b29qXzpjLSy5VNIrZ2VRvb7RoyX/e9z99zYpasKhGvps5HxRt7tUB/teVO086+Lnu24xalr0Qx0ma/wMLBGgF2WdFLzKuSJ77YZgSpdqvj8NFrvGecl9YYs6anRg56FyD63HZtNiZlO9LFYan4iwaIGavHRjxmsBTtKb/UPIfrSpb9ysjaZ2n4m7qfSNqsne2Ypw+51HgIoEl9+z7n//uzjXIO61vLFm3Y6jk8p7ZL7mHnrP3srprkGKHto6Y8X/oqvtEsknyLW13La6MEsc268tx0RFH1MyaI160XO0VjdS0HXhp/6w4dt5VVz3K7IIcdIRh0c6k/BHBtwp2Y1TRIYvyLTmUlG/eiZF+7ZBvdp7r1u04UtJ3tVSKyraopKYex1l9aHCJp4a5UF5av82E/K/AqZDjlT7r52yxpjPP29hCuyTu+sa+S04iV053rDdOwWXWd5wWc8KvXrCv5MvUNR+4YM5NNdYcl5dCZrK7nj3QXHRxXe36nnPOujIFkajMyHOhSPdSX+P1Yj3xp4o6eeF4V6MxVb24SGKJM1/WKNPVXM9Ge/5FpqFtl7mJmZSWr7Ge62/8xY6GWiPthq7T45NTk7k+uy7Z5r7ctKrwi+GO1Xa2ruIJcSdxuyLWbHtRZIdl8lzPeqMwxl+2Y9jJ3qMVZFLGqs7mdsXcLajWvKXt+Luuunu/cW/u1wGmtGq6iuqdaOyXimaoVEfVt139dvJ0hzM/XvX5qWCtEOYwFD3h+DcbjWv7ahs6XhwX3fmCvNTP1QMncz3mHkSQ1Da0PWhuYnRT8adVUNfy70uBhqdISs7TLSlb3b19F65qmck9j7NDUwNEFFCriFzuN1q1RI2X09lNbe549sGi6cVFRArZrogsfxlPq2Sqv2U+t+vJ4l306o7hX9g1mIuSS72Utdtx+rNvH7DLMsP/BEqlFBSLaxi6N5u8cKyr0TiolRwX9D6sKiW6unbIk8vlQSRo/6w4drQVMtmO084hQhtBRQcdo15OeayeXNw07prb77SDaUrrKvqor9wh3fn6Hkomr/Q1OwdudUCXPd9ugqkrwz3NZhig1ikuesDdhXaczTRs22U2tDGcxJ+HXnEmvK8oICArrjOLK4SamSx35Up6R95ad6/bflwEncafWqgdAOSuSt+5yIUi/2xjz2lxJNbCcVcP9gzxPRd6R952+bUdjQpWtCOlKL12ew1ruDqj17WaWVPrH1kLbQXJldnYk7OP2VrKak3PhVN6SOoaxspWi6qtHZxMU9uB6uGsKpLa6fjkLnPJ1LUdMxpFZ9HTtACK/5Wb6wcYqaR3AJ+iFieYlPeVh6H2rdK1f5eNa8coQix4K8immfthKMuvepHqA9ruQhRffZewvy07B3vXaqprqHS0oSE+lrWTA0REEc55BG14agvlANEM1/fI79Bea+r7DZmR2lwrUtFoVRUwXtkFq243lbLDl3fV7R1cOw0vAY3Xx9MqmNxW9A3nC4n6UqSVc/ZL7qWnGk62kRtwNt5NcxgapL+uBbKy/CroVPtbvYFkpVKapz1+1R7Y6Rv6YVFmIYaI1j+1xvUeO2oFPUdtBOnFM0hlRqo8qi5qLBfrq3VckbfsVHKkuMa71iFlvhUPJWpNbccoM9KqaUXMxRWUJZebaGWTDaTvLvRjtD00nC+0vonLXHhRWSDAMKycSPA1FtBsE/Eb0O62bxw1JkWI78F9HXfVmJdqiFsMdJsLU9dv2rLOOft67U033yBWTKXGTu497DEPNdv89QfW1ojPazZ221dtil+3XjrywjvmVt7/VH9V00dWZj+mLiixU33vXO5tr5mx129q++LamnS6/guHRkX0/M7hlo+XlqMwsr978LKxPHP7lg1WHUUtnHm3+Rf39v3IK3E7pSqr8Ms3cxfsWSiXhk+L6SVmxst3PH/Vp3h2Nqn3R55+YtBafWn2JqulxJWznldYqhb8yKqGTxiNoq+ZGzp21v/OrGJVtXk1HcDMhX+mIWDMNGjrNhtXxEZ7H7vro0Yi02uFkIZhKrMye2PJOMyfy73pNVQym7ZtX1ubSi9vOWRcr3X1cIuzV6msFXh4qgGS2XTPhlqrcOo6lvzJA312t1drpioMpWmP1qp2U6s7Du1tqRfn+z565xf/wP7dMH8h9+YvLR0lkLrh5puutcmqv6At09hzpOt2sTdIL9+ybZP1o2L+0vmLagKhkfQsllzpqd6i9qsVDg12NcP7rzDxvf7v5rwm8GSWZW/8YHFBtAZK1a7b4uH5zgtHXspn7tj54GfMPbDqdZX6pyurmYwdlZDamUzriKASMl5V0SFVvtM6lBTezp17z8w8f+mlYXt6SfrWHT+4MnX1UIs9xl2FU2Wr6mie+Wzb9t+rSWXqW/561NhDeSfuyok3ERNYAJF3frDVnPi8ZNnGRwdTmzp6Dg2//b0ucWg0/wpnnx/I2cGhZvvBG7PL7B+DvEI3tW8VV4irqzb9YmIt4YAvxb1pjVPP3tGzTxragcpnjVSq5I4K1prqwDa7V7xdExLWkwAAIABJREFUs2rzJufgenznpza09wa8lfr4G+ft7zAatXettBb0FKhwKa22uZ5+hQ6gr8rrQALOBQCLl23uHEw1dvT0Df/sZTM2EptPrxW0vjE3wzAl7rz7TpXRc2bpzXXW179ALK6VAg/PwrljA+ddm5pvtK+mstsHH0rVj9bp7KZKS60vKUy8kbtkLfAMAfV1Z/J69kuunGdSrjnf1h6Gi6/d+PRFV2bWnO8gcdgNG7bcbh0c80NHX7CeAjP28pGhy5lNX2hZbn5SRf/UCzGTsaPS0XYm0zkiqISMV1V0SC1fPY3Ah5L0ys3NN1tb5k/u/NT6ikfLwLsLvTjitfYNvOgT3i4UgQUQeWs/Bk1NjR7u2tG8xjmHOivK2tFuVtLTExHX6+zt7TUvhVz8u90e3xD0laP4Or1m+3PWHHpRuvypfTs3Llu8oqm79Fond+HVt3/3co932p4x9Wr3bR+yr2e6rtU+ZW5vUnR5qFhLXQbkkWoVi+Yu5SoKsQBWdf2m+ZoYhy1rgp8Lrly/uRyGhYmRgd7ep8wrsD90W/erlUsTnTWqGEqpaY5WcZHrrO2m1JnjUAhnseRaPCp/DJG3vZOnJN1X6jtXKIZSVysTexhOjmuPvHBlL67w6+3tNS+LXHxbt+smqvZ66doN92yyQ2/rXH5h7IWjQ/nVD3/9c7M5pF3FCv4m4BEhYIJhdshr1jz4hHUJliicfbSsb+oOeLYqYIVYLRYCCyDyLuusj9KyK4b9oZgb81hT/dLbWr/W83J6y6FLromk0y9M+Cdmatd2/d05+zI1q9y5wc6mDa0Hy12sPc0KqhmK4jyl8+e+BWxxypHtAMUFjfX76LaCeReOW669bevOnn9IbTk47pouOettEnh4ypBulotQ7Wido93ULNfKK7lZL3m6trl7v3VNZ27gOwOvF1L51/sPmvdarW14uP1ur9kCXgULZ1m65s6Wzxc9nUjcIqO7qf7a21p37n05teXQ+KQ279ldKjXh5PLQkZfHzFkWqfX3tq5y7oE9V/3TXYzK76ZxRKicqM8as7ETq7m96+QZ++YKVjYXBzs3bmrtF92p9C/w7qJ0U5YscIGFHnnrP1L7NEUVP3p6zhr0Sbbs4sLrz9y/5dHBi/nM+t3PH+qavbODcv66b/baL/i+61T5Qab+rl2HR//FuU2E2Dp/caDnQPnp104efrNpnc/1Fnzn/BvjzvKi/53fUp143HlWgr550SbO2wodwC9lZ3P+ryww81bQ85i1YZgq/GTP/fd1DuZS4lql5w+IcTjdaSR68cq8Djw85QRi38Q8ECoNJSutKkbrnO2mzJLoc4t9qznND+ak5OnlzY/tMp9ynxtozS5etCS788XrG3ftOX7mpDOrKmXPcpG7ofLnBaZZu0CbGY+n+VftwTT51/d8ZUvn4EXjjiWDxjGn3C/DrhP8F0bEjM2PbNq2Zbm8FmJa/TNQsSuvpO9MyhwRKidUvEaFDqnnW7yp/b7CocRcK11/V8fhUXnvHWNZbqC7z+Nis1Tg3YWdPf/FR2ChR94p7QHgPrO0K02KKryZO2dPFFezyjx/+9bWLN8D3j/bd8B8Rrm4QL/2Wrk7K79RoE/1qZzqqiZtUzXTrpoqaFPZtLTcL80j+iv7nbs9lt0nqnnnqdSl3BvO/Yk9ASu3oLscRe8qb16pAxQlyNtpCMy8FbS+MVvDUMw+P7zXvoP7h2uv/bVp1KvKTQIPT31KqJzb4MrMQahmKGkJBBmtc7Gb0vck2i6imjkzWi38Xs5FyVOF0YOtG/5o4PId8vZQYtL06OFvtt9VP5u7cL86zXB54Ud9e180j2MfqK39cKUCaxNOct99+OHv5rLbvt6sXdAfvH9Ov9h6V3GlUnln4lq9/Bs9lwodsnK+wQ8lRvx96BV550HtIKgVN/DuQtuGl/EQWPCRdyr9ydb2O8xJa/qV7+aV2kYTXd/YcX/pI821s0fqN6aM/nOb+tL/3tmjJ8XMisLoka8+tNdr2ly5npA/e+ZVI+4cO9P9Z4/b87z1cpbb1vOz9Kqmdvv+2dp+xLw+xlg/c0/Hdqe6VVRB+7qf/8mpV8XjZsbOdP7hjhM/7G+6YVH9jhNO6KxuoqLfuMCjoOqcSir//X1P/4NxR4KJl7o9AdVePp/rvm9r7xn79gXGIwl2NG3tdR4D4ZGNsWhaHcAnLRZPV2BarRDaMEzZvbowceY7Dz3uzPP2PhxOV8DcLvDwvGZV6732HcRVMazptkZCmcaHttuPvw4+lN6a7mhNzd5uSgvpUpeH9j17pnjvNyPe0o1nr+Tvnz3QM3Cx9GL90jwjvuS9s6d+XLK/1Q4WVvHVhJOLp079f+vbm1a5ovXg/XPaGn4HnZ+nZnhEcJWomg45rZ2Yys24BmBJffuQc/sdrYI+IXvg3YXKhFcxEZA/m4X5QtiVzc59+UjxcyVKNlU3mbeeAlD8CABnA3nvTJG//bwA5+bZKecmtc66HvNBs80Hnt1lP0BEu2GnejKISqR0gl2moeNoj32+WLsZqn7zf/v+tbIEfi/UgwlsmaKb/8vttBum2r3VpwpiC3XLVadjG48weNV8SFCmrrFn2Lh7uoRVt1mdUvgiXlB3E3ctd3Jv7PhT5xklWgoid+dpAk7e8v9gJqoMZTuAnov9qBFplcQXQrlCtfW+7QwZ300CtoK647XIf26HoXevPvqkMw5Vd1VjSvRi6wFVvvU0P/DvSyqpCsNTjn3n+ThOmsUFULByXGS9hpK1fys7Wt2Vmt5uynn8iiy/KJU+TvXlVoFFkf60Qz77Qz2KwV0a8U7vb3K377VwDkqu3aFZMtsvRPk7+obFM9rm5E9kUiFdXUDdQb9oo9K9vWiUAz32U970xxpYG2r1dV08LZOV7Vihf6oO7zN2XCv43Qjc7inWs/Cmd0SQBRZp6fXVl9vZ+HZINdbKHkqmtJvZOzsx5w7ozqNC5MOAfJvMoFY45XcXqmBC2VGSbcWLGQtUHoYzzkJPoNKY19edvdflK1m6V025bozvWY4rw32Pt5lPdjTHlngQ3e49x9XzK81tVOSdWduw1rq4W6wtHh755CEzsnSnLJ4Jtt1+WFumYfsBseeVt7g38zBuulIasNr3+ZcPzzPT7xFFce8ZjdW0fZ+ZoFhVezKCuzBF78aH+55sU0+SM6rwzHHXc+/MDYJUwUlZPgJNFKOu8ZtmaqIWz+j52Fp9w9bzbrTnhtgV0B4rIPaew30d9lM5fQGd3I3H6e0Rz/CUrSJiC3HfuuBHu4odQLW+U1bPy3dkgeL/QjiUq2Rp367cPyu2gshQNcTcD0PRrewH+xnRYZsYh1fduxezD7jHtdE9/J/WYYqpKnj3pYDDU3yVHT6kjy9jHJfstowcAw2liqPVLLvrn+ntpsRTP95Uz/CzCfR9l+gGYuSbY1lU6YDYXbjFPEO90v4mWuFX2hOOrIxmtIMtW/LSbuC0rvG/flrBZTjTNyLtckmUsvgNQ21usVA3jjmubfUGMjO061uyXJUmQP8sRSsaOyUr6Dcr04anPOg42Vd3RCg9mGrPphHPkqyiQ1bcibkP5UbnMHcjRoF3a0GIWC72OY9XPopV3l24h4/M0aHi/5kLCNSZJxI8hUViVaMdw/0T94Sbj3zFr7G/02o+hkYM/kvVPCAjXB5yQyAMAYZhGMrksSAECj/pvfM/7hRXBYjA8addzow9Y45c5z1/0H1KTMATkdwrnk83m2H95mkYzrDUbI5ArARCHoYLf553rFqfyiCAAAIIhC3gXIybyTbf7ZrxXLN682d+0yyNzxX8YZeU/BBAYMELEHkv+CakAggggAACcyuQuaO99ZOuqxDnNj9SRwCB2AokKfKe+PGps+9ZLZk/e+KF0Rhcxh7bfknFYivAMIxt0y7gijl3mcjnHn/4q+oRvWMjB//MvBlOtnl/zwPWk9UXcC0pOgIIREJgXuZbp0KeUmNIF8503vIZ1/PbxVU+l/paovVkskj0CQqREAGGYUIammoGEhDPgPzL//cff/B/dYtHL8k/ca3if/3Dz/3n1rvq5cXf8rPZeTEPw3B2Ck4qCMRHIORhmJjIOz49hJogMDsCIe9rZqfQpIJAvAQYhvFqT2qzIAVCHoZJmm2yIPsDhUYAAQQQQAABBBCIiQCRd0wakmoggAACCCCAAAIIRFyAyDviDUTxEEAAAQQQQAABBGIiQOQdk4akGggggAACCCCAAAIRFyDyjngDUTwEEEAAAQQQQACBmAgQecekIakGAggggAACCCCAQMQFYhp5j/U3LRF3ibH/ljT1j4XZDvObe3FN3x/p/LQNsaJzpFD8cfn3hZHOFfbGn+4ceb/8yuanM8ouQPqsgkCRwFv9TTc4Y33RoiVb+8eq7OVF6fEWgbgJFMb6t2qHxBua+t8KXkXtKGCMs1k4norHa6ywirNkReeZAMOVw0rw5mLNBSAQ08i7tuXw28fa6ubq2QcVGnZ+c69QOD5GIGYCH285/E/H226JWa2oDgKzJ5Cubel7+/j2ummlmF7T9dNcz/p5OpxOq8hshECkBWIaeQvzmk80rPrIvNmHnrs8LTELJyQCqIWcXYASscpCEZCnr6o78Va2erWrG24lMChLxIcJF0jXrF67arqDJF1/2+1Lp7txcHh5LpxfroKjseYCFFi8AMtMkUsFChNv5C6VLjaWXLOm64dTXd6fVVwqzna85rHxXGVXsTyssPAFxt84/87CrwU1QACB6Qqk13a9dtXjoDRx8fylvFeiMzqKeSXIMgTmUyC+57znUzXsvAujR7v3fd9zjzUXRQk5u7moAmnOk0B+dKh339DlecqdbBFAIKoChdGh7n1DoR3GospAuZIgENnIuzAxMvBU+zrtohBxZce6HUOjrqsxJkb6ex9tqldrLVnX3nvCvY7djGMjB3fYyZWmY6yTHz3xV51NzvWERm7tT/WPTJT2gsLoib16pteta/92/8i0r+EU+e7v1ata39Tpma9PZf9tpPOWZb//9Cm7APnB1uusy83ED3bv/oNzIYu5yLrCUv6iZ61m/GtePVm0fMVXe3c5l2bKdVIpMc+kuuw0QEOus6neyddLOFi7a2nycq4FilrNHBgDIxNyIHpe4Oi5UMwzWbds87dP2QfXy4OtS62+4DFFyuMyZW0I+40RLwuj/L3fal9nD4tFi1aYA0yWX24zJvYm+h7AqKlrb1K0i/Ac+CKRb2t5GfVbsu7hoVECCunMi2kJ+Oz/VT8uOjAZu1d9nJbPNEjf1lIQeXU7e/L6pm51zJVzyayRLY4s/zox8pwzIowJZnKmormGc4WlOPrcsnLz086+IT/Qet1ic4Ubmg7+3x5HMXdZKh1WUimhpx9kjaSvW7fjiGesoKXNSwTmRmBqPv5EVcpme/VC3711Rn1rGzpeHBerjp/uacyK95nGviv2lpPjwz2NxjWU9jqTziUgzjqX+hqvN9IQW31u15PNxuba3+qO4V9oZbhyusO8gCSzvuO0yEEWIFPXfODCpLbi+IsdDbUinUxD1+nxyanJXJ+dcra5L6etqOWuyqylY7y8euH4N11VuHCg2b4q9PrGvkva2pUqO3m6I2tPwnOq72w9ea5nvVFg4y/bMWwV0amFsTCzsSd31V5bLq+7t++CWHg117PRmdyniVWbnZH65PjprgYjLau9NOG2Y0YTG39yYZl2t9bk31kQEI1RKZWiVpualF3U7iFmAmoUiO7U3HfF7GSeC0U/GO5whmJRJy8py7i8SDqT3fXsgeIhXLu+55wz4iav9DU7A8ApgMjrwrEua79RPFr1PYmZr9zD2Gs6o0ZWZ8q9i1C1u6Xt+Lt20eVCezcih22lmpZUnQXJEQg0DCsc7MQh0nVg0sbp9uPiOGX9XelrtAdJUYcM0re1Q0zDvdvMg6AoufOnjQL9qJFpaNvVaB7KrRXtfOXBWuwvsh2nnfL9YrhjtZ2gGndm0T2PYsYnRTsoeQTJ1KnDitpr2UftqSvDPc1GqYpysZT4N5ECojuEWe9QM5MVq1BJtYNQ0Z41VlVYKY/KavDYwa6zjop9nWhPxMnyAm19wKvDtrOtKKncXD/Ay4XankuWVg9h1eYlx3ipINeRAfGU2vVoJRF7VScE8atsmVBYS1NF3lOqyqmUQnZqrXajWpykrVZ1dlNTUqnOORKoRJyU5TpakYrbXenxaqYCFYahSF62iOp4qudk1vc43zVVv9UOZp4Lq4m85QARBU1lG3tOm1/CnbEglnmVymuh08H0uF9tK+r5rnNrFDmunWraqzlvU+qIroaGPX7lOtpXXDsKkcnOtMnYPn4ClYdhxf2/Gily1y1Hn3akk8M5pXdI2W/L9G0xclTkLQejiu+NAeqc1tFHmRij5ldZZ00nX5WaVjz9UOUanqLNZXVcGakdVJnDisLR8rJC+eJc4te5qFFQgcrDMGhKgdaL4myTwpu5c/Zvs//80uk3rV/T0st3/ODq1NXDLeb52/zrB//iuYvGSplN92yoTYsXqZS4udg7otLOOuYy859MY8+RrttrUqn08i3bNlknwvOXzl+0Z5IURp7uPmpmeP2mLeuc88PX3nTzDebWYyf3Hj5rFqIwsr970Jyimrl9ywbrU3ETlbqbrYu+8y/u7fuR+u1P5V/hVWZl9karBtqK+XM5u+ap6iqrpVHmZbp2wz2b7PMf75x/Y9xedezlI0OXM+u//OCdHy2zcfUfvT/y9BODJnFm1drVNWZt0x/LrrRuPnN+4Ng54Rag3avPmS2mL6C1mhpl6ZqbskvNNPMnD/SdLXOL9w/emF1md7Hpl8HZMtv89QfWiiGcqtnY/ef32MnmXzryQoCLNTPLsjd+0EnI+T9/IffmL603hdcHdj/3U+O1GtfiLmyHjF+Crh5qEbsXtYv4yKqGTxjFEDuTG7MrrXLkho4ZDr98M3fB7OOp1KXh0/b0kszyHc9fnXrncMvHzY34B4FqBSrv/7UD060Nq60jmBx9+dzA89bxyzvjQH3btWmmsWPfDmMwput//08+f7P9mT0KXGumUtdvavvi2pp0uv4Lh0bFeJrdgaDtoPwPK6nC27lz75nFyl96adieXpK+dccPrtiju6jIvEVg7gWiGHmnV93dbM+dGDu58z+uN+Za2kc0B2Tshy//qGiR81HV/xfOPj+QK01M7rlSKXuf8v7ZY0O50uRVBFlpH1e8re9XBfeKs1lZlXLtui32l5DLQ0deNieJF8ZeODqUv37Tti3LS74JqA2n8apw7tjAeXO7zNKb66zARUvGdgvQ7tpGvJxrAdVqrpxUxJmyvzK5Pp6bN9q3UxX6p1Lvncu97f9d1x09+xasMPHDf3yldAegra/tIm64+aZrtU+sl5bDNas2b7In0uSP7/zUBvcc8ZKNWIBAIIGK+3/twLQ0e5N1XkNP2TsmttcI1rf15PTX2lEypZ3BUat4jhf18YxeqR1UucNKKr1yc7P99SB/cuenzHjCf6cxoxKxMQIBBaIYeafSax587hFzTrCoxdipfTs3LvsP9U2PqfhbfYsNWM0or2ZcU9jb+5R5adeHbut+tbisc1XZGzZsud06Z5cfOvqC8di/d1448lI+u+3rzbN9fk7dKyqf6/5d68KZRYuWtlo/IMgKV2x3uSYvEiyghf7BFIxL03rFtZPi0t7Ft3WXfHnWzlV7p6ffQ/PV7ts+ZF74JS7QarV+xpEbpddsf866XEQsypv7rcUrmrqLrgqXq/MCgQAClff/2m06c9232bvXxde1DpT9OmllHbRv+xRU/xrss8rcLQ54WBH31X3wCevqLFEWe1y6rgqduyKSMgLeApGMvFPpmrUdJ8/ZV0eZBc9fHHx044Y/7rdOfqsh512rapbqu57y22k7uPIrBv7UuI1S0y3X3rZ1Z88/pLYcHNdns8lEZrOyMlHxQptwYv5qb/5k+e/r25tWze4Jbz1P1/U02nSo17rWGJlWandXUryZY4G56nhzXGw9eesODNfe1rpz78upLYfGJ9XkbLVaVeNaTRnXuu/V17rWmoOmdm3X352zL5u2MsgNdjZtaD3ILRSUN6+qEqhqGGqTrbX++cOuNdcEyLN83w6QwLytok3g1qo9ZR9WxBS127tOnjnepV3reXGwc+Om1v7XOfk9b42W7IyjGXkbbZKu39Rx+DV5dwJj0cXD3QfMidRyarWxdIZ/Ab612/NE5cxv3xy138R911EfFH6y5/77Ogdzxt1Fnj/Q1bKmZBqGue5sVlZlbrxSE07Er/a5ETGXJvPZbS2/PfuBt6qCNr3eXRb5rly7y5V4EYKAajW/zD6yMvux2e8tfrl5LC9fgPzre76ypXPwYkpcJD14yBhgnoWtOK71XYTnT+p6yTL1d+06PPovzm2LxEf5iwM9B8pNiNc35zUCboHKw1DrwJdyb6jbfbrT8X5XVd/2TsJZOpcTS5w8XP8rmcqHFRFP3NVxeHTyghZ/5wa6+8rNgHdlxhsEZlMgupG3VUszDvvvzv0BnQGmz9yyZ0pMH0WbXuwzbdSePKfP41SXZ2kZe8420z53vyycPbz3pHUT7g/XXvtr7g+1d0Eqq+aaaxtWfiknnORz3/3Gw999I/vwg8325aplN642O70K6srRcll4t3u5LfhstgUqt5o81urTPWUxvGdxVD1XRKbnvNCuxJUFcD7T/y/8qG/vi+YP7h+orf2wZ9Btrq6Pa+9LNivvIvR8jddm/P3KfucmbhXj9eLteY+ALaAPQ++Dnd6BPQ9M5Syr79t6atovxp7XMevrVn7tuRvx30yXCXZYMePvQ6/IO5BW/UXFvzB8gkA1AhGMvAtj/VuXLLq1/cTPnYrI7/QytNX3NUe/8ZV+68dcc/LGhq3V/oSU/mRr+x3mjGcnsjcyNic9Gy+ub+y435wLkUqvamq3742tHUrN+4EYK2bu6dhurWi8q+Iv/5NTr4oQvDBx5jsPPe7M81Y7hSCVlUSp/Nkzr4rTHhMvdTY9cqLC+Q9twsnFM6cu/2/trZ/0D1D0ClWbnVaF3ONbt/Y6z2ExHzvS9KVe4zlEQdpdLwOv51rgmlWt95p3uRc365Dn0qzLcI2sM40Pbbd/xdbOnOX/x9EXxHAUz6r8P1Vn1kuqzlS9d/bUjyeMbv9Y044hj0dWaVtpt/pRB/vM+ntbVwX5Gd3KSDxN46Xuh/Y687zVENaCj8uD33jUntJmzFTZum6rOVFEHePFhQr3be09Y5fWeDzHjia7P5sPD6rfoQadqmnZbwhaNXmJQImAtvPMex/stA78avdWa3cqkrGeSiZ2t053LUnaWBCob3tuKRbKb9eZuvu+cHeQszZ+KRnL9d2IdUwcO9P5hztUJFC0sSbje1gRV4r1Ny1ZUt8u9zBaLp4XpBZlwlsE5kJAnxYV2mtREf+8nNuL1jX3DJuPzXGeEZCS9+w0NnZu/l+EYj/DQrsHtlhBPvVD3hhVXygSUzfqtx6IU3R/flVYdUdwO02nGDJfa12/jFRKRXdINashEjn6pH2ezHV3cCcXv8q6b6FqreU868d5JohY6krTKoq8Q7nnfcf1J+no9zXX78psl6lSdj5VEIWynl0ibzFeod11QV7PSEC0XKXtZQdwHinlDEan1ZwE1A167f4gBt2Bvq85D83Rp5Bqt+a113UenOQk5vyvOqe4i6/1pCrnxsDaoDbWljfkFinKZ1p5ZnSgx37Alt6f5Xh3Cl9aMKfiRWvIZwU498LP1DX2DBvPLpFpqtskO/XifwSUgOhR6o33K5+dpzroyM5W0j31dY5vr7M/d4azlV3lvu0+WtlpqkzdewO50xCZeQ9tdRgV+3/1WAB3LlZRrbzUAbroKOYjow4r8qEEzgMBVOQg733ujc7SRAmI7hZmfUPNTFasfCXFXKw9T7Y59zYxx594FNaTh8zjmUxDvBDPgOxpkw/T0tcpjQPEpSe/0p8FYCbruh7lynDf4yo1scto273nuOv5lXbe48N9evGMfJ85bjzx0fnzzN15TpezkvG/NotdZNcjEnFfAabHK/6VtVOUT8QUVcs2dh0zi67HLpakesKfuZ3zPUd7eI2dngyFze3Mf5znIBhrTCM7sclfdpjPFLSKUte4q6dv2HmApdAI2O5OAfl/ZgKiFQIkIB7EeKi4v3sNjMkLf7vdHoyiMz87PP4r9VxJo721zqPPtqxr7PIcZUbJVO/NrG1Ya92IR6Skj3RjtdII2xk4WkZiIzHAJl1j03VhllhX7E2cTEQVHu+zvvkbWZh/RgcVT+RzVhGjrEP0X+ehusaIeEaHskuq9XAnIf5HQAmIfqLe+L4SvcvnYOdsYnTPDu0iwjrRPdVB031kMfqm9vBI41BUtm/LmFj0+ce1fbj4AtzY4dobyAOKyML6c2ckSqse6OOsoT3mWTsmii+x3zQPrGo/4GygH8UqHFbMqu3WjuwiDa/R7TDyfzIFRLcIs+KLRGZ2bw7xP3FbrnnJN8QqkhUCUReI/DAU8zd+x7r1pHik6yX7KVpRV6V8CFQlEPlhWFVtWBmBBSkQ8jCM4DzvBdlsFBoBBBBAAAEEEEAAgfICRN7lffgUAQQQQAABBBBAAIHZESDynh1HUkEAgVkWmPjxqbPvWWnmz554wXqK1iznQXIIIIAAAgiEKjA/861DnlITqiiZIbBABCI9DAtnOm/5THdOewB2prnvUl/LTO9ctkDahmImRiDSwzAxrUBFEy4Q8jAk8k54f6P6yRUIeV+TXGhqjoC/AMPQ34ZPEAhJIORhyGyTkNqVbBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPV+WCVNAAAgAElEQVQRQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhIg8g4JmmwQQAABBBBAAAEEEi5A5J3wDkD1EUAAAQQQQAABBEISIPIOCZpsEEAAAQQQQAABBBIuQOSd8A5A9RFAAAEEEEAAAQRCEiDyDgmabBBAAAEEEEAAAQQSLkDknfAOQPURQAABBBBAAAEEQhJYNDU1FVJWWjaLFi3S3vESAQQQQAABBBBAAIH5EQgzGF48P1VMpcKs5HzVkXwRiLKA+ALMMIxyA1G2JAgwDJPQytQx4gIhnw5mtknE+wPFQwABBBBAAAEEEIiJAJF3TBqSaiCAAAIIIIAAAghEXIDIO+INRPEQQAABBBBAAAEEYiJA5B2ThqQaCCCAAAIIIIAAAhEXIPKemwYqnOlcsUTM2V+0aMmKzjOFuckkzqmO9TdZfhZiU/9YnGtL3WYmkOje8lZ/0w3mKLGGytb+MfY3M+tObD27AjE5Gs77QJv3Asxut0h0alGMvAsjnSvUkcTz1ac7R95PdLvFvvK1LYffPtZWl4l9RaNbQXW8LB2DS+qbHu3de2I0IjFeyL2lnIzbakXnyL/JL+HqoyXym2RxUjc09b9VZZf4eMvhfzredkuVW7H6AhEo7iGqFzmvOLkTTlPO+0Cb9wKE45yIXKIYeafXdJw+vr3O8c809l0RNz8z/q6c7li/sGMxuRtdwqkpp4H9/q/5RMOqj3h9+P5I56fNo840whSv9FjmKZBe23X6sPryk2nuuzJpjMLx0z2NSy8OPrbzgY0r13efmYhG9O3bWzzrNisLM3XNBy4IksnTHVlnt5TtGDaW5Pqas3YeBuPxjoZaJ0tjq3OHWuz34tOfDvest95lm/tOHmr5uLNm8P9rVzfc6pQg+FasuRAE/Ibh1OT46a6GBd3qs340nPUEizvIvA+0eS9AsYjr/Zz7u3Jb0G+iGHmnUuma1WtXeexTatc++LX7FsR5ULG7fO2qEaZMXX2ta21a9pGJi+cv5eU7XkxLYPyN8+9Ma0M2qlLAM5ytWbtjX0ejOTzzp3bf99RINELvKqs289Uz9/z5X7TUq7GtpZhe3vIXNpGxtOb2jifanUg89YHsTb+lb5W+8Xdv/81UKlPX9p19Lcv1T7QUeZlgAc9hKI6Sa//o0fsWwm8doR0NObzO7yjBP7B/NCNv/+J774P814/UJ4XRoe59QwTeM2qU/OhQ776hyzNKg41nKFBTd/NS65txPjfw/Nlkht5LszfV+MfJisiwTq+6u9k+L56/dP7ihMvf+iZ58+e/uL7GtZw3CJQXiPYZ0PJln/Wj4awnWL78fFokgH8RSNm3Cy3yTompTu9MTf2wa801Tr3yoyf29z7Vvk5ekFff1Nk/Yh/b5M8fzpy4RYvMOeJFy8V0TCd6KIye2NvZVC/XX7Ku/amBEfWTupzqYK0hUvvXiZHn2tddJ+c/uOepO5PwRI63rNz89Ck78M4PtF63WG5i18XI+9GmeqcmxVk7Nbb/L73e4t+0kqwwFZxaOZtWqt100nTSlv8XJkYGenXDRdeta+89MfqLsf6tTt1E1a25IgWvhTKpohcCf92yzd92EC8Pti61mmFJ0399yuM6s9LqmCAerT82cnCH3YX0iUDVtUhRaRP4VgzGv+psUpdpGF1YDkbh4XEppCavj9yUZ8fwXFjRuewuIpXyGLATIwedPYqaky3zsc7hvda1xj/wThWtk/5YdqU9dSo/dPQF/SLIsZePiG+S2U2bV8l9msxJvjDGlL6TM7r9knU7hjxn2ouV5R7punU7jpSuVN1+wMhLzo6zx5TDUtQi8gqcsZH+bzt7RWuMivI+PDRa5sRDpc4TfNhKtpi/SNe2HLrq/lnVaNneb2ny+oGg6OBltKt5A4Ci5bIRU5X6SeWx867rqq1qjoapov4gDiLf7h/xudI+yOE1aIKi64rDl9qJiY5rHL6Kj6Wib/kPNI++KqrzmH1wFwkedEIUrYtW1NbW9XgZdPOJkf7iXYk9QsVB+X9v/7xWc3O5GR157CT1IkzH33DVjg5FnbBi55zGHkYv8Xy/NmdEhP2PqHSFLK/0WT9nizW1ed5FG129cPybjcbkk9qGjhfHxezKCwea7bko1zf2XbLXHn9RTbLMbOzJWZNAxHRVZ3ndvX0XrIVy5lxJgmodkerVXM9Gey5MpqFtV6Ockp5K2flO5nqcCemZbMdpc3qs2PAXwx2r7QaXs2ZlnZzyZBq6To9PqrrUbT8+7iQgV7ZfvKuurMp+re/AvVpJjHwy63tyatOAtasqzeICibn4wz3NRjEy6ztOi/n50sqSuXqhTxZStpHnQpHypb7G6y0uvQ9MDnc4P9zLFMxi6JNrJa/nQrH65Dlncm0q07BtV6OTpFFyOaHZ7iHVtEgpSHSXiLpWKpxqAsVi6KmZzVrTOJdhOE3vtLUzH9rKbFxeOJvJ7nr2gJwPbbV0qnZ9zzmnz3p2DM+FImlVVK1IwXYRxsRsOWBrG9oeNPcqdoG01Hy0NI2UNc/bY8XJK33N9k7D2UuYa1nL9VqXbiyrbO+XzKn2Ro91yqYlntnc8WSrez+g74JE4sH2A9oAcTW93DPLYSIStC/LuaXt+LtG6eWgs3vC5Phwj0nqHrCuigbrPFqpfIetK9kF8Gb6w9BduckLx7rM/Zi1v1KtoPqJ2MBxNnq33uvkcnGxgXXQCNZPAowdbXDpXbHs0VCW0+pCskelnD7mrrv5bjYSNC5iMUeWeRRWhwm7t1cz0PS++rmOZ7cXzckvGgsBtfUCOMcpo/IBN9diJCuucKIOGbpoSRldRAshZBbu/blqiGr8p+Q+TU9NdsJKnVP2hyr2MKqgnq9Elp7L52hhqJnJOlSupNy/a3sNM+Ra3TH8Cycd51irjnaq7Z1jklhX66yp0s21kSwz1Q4q8nipdcEpLfgTcZseKDvDSR2MA+5rnLqoPYusi56CU3X7f71qmbrGnmEjRtdCZ/0YH7R21aRZVBx1DJYxgdjVW1+ibBmNzrESLeQdTEsTLTXflUVRpJjoNHKv5LnQvbL9zc3ZF9jbytxlD5FJlWmRYpEov688DLVwViOVbSoSkDiq22hDTxrqx3i5UGyebew5Lb4zT6lwXG87745RTW9x8qqwixC9Sn2XsL80Ojt3rTo+jalvqzIqWVkOwJTef8wSqu5aspVYoDZUuy8rmnHKpvCFqRN4qe+Wru8DMjWVqdpc28uphVrTawu1fanZImKe+jGjKfX9rdKwvoGrIe+up0rWqZH43Gk7V4Aox6CoqPU9pGjYuhNeCO9ETSoVU1Joo8Podb+undaRhlonkftV1dZ6d9L7obW5bERtNbWtzEIPyAKMHTVA9By1plRZWBIyI1UeNepVpypim3mC8tApO6pTEruEzlvRZhUHmn48EldxWFdjazs6rasH19YKoKMFHdSyI8mGUAlq5ZGruY689o7I91RgEH89QZmLdnSQFdFDF3uXIjuDKrO2Zyu/hynqKh5vAwxDj62mveh/MbvQgvjn59979m9yXiXNrMzeWPKzb/5c7k3756F07YZ7Ntmnm945/8a4nYb5I29m/ZcfvPOj5pL3R55+YtD8LTSz6Z4NtVaK6ZqbskvNj/MnD/SdLb2V4fWb2r64tiadrv/CoVFx4vydw9O5NYH4zW5/9+BlI5/MrQ2rrRsdfPDG7DKz1AGn0t78+a9/aY0x8fSjd3X/F+cXg8tDR142f5+bXu3Kp2m66P8UfnZw93+7aCy5ftOWdfbdG8Qd34xfFMrJpG/MrnTOB+rpzcZryeifWOazbdt/ryaVqW/561FR0qvixhPp2WgR/xwX8ifGdL62bnOkiNBn72N3mcOnMPJ091Fz9GhNn7r2pptvMOs6dnLvYY/p4Nnmrz+w1pjcXLOx+8/vsbtA/qUjL5S7gnYavaXSLsLVHplN27avrU2JqyQPvWZ0h8POfUhca1X/pnbdlv+fvfuPr+K6D7x/WZF99eK80uDKm9p5zNNINnKxabw4sGRX2GqSB5NH1FkSaUWlxGs/sdOIFHCckHrXjlQpcR+npLYl17CpeV6mwtILvaDhVb9QDN60wTYtWIrZJkqIhQE/S9YmeVCQ08bctOG+9Jz5dc535s69c+/VjLi6fPQHzJ0fZ855n3NmvnPvmZlm5zcc0aOdo5A54IQkm319YtyWTaX+54tH3KNazeJN31HjDHLzlm7bse9BdURK1fx2+70fdknPTLzmjpcr/jggDpuZkxOv/9LO2ZvP73vRzUvq+PD+cWfw1tRrE2dSepz6L1+fOOmuc2b0iDu8JL1403MX8h0Eyms8Yd02hK86Z2Wnvj30zMSvQgqXvq7hfb8WnG9qUF2wmHYobjmwazZ92+b7PmTfbFB8O/HtKp6+Y9rDu5c1/o5z84Pp9RMj+0NOxL5sBD8Ul2D2xPAjO39obZu+dd1q58DljOdxTwq+ZCM6mm/dVMOW3YOfsu7GXth09yeXOMtEiFKmtrePojfPvjEx/pa91buXNrzXDnFEhGNGwV2zet2tzqFDDI3LTj7/7EimtmnzZz5S4P4WL0++/41/1NnBNE4duqiUAo2z9COMLzcV8WEORN6ZvR32GOrfXLPd7hXGzRnzHXb6MevYUyHV6TSjq5vvXec+TSA7vn/4eGA79dF0eHOmkWtds+T6K+XnsqbfPrZ/xL2oCL1tq5hjjTzgiru73O5dXukKp5lb1Knvv/RynnF4uStXzpwQ8zhqpHIKGEtOvDsT5l+3tntvqqWrb3D0Ry/13OqcF7PHnhue8EIysztx2RPWhkVAbE4AqdRb4xNvhAyqNMkWP1X0IcIkmV60pM4plJkXz5Q5n6VcjcyJoV0jGXk2CtmTuDtz8tDm322yxpzmUodsGDKrpOOAOWx6QbZ1nfCrlY0322dlfauofV4049SvWLa22R28lTmw+ebVecbImtyV13hSId3WpFm1U243nH/lmifs7zh0QfPHiHoVd8K0QxNXuVeAn2pfbNdtSe3EpB9P3xHtIfT06rVGs9+IqeISzE599+9fLrdjReSg8OIytb1Ei9+82GePyKtu/T2IE/5++N7233a+lfR2H/2/8Jcrh54dimicqZKPMHKvFTI9ByJv70cQ/UtQgM6+n6//cfuWiHeu6H0lsNj+mFudztni3i+1XRu2/izPE4/Jm+hd4dx4OW/+VR3DZR4HxO1csZWkiDTFl3Ox7fYSJRR3jVyiYsS5W/nj5vSre3o2tS93f9WIZS/iEjeW9GQixRwi5PoJTcurC/vHt+z3Bre9kGmIOgrVLL9v5wPeKNHJw9s3r7nuN+pbHy4//i62fPqw6XxJb39bkfrwxr+43/kJ0Ynbsif2PTXyVkPbR5d5J+Sa5Rt36hcvZOz8zr+htTf8btBi88J6joA37MEbW5/jou6f6+93bnCfv6I37Ffi3LjK+R7qli1f+licXTona8XNyNo/oTjrvtK74p3u3X9XdTi/SBeXiFyryATFN6ly62qaNtfS+tsNgyN+6pc/jHjfPVvXZm81bLmvzR0OkJBLUY2zCo4wcyDy9mr4PR+5+xPuVyneLOuH79Ybr1yxfnPf36XW7TrvG1nlrWT9H6xOeyzBr5o2tOqzRarYy0GZbALT4YPY5LNcytrpbJTO9OGyslipGyVUI5Va3LLyVblVX/Qhoqxyl7iR+PbaOp/91PqhICVj1jzpqSc3dx0ad++fs9fJnN770JrVnx0q9cvv0o4D4rBpfUl/Qg01SamBMYuvd58paY0LOnFscOBQ6o6ujfJBL7Ure7417t7+7pRpYm936+qOXeEPiLAGq/BXkkDNwo+0f7LhHb5t1LMtelvrr1zRsXnbS6l1u9Vt+nqct2+9nLjKHgyQarqzQz9dp7R2Ekg9xo9mzLoYUOt/RUZpeyuQoPi2pbQ0Z7z2DLVL2Pzatke+Zj+FIjPxzPZhdfTI/mjoqb+xvuBLN235wmpx3aWvulP2z+b2r3Op2zZ0vN+7vi6+1CWeHQKXB3YOfY3T2nNJR5jiszp7a86hyDtVs7znVfk8wewPnrznru69Eyn1xJLnBnralxf6jdhXnRNjanRH2v+7iRihkYdfD43Ks7z82Xo4bCplRmSWn5zc0v1BP9bSiUECclfyKz05fy5OJ1gjc5EjKs9FVL0cuRSRXHwdraRDRESu4lhcs3RtmzfKc2RXz1PPTqSWtK1dWszJrKa+uWvPq/r5FVZuTu/pHfheacNySj0OmMPmm8f/7pv7RlLW/RumFG+NHx/56+Hjvm/LXKd0/e0P7jn1M+/xU2pu5vRw30DICN14G4+7++r/z3ps5c/Fa9oyJ578w3Xde09bN6Tu3W2dDgs0K19cdXJMXQG+2wy8VHaltpM4uWV7EPdllb+LIhMUx/zy91XWljPULmXzmvqWh7/SWqeyeXqg47oF8+Yv3XzoN1q6vnFg/Fs96uYW8+e/6h77O/XrXKrZG4xkVitmSvrnWd93dtCN0/qpbWxsz7ZD7/A1TjeN4o8weXZ6SWfPpcg7AJU9pqrEGVX867VX/uvA0pyPojqf+fKWZ14L/m5iTifORV5OAqnQMWe5qxWYIwY2+daS45b0zUy+NUr7YG6k8Abezbx0uWnm5CnwlV7oiO/QQQUlDVMJTcHOSyhveb8hxl0jOVZVNkNUvf4d01/EqFG5og2YjhZa12JN/y5yPpV4iMjZPv4Zsl0d2P7UP6TlF41F7M6Ov/+797RNPdK6iC2dVUo+Duhw5Ozezz+0N+XceaZLkZl4eMvDKmjTt1MHM2KfHV/e4d3wHR5IzbzxBHd7GX52Ri5ZBX9Hbe2vFwi6bRsZVz2zZcszE4EhTyW3kzLEQw/XVjrR7SF8bzNMULdqdZGoBzeH7ynmuTPULmHzzKmhz67uGDjre9ywGjr4mdvr3ZuxTdHMVffxZ7Z8+ZmJurvu+bCMzc2a7tQM/H1nh5zGWddyz0edG15z9qmei6Cu8KOOMLmbXfI5czjyNnaZHxx+RYV52amjf3b/Vm+cd/DLY1Gdp48ePvvvc343uWJZx53uQ7jNts4AOGtX6Zb7N5rX95idlzIlLv7cPE8e7f7Pmw7+VBxrXuld/+l+930B1vjUx5ct7tEAACAASURBVDesX99/1P/Su7B9yrvX9c9Paf3zUFmli0gzJxvyELC39w+HTthfyNlvEFj1afeXcXOB/taxZw+pX5+zp/Z9/v5tYeMRc9J3ZsgUDn9/yqr3h1s3jUyp1yl7D6JJZf7h2edV2uqFl39smkSe9EJnx1AjoelW68ya93dsuM1/450qqn03hVXkq1u67pHDERwGcXe/+UXSF4zKui6vtbh7KuYQ4aya7L+iXakdiTu88+7WeVXNTRsO/tRbRUfD3nW1t6CI/0s9DohwRB0DvWew+EphHgTh7N9+1U79poP67WOmEs01lS+rZTUeXwp8MAJvHbOOiqnU1Iu95riac81j4qrThw//o2/gpZVUqe3E7L7oKXm4drqnezZMmfNIZqL3LnP6s14Bs6l1fb94sZ3c20wTFK367N4vP+SesKwxPOtXrQ8dKCX3PpPpGWoXvXn2ewO9e/w35hbItvmy8vTho6cbPnG3+xS4fJsU8C/x7OBrnGcbPtnuf5pK6UeYfFm+hPPF8KnZm1TlLbgz/WoGGybf8yPNU0I9P/VY9Wcfc79fkS/NcXemnx8pHyopM6Jf+6Kfvul7l4q3ql5N7dd7t4W3zPlfvDsg/6NPnVzrR8Ef6fFuovKK41vBvwP3k3iwpX5iqPccYvWwZO+dCM7aOtuFS1dSmjm5Mk/m95XCfcawtbp46qe7SkPbwNMPuu/W1s8Z9T/j2fcmo9wUvFrIbRJ1dw4MftG7PUAM8hOvOXCf3xwsin5xgK8g1ge3yoIbzLnPqigReRZPn81pTjmbGlKn4WlAr3bcLUw31GmK90bp11o5a+fWdSmtJbc95DlE+Dqs8xKNnPLlmyG3tUa+6Xd1hW8giu+7aTV8bfN47Lq2vlH1air5CjD9ji1597nu9aEz1fZFHge8/BhD/ZBjtUiXQnRYdwtnkX69gG4G+nG8Xsry/yIbj1ntsu2G+gn6kk9N5/YU1e8G+tyXkYlHJrvbieN8eDsstp3I9i+O8yZ7vhXkt62maXnHWH1ozXMeyXfC9coknsrvJFlagrqtevlx/9dHsNA+FTpTdVzxQH19WPDNdF425+S9SO08+yq2U+tuGyig+tjQ0jVovw/EVJx4k4Ds+2KFwGSBCjUFL3x2cFIs3DjLOsIEsprzURHkzEtwxqzuTJejcCHD7gsRMZNORbVt761dVofs7Dtw8oJ/28BWujoD80WK6l0wo7sf6zQxsHpJ5WNPHjjpvVXPnAhN080595inwbsreY9nsXYk8qxOTl9Veda7v3jywJNd4o2YderRbbuDnUGvbSemX/STSt/caMZpKY2tg8552r9+VOnU2lpJnduKSdO3AztTJw/0GUELUPVouZYi8F7olW7cOKDy6RezuHL7sLzTUUn1eFB1LT2ifi6e/ObGRuc3MYXw9Oj5fzZEVm04R5DcA1B4kyi9RmQ5K31acRTKYm4V+F4BE7rpudHBrZ2uv0peVcEjvt5jbWTw0ysbV+ofOa2GEtbaZ9ZaRHfLf4jwNz+rmcjGFlpQb6b/gGNtmhKvmPHWkv+b/iUPC3KNwLTVCOUhSe3BZ5UbcqnG/BPzulw7T/5cRR7lZBa89H3xmS5FbsdR7w19KiS/gYOA3IM7Hdl4TMtxyxRBHbKPCpylylIoV8V3Q3FUVA1EnQ4v+rbNd57KmW9yU0Q7iew7OSvIZi+6Z/BsqM6UB55UL4jWBwgVGqonmdoXnyaHwamZJ6h2K05f8kzqdQSv8dl9Kl9Hy2mrVvd53RsnppOQ3SdSOzQD+sWCkZsrK91tdQZ8E+JFWg6sV4p8334G+QuFN+p1QUWcHbwU3WYTerle9hHGSzzsfwURNjupebO6M12IWS6k3m/VTYiO5DsvzqSgSaQ5k/ywbVICl6gbekdzFUCqS6ykCke6CMwNgUvUDecGDrmMUcD78SFwrSW+6c+JIuxNAuvHmKMCSTk/AsgrkwIrx7BolrthVYzzVmb8IYAAAggggAACCIQIvG09ANR6gmDgeUo1C5ev/tAi5yadwAMefvrtx/8i55mhIUnHP2vqbx/veyEVw8118WctlhSJvGNhJBEEEEAAAQQQQGCuClh3t79/vPuGX6/foJ5YoB6E8qUN23/a9MhDCb89x+XKjnXfMM++lTx7YqjzC9vP3vbIw+sKPk1lrjqrfBN5z+HKS6UmXzn8A/c9l+7TPGZenCTSnHmuSKFaBKa+f/jYW05hMscOPl/qu2CqhYFyIIAAArMooB+B8srW+/94RB94p8Z2bdyydSKTqrtzx457F1sPpPzV6e1rr5y34Drr+YNf/sbnbop6SGWMhfjh9jW/OW9+Q8fwz5oe2fq5xXqUf4y7qIikiLwrohrKysTbY93Na7b/0Nt2Yrijaf3Qj72P5f2fRJrl5YStqlEge7T7g63bT7tXi9bbHJbePTRZ2ttgqtGFMiGAAALJCtQs3vTt8QNP9j3Y/OaTa9VrdJy/K1f8wfjSP1E3wp/4y3bfU72tp5288M3P2bF4shkLpq6eLTH4rW9ums2IP5iFpD/PU0PTk95Hbvqqxi/JfnNzwhwELlsBuuFlW/UUvHIE6IaVUxfk5LIVmOVuyHfel21Lo+AIIIAAAggggAACsypA5D2r3OwMAQQQQAABBBBA4LIVIPK+bKuegiOAAAIIIIAAAgjMqgCR96xyszMEEEAAAQQQQACBy1aAyPuyrXoKjgACCCCAAAIIIDCrAkTes8rNzhBAAAEEEEAAAQQuW4HLN/K2X5ikniSj/j7QPfZ21baAyaFW78GdqqgLWocmK6+o2VMHtz2+YZXJZ1XXSOX5z5kcqceB3+C0kgU3dB/lMeBzpuLI6JwWKLbf/Xio9Rr7lGr/s2A9j+qf09VO5pMTuHwj7+RMKyvl2vbd4wNtdRX7Lqjs1NHepqVrPvf5nW/etf/8xSNdDRWb1cqqWHKDAAIIVJLAte27Dw22NVRSlsgLApUoUPWRt3op4wfsC/BrWmf6fke3/vSX5ZX5/XFuK6v5resb3pE7uzLmZMcev+uRw9Y7DZd88u6mhTVL17YtqYyckQsEEEAAgVIEat57fcM7S9mAdRG4HAXmV3uhz792/M3QMtYs73l1uid0UcGZ2anXJs4UXKPiFta8t2Hpu1MT3iu7Kyl/2WPPDfsydsXynu+WUy2VVCjykpRAzcqeVy+U0WmTyg/pInA5CJTQ737tfQ3XpVOvVOLJ5nKoKco4RwSq+zvvzKmR/u0jZ2Osi+ypZ3u3/w2HlZhIM6eOjM6xy5iYSk4yCCCAAAIIIHAZClRw5G3ddtcv7rtbUN/aPTSm7w/Uw0icOzrUPXk/nxrbuWHVVd7YklfHulddt/br9kgGVbNn93YsclZd0PoXI+4QFL2tvMNycmzo6146zgrzFqzaMnIqo8aZ3Hjdx5847OYhs7fD2dk8cytJ3m3ztq2Si/l29tRIb+sNds6uWrVh59hUzp1mVpoPtdZ7dywuuGP7//pV3gw4C0JuxJwc27XJvevRpp8KJpE5dfAvut2cqOyozHzdVJC5KcfO6Q3dY1mRoCX2/w611jdsPuBdxrzSu+Kd6hZQcedcIH1VCxseHxoz2Yjexc+9sUZOPVo3bvr0Nu07ZeFlp8aGvIKEk1qi3a31TjIql/6c6AFI9nK7CFNju7xbRs2oJLUb0aDtla9a5eYhiHvJP4cUSin0ughOj7Ayads5MgtWbdpleqhXgkBrDLSTVKAjKxWnDQTmf+DB/s87jd4ge3uw/w+0Fn9rdNcsvXv6dsEHBC6ZQOAQZB+DhsXBP9hfck6IP/ZnPbB+XP3uN39v+4R/R+ZToAiBo6heL7BaTkn1iv6JkKOrfaiw/hFjTa3US4oryjxlpKwdybOwOmfI+rIzH5Lnyj0j+Ln5NDOB6Uvxp7JcaLcXTx7oaalTK6Wbuo6cm56+cHLwTuujNadt8NxFb9sLE31r3Nvx0o2dD9qbOKulrm4ZPKNWuzja5d3u4c4J2TZ1S9foL9z5FyfcG0TcXV88P9rXYt2e6G0ubgFMtwyqzJm/yG3NqvZUOcVc2/X0fY3+WxAD2bh40rufsu7OwZMXfHrKL5BnmaXz+zvdGzHTDQ8+PRC8Uaa2qW9c009PnzvS1WRlxIHSZU/d2HngJ26qF8f7mmqdCkk33vtgi1cVoh5FBYlasLb3p2/aQLqubeCkzkf0LvyNZGunXy9d17l3VLcut/GkG7qO6D2oRnT+SI+9VW1j1wvnZU4695/3AC9O9NkcKonaxs777DbjJWeb63pJN/YcOa+SPzfa12Y3ctmkveRm5X+Vv8L78Reqq7PRrU23YHUb948+Hbx5t6FrVNhNn3+hy97KLbVpJw1tgxPeil5dW+nKZqbnuyuL/ATqyFuzUGuM6tqFLViKQDICkd0w5xA0rQ8mKfcg7+TMf6wLOyH6S+D1mrL7XU53NhlTafpO1kUdRYsuqb8cajNz1tt4QB1dvcOOOXGrLco54TZ2lnPKmNYZcI57wezZ2dczK+eMEGS9nD4X0Q3j5Ig49ca5K5FWRCHPDbbYMZ0JgEy860XAdmoibkv5m3hk5C2Dch3zXTw32OaGtSaAcA5n3n5NTgJRbBHbCgFrsqxieofanxzovNE6YKo/3wHuzGDL1fZcL8NqR3nzHMiQ3lYl0NDSd8QKK004LnekC6siVzf6NHVh6H4x2nWLnRn1jz9s9fJstpLXP9M6fYmssyeDs5J2oRrJF/dbVyNCTxXLmSmC+JQpgq6mVKrOPqb7PHXL8SEHrkbsqx2deREyOnv0KAKVMQsfVa1E7EW0HMW0cb+65Ll4/sBG9zJYbe/OFKd8Xz3qUovW6DZ7te2avglVF/afnpkSPm4zMG1MtOTc1azc5G+NpkWJyvV37QgLFiOQiEB0N9S9wxwrTHtON/XpS1hxOFVd07rC98I70QFlIXTKM+p38igtDsgmt0UfRXV+zLbhJZWFmJ7Wxxl9WBBb6S+b3MT1OvKg7fPxM5Z+yjD50d9DaRa999w8q/zY31WZsvtLyackBaK7Yax7/1dqf5X69+6lDe+tCWburfGJN3JGV6iVrm7uvHvlwpqa+k/tPqVO52/uab82uGn051++PnHSHfxwZvTIKWcyvXjTcxeiEyx725KKeUvX7m3t9erq4D0fufsT7nfImZMTr//SKVx2bEfvXmdc+zVLrr/SLbFzh2V08cUaDW1f+tzKhWrGwjW9X7nDvRrJvLjveft21ezYE73P2jrvXtb4O9ZqqVTN+xqWOutNjOw/Jkfv2IvTH+7c+B8WptL17X95SrXgC7vba3Pq1l7R+sekf3XzulXeF61XXr/kGnuVyUPb9hzLbQTRu7hly6N/3Gzp1d7SeJNbqJQ3s+a32+/9sDvzzMRr7hiet8eeeHSvXdT0spW3LLTzbDyPD+8fD8lI870bV9amaha3737VKuue9trsGxPjb9mZz5x5cdQe4qLIbtr0nXMRFPY2FfBPumHL1sea62tSNQtvWbnMZdIz04vbP9Xsznzz+GvnnQyb1pi+dd1qp+5Ui6pbssheNfPCtsHvuXq1q9Y1O1eMmTPHT3sDit58ft+LmfRtm+/7kNPGwh1MaynQGsvunuH7ZC4CsyUgDkHNd6x2D5s1C69vWGTnIHNoYDD3eFvkCTGefpdetKTO66HOHZYBG1GEQkdRsVoJJVXnC3101SdT4TPy7POT8iCt15GZzBdXeGeHEk4Z6vTlnYXTNzXe4py+NEtmYvg56+Rl8jxHzwhSj+mSBSoy8q5t32N9F1ZS9CwCzZIR9AZXLFvb7IWzBzbfvHpD/0E3SNKr5J0ofdtyipl39/YC8dyV9HUN7/u1wmsXWJpe2vA+NzA2h7BUyj08iQeShLKHxaOLGq53wtYCe/UWifS9Wdb/+uCVSoUG9yXsQhZK7sKb1hcz2fH9w8ftufLs4q2W8g6jeoY1EbameFpi5tDmm5tKaVm+xCvggw6dw/Oiz2FvH9s/EjLk01y3SL1rVq+71QndM/pMOfnSvpGz6eZPtS92g/rQHYrWUqA1lt49Q3fGTARmWcAcgnw7Nt90pMKOt6nQvuBLwf5Qfr9LTZ0+fsb5cio0lhX7MkUIOzbqo6hZTWwrv9MJL6m61UTnxLdh8MOMTrhFnzJS4rgXekpyTl7VdEYIQvM5WqAiI2832+p2qG39/fY9CvM/2Ot79lx0wcpbo2b5xp3O8GW1febw9s1rrpt/Q2vvSDHxd7nbxlhM8cVeeeUP20oc4p3FIr5PObdF2jeyXNXhfDcclsacnWeO6ZmJ3g/Od+/YWdTh/rBQfLmuWH7fo86IZ7WN27LqW3uLv7Irfldzcs2a2tV3uN+auz+tZCeff3Ykc8uWL33M+9EjtGDFtsZyu2foTpmJQHUIlN3vUtnXJ8adwDtSIrajaJ49mW/u9WW/OSykzdfnzuYxnnBD8yMeZDzRu8I9Z8y/qmPYr8UZIVTvcplZmZG3ekzBw631i1Z0fLHvpZp1u8+I8Z1JV0ztyp5vjR/4qrhDbmJvd+vqjl1FBN+lbnsJixkXoxjobEZBXXi1Z2X+oSSRuzYHzchVZ3EFPT7