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</div><h2>HL Paper 1</h2><div class="question">
<p>A field line is normal to an equipotential surface</p>
<p>A. for both electric and gravitational fields.<br>B. for electric but not gravitational fields.<br>C. for gravitational but not electric fields.<br>D. for neither electric nor gravitational fields.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The mass of a planet is \(M\) and its radius is \(R\). In order for a body of mass \(m\) to escape the gravitational attraction of the planet, its kinetic energy at the surface of the planet must be at least</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{GMm}}{R}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{{GMm}}{{{R^2}}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(\frac{{GM}}{R}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{{GM}}{{{R^2}}}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The escape speed of a rocket from the surface of Earth depends on the universal gravitational constant <em>G</em>. Other factors that may affect the escape speed are the</p>
<p style="padding-left: 30px;">I. mass of Earth<br>II. radius of Earth<br>III. mass of the rocket.</p>
<p>Which of the above factors is/are correct?</p>
<p>A. I and II only<br>B. I and III only<br>C. II only<br>D. III only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 9">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The mass of the rocket does not affect the escape speed, although it will, of course, affect the </span><em><span style="font-size: 10pt; font-family: 'Arial,Italic';">energy </span></em><span style="font-size: 10.000000pt; font-family: 'Arial';">needed to escape from the Earth‟s gravitational field. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>What is the unit of <em>Gε</em><sub>0</sub>, where <em>G </em>is the gravitational constant and <em>ε</em><sub>0</sub> is the permittivity of free space? </p>
<p>A. C kg<sup>–1<br></sup></p>
<p>B. C<sup>2 </sup>kg<sup>–2</sup> </p>
<p>C. C kg </p>
<p>D. C<sup>2 </sup>kg<sup>2</sup></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<div class="page" title="Page 15">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 15">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 16">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 16">
<div class="layoutArea">
<div class="column">
<p>In an experiment, oil droplets of mass <em>m</em> and charge <em>q</em> are dropped into the region between two horizontal parallel plates. The electric field <em>E</em> between the plates can be adjusted. Air resistance is negligible. Which is correct when the droplets fall vertically at constant velocity?</p>
<p>A. <em>E</em>=0</p>
<p>B. \(E < \frac{{mg}}{q}\)</p>
<p>C. \(E = \frac{{mg}}{q}\)</p>
<p>D. \(E > \frac{{mg}}{q}\)</p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A positive point charge is placed above a metal plate at zero electric potential. Which diagram shows the pattern of electric field lines between the charge and the plate?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_18.57.24.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/30"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A satellite at the surface of the Earth has a weight <em>W</em> and gravitational potential energy <em>E</em>p. The satellite is then placed in a circular orbit with a radius twice that of the Earth.</p>
<p>What is the weight of the satellite and the gravitational potential energy of the satellite when placed in orbit?</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows two point charges P and Q. At which position is the electric field strength equal to zero?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two spherical objects of mass <em>M</em> are held a small distance apart. The radius of each object is <em>r</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Point P is the midpoint between the objects and is a distance <em>R</em> from the surface of each object. What is the gravitational potential at point P?</p>
<p>A. \( - \frac{{GM}}{{{{\left( {r + R} \right)}^2}}}\)</p>
<p>B. \( - 2\frac{{GM}}{{r + R}}\)</p>
<p>C. \( - \frac{{GM}}{{r + R}}\)</p>
<p>D. 0</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The diagram shows equipotential lines due to two objects.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.36.12.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/24"></p>
<p class="p1">The two objects could be</p>