PlNOaerVneZFFXXhrz6Gj7q3DTr5P7+1e09wxdEL+FDqLJUp6V+IMVMyuzOnz7Mi+lybtMSSppjs7ll1RzNb2OoVbY6nds+jdsiICyQmYsDWZfcTQ74rPWMGjaPklvbbtka/Zt3pnJp7ZPqyGiWZ/NPSU/fDfdNOWL6z2Lt1n/YQr7xcy543v9iy3j2mX3Rmh+HZS/WtWYuSdPfHUPese2ns6k2565LndPe3LvY4zS9WRrr/9wT2nfnbSxN+Z08N9AyFj6XIzVMK2yRZTj5fIzWP5c5xfFeXvbmZQb/mpBreU6QeXuZ9nNpYmT6Jhs83ICjn+OGzNYubV1N/eteeUvsXe2mRiuHcwZMx6MalV+jp6XH7ejIpBTWod8cP3+MTJMfWKpXc337tuccSFjWwtka2xhO6ZN9MsQGA2BcwhKN9eowZ75NvOnV9ev5OJ6m+a5UwxbYpQ8ChqVhPb+ibzlrSmvuXhr7TWqZVPD3Rct2De/KWbD/1GS9c3Dox/q0fdcmP/JXvCNfkUxz1zv5BZ7Ju6vM4IvqJf5h8qMPJ++9jgwCHnh5na2isjzrsR1ZczUiJifbHYPkm/vMN+yoqa7Z3UzShVsW5wMs+2vtXiLKaXsBgJrTOslpmbObwVS/lf/Krojh2sWfbRtgZn6G3UMbeUHel1o9MPHT+nt49xQo7GG594PZZvp62j7e6X9VN0Io/OMRZnVpOSQ6vNTcAiC4FBn+KH74lntmx5ZqLh3i+1XSvWD5+Mbi3B7YrpnsFt+IzApRGIPgQVOaQ7X/bL7Xf6lvqUjKfDRjxGF8HOW/Rq+UqaOTX02dUdA2fFY17Uz5F7ej5zu3U/vfOXxAnXS9v3f+Rxz7e29eFyOSPkFPwynlGBkbepjcyxo69Yj5iYPNr7X7a647xlJzdr5p0yl9FvHTv8/Sn1zpSjD7duGvEenhDY7sdDrdfMq990UL+bxmyu+7y5onWzN/Vid+sDB6fUe2Eitw3szv0YQzHdlMQxNHV2ZPvTR4N64RnInZsxUaYZ+5HWP/2bQ6Qa/XzX+v6jrqf1XoBNrev7xfsdctMuYk7N+zs23GYfMmV120+6sLa+uqXrnmLHeITvzRQqfLmZKw6jE1vXm6LZ72Rp/XR/7otjzLZiynpR0YL6DbrhiW9qZ+0qQmRnRpNF/yhcs6x1g/tAd+/CVe3Yvm/SykD6jq6N/mo0P3yfPnz4H5s2tC4r5sK7qNZYTNeekQobI5CMwBXLOu503xVgrtKduyCsHaZb7t/ojF4oe/fl9TuzVSoz8tQTR9UL5tTp9c/u3/pKTkaKPIqWW9Ls9wZ695zO2Wu+GWWdcIs/ZaTEdwGv9K7X5wj1vrbhxzeoc4h9uqymM0I+aOYXEDCjj2ZxSuWnwN7k0zSdnKcbu57tc799Fo8vlU8Rdh4XnZuqfo6mNnAfLG3ewmNe3uE8YjNd19I3ar3rRD/83zwnWO0gLHvqyamv2w/SjthW5i8snehieq+zyVd2Od/Fq2v5oy79Fhv9UGqZFXdaP2FUbei9u8S8ocB5L4+3mXlVgYZ1JkRFyCdku28m8jZ3//e9ysF+T423gtnWyYmuC5G+Wtespk5BznuXvBTc/yWIfhB46Ez5kG+9pkpFZtJXWO8NCNaexEte3Cfpuvt3/nMfJes9Jd2kqR/46lt9dj6owhTeka9Q3vdJYTN9D/kWPVSwuK/88DDDK8s8hdf/lHo3m2G7thdFt8aiunZhDZYikIRAZDdUDyb1zlbee8S8Bi8PQWI1laT/OBmR7zL7neyP7pGxrqWrS7/STh7cvI7vrmf+y1OEwiUNlEeeuUzK9lRDS9egfTYPPXGXecL1zsL5Thn6bBXIjDhJVeQZIcB6WX1UVTWb5Z3VnemCRRXyghljrV5O2Xfg5EV/AG3duCAOFm7zznP3hhxWW9fSoxITL2rxeobzIH2136ce87/lUO3/MdVzddatCZE99caZHuv9IvbMYraVCYl0Siimyurr5o0/IWU/NzqoDn72V8Yq2QGVef+BKe+D+s1q6ZWNK/XPdBbBbufgJXNvvRLsSfWeNL2eOsb1DY7q13qa1DzkwA1wkTWoCqJeIKZH+at3Qz7ypFV9+q+MXYTqqYy9lUMq362gauob5upFvbGl5UFVVNMq9AsgvKKK17XYubWsHhFlUeup4mwVXLpQszehMlFoZzmFsl4JFJxpd7rgTPlmDfUyptFB2ams5vTUAet9RmF/blJhfbnwXiJaY5FdOyxLzEMgSYGIbujuWr1NeXewG/mOhpGH04JlKLPfqVypk43zJF51QHt69Pw/+w+kpRxFiy1pbkFyy64PxNaE911AjCfcyFOGfXo0FyHqRWzq9ChOoxV5RsiVvXzmFNcNY/OYp1LyNdJZ+aAeznZJ9jsrhZu7O1G/yP8753l5KsY6o97/MneLQs6LEKAbFoHEKggkK0A3nKFv9kT/R27efCijLtf/9ofmsVrWyNI7PtR9WN0zpr5sOjNY6N1tM8wBm899gVnuhhU9znvu1yYlQAABBBBAAIGEBPStk0va1i4VN4bULFy++kPu63JD7/BOKD8ki0C0AJF3tBFrIIAAAggggMBcFDDPBpiLuSfP1ShA5F2NtVpemaa+f/jYW86mmWMHn1fvI+APAQQQQACByhXQT0R5Zev9fzyiT1tTY7s2brEeiVZ3544d90a9FqByi0fOqlLg0oy3nuUhNVVZczEXKnu0+8YP9bqPbrTTZmxczMQVlxzdsOKqhAxdfgJ0w5nXefbUwW+MvPSdvkfVC/h0aupe7j/5/Y/93h/cXi/GoOilTCAgBWa5GxJ5S3ymEbiMBGb5WHMZyVJUBIoWoBsWTcWKCCQlMMvdkNEmSVUk6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAcIfLyQAAIABJREFUAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCVA5J2ULOkigAACCCCAAAIIICAFiLylBtMIIIAAAggggAACCCQlQOSdlCzpIoAAAggggAACCCAgBYi8pQbTCCCAAAIIIIAAAggkJUDknZQs6SKAAAIIIIAAAgggIAWIvKUG0wgggAACCCCAAAIIJCUwb3p6Oqm086c7b968/AtZggACCCCAAAIIIIDALAnMZjA8f5bKlLOb2Sxkzs6ZgQACKXUBTDekHSBwaQXohpfWn70joARm+etgRpvQ6hBAAAEEEEAAAQQQmA0BIu/ZUGYfCCCAAAIIIIAAAggQedMGEEAAAQQQQAABBBCYDQEi79lQZh8IIIAAAggggAACCBB5z6wNTA61LlBD892/Ba1DkzNLb65t/fZY9wfcwt/QPZadYfZ/PNR6zbx5C27oPjrTlGaYETavDoHs0e4bnP5Jo6qOGqUUFSxQCWfDSshDBVdRwaxlJ4fWi3DmmtahHxdcv/SFidSOEzboIGz90OQcCB8qMfLOjnXf4DHm/H9Da/fj2w6eqhTa2vY9b+zvrEuX3gbZIkdg8qV9I2dTqSVta5fW5CxkxmwLmLA1pxe6MwhnZ7tO2N9lJ1CoGy6ob32ov3JOh5VwNqxt3z0+0MYZuZx+UlPbPvjGgY115Wxb3DaJtJBr2/f8jwOdNxaXg0pZqxIj75rlXUdE9adbBs+ph59NXzw/2tdSd2Zv7+c/t2ZlU/eLUxViuPB3Gpe9u0LyMpezkZ18/tmRTCrdcv/G5VfM5YJUS95rVvYc2WOuKtNtg+cuWh1R9cQjPY1z+mJTRzML5sYXJGU3Kf0txsx/josxqbKLczlumK8bnj/S17Lo9N6HN39uzdKm3qNTlfFlVAWcDWt+6/qGd1yOLSWOMtcsvGXlskSP7Ym0kNpbGm9KNNdx2PrSqMTIO5UKrf6ahcs/t/0rd9i+k4d773987G1fUfhwCQSuWN7zXTsam55+tWf5TL6pzv5o6Km/yaSubl63qvYSFIRdhgmEHyVrFq78g4fumgvfMaio5dULdvu88GrPStM8p04fP5MJK3CVzctOvTZxJp4yxZhUPBm6jFIJ7YYLV27a3tVinw4zhx+56/EZj/WrGtCa9zYs5buwqqnO6ixIZUbe+axrFl7fsMhdeHx4/3hlXObnyy3zSxDIHtuz7dBkKn3rutXXlLAZq14agbn3HYNxyp4a6d2ufl2p+r/sqWd7t6ur2Rj+YkwqhtyQhCOwsG7JIuebvszE8HPHOB3SMBCYIwJzK/IugJo5dfAvulvN+PAFqzY8PjRmRqSEDO2fHNu1aZVzQ0F9a7dZOfQ+g9CZBfJjL8qeOrit//EN7k7UvYP2fvRNmOL2RGvg7Ae6x34+NbZzw6qr7GG0Yfc36F/JnYG21k2NquAPt9bbxViwatOIMwJ+cmyoW8/csEs7hJYidKYumkrq616WnL3OW7Bqy8ipTCokM3ore2JqbKj/ITcb9qaqUvrDx+i/fWz/yEQq3bDlvrZa89VkKpWdGhsWgG4qXjGd3UVVfSrX+W0r+nJby1WrNuwcC/xWq3Ie3Ktb9nnzdL0Ukzc/SPV8UiMCd1+Y9n2RbDf2r4mmom7JUJ3KDgcCTcWyVK397QJNyEpNNWGtbvXnYVFNuXUa7Dt6dISdhjckXeXkxqVrnzjsxqOZ4Y6r5tsr6GpVjU7tW7Tb4K5Da7FAY8i9AehfRDcXSjLhQB7mqVb69aExfehIhZRuamyXd6hRY0t+MtZ943Uff+Kwu0lmb4dzWJmnB9iENPKrVm3al3sPjdpXRFIq54EM50Gz1urP00hUGr47fOwqUxv0us3APeyofamce21DHfN2CRabsEBdSOIqno48JBbfJkPPDqEzIz1VrnbI0+E832k3rPb9Tdq0/sCugm3vju3/61fBVXKbli/xXT8KubmwcDHDmpk5XnnD2IruZSLDUdUXOJxaYYAIZnQHFyl6kxFV4K2W738VDPTLKEuFAv4zelTOQxKWOdcBjG89q3q9/m4B5zm2+Lap/A/uUIHZ/U+xROzw3KDzO5pa0xvnbW1xcbSrwTW9umXwjJfIuSNdTda1f7qp64gaE37h5OCdddZq6bq2gZPO2FS16nl9K2S64cGnB9q8lNwEa5v6xr11dQpqmd5R6EyV7pnBlqudNExWL5480NNi5SGYJTVHj5dV216Y6FvjfGuRSjd2Pmhv4uZH79crpfP/xfG+Jnc4htpia2dgwO2NnftfGAwW7Zau0V94qYSWInSm4p5wk3JL4Qy1V/n18iYyk2roGvX4vEH5as3axq4Xzlsp9dk15KtNL0u6amQ+1UKdKzeRaWtoo1Vrxnm6uKr3Oa/tevq+gJpIcPriSe8GnbqNB85fnD7/QlejA+6V2sp3MXkz5avMKSUZlTHTtv3t1rfdxZP7e5x6aew5osR0s5E1ZRjV3DV9E84gEFX1Hm/dnYMnnZl6HLnXeEyN6HVUBqL7jm51apcNXUe85vmL0a5b3E7m64x2obz8pO2yBBuDr9z6Q2Rj+Im5Aajhi4MDztHJzYLVnpv6JrzMWYn68yA8G9oGzYqidLWNnfe1iLvK3PZ88UhXg3d0ce+WcfOsy+UUc3r63Ghfm328kkcnXUDVgfMmlZthnXjK6UF2MkU1EnGgsA4dnV2dbtfzrOo27h99Onj/nO/IE1kXolCVManKFpWRPN0wvFKKPCQW3yY1qcqpPgaGzlTlMFkVB9ULJw981W6fOT3aJGgZRDfpHCnR2JyDg8yYPFNEJi43jCymXjld17n/vLz1RRxSdN6K7WVW6YqrPnHmTTfe+6B9+HU7iciA0Cq2CqZN6KUR7GT0ydc9yHtxiNldcTmXLeRjDz5WKFZR+y3yXHDx3GCbd6TLcwQTFqGTRXTD0O3KnBnZ58tMt/Bm0YU01S87j/A1x3QzU3R13f9lPK1nqv03tPQdURGhCMfVCdDUWWiIHzoz/Fjj5l+c781R0tegRZoq9rYCF6+7+lYTniJuUCenjd+0Li3MRYUqmjtTHMVENlRbDrt6CZtpYEVU7YQ7Om8iM/L8p/NjSF18UUe6TN6OZApqoWkDJiJ3CuUl4m2oqs4EFrqWZdXLUqdSbpAnzj05+RSxWtheovOmS1e5E9HdUBwlTe+wWvK7RCCrfUQ16TZmYPVqardmTa/73Nh54CeulLYN21YGqaLR5uk7ptPJLiAardmFs3PdeHR+9MoyBX+d6gyLcuVrqKpd1bX0jarrk2nR/Hzxh86D7mWiL8iLFlM6lar9pYN3zeN2B7GC6CAq83oXolDOuTwI4pU0b1IytQJouvZN1ZvqkzsVO1KVunG/OrxdPC9uuPdmiusuwV7EQcMrUcX8X2Y3VPk3DU/La+fIQ6JZM7JNmpoSDTV0pmhaYRkwR3jdreRq6uRkLvDCm3Sw1nRLFp1FJOJr9mJ+aOKhJQqdKeR1e87NiZ5TdC+bNpUicq7TkWc0A+h9veVdDMjeZLi8RCKrwDQqQWoOVnqml1V3d95H1ZgizsVeTlS7z/liTm0tziyihZtCiR2ZLyzMTHOeMmUvaqqIblhUOkWuNIdGm6gfMh7p/PKz1s/E6jQz2HX7QntYQnbsiV57pu/mvCuvX+IMF548tG1PyAC4hrYvfW7lQpXUwjW97l2bqVTmxX3Pv6nm5fureV/DUvfCKt8qgfnvXtrwXjl4wl781vjEG2FD8q5u7rx75cKamvpP7T6lvvx7c0/7tYHkgh8bNjz62Lp6tQN5C443s2bxunubnS/jM2eOnzYDb4KpWJ/DivbL1ydOuj/Knxk9ooaXWH/pxZueuxCRt8yJXX++87RdUc13rHZHj6hH/7ypGuWFPe05N1C++fy+FzOp2qYNrcsEVvb1iXF39//zxSOvO2I1izd9R41ycBIpr+rVeXr3tvZ6VZHv+cjdn3B/+MicnHj9l1b5sm9MjL9lTaR03Zm7CzIjzz5vPys0Om92EtX4T3bq20PPTAR/zLVKmr6u4X2/Fiyyhk3V1K6+o9ntPm8ef+28u6b9KMl002fu+8h77Dlvjz3x6F673tOm8YgqODQweCz31urS+04wo9bn7NiO3r1nran0TY23OO30197XcJ2d67xDaUtsDEs++aVPL7eOXe+5vfe/er/snR3Z95LzY7rIg7jnQY/ozbywbfB7uUePdPO9G1fWpmoWt+9+NU8vs4rl/plGnjnz4qg7vKTmpk3fOTd9YXe7b7iXt0n+/0WGi0CLaCRyN2rs2dbHmtXhTd5wr2emF7d/Krc5lVgXcndzbNoaL9fZa/cU9UXytodvt7tPmYfEiDYZShN2yghd0cxML214nzjCOwsy4xPuwd2saE0V06RN20tds+T6K90EirjDspjEndRCi2mamWnPOuTw+nIZvay86kt/uHPjf1iYSte3/+Upq/MX6sIlVYHrqQ6MJ4Yf2flD66O5EcsZcOjtrqycp1v69vXcqsKwPLFKeecCneuKnpgDkbc3QnHBdWse2ptq7urbPfrGt3vUacb+yx57bnjCDdCEtD5fplITI/tzTtWi/ZmTeiqVLyYWCRc5qZ5baf1yXkT0bBIUxw4zs8gp3e3D1893dAtf2517xbK1zV5gemDzzav9I7oKbDr53Ze+l1sl+TbIntj3lHqMd/rD97b/tjws1yz7aJv7W/nkoc2/22Tt3pdqeVWfLxvu/OKeehGZt4i9zMXF7pDo+VeueeK0L//+Q7Bvkf9D7ap17qWgd3JKOY+SvLr53nWLnbrPju8fPu7fzPokzn+ht1bPpO/ovTk3G9gfFzVc71zY64VqIuxIomaX1hjMqVpdMOs75FJeDxV5kLs2wUToBUB60ZI663uEIv9qlq5tW+Ksmzm0+Wa7a+VG88UlJjJcCK3oRhK6VwEVttwct0uri7C0Kn2ed2fC/OvWdu9NtXT1DY7+6CU7fFE5L/OQGNEmZ05S4GuXfIkX06TF83ZkEfIlaeYXk7hZO2dK7DdnmZlRei8rs/pC+53JhzNVRhXoJLJT3/37l33nXr3InSgz58Fk/J/LPBf4E6nUT3Mg8hY/XkxPn9rTs6nN/sYoNlFxUo8tTS8hdUfCtn7nLsP5H+wNuULwVqzI/2uWb9zpDKBX2csc3r55zXXzb2jtde/izJtlc62fdxWx4O1jgwOH1GO8zRec3sKa5fftfMAbkD1p7/436lsfDsTf3tox/W+iQ306N8dZk8lLkreYilhmMt6vir6f/mVa6l6i/n51A466LXL+it4Jucidvmb1uludb729Xw/snzsa7v1SW9TPOyGpxT7r/GvHvZ+8JnpXODdezpt/VcdwwZOOCr3Lbagmno69LIUTvGL5fY96dy94Pbu+tTf87ufCSZWIFt1ICu8uamnZdRGVcKUsNz+7q292XlWnw/blOT8iziSvCbZJ65bE/v7H7Vv03rmi95WZZNPeVvwqO+O0SklA/HxnftPTHUE/GDfGXlZK7gqtW14VXCrnQiWZ68vmQORdkNhERQVXm/2FamyMeuTIohUdX+x7qWbd7jO+EWyzn50y91i7sudb4+7NMU4SE3u7W1d37Mp9AILZQ3FfG7vru9e1N951z4dzTiDqudFdh8bdu/fs9TOn9z60ZvVnh6wvvxOq+mvbHvmafQtXZuKZ7cPWI1ycB42rH9qatnxhtZfJwnkzGFU3VbPwI+2fDLypwnkAxZUrOjZveym1bre6V0GP8/aVX56xrJFd9o/Fv/KNMiqp8fgSj/WDGQ2p4hv9992e8Hc8xdgY9Pk71uLkJrbw1p5DR927wJ2lp/d2r2nuGDpR7pff6t4ZeY91DlqxjSQ3ryXNibEuStpvJayc0CExhqLZz5K68coV6zf3/V1q3a7z03KYcgzpz3YStese2eHcJ338mT/7pjobur/cqrNE42e/8FHvwbil9bJkq28GVRB5UEom5xVyLkimbc31yFuOFckjVMLvUHpob56kip6dPfHUPese2ns6k2565LndPTF/LVF0NuJYMV1/+4N7Tv3MuzldJZk5Pdw3kDOAx+wr4qdhs6Kacn+lavjE3e4wX99S9aGmvrlrz6v6wQjW4tN7egfUUNd4q97st6a+5eGvtNZZOxrouG7BvPlLNx/6jZaubxwY/5Ye4+SsnT9vJrUqnLJeT/Nz8WKazIkn/3Bd997TaqR+316rseeO09AKvp8UJsbUoyQDo4yiG09snVRnypsQQ7bOTLwWeNCkt1K+/2fYGLzxbyIPefbkrZlncfGza+pv79pzSj+FydpwYrh3MOSumEJpigwXQiulkRTaXVHLZlgXRe2jEleK+ZAYW0vL/uDJe+7q3qseG7um77kB6wgRu5757jn2pEMTTNe3PfgV67kc6mx453Xz581v2Hzo6pauJw+MH+pSN2uZbUroZTFXn8mDmppRFYg+7ktUf0gm55fyXKCLltTEXI+85SBLPTzAjxU1CsrcLSHu0ggdgiLW9O8i+MkdQWHNrq29UnTD4IqX4nNZRbPj75d3eDeEiTvkcosgx7d5tyTmrmXP+fHwnz5lPca77aPy3srcle1T6X/3nt7o3jAqxnSWWfW5O1JH0lNDn13dMXDW3Detvr1Tv+p+5nbrpsyQv9C8haxXrbOy3xvc9oI9HuMdtbW/HtXY9YAT9ZPCl7c881rwCe6y8YTfejXzId3iJhBfpcgbG7w7bn0rRH8orTGYcVl64GlkHvSa0ZlJFTNywIoMdr+sn8mVL3rOm1Rkhu18ltZIiihaEauUVhdFJFj5q8RwSAxpk/IuC2NQ9NlQfb1ivyXN2vTXa6/81yaJmU7JjixOSaYIpe2ghDNj9sRQxx0dwz8TTyK2h8JuuN164EHuX3G9LIbqy921PWdmVSD7ePhTKBLJ+UzPBeadD+r9BnkfBp9HLOnZcz7yTtW8v2PDbc7DB8QTPJzHZSg9dR16T+5bzb37mdQK5oeSdNOdHcuucMXN9dZbx549ZP2cdGrf5+/fFjZ6tVAdZY4dfcX68mzyaO9/2eqO845+0kihFMOXRf4eJDYrtmj22xbqNx3UX/6ZDQtHP7KjPvvlPxxyhqbYv3atXi9/zrafa5FKLWlbuzTneOW8xeCmDQd/6mVdX3l7wUdZVe+lluf/7PcGevf47yDMXbOIvOVuVP1z3jp2+PvWI3SmXuw1PUWcES0BMeDk9NHDZ//9ho73+6v+imUddzqPfk+ZKNC5EdPaPt1y/8bwIR/W0uL+xDc0mR8cfkUdkyePdv/nTQd/Ks4fr/Su/3S/+4oW55UZ69f3Hw17QFCJjUF+Oad/Tk3fph1qlrVucB/YL+jcnqLKf0fXxtzjWb5y6y6Tcg9EUy92tz5w8MSu1gUL6jeMeMURIHm/p8iT1FS2RLRiGklOcTRUzhL/jBLrwr9xNXwq75AY1SbFrcAzOhum3O6WnTr6Z/dv9cZ5m25eag2Ig0nq7Mj2p48GT7UlJmhOcBHFzB4b7B2OigWsl/eV2MvKq76SSllWFYg+fnbvlx+yR3uq0Em95Wr9qvX20NNEcj4L54KS7GJdWQ/Hm80JVYKCu/M/wNW8YiPPRuap8s6bJoJPX/c2kw+SdN9J4T08Wz/j2Vs3ZCBaQ9vA0w+6T9sQT53Uz65WpfKymjvONd3Y9Wyf+5WxeCaxfCqt974YnYXQCVNYdRr23kgSOlNmTK9ppZk7xi60aA6XfvywVnXeHWBnLnS/1hLvofqBtuq+kcfe1nt2qe8OWmeJ9a/3hM66tr5R9XYk83oR+XqOaZOBwlXvc/a+qPDNdN74I59HG8i79Qz4rkH7SczF5c3KdEX/RXXDwHPi9TODA4XKbU6qJQ/0ua+Xks+gdTY03TBP1et68d6EFXizjLt/vZoqR3jfEY+0V6P0xdtq5JN9nWrW74o60uPd1Ouvf1/TlQLFNAZvHStJr1Des7dVu5Lvx1FJm2y7xxOvN/nzYFZTiTqvt5D5sqfDDkQ9RyYG7COR904D01vzVbGVVnhS1oPJ9ZHBL2aV1Xm1mdq62EbiK5RXZWEzfecIr3I958IHDVumcv5RThGZkUfynNYS3LbYQ6JnZVVaZJvMrb7QU4b/iOGdDUPucVIN49nHvNOhdxaTLT9/k/aXVx4ErJJYZWn5oy79Zhnz3g/RrfImXnQxzUOvnZ2Kf+vss4TKpbtOab2s2DOaqWVVGN3L/DbyU+gRL6QKZLfyWoWVTr4+Lg68JksFz8WyMesWEjrT2q+uXy8z4ecC+W4EfTg1tZnnRGPtQP+pKtTTszAxqzvT5SlcyNxDvP/VGzoZOXFudFC9z9G7/02diTsfefKAeX+lvao45a9sXKnHDqhXQT62246oZIKqsZ3cv9E9C6tXOgyo+M/f36zqzG3Q7m1G+pVRVi/v7FNZMe3A6qbWavLYZ81Tq/oeI+/PTqDmeUbEAAAgAElEQVQIzgb2c+Nf94ZhuPPsxE1hxZrei/KKKZp6TeOBpx7zvyPTolLBp5uxgruwNu8zNZKL7NLpJ/MHS6sGoD4Zsvvcmoqs+lxntdPXzVuvPCAbP3dlT9X+3znHF523YKEq6rMqUKH85LbtfO1TjBV2G7tv20Cr1sL6JRS5uVBvS90tK99qPr7+rBPRtRPYiz7z6RXkKx6szu28d1N1urqWrx5wX59p5cSq3C7xNll1KlVPMrVCzPC/IhqDyG365kbviajWBUPn1kHnwjKQ9vnRwWD5n5KZDByLrEKG3+AoDkTq0rHHejONXcJHTN+0Ns6fE5OxsKS8pdFoxTQS/wFWZcs6xgZn2hUdnOlWbhF14eW4Yv5XxSyUF19XsqqqiNNE5CFR7bDENlnMKSM3q16bFN1NtTR1OrzgP8vbh4KcOs3TpANaqrCqu9qnc3WYGFCnJ/+JyXkaTJGJF1NMa//+XTjVYv61v26w2mIZvUwlHll9uXsvcCx1uYqpAn+lBFuaKpA6o3txU+gRIyrnoS3kn8XrkxxDr9nYWY88F/gjKysFR8PMJ/J2G4Gycadm9T/TXoupiVnN2uW3M7eT+x6SdekVvG/XAmGcuOKvsAzPhOwSdcOZZHmObiujHPOi3DlaGLIdr8Al6oa0ybKrUX8RG4h3vd+mnCvGspNnw0shMMvdcO6P81Zg/M09AecFHOqNdPe1lfjOvCTLqm+NDQw9r1m4fPWHFtlX+3JMZJJZIW0EEEAAgYoT0LcLNzSv1TeGWbmsXb721kV2dsWNZBWXfTJUCQJE3pVQC5dfHib/+k+tO2wCAe4ccPDdhjsH8ksWEUAAAQRmU6DW946C2dwz+5ojApdT5D31/cPH3nLqJXPs4PP+V5HPkfqqjmx6j6oIfmdwyUunb6Z+Zev9fzyiW8jU2K6NW6xH09TduWPHve57zi95ZsnAnBGYfOXwD9wXYWb+4dnnC72Has6UiYzObQHaZLn1p5/jMbHt/s/v8zqzegLSzo3WM53UvYCP7vjcTf5HNpW7L7arUoF5akTN7Bdt3rxZ32/2aPeNH/K9v10N2D0z2F5BQx1mvx4u1R7V8wr/XcfeXzX1fefbmyruCKWelfSNkZe+0/eoehGSBlK37vzJ73/s9/4gz+Na9XpzauISdMM55RNTZtVjZW/zvytb3eD78p72a2NKn2TmtsCl6Ia0yRm2GfWO6sGRvz/Y16veIKb/1E2HX/z9j7VU11lCl67KJ2a5G856BGxX3ywXssqbDMVDoCwBumFZbGyEQJwCdMM4NUkLgbIEZrkbXk6jTcqqDzZCAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEKAyDsCiMUIIIAAAggggAACCMQiQOQdCyOJIIAAAggggAACCCAQIUDkHQHEYgQQQAABBBBAAAEEYhEg8o6FkUQQQAABBBBAAAEEEIgQIPKOAGIxAggggAACCCCAAAKxCBB5x8JIIggggAACCCCAAAIIRAgQeUcAsRgBBBBAAAEEEEAAgVgEiLxjYSQRBBBAAAEEEEAAAQQiBIi8I4BYjAACCCCAAAIIIIBALAJE3rEwkggCCCCAAAIIIIAAAhECRN4RQCxGAAEEEEAAAQQQQCAWASLvWBhJBAEEEEAAAQQQQACBCAEi7wggFiOAAAIIIIAAAgggEIsAkXcsjCSCAAIIIIAAAggggECEAJF3BBCLEUAAAQQQQAABBBCIRYDIOxZGEkEAAQQQQAABBBBAIEJg3vT0dMQqCSyeN29eAqmSJAIIIIAAAggggAACpQnMZjA8v7Ssxbf2bBYyvlyTEgLVI6AugOmG1VOdlGRuCtAN52a9keuqEpjlr4M59VZV66EwCCCAAAIIIIAAAhUrwDjviq0aMoYAAggggAACCCBQVQJE3lVVnRQGAQQQQAABBBBAoGIFiLwrtmrIGAIIIIAAAggggEBVCRB5V1V1UhgEEEAAAQQQQACBihUg8q7YqiFjCCCAAAIIIIAAAlUlQORdVdVJYRBAAAEEEEAAAQQqVoDIu2KrhowhgAACCCCAAAIIVJUAkXdVVSeFQQABBBBAAAEEEKhYASLviq0aMoYAAggggAACCCBQVQJE3lVVnRQGAQQQQAABBBBAoGIFiLwrtmrIGAIIIIAAAggggEBVCRB5V1V1UhgEEEAAAQQQQACBihUg8q7YqiFjCCCAAAIIIIAAAlUlQORdVdVJYRBAAAEEEEAAAQQqVoDIu2KrhowhgAACCCCAAAIIVJUAkXdVVSeFQQABBBBAAAEEEKhYASLviq0aMoYAAggggAACCCBQVQJE3lVVnRQGAQQQQAABBBBAoGIFiLwrtmrIGAIIIIAAAggggEBVCRB5V1V1UhgEEEAAAQQQQACBihUg8q7YqiFjCCCAAAIIIIAAAlUlQORdVdVJYRBAAAEEEEAAAQQqVoDIu2KrhowhgAACCCCAAAIIVJUAkXdVVSeFQQABBBBAAAEEEKhYASLviq0aMoYAAggggAACCCBQVQJE3lVVnRQGAQQQQAABBBBAoGIFiLwrtmrIGAIIIIAAAggggEBVCRB5V1V1UhgEEEAAAQQQQACBihUg8q7YqiFjCCCAAAIIIIAAAlUlQORdVdVJYRBAAAEEEEAAAQQqVoDIu2KrhowhgAACCCCAAAIIVJUAkXdVVSeFQQABBBBAAAEEEKhYASLviq0aMoYAAggggAACCCBQVQJE3lVVnRQGAQQQQAABBBBAoGIFiLwrtmrIGAIIIIAAAggggEBVCRB5V1V1UhgEEEAAAQQQQACBihUg8q7YqiFjCCCAAAIIIIAAAlUlQORdVdVJYRBAAAEEEEAAAQQqVoDIu2KrhowhgAACCCCAAAIIVJUAkXdVVSeFQQABBBBAAAEEEKhYASLviq0aMoYAAggggAACCCBQVQJE3lVVnSUUZnKodcE862/B+qHJbAkbVsiqU2ND3a31dgkKFuHHQ63X2Gtd0zr049C8Z8e6b4hOJ3TTy3VmsPFkJ4fWu62pdWjyclW5FOV+e6z7A3bjXXBD99E52I2LNyu3jQXbavF7dNa8fIRLlWF9BBAoU6DiI+/sqYPbHu9udUMjdY5ZsGrD4/3DY1ORZ5ns1Nhw/+MbVjkRgb1h/8FTwc1EAKdSDlnBhVWp7dyw6ne7x94OSqsU+r+2YdVVTvBm5S9/KnJbE/CpvIXFK9kT/b+rMx+2gkyt5Ona9j1v7O+sS5e8YZ4NZHHmzfuAC5U92n2DV4Y8xcyTXsHZ2R/0f/xjXz5313enL54/sLGu0LrXtu/5Hwc6byywSs3ynh+eHGibKYXV3mRzq299qH9obKrAji/FIn81iXBNByhWO857leJmOdh4amrbB9+IqIjYSzs5NvR10+/mXbVqw9e25XZwtVunaDd0jwU7f+xZmv0Er1je89JE35rYunFICdyQN/QYFbJ6mbOcK+QCDa/cNhZsq6XmL2Fhp3HO0a8/SrVkfQQQsAUqOfJWoUx/6+JVX/3BP7/nnpGL087fxTceve1f/Wzv+vc2bRrJCaNNpaqzRcd7V6x/4K+ueGD8gtry4smBO97cuXnNxzYe/KlZa+rF7jv+z3v+dung+YtqjT3/dvyBwArOqir6713/gRV3bz/8T2ZbZ0odN9+7ouOB/fMfOGrl8OLE4B3ntm9et3rjSGTIVbO868iRnkb7nJkZefb54BfPbx8bHDiUUbtJ13Xuf2NPe21w3yV9tr+5CRzfF/5O47J3l5RKgZVFcW7sPDDSs/wKa+WalT2Hd7SoMta19Bw4+U8zLYWz/+zk8FcfOHTNJ+9uWpiqWXh7/6kLu9tra/LnrfaWxpsKhyY1v3V9wzv8CdjXDEVHG9mpg5//wIo//Kv594/bLfXiyW8sP/bo5t79J2OI9sLqLhU601+EsE/iMuPqlsGJV3tWunAqQPmn8b6m2lS6qevI9/e0Xxu2tZgXbDw1C29Zuaywsth6ppPZE0PrG1fc89duv5u+cHL/XamdD3xxx8s5/S47+fyzI6ofTYzsP5Zz2TzTfFTC9un6D65YVAkZiTcPIR2wmDYW1i+CbbXUjFapcKkMrI8AAjEJVGzkbYcyt+1bMvj9l7b90Ybb673Aqmbh8rZNPXtOjH/m/9u06iP9PygU2KTbdux7pLneCgdq6tv//Ct3pFM/3Lnjb7xfwzMndv3fWw//71se/cLKhTVqjeaeB+6qO7198zbx3Zj9VXdT245/WXhN3qji6pYdQ/3Ndg5rFrf/eVdLOnN6567ngpF0bo3VLLzuut9M1a5svDmdeXHf82/61pg69PQzv2hsVN/nvntZ4+8s9C0r48P514770y8jjYhNnOKoK4WbGm/RlwmZE0O7Rq6+c/D5gS5TiREJRS3+5esTJ61LkkT/pk4fP1P0TrJjj2/ecbphw6OPrXNaqmpv27fdU/DL+OJzH1p3oTOLSrOm/uNf+OSSsFV/8bOz/1J31xfvW6mrL2ytSz/vpwc3frxjeH7nvr1uv0ul65t7/59H1gSunqycZn809NQ/rO7saEgdH94/XuhwcenLVZk5UF8271bfXlyI57I5XxnVb1NvTk+/aS75SuqAJtXy+4VJYzan1BWvhVv4u4PZzBD7QgCBxAUqNPLOnnjy4+v+9vZ9u3usICBz6mC/+Vm5vrV7aOwf6z81+NwDqQfu6s0d/mGh2WeLwoez7PcGt72QaWheu8z+dlZt5Hw1Ir8bmzrQ/aevNu98aU/P//WhRWGht3XcFGeLcurrHf/bJ1qa02dH9r3kXRKoVLKTz+0aXPSpz9w245DbydLU9w8fe6uc3M1om+zU0a2f3vZvdjz/39rt658ZJWY2noWTa3bqlaPHig68UyFRgv1l/Ks9y71LRpP9UqdC6y50ZrEpX7FsbXNDKtDkUnYprrd/SSg2oUuz3uTf7Nj5w3TLf+29/T0iA+nFm577eU50mD22Z9vLN/+njbcvTWcmhp87RugtyCp4ssQOqEsyo36hU2ECAQQQSFCgMiNva6DFy83OmTVzov/jS9ftcX5WVoNG2lIjvfaP+DWLP/2nW1Jb//SvRcAaKZVetKTOCWazx54bnsiklza8z8RGV16/5JqU/G5sYXP/Hvdb88ikfSssarhefY9e5N+/+fiXttyS2fvoE/oqwvmi7t6P3xCShhre2m8Gvtev7x9zAcwQXjWk9V/UCBnnBsTaD976bxdcuXb76UwqM9xx1Xx7PHpgPOXk2K5NzoD4Bau2jJySIac1fFntz72Xcd4Nrf1Hc37QDy2nCrsfvuP273xo55/lhN35ipB7E1XOHOs36IaOvWdTqVd6V7xTlUUPCFFjgtT1mXufX/Rge3k5t6B+/VPHf6VLoYacXnvlmidOq2u+vR3u+P3AQB29rjOxsG6JujCb+Kunv/3TwBLzUeZP5bu+tdcMSpaZkXcK2MUP1l2BClWVpe471TdFLKhv7Q+9I6Jm2UfbGtKZ8YnXTSRqj8pYJC5EVdatexgeaq13UfOlZsqYMyULbe6A8I3+d5qiqWhZpznpqRnO6BHTkcPW0fPePrb/+dSW+9p+u2ld89VlDTjJkzF7eK5ue+5QcqtrLbjhM3/wH/WtDabZ2OOYAx+t9f1/gRUCH5118w5Yl7V/1apN+/yj8WQbU2Pi1c0oopuL211EhtRtAN8+GryD0x7OYa2klv6d6slue1O1u8u5q0Hf06zW0ccZhzHw0dnVB7qPftu7G8S5P6SIDjg1tsvt7LqkoZ1F79FpEgUOdKplRR5B8gib9qzyP3nq4MNOl/GaR95DqO+IbfdE3xwb1z7wqvraGdqRnVLJjKt6qW992FSub5mv3vPuy245Yrvij/m63zGBAAIFBdzh0xX138UjXQ2LWgbPWJk6N9iSTjd0HdHjvM8NtqnPo85o2tGuhnTb4DlvYYFSXLTHsNZtPKCGdFt/F6101MiIlsFzZitnptydt8zKklr9lq7RX3izQv+/YN/tpAY6/yR0cXCmVTo13PbMRVWQlNmv9dEq11ujXbekUtYK7oZONura+kZVri+ed4aJexpqnYsTfU0qm3Uf6+zc2NXX91inGkZub+5sGLQ6M9hydSq9suXe+9wE7ZvkhMkv7Aw0tPQdOa9SP/9CV6P6CSI/glUcZapy/ouT+7/Y+C41YljoOmWIKIJ7x6TIw4WTg3eqYRtijp1tfzbsgqfr2gZOqupVo+3bGkQ+nWoVjNNONdU2dr1glWv63GhfmzUyRPjYNSJ36uQ+379OgiqFxs6BUTtN/5pOlnTF+ZydbTXykb4Wlfnapj5nxLgqjt32RN6spMNm2gimUEe6VFvIV1lOzcqlSnWR6GjTTpusa+kbtbrMOTs100Snp53GI3qfXfuimpzWmKdSzncCLGkAABSMSURBVDt394piujfLeuv7/cQnp/ZlbYqFgUlLaaXdZ3PbQGDVAh9zW6B79JANxj5SufjWFwTqhl1ZZU7XkH3ZBkw39hw5f7HU9QN5dWvqYx2d933Tav9eZan7Q7ym6LaxtsEJq3842dPHDffYeOfgSWvcg9vdmvqsVa0/Z1tZ9e6cusb/o2WjvcfAkcHtgLKOnFqTHco2tG4qsA8RTh5Ecw3vgE4ba2y5t/NJu1n+xL55WuworF94bbXAgU6hOCcIiWCKHC3s5r+hpbOzs+sx58hr94WIQ6h7xNZ1oTLiHsNXNrX80X6rRnK7nlMv7r92bb7L66d+ELdQ3vlitK/FapZr+iZUstZfnn3VNnZ+sdMRDh5Lne34FwEEZiSQmtHWyWxsH+acmCDqfGkdiMVhN29+7IOXOOKoY07+yFueHrwUnQO6ODF4C+T/Tigsgwm5NGxa599J3z3+qqPnzXYM5By1RQGt9c35wD2jyFy5Jx7v2BpIX4YCVnac06EIv4LnLXsFc1Zw0GQG/IWydiev88KuQKKKkHvGzZmTm23n1kATBfo3yWlFdj7TJrZQzSEY3fpT8Bcz/JMXviuAupauQRl/OxmQDcMqghukOpmRV4AOo66snLxZ+w+ZmRNMW+s4cWdujoNVaZ2D32UAvQ4i2oaTK9MY7FrQmVR7CBTEOeuLFfykOZWidmldcHpNNzfL7hyn9kWnyLumvQud4UD28m4VtsDR1klZHafBuj1DdD0r8+bCPlAXVk7etbJxpey8Vpo3e5fopa7vy6Qf1l7kbx5OgCUuiuSBJdgScg8Ldvq+Xp+zx2BtBjdR+O+6uVENHTSGKg8rxbVBQMC58Ms5FAcbYc5q/oJ7TE6bEY05uJpzLSEalX+FnPLmdkAn/7qPW3u0we1dm1LnaDs7MivkppzTs7xS2f/b6cteYxE5BQlWitephaq/mCpBp6SimnIy7Ns7HxBAoByByhxtoqO3WO6ly5wa+kLH1tSWv921abEvMNS7iWUie2qos+O/pbb81Tc33RQySKTwPmqWrm1b4v4abg1jrfn/2zvj2KqqO45fUpb4YqLUlG1ArKEUGoTuj2lxqJQOSRnWYEjq6lph1dRtrT5gJKDOWW0j2kliqZW+ATM4oKQIStbZrKJzDJhMULMEhxSwZF2UmLJCXLQzs2HnnN85555773mvt+/d1RfzfSH0vXPv+d1zPufcc3/n3t/53qo7ii1GeFj5564eRTKb+fPmU1x1mDD0WGHR9CuSWBLLnsYarMydrS/E/fi/Jxo2vObTfwxZhSQFsibzWN6DF2IVy8qVwknO9KLimOONptBZVbhC6Ty9bldvy+BLXsmqrtNne9vYc4b+fc01C2+8e6d63P/xgf2Hhp3rSufryCYOVixZU4VRQVC8AHkLeGhEcNHtKIW7ovDmmwucdzeufWQnBSAxYZlTR6XIjD9vTl75sgo39FnEd5W7AOVKicvvJMnuNxf8PVqjUAHMWPNP3tje/d/aB1dEdpIy7Efzq5Z+l04kQdUmIhQseyCFTs+BvjPUmUc+6vvgxvjWtRUxvWpThLXcU71YxphRJP3HJ88MCVtsHBsqj7fEKybpWHMe7eYsu3cxhaqPdf9ACR1v+E3OtKLiSaoLkUrSlIrlC9TK2SumFxXGnEsn+j4acWiMnVRcNM0y4ASP46Z4j8jTySD/JsKZnIGT/RSZNnKu74PytVvjt8X0KpqRE6/ucdJbVOANEeSHC/VJMdDRmp9Y6fJyFm0oPhLg2b5z/1HGvfX1EFa7uOe4PsHTGkKZvUC8on00u3B4f895Rw/4LKM75tOwM/X6mdeo8tFJ5/jPAuNYNHIahHNyZxZ9DZVzFBH8BYGvhECWe950hciEDHO7f1ZeN3DPm3vFYs0wprwjbJgcPERwZ035Qx/d09XdVJrWosgrS+JrK2Mnd21/8/SB7gMVa+NclW8clhJ6q0eXE29aWr9ycr+3jmlNxPp/0/Bob7i48LSOwzONXDzTN2DGZLPw0ck1+1gUq3aVPLbpgpSGq+GxYv2RM2PJqo7D/z77SvzWK/v3/FSKS9LV0X7hT9vvCR6frels7GqrmnKkfeW8yW5QdXBHSiH/njwh7gYNGp5Zsjzh00M0is8VFhPO9Fwxe7E49oG+5vm0smHChHy+PGDM8xmyLQYilZc5zS/Pvr181szr8x3pSQs/0pwtCw9GzSvY1pe/ubx8Ll9GIl1P4anrWQFzVflccQz726vsptKSFXKFaRg5v68mnwKrJ0yYOLlmD1v2ITxj0wt38zv27mrskPqrGEmUh8cqe3T28rJZ3IeTcxUx8Sh3V7entpZ8K3mKybcn2eIb6GiFtLsMhnESvcXRc6egHZNwcOv4pNC83TEcZeO4bH544lKm7WjYw1cQAIGoCGSj5y3ulwyK20U04XZvpfD1VbvvZkt7SPiP3Uo54Rg3KvxUuLZGbb3V7ZZTee+NhHTdoIuHmmufyMDtFuXmjsik/hcfXPrI0XL37pS/Suy9IMd3d6g3BNHlIbhPhClieZB8VRBdsEMaj816YGNL2ZX9iYceNTXUee7/SxWMh+nq6U9qcZuQ9Rj7bjkzlre+8FhZKHHJaCdX/L77h0PHOlvrb3g3sfoHxbMaUujKTy1fXhoTvgV3gwbmuzf8dJX5CkvV12gyozeF+5KyUa6tWn9/0fAft+3+YITJk7c/2yMnnKlNh/R4hJxlvlwQQh1CPElX3m3qg/i3mnfoyY9ckGfcCLf4kca8QnrqeVcLSRnhzAU8dXrQQa5qqP39JRz1txFKoc8PLgWTk7d0RW2B07crsYevuWRj5vZEz6WC2hVL1ROkUU3bdhC9i+YqcuIx1bgR7p942CyMe5oRGaUIZahbRVVIewjNjIBFcCkzg8gNAiAQEYFs9LwdfkmbTCp7OSUNbfUFfRvX/Vy8N4dFdDz4WLdak8+G754BI8bAx0SEf7w0LbGl0aZPbLtZQm6Q+XjOZ9L2k73Uo75h17QnXmxM7263tknXqoH+WO36qmt1qucLe/XPgtkLE6dyb2k+zBfJUPyiZ5dIf1z46+OLpy18/lTuog2H+ZpOCo4Pe4icuQ8801DkeGNOoq/CWJ+HhnTdwtbSul/OjHmlWoaSlE+GzSfXOlOKwoyxH2qTuSXVa9iNdxb7zqY9j2/Sgjl6B/lFe5N/6CUBEI+nxTyw5gXTbk+cuuqWDQd5X6MQW7+RZL9DNYpwxT472LH3vQtMvf4b69bfqcIhkpll6RSYQfdrk+/G4wfeckNNxI7icDF1IzZ5XusW7Ul/8jdxA5uFJYiScOfyNLunW9xY51WQ1K4n3zpbzKVFAS6xke0Tdte8OC6ea+mDjXV/ndH6hYYyerBDfcy6m0jMrWjvWlfUv6OmkGmyTLxm0evFLfsPtFek9exOH0X3LlFZ9oiA9S4xV+H8OcMZjXEvMJ11/L/QGTq245qEU+TMbAhNYZhvst4/UnlSDDtGeInaG39BAATGj0BWet7sklaz8qaepxr5vdJvLWn/Xe/D3+65o5A9NZ5YuLJ7am1r4x2FOc7I6RfWs+jtZFfrkfc31z10fMmvEtWzVPyicCbmqpdI591WVztHPfwVxMXjuVjZyhqt8D16Qwyf3ry67viijkS1GzTMnUvbe+ZHsUY3n64qMp5Be3N8dnzT2mb+6p+nV5SEcFHMzL6nq+am5N9HjrfXNr+dv25j+4qS9C7DYuI0x3FjTkavQmBGNPLp0EVX8c9W2jF6VDbX7dN/DXqPESiG7cAqjetzqecwMo1uONEVjm6O2p9cq8IcOqaCwpmWnxBf10rz1razJDIttrl37f6nLEDO9Pml16kCJvkrvckNq150zEgJvjd7N1Bty5H8hmfba0vC62MaxwnVKESmr3tb4/Od+T8Ked4pyzt3n1ZzcH5crnandNwcfhO6b6a/UgRNBY0YhQ3zVXrGLzUleKiJmKVIT/ql1m08mESFCEtjyvU0t0rXc2fTtkPkixsHHuv+Rlb+1TsVoUiDgsq6pWqGEJRv1wYu9sTvPlClVZs+P9yxKoq3XsneZVZWzlVMhroUvi9jOgHdvJbzwt2Y9Bv1w1E6RgrCSQ1nPoQmNS020LlgD6uTw84/Dh3V2qGkkh5LfolJfTRsBQEQiIiAeqyWbX+FupzWnAqUTkgpTXGV1/w7JL87a6wil0v+hbCXFG8yF4m7NpV+n6Ml29S2pDcC9Tp6ui2tf6qM4q8oAH85vBL/8myVQlfi7fFiB6qUKsOXZ3ub6iv5Sy71gnqlEmWphbn0ngmHxeuZUqFUdjMUSHwponYkfMblxnpb6HgeVRC3yJqSYZBtlYhINW/0KijVDpIb+3Lo2Ob6+yuZOKJ7UClh5tZaSaHFlLQWuzvP4FQxE0IYjZS2DM5KAoxE1i4PHW2rv6+SCyYaJZer/oXUBpPWqlnTOXiOizAacha66iKMgUlxbRdKZ/zor8ZZkV1r1NOcAtIso+Ldx5uAf6h4ullJEtHNe/myre0siX/hxZPChUoC0lXb0IU1v6jTxDgp1GbSTJCib6xCoq8ZkmS+riI1AZmuixbuJH26ZI2ijiO7h1lftokK5tHTUBn4VtLTjN0a38HlNdln8NgOTlwGt8ge4rPJdpPPiFSXFlnD/yeLap7LyqApTeMapK1mLRRwS2CDLt7o+/sEKORPhuNVISoou59xgkhtOKVcKXpoU+Wdrt6iZcTQ1SDdD+MElDqDZopUvpOynjKrqqzZuyTDQOiLPCXNMpPckHkCfjEk5DiNPiZFSI0U28ni76vs7CBRS7eHSKVFffrw4e7JyrImV76WXXBTERbySsZQLBmI+qr+ZhlC5chg8A+kqHFVjR7e1lcKjySoSi1bxQYrMfJRNdVlVNVRn6HB60WQZ7D1dcfAFxAAgTQJZKOqoKoK87qY/uiUW+tbNveKKwrfwBK72hqZLKm6zKi9vX/lFdEyPTEvA/IKxOST+bAqtODoQq6N0TgeMCMvnOrSEthu+GdUksCVhh2aa3jLjyUcljw/3w7ymspSqbTnhN42+ynsy6sa5TH9A1Ed5l9yoWilOe2xL3YOprDLD5PlJj0YoqPKHCywWZ1A9alIDher+oK8Ul4OYdJbBV5S1sTb67kfrOT5dL14dnE9lvZMquyqxmRF5KMAJqvdKnX9zBZ0fRruShINp0hIAJJXzexqm9T9eOWVh5e0KS+z0Oq21kZpkOcoqHzU6LSiVu4Ruep3m9uleS8UkihUK1s/9LWdaE8+YTAblPsKLgE2HxMHkcK9lCP4v2g1F4u5w5d8nSjxFIgGjwhJe1a5qs7z6jsvMu88ntZ3TzFPkYxGMY8jqLpZaJM8s4LdTOf0MOPIWZO3cea6t/CyGVXzdG9RizDvAdDH41+CRaVyug6cZ3c5f/Ceibx4xiTQk4Gsjb6/pK2gsZ9zeO1bzP7v6WDsKB5erG9s7JSTFuaGqo7EialPQWUT76KyIShVNEeYFFUrUVlTJF4ydKdntCedWXSQpCdgsI8FU7g5XR3WJZi4vqfdkw10PJ+HEO9OXXIizTaNQtgsv9HluNWUQ6jZV+maEiJF1lq1vrgn8iQX6uYf/1nvqZQc66ROu7onIvKJowd4BtuaVwkfEACBDAlMYPnFmZet/7FXaW35/Vt/+nXzvj4qIhsSn7pr4S0rKtN7CD7u9WQxADfV9JR2DnRWe+Jox70gOGCmBNCUmRK05B95/7nFlYfvf31vtbm2gS2krsmvOVTR+bY33WIASZkREOpPj13d8U7rEh1WxBvl+6vfvg2jVmZskRsEQAAELAQmWtKyKonptDWsYf+asqpU4QvDY3adspZfVsHtDg8tO/dEU0bVLuxt23OqTjYe2Vs99eIbWzuchm7/kuIL7x553yl7eIM/PaoSwI4icGH/w3U7zld03qDdbraFFgkcFGuC85i8KT4gAAIgAAKREcjOFZaRVe+rNsQWFG4bXP1KOu/W+aqLjuN7CaApvTwy/XXpvf1bntsUX/bDE1VPu4ugyerI8S0tgz/58ysP6MXRmR4N+ZMRyP3Ogpvyht/b3/GaXuI7/OFrm57ZdaagvmkNf6sAPiAAAiAAAlESyPpokygrC1sgAAJZQIDf817U3DfM14N2Pb9qrEI9WVCDr1URmGr7b7cnfpE4oqRieERf/b0/rk5T0ehrBQeVAQEQAIGoCcDzjpoo7IEACIAACIAACIAACICAjQCiTWxUkAYCIAACIAACIAACIAACUROA5x01UdgDARAAARAAARAAARAAARsBeN42KkgDARAAARAAARAAARAAgagJwPOOmijsgQAIgAAIgAAIgAAIgICNADxvGxWkgQAIgAAIgAAIgAAIgEDUBOB5R00U9kAABEAABEAABEAABEDARgCet40K0kAABEAABEAABEAABEAgagLwvKMmCnsgAAIgAAIgAAIgAAIgYCMAz9tGBWkgAAIgAAIgAAIgAAIgEDUBeN5RE4U9EAABEAABEAABEAABELARgOdto4I0EAABEAABEAABEAABEIiaADzvqInCHgiAAAiAAAiAAAiAAAjYCMDztlFBGgiAAAiAAAiAAAiAAAhETQCed9REYQ8EQAAEQAAEQAAEQAAEbATgeduoIA0EQAAEQAAEQAAEQAAEoiYAzztqorAHAiAAAiAAAiAAAiAAAjYC8LxtVJAGAiAAAiAAAiAAAiAAAlETgOcdNVHYAwEQAAEQAAEQAAEQAAEbAXjeNipIAwEQAAEQAAEQAAEQAIGoCcDzjpoo7IEACIAACIAACIAACICAjQA8bxsVpIEACIAACIAACIAACIBA1ATgeUdNFPZAAARAAARAAARAAARAwEYAnreNCtJAAARAAARAAARAAARAIGoC8LyjJgp7IAACIAACIAACIAACIGAjAM/bRgVpIAACIAACIAACIAACIBA1AXjeUROFPRAAARAAARAAARAAARCwEYDnbaOCNBAAARAAARAAARAAARCImgA876iJwh4IgAAIgAAIgAAIgAAI2Aj8D6LcM5z9PHZbAAAAAElFTkSuQmCC" 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A teacher’s job is to see how and when these terms and
experiences might be used to get a student’s attention. Integrating Lady Gaga’s
name into a math problem, analyzing the idiomatic expressions used by the
Jersey Shore characters, or using the Angry Bird’s game to illustrate
<i>trajectory</i>… will let students know that you are paying attention to who they
are and what kinds of things are interesting to them.</div>
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In his book, “Why Students Don’t Like School,” (Jossey-Bass,
2009) Daniel Willingham says that catering to students’ interests promotes
positive connections between student and teacher.<span style="mso-spacerun: yes;"> </span>Do you “know thy learner?’ Make a commitment this week to
embed their interests and pop culture references into a few lessons. See if
they smile and appreciate the connection!</div>
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<ul style="font-family: Verdana,sans-serif;">
<li>Check out <a href="http://thejournal.com/articles/2012/01/20/omg-engaging-students-on-their-own-terms.aspx" target="_blank">Anthony A. Luscre’s<span style="mso-spacerun: yes;"> </span>(Technology Horizons in Education) Blog </a>about using
Technology to engage students. http://thejournal.com/articles/2012/01/20/omg-engaging-students-on-their-own-terms.aspx</li>
</ul>
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<li>Here’s another great <a href="http://www.youtube.com/watch?v=U9v6QehKeqU" target="_blank">video clip of Sir Ken Robinson</a> describing
how we might target a learner’s talent and change his/her life! <a href="http://www.youtube.com/watch?v=U9v6QehKeqU">http://www.youtube.com/watch?v=U9v6QehKeqU</a></li>
</ul>
<br />
<ul>
<li><span style="font-family: Verdana,sans-serif;">Get a copy of the new book <a href="http://www.beginwiththebrain.com/new_catalog/product_info.php?products_id=45" target="_blank">"Think BIG, Start Small" on the Begin with the Brain web site</a> - on sale now!</span> </li>
</ul>
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Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com1tag:blogger.com,1999:blog-2421688391232265134.post-5475007222747061672011-11-30T15:27:00.001-08:002011-11-30T17:05:43.677-08:00Back to the Classroom<style>