<p class="p1">A. electric charges of the same sign only.</p>
<p class="p1">B. masses only.</p>
<p class="p1">C. electric charges of opposite sign only.</p>
<p class="p1">D. masses or electric charges of any sign.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Candidates had presumably seen a similar diagram showing the magnetic field lines around two anti-parallel currents. We can only assume that the majority chose A, as they ‘saw’ the two objects repelling each other and assumed they must be charges of the same sign.</p>
<p class="p1">Teachers should emphasise the different information that equipotentials and field lines give. They are related inasmuch as the <em>potential gradient </em>is the <em>field strength </em>and so field lines are always perpendicular to the equipotentials. Any candidate sketching the field lines onto the diagram will see immediately that the only answer can be C. Alternatively they could have seen that approaching the pair of objects from below is possible without crossing any equipotentials. Hence they must be opposite charges.</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows 5 gravitational equipotential lines. The gravitational potential on each line is indicated. A point mass <em>m </em>is placed on the middle line and is then released. Values given in MJ kg<sup>–1</sup>.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_11.00.49.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/31_01"></p>
<p>Which is correct about the direction of motion and the acceleration of the point mass?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_11.01.52.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/31_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>At the surface of a planet of radius <em>r</em>, the gravitational field strength is <em>g</em> and the gravitational potential is <em>V</em>. Which gives the gravitational field strength and gravitational potential at a height 3<em>r</em> above the surface?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 9">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The majority of candidates favoured D. A simple sketch will show that at a height of 3</span><em><span style="font-size: 10pt; font-family: 'Arial,Italic';">r </span></em><span style="font-size: 10.000000pt; font-family: 'Arial';">above a planet, the distance to the centre of the planet is 4</span><em><span style="font-size: 10pt; font-family: 'Arial,Italic';">r</span></em><span style="font-size: 10.000000pt; font-family: 'Arial';">. </span></p>
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</div>
<br><hr><br><div class="question">
<p>A positive point charge P and a negative point charge Q of equal magnitude are held at fixed positions. Y is a point midway between P and Q.</p>
<p><img 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" alt></p>
<p>Which of the following gives the direction of the electric field due to the charges at X, Y and Z?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A satellite is moved from a low orbit to a higher orbit. Which of the following accurately describes the energy of the satellite?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The most popular response was B, presumably since most candidates assumed it was a closed system, despite being told that the satellite ‘is moved’. A satellite cannot obtain a higher orbit without some energy input, which leaves D as the correct response. There should be no need for recourse to formulae and calculation if the candidate has secure conceptual understanding of satellite motion.</p>
</div>
<br><hr><br><div class="question">
<p>The sketch graph shows how the gravitational potential <em>V</em> of a planet varies with distance <em>r</em> from the centre of the planet of radius <em>R</em><sub>0</sub>.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>The magnitude of the gravitational field strength at the point <em>r</em>=<em>R</em> equals the</p>
<p>A. area between the graph and the <em>r</em>-axis between <em>r</em>=<em>R</em> and <em>r</em>=<em>R</em><sub>0</sub>.</p>
<p>B. gradient of the graph at <em>r</em>=<em>R</em>.</p>
<p>C. inverse of the gradient of the graph at <em>r</em>=<em>R</em>.</p>
<p>D. value of <em>V</em> at <em>r</em>=<em>R</em> divided by <em>R</em><sup>2</sup>.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A spacecraft moves towards the Earth under the influence of the gravitational field of the Earth.</p>
<p>The three quantities that depend on the distance <em>r</em> of the spacecraft from the centre of the Earth are the</p>