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<b>Will Sub for Experiences - </b>Nov. 30, 2011</div>
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In my presentations I am proud to tell the participants that
I try to return to the classroom and teach on a regular basis. I’ve been a
long-term substitute on several occasions over the last five years. Sometimes I
am asked to be a “guest” teacher or we arrange for me to do model lessons and
we film it. I’ve always found that by returning to the classroom, I am able to
keep my skills honed, as well as experience first-hand the kinds of issues
facing teachers on a daily basis. Teaching students helps me be a better
teacher trainer and staff developer. This Fall I had several jobs cancel or
reschedule due to funding shortfalls – surprise! I found myself not working out
on the road for several weeks. I went to our County Office of Education and
dusted off my “Substitute Teacher” file. My fingerprints were up to date and
there were no recent felonies on my record, but I did have to go get a TB test.
I notified several of the local school districts where I have taught in the
past. I wasn’t willing to be on the 5AM computerized emergency call list, but I
immediately had several requests come in and I started my 2011 Substitute
experience.</div>
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The night before I was to sub in an 8<sup>th</sup> grade
class in Santa Cruz, I began to prepare myself. By that I mean I carefully
selected an outfit to wear that wouldn’t scream, “I’m an old
out-of-date-teacher,” or “I’m a white upper-middle class English-speaking,
culturally-insensitive Gringa,” or
“I’m totally overdressed for this job (and out of my comfort zone).” I also took time to double-check that I
didn’t have any whiskers growing out of my chin, as they tend to do these days.
There’s nothing that an insensitive middle-school student likes better on a sub
than a few physical flaws to point out. In the morning I brushed my teeth and
packed breathe mints – I was not leaving anything to chance. I brought along my
<a href="http://beginwiththebrain.com/new_catalog" target="_blank">Singing Bowl</a> that I use as an attention-getting chime, the <a href="http://www.orandaworks.com/" target="_blank">Recessitate Box</a> of
quick energizing and relaxing activities, colored popsicle sticks in case I
needed to randomly get students into groups, my green-red apple response cards,
and just in case things got ugly, a bag of mini-Tootsie Rolls. </div>
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My first assignment was for two days in an 8<sup>th</sup>
grade class. Day one I was doing a lesson of my own design on “Growing Smarter
Brains” This is a presentation on neural plasticity (how neurons and dendrites are prompted to grow and connect
when one is in an enriched stimulating environment) and how to develop a
<a href="http://mindsetonline.com/whatisit/about/index.html" target="_blank">“growth mindset,</a>” (the belief that with effort and perseverance, one can get
better at anything they work at) as described by Carol Dweck. These lessons
include <i>novel</i> information, <i>humorous video clips, group and partner
activities, brain-teasers, optical illusions, </i>and provide time for students
to relate <i>personal</i> experiences – all
ingredients for successful learning! Day one went well, but I was exhausted.</div>
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On day two I was following the teacher’s carefully planned
lessons. They included a variety of activities and tasks for two 90 minute Core
Classes (Language Arts and Social Studies) and an Advisory class. I added a
couple of my own lesson strategies for learning and identifying the “four kinds
of sentences” (declarative, imperative, interrogative and exclamatory).
Classroom management was tricky, but I held my own. Everything got completed in
one class, and all but one task got done in the other. My personally best
learning experience happened in the last class on the last day.</div>
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Just after the bell rang, a provocatively dressed student
entered the room, looked around and sashayed her way to a table group and
plopped down. I quickly checked the seating chart and realized that she would
have been the fifth student in a four-person group. I asked her if that is
where she was supposed to be sitting and she sighed, “I don’t know…” and rolled
her eyes a bit. I asked her name and she told me. I quickly found her assigned
to another group and asked her to go to it. She made a pretty big deal about
picking up her stuff and slowly moved to her group.</div>
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Later the class was supposed to get out the novel they were
reading. She didn’t move and just stared at me. When I asked her to get out her
book, she said she didn’t have it. I said, “Where is it?” “I don’t know…” she
shrugged. I inquired if it might be in her locker. “I don’t know,” she replied
again. Now I was getting frustrated. This young thing wasn’t cooperating at
all! The other students were starting to smile at her continued lack of
interest and participation. I took another approach. “Do you have your “Free
Reading” book in your backpack? Maybe you could just read that during this
time?” Again, “I don’t have one.” I rolled up my sleeves.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I marched the student over to the bookcase and told her that
this was a silent reading time. She needed to be reading <i>something. </i> Since she
apparently didn’t have her required books with her, I had her choose <i>anything</i> she wanted from the shelf and
asked her to go back and silently read. She selected a picture book about the
Renaissance and went back to the table. She still continued to fix her hair,
adjust her clothes, and rummage through her backpack… avoiding reading at all
cost. Now I was intrigued! And irritated!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
During the last few minutes of class, students were asked to
get out their Planners and write down the homework for the day. Again my
nemesis failed to move. When asked to get her planner out, she said, “I don’t
have one.” I snapped. I got down on one knee and looked her in the eyes. “Look,
I’m not sure what your trip is today, but you need to get a piece of paper – <i>any</i> piece of paper, and copy down the
homework.” And after a dramatic pause I said sincerely, “WHY DON”T YOU HAVE ANY
OF YOUR MATERIALS???”</div>
<div class="MsoNormal">
And she said,</div>
<div class="MsoNormal">
“It’s my first day.”</div>
<div class="MsoNormal">
OMG</div>
<div class="MsoNormal">
“This is your <i>first
day at this school?</i>” She nodded. </div>
<div class="MsoNormal">
“This is only my <i>second
day </i>here,” I said.</div>
<div class="MsoNormal">
“You’re not the <i>teacher?</i>”
she asked. </div>
<div class="MsoNormal">
“No, I’m <i>just the
sub.” </i> I told her I was so
sorry, but I just didn’t know. I did also mention that she could have told me
that she was a new student. But, as she said, she thought I was the regular teacher
and I can only imagine what she thought of my lack of understanding!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
So what did I learn? After teaching for over 30 years, I
still <i>profile</i> students (and I don’t
mean this in a good way!). She looked, acted, and responded just like a student
named Ashley did in my first 10<sup>th</sup> grade class. She immediately
pushed my buttons and I reacted. I’m going to have to not jump to conclusions
so fast in my next subbing class.
So do YOU have certain student-types that push your buttons? Who do they
remind you of? This is different than racism or ethnic stereotyping, these are <i>behaviors</i>, <i>attitudes, </i>or <i>mannerisms</i> that
cause you to react differently. Take time to think about this. Until you do –
they will keep showing up in your life!</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com1tag:blogger.com,1999:blog-2421688391232265134.post-10747169971431617782011-10-24T19:47:00.000-07:002011-10-24T19:50:05.090-07:00Clever Play on Words<style>
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<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">Forwarded to me via an email (Thanks Jaysa!). A wonderful
play on words. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman"; font-size: 16pt;">WHERE I HAVE & HAVE NOT BEEN.</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I have been in many places, but I've
never been in Cahoots. Apparently, you can't go alone. You have to
be in Cahoots with someone. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I've also never been in Cognito.
I hear no one recognizes you there. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I have, however, been in Sane.
They don't have an airport; you have to be driven there. I have made
several trips there, thanks to my friends, family and work. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I would like to go to Conclusions, but
you have to jump, and I'm not too much on physical activity anymore. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I have also been in Doubt. That
is a sad place to go, and I try not to visit there too often. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">I've been in Flexible, but only when it
was very important to stand firm. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">Sometimes I'm in Capable, and I go
there more often as I'm getting older. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman"; font-size: 16pt;">One of my favorite places to be is in
Suspense! It really gets the adrenalin flowing and pumps up the old
heart! At my age I need all the stimuli I can get! </span></div>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-20203181352811452712011-09-21T10:36:00.000-07:002011-09-21T10:36:27.971-07:00Another good Edutopia Blog Article<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9LDrcHAkgfzdqEs6De2mRrqr72GIT6YF-LugiKpVpPt-ldoHHTYe9zknibBgxLVUpWK9A6Q9s1FPu4hYsnR5TYiR8x2pM7DkeZUxSQPsVSJ1eMxE9m566SSB1ebn3iMHjbQ45n8yYTd3G/s1600/edu20thannilogo.jpg" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h2>
Twenty Everyday Ways to Model Technology Use</h2>
</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<a href="http://www.edutopia.org/blog/20-ways-model-technology-students-heather-wolpert-gawron#comment-97886">Edutopia Blog Post</a></div>
<br />
I thought this was an interesting discussion on a recent<a href="http://www.edutopia.org/blog/20-ways-model-technology-students-heather-wolpert-gawron#comment-97886"> Edutopia Blog.</a> The author suggests 20 simple ways that teachers can "model" technology usage in the classroom. I agree with some of the comments, that in the future we would like the <i>students</i> to be the ones using the technology. But, I also believe that for many teachers these ideas and suggestions would be a great place to start. Ian Jukes once told me that if students don't see evidence of technology use in a classroom within the first five minutes, they begin to "power down." Check out this list of ideas. For many teachers they may be good first steps.<br />
<br />Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-58996094164746212902011-09-20T15:02:00.000-07:002011-09-21T10:41:14.797-07:00New Book! Think BIG, Start Small!<style>
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<br />
<div class="MsoNormal">
<i><span style="font-size: large;">New Book released! </span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;">I am happy to announce that <a href="http://beginwiththebrain.com/new_catalog/product_info.php?cPath=2&products_id=45"><span style="color: blue;">“Think BIG, Start Small: How to Differentiated Instruction in a Brain-Friendly Classroom”</span></a> was released this week
from Solution Tree Publishers. This is the first book I have co-authored with
my friend and colleague, <a href="http://www.gaylehgregory.com/index.php?pid=1">Gayle Gregory</a>. This book looks at educational
neuroscience and how it can guide teachers as they design differentiated
instructional strategies. We are so excited to have this labor of love finally
be ready for educators. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;">When Gayle and I present workshops and trainings for
teachers we know that if we can provide strategies that they can use tomorrow –
we will be successful. We also noticed that many teachers had some specific
views of what <i>differentiation<b> </b></i>can and should be in the
classroom. We found that <span style="color: black;">Differentiation is many things to many teachers. It is
a relatively simple concept with complex implementation and requires a shift
in thinking and planning to be successful. It can be daunting and somewhat
overwhelming when we look at all the facets, and it takes time to see the big
picture.</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: black;">We used the following Indian legend about the six blind men
observing an elephant as a metaphor for how teachers often just focus on one
part of the whole teaching process:</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="Pa9" style="color: blue; margin-bottom: 7pt;">
<span style="font-size: small;">The following is John Godfrey Saxe’s
(1816–1887) version of the famous Indian legend.</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">It was six men of Indostan</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">To learning much inclined,</span></div>
<span style="color: blue; font-size: small;">
</span><br />
<div class="separator" style="clear: both; color: blue; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj57V98fJc0RoHMvJEALCq7khGQUyIJa2U1R4t18oYQFgoPnP-JfenAR3VSBK68RpJbyK5Wsz5Bhn7Q801eOL9Fdkqxdsh0AnDdatoi5PtVWGy7HlJXWAvP32jHuYx27ik4Sryz0nenQL1/s1600/elephant-blindmen.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj57V98fJc0RoHMvJEALCq7khGQUyIJa2U1R4t18oYQFgoPnP-JfenAR3VSBK68RpJbyK5Wsz5Bhn7Q801eOL9Fdkqxdsh0AnDdatoi5PtVWGy7HlJXWAvP32jHuYx27ik4Sryz0nenQL1/s200/elephant-blindmen.jpg" width="200" /></a></span></div>
<div style="color: blue;">
<br /></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-6_9wUcFK6QFGxiNpiJe0SMA1g2Q_g2EM_h_GfB8-Wts9LDTCMw7sW7cxV6-J045HomXiTpFHcoflNMN6eD-3yBwXxs-ZPUxtPlEcmljz3IgZsrc-lsyeV_QYvfp130aNI6ghG4vh4B0R/s1600/elephant+-+composite" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-6_9wUcFK6QFGxiNpiJe0SMA1g2Q_g2EM_h_GfB8-Wts9LDTCMw7sW7cxV6-J045HomXiTpFHcoflNMN6eD-3yBwXxs-ZPUxtPlEcmljz3IgZsrc-lsyeV_QYvfp130aNI6ghG4vh4B0R/s200/elephant+-+composite" width="200" /></a>Who went to see the Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">(Though all of them were blind),</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">That each by observation</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Might satisfy his mind</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The First approached the Elephant,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And happening to fall</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Against his broad and sturdy side,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">At once began to bawl:</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">“God bless me! but the Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a wall!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The Second, feeling of the tusk,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Cried, “Ho! what have we here</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">So very round and smooth and sharp?</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">To me ’tis mighty clear</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">This wonder of an Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a spear!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The Third approached the animal,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And happening to take</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The squirming trunk within his hands,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Thus boldly up and spake:</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">“I see,” quoth he, “the Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a snake!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The Fourth reached out an eager hand,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And felt about the knee.</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">“What most this wondrous beast is like</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is mighty plain,” quoth he;</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">“’Tis clear enough the Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a tree!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The Fifth, who chanced to touch the ear,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Said: “E’en the blindest man</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Can tell what this resembles most;</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Deny the fact who can</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">This marvel of an Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a fan!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The Sixth no sooner had begun</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">About the beast to grope,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Than, seizing on the swinging tail</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">That fell within his scope,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">“I see,” quoth he, “the Elephant</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Is very like a rope!”</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And so these men of Indostan</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Disputed loud and long,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Each in his own opinion</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Exceeding stiff and strong,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Though each was partly in the right,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And all were in the wrong!</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Moral:</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">So oft in theologic wars,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">The disputants, I ween,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Rail on in utter ignorance</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">Of what each other mean,</span></div>
<div class="Pa19" style="color: blue;">
<span style="font-size: small;">And prate about an Elephant</span></div>
<div class="MsoNormal" style="color: blue;">
<span style="font-size: small;">Not one of them has seen!</span></div>
<div class="MsoNormal" style="color: blue;">
<br /></div>
<div class="Pa4" style="margin-bottom: 7pt; text-align: justify;">
<span style="font-size: small;"><span style="color: black;">Teachers may misconstrue differentiation when they have only seen one part of the differentiation
“elephant.” A workshop on the multiple intelligences leads them to believe that
they should teach to multiple intelligences. Others learn about creating tiered
lessons, and that becomes their understanding of the topic, so they group most
often by like readiness levels even though we know that heterogeneous groups
get better results. Others attend a session on using data and decide they need
to preassess and group students accordingly. Others believe that providing
choice of assignments and assessments is the way to go. Some design Choice Boards or Centers and
believe that it is enough.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Gayle and I tried to write a book that would look at the whole
“elephant” and still break it down into some manageable pieces. What areas of
DI are you already implementing? Are you looking at the “big picture?” We hope
we can provide you with many “small steps” so that you can continue to expand
your teaching repertoire.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Stay tuned in the next few weeks for excerpts and ideas from the
new book.</span></span></div>
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<span style="font-size: small;"><span style="color: black;"><a href="http://www.icontact-archive.com/gV8wd5ityKfnpkC_fL9SueUFJmo-F_cG">Click here</a> to see a copy of the <a href="http://www.icontact-archive.com/gV8wd5ityKfnpkC_fL9SueUFJmo-F_cG">Book Announcement</a> recently sent
out to subscribers.</span></span></div>
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<span style="font-size: small;"><span style="color: black;">Don't forget to LIKE us on <a href="https://www.facebook.com/pages/Begin-with-the-Brain/171763953630">Facebook: Begin with the Brain </a></span></span></div>
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Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-46811859228196576882011-08-03T10:21:00.000-07:002011-08-03T10:35:13.221-07:00Guest Blog for Roz Savage<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrceJFTtuTRu8FtE8uvq5WpVYa9rRfCcM550qcur3CQ5i82LugFG2mFqGrtYdqydc43zBVM1AJVRnyCdqLtAgLyMI79jlQGl4bPGSqA5hhvCQcQEoOfwOQjlNLQcSUNFw2A3ObcZyin7Co/s1600/martha+%2526+Roz+redwoods.jpg"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 307px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrceJFTtuTRu8FtE8uvq5WpVYa9rRfCcM550qcur3CQ5i82LugFG2mFqGrtYdqydc43zBVM1AJVRnyCdqLtAgLyMI79jlQGl4bPGSqA5hhvCQcQEoOfwOQjlNLQcSUNFw2A3ObcZyin7Co/s320/martha+%2526+Roz+redwoods.jpg" alt="" id="BLOGGER_PHOTO_ID_5636683150662349730" border="0" /></a><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBpGTw9tnsTTWAfvpLuouoAWqognrc_bLm6TJgWG1jbGA_5CqwkJV6jM_9KwbyF1jRaJJm5tfkCxWmwKXsED7UFtNYQ5W7P-J5iPXu5ev1x0sHVAw1SHSmMBEHugv0m6MzQesHHEf_ynRL/s1600/Roz+Savage+-+arrives+Papua.jpg"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 196px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBpGTw9tnsTTWAfvpLuouoAWqognrc_bLm6TJgWG1jbGA_5CqwkJV6jM_9KwbyF1jRaJJm5tfkCxWmwKXsED7UFtNYQ5W7P-J5iPXu5ev1x0sHVAw1SHSmMBEHugv0m6MzQesHHEf_ynRL/s320/Roz+Savage+-+arrives+Papua.jpg" alt="" id="BLOGGER_PHOTO_ID_5636682495489415826" border="0" /></a><br />I was honored to be asked to write a <a href="http://www.rozsavage.com/2011/08/03/day-92-learning-new-habits-practice-makes-permanent">guest blog</a> for my friend, solo-ocean-rower, Roz Savage. She is currently rowing across the Indian Ocean, having already completed solo-row journeys across the Pacific and the Atlantic Oceans. She is an environmentalist trying to build awareness of our oceans' health, with a specific focus on plastic bag pollution. Her site is a great one to share with students.<br />Be sure to visit her web site <a href="http://www.rozsavage.com">RozSavage.com</a><br /><br />And tell me what you think of my Guest Blog: <a href="http://www.rozsavage.com/2011/08/03/day-92-learning-new-habits-practice-makes-permanent">Learning New Habits: Practice Makes Permanent</a><br /><br /><a href="http://www.rozsavage.com/2011/08/03/day-92-learning-new-habits-practice-makes-permanent"><!--<a href="http://www.rozsavage.com/2011/08/03/day-92-learning-new-habits-practice-makes-permanent"></a>a><a href="http://www.rozsavage.com/2011/08/03/day-92-learning-new-habits-practice-makes-permanent"></a>--></a>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-3958747747487444992011-03-31T07:56:00.000-07:002011-03-31T08:02:13.720-07:00Brain scientists offer medical educators tips on the neurobiology of learningScienceDaily (2011-03-30) -- A new article connects research on how the brain learns to how to incorporate this understanding into real world education, particularly the education of doctors.<a href="www.sciencedaily.com/releases/2011/03/110330192207.htm#"></a>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-8660495429651183452009-12-29T14:02:00.000-08:002009-12-29T14:09:04.014-08:00Nutrition and Brain Function - More Blueberries!!!Getting ready for the new year? I'm making a commitment to eating more blueberries in 2010. Here's a USDA report on how certain foods are terrific for your brain health. Eating more blueberries can slow down the aging process in the brain. They may also be able to REVERSE existing damage. Go blue!<br /><br /><a href="http://www.ars.usda.gov/is/ar/archive/aug07/aging0807.htm">Nutrition and Brain Function</a>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com2tag:blogger.com,1999:blog-2421688391232265134.post-77534857224684912042009-12-22T09:30:00.000-08:002009-12-22T15:54:54.628-08:00Great Brain Book: The Scientific American DAY in the LIFE of Your BRAIN<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVbXcE-v0eC6CaejKXBZglxYtyGO7XPWa6T-4witYNgWGn06igRRrf1En9QiXr-9YB2UWimoTzC7fcTLW8srzeEx-WMOSsnGcaCRPgKRCn9F6J2z8SxjAENc1N8tckDJoB_AwEzrajHxCD/s1600-h/day-in-the-life-of-your-brain-judith-horstman.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 132px; height: 174px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVbXcE-v0eC6CaejKXBZglxYtyGO7XPWa6T-4witYNgWGn06igRRrf1En9QiXr-9YB2UWimoTzC7fcTLW8srzeEx-WMOSsnGcaCRPgKRCn9F6J2z8SxjAENc1N8tckDJoB_AwEzrajHxCD/s320/day-in-the-life-of-your-brain-judith-horstman.jpg" alt="" id="BLOGGER_PHOTO_ID_5418208407248496082" border="0" /></a><br />I am always on the lookout for new books about how our brains work.<span style=""> </span>I’ve just discovered a book that is an easy read, filled with great information and illustrations and is about as up-to-ate as any brain book can be. “Day in the Life of Your Brain” by journalist Judith Horstman is published by Jossey-Bass. The information, however, is a compilation of articles from Scientific American MIND magazine. The author has synthesized hundreds of short articles about how our brains function in the context of a twenty-four hour day. Although she admits that we all have different circadian rhythms, we do tend to do things at about the same time each day.<o:p></o:p>If you aren’t familiar with Scientific American MIND magazine, you may want to investigate this bimonthly publication. Each issue has a focus such as SLEEP, CREATIVITY, MEMORY, LAUGHTER. Cognitive neuroscientists and other researchers report on the latest studies in the various fields of brain research. My favorite parts are all of the insets that are filled with Brainy Facts and interesting information.<br /><br />The "Day in the Life of the Brain” can easily be read in a few hours. When I first got it, I liked the fact that I could look up any time of day and jump into some fascinating stuff about how my random brain was probably working right at that moment! Later I went back and started at the beginning – attempting to be more sequential. The author says that she wanted the book to be able to be understood by her thirteen year old granddaughter and yet still enjoyed by a neuroscientist. I think she's done it!<br /><br />I found a great video of Judith Horstman giving a talk about the book to the Commonwealth Club of California. (see link below) At the beginning of her talk she says that when she was asked to compile the information about a “day in the life of a brain,” her first thought was, “Whose brain?” She says that she discovered that except for the extremes of aging or injury, are brains work in mostly the same way.<br /><br />I think this is a great book for the lay reader that summarizes the incredible knowledge that recent research has given us. The illustrations are of high quality. Each article and section references the scientists, doctors and research facilities that are conducting the research. The familiar names appear often: Gazzaniga, Sapolsky, Sacks, and LeDoux, etc. I am looking forward to her new book due next spring on Neural Plasticity.<br /><br />Author talk: “A Day in the Life of Your Brain” Judith Horstman, Commonwealth Club<br /><a href="http://fora.tv/2009/10/26/A_Day_in_the_Life_of_Your_Brain_Judith_Horstman">http://fora.tv/2009/10/26/A_Day_in_the_Life_of_Your_Brain_Judith_Horstman<br /></a><br />Book – Amazon<br /><a href="http://www.amazon.com/Scientific-American-Life-Your-Brain/dp/0470376236">http://www.amazon.com/Scientific-American-Life-Your-Brain/dp/0470376236</a><br /><br />Scientific American MIND magazine<br /><a href="http://www.scientificamerican.com/sciammind">http://www.scientificamerican.com/sciammind</a>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-31954441032578559152009-11-20T10:42:00.000-08:002009-11-20T10:52:40.700-08:00Interview About the Begin with the Brain bookLast year I was interviewed by my publisher, <a href="http://www.corwinpress.com/home.nav">Corwin Press</a> about by book, Begin with the Brain: Orchestrating the Learner-Centered Classroom. This book was originally published in 1999 with Zephyr Press. Corwin is releasing the "new updated" second edition in December (09). In this interview I'm sharing a few key points from the book. I really don't like to watch myself on video, so I'm afraid I don't have a realistic opinion of the value of this clip. Let me know what you think. It's available on <a href="http://www.youtube.com/watch?v=xZmWQPZ3FVM">YouTube</a> or you can see it here. Let me know what you think!<br /><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/xZmWQPZ3FVM&hl=en_US&fs=1&"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/xZmWQPZ3FVM&hl=en_US&fs=1&" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object>Martha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com0tag:blogger.com,1999:blog-2421688391232265134.post-41865893257511779212009-11-18T09:50:00.000-08:002009-11-18T10:14:39.302-08:00Welcome to the Begin with the Brain BLOG!<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwCU0TNDyIR2bwnbC_s39kOlJO7R_VUSzqg8BKRwqiplStFR6LvpMBR9I61jgB9wAkqHHHWDjzg0lZFvK1wTkywbRE4BEqZCF2wIEIEwGu1SJVVL5cfy5UUeXMjivJ6pKzo2P0_Am5LhhH/s1600/tdth_brain.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 185px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwCU0TNDyIR2bwnbC_s39kOlJO7R_VUSzqg8BKRwqiplStFR6LvpMBR9I61jgB9wAkqHHHWDjzg0lZFvK1wTkywbRE4BEqZCF2wIEIEwGu1SJVVL5cfy5UUeXMjivJ6pKzo2P0_Am5LhhH/s320/tdth_brain.jpg" alt="" id="BLOGGER_PHOTO_ID_5405507023937258850" border="0" /></a><br />Hi I'm Martha Kaufeldt, a veteran educator, author and workshop presenter. When I work with other teachers, I refer to myself as the "Teacher Down the Hall." I love to be a resource for other educators and parents as they seek out ideas and strategies to maximize learning for kids.<br /><br />After months of consideration, I've decided to begin a blog to share ideas, research, books and information that I am currently investigating. This decision comes after so many of my workshop participants, friends and colleagues have contacted me and wanted to "pick my brain" about new projects. I'm always happy to share what's new in the field of cognitive neuroscience, differentiated instruction and learning in general. My goal is that when I find a new resource, observe a great strategy in action, hear an incredible speaker at a conference or just have a scathingly brilliant idea, I will take time to capture the thought and share it here on the "Begin with the Brain" blog.<br /><br />Lots of changes are in the works! We are currently updating the web site: <a href="http://www.beginwiththebrain.com/">Begin with the Brain </a>(http://www.beginwiththebrain.com) and I've just created a <a href="http://www.facebook.com/martha.kaufeldt#/pages/Begin-with-the-Brain/171763953630?ref=ts">FACEBOOK</a> page for quick posts as well.<br /><br />All this flurry of activity is in anticipation of the release of the SECOND edition of my book Begin with the Brain: Orchestrating the Learner-Centered Classroom (Corwin Nov.2009). After a year of working on this, I am thrilled with the new version. It is so much more complete and contains much more brain research. It has been 10 years since the first edition was published by Zephyr Press. I will dedicate a new post to some of the highlights of this new edition very soon.<br /><br />I encourage you to let others know about this new Blog and the Facebook page. I'd love to start my journey as a social networker!<br /><br />Regards,<br />Martha KaufeldtMartha Kaufeldthttp://www.blogger.com/profile/16463262254822928190noreply@blogger.com2