<p style="padding-left: 120px;">I. gravitational potential energy of the spacecraft<br>II gravitational field strength acting on the spacecraft<br>III. gravitational force acting on the spacecraft.</p>
<p>Which of the quantities are proportional to \(\frac{1}{{{r^2}}}\)?</p>
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II and III only</p>
<p>D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An electron of mass <em>m</em><sub><em>e </em></sub>orbits an alpha particle of mass <em>m</em><sub><em>α </em></sub>in a circular orbit of radius <em>r</em>. Which expression gives the speed of the electron?</p>
<p>A. \(\sqrt {\frac{{2k{e^2}}}{{{m_e}r}}} \)</p>
<p>B. \(\sqrt {\frac{{2k{e^2}}}{{{m_a}r}}} \)</p>
<p>C. \(\sqrt {\frac{{4k{e^2}}}{{{m_e}r}}} \)</p>
<p>D. \(\sqrt {\frac{{4k{e^2}}}{{{m_a}r}}} \)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">Two positive and two negative point charges of equal magnitude are placed at the vertices of a square as shown. The origin of the axes is at the centre of the square.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.38.55.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/25"></p>
<p class="p1">The electric potential is zero</p>
<p class="p1">A. at the origin of the axes only.</p>
<p class="p1">B. along both the \(x\)-axis and the \(y\)-axis.</p>
<p class="p1">C. along the \(y\)-axis only.</p>
<p class="p1">D. along the \(x\)-axis only.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Both A and B were allowed as the wording was slightly ambiguous. The symmetry of the situation as a test charge approaches from infinity should have led the candidates to the correct response of B, though.</p>
<p class="p1">The poor results of candidates on questions 24 and 25 indicate that more time needs to be spent on this topic.</p>
</div>
<br><hr><br><div class="question">
<p>A moon of mass <em>M </em>orbits a planet of mass 100<em>M</em>. The radius of the planet is <em>R </em>and the distance between the centres of the planet and moon is 22<em>R</em>.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.53.09.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/28"></p>
<p>What is the distance from the centre of the planet at which the total gravitational potential has a maximum value?</p>
<p>A. 2<em>R</em></p>
<p>B. 11<em>R</em></p>
<p>C. 20<em>R</em></p>
<p>D. 2<em>R </em>and 20<em>R</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The mass of the Earth is <em>M</em><sub>E</sub> and the mass of the Moon is <em>M</em><sub>M</sub>. Their respective radii are <em>R</em><sub>E</sub> and <em>R</em><sub>M</sub>.</p>
<p>Which is the ratio \(\frac{{{\text{escape speed from the Earth}}}}{{{\text{escape speed from the Moon}}}}\)?</p>
<p>A.<span class="Apple-converted-space"> \(\sqrt {\frac{{{M_{\text{M}}}{R_{\text{M}}}}}{{{M_{\text{E}}}{R_{\text{E}}}}}} \)</span></p>
<p>B.<span class="Apple-converted-space"> \(\sqrt {\frac{{{M_{\text{E}}}{R_{\text{E}}}}}{{{M_{\text{M}}}{R_{\text{M}}}}}} \)</span></p>
<p>C.<span class="Apple-converted-space"> \(\sqrt {\frac{{{M_{\text{E}}}{R_{\text{M}}}}}{{{M_{\text{M}}}{R_{\text{E}}}}}} \)</span></p>
<p>D.<span class="Apple-converted-space"> \(\sqrt {\frac{{{M_{\text{M}}}{R_{\text{E}}}}}{{{M_{\text{E}}}{R_{\text{M}}}}}} \)</span></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two point charges are at rest as shown.</p>
<p>At which position is the electric field strength greatest?</p>
<p style="text-align: left; padding-left: 30px;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiUAAACuCAYAAADphX3ZAAAZYUlEQVR4Ae3dDXBU9bnH8V8iImrMbVPQbMSRCZHQTrFAmAy19k6uYqIdUxio+MJLKHGuttRy6yCMlttadfQiGTpUrbY1qRSxQkmKMkUTNI1zqS80S2lxNKRpG23IUmW4EFYFIXvunCUh76+7h5z/f787w5DdPfs/z/N59uw+e/Z/ziY5juOICwIIIIAAAgggMMICySO8flaPAAIIIIAAAghEBWhKeCIggAACCCCAgC8EaEp8UQaCQAABBBBAAAGaEp4DCCCAAAL9C4TrVb21REUZSUpKOv0vo6hEW6vrFe7/kdyLwJAEaEqGxMXCCCCAQCIJRBSur9Cqwq/pwT9eou8GT8g9NsJxjqpm4TnavjBPhSW7aUwS6Snhca5JHH3jsTDDI4AAAqYKhHerpHCO1mU+rj/+Yq4u7fIxNqJwcL0KZ2xS7qsva801Y03Nkrh9JDDKR7EQCgIIIICAbwQiatm9TetqrtZDP/tat4bEDTJZKdNuUcm2TB0dP9o3UROI2QI0JWbXj+gRQAABjwQOq7aySqFAviak99F0JAeUM3u2R+tn2EQU6LIzLhEByBkBBBBAoBeByCE17m2WpmRpfApvFb0IcZMHAjzTPEBlSAQQQAABBBAYugBNydDNeAQCCCBgv0DyWE2YmiHta1BTOGJ/vmToCwGaEl+UgSAQQAABvwmkaUZBvgKhBjUe/LTP4CKhoF7gfCV9+nDH0ARoSobmxdIIIIBAgggkKzV3ju7O26XVa3boQI+dJRGF6zbomzlL9OKR83RBgqiQprcCNCXe+jI6AgggYK5Aygzd+eQjuu6l72jhvRsVDLXvMWlR/c71WnbNvXp/yTo9NOdy8WZibpn9FDnPIz9Vg1gQQAABXwkkK2VykX4Z3K7/yn5bKzLOazvN/L8p79lWFT5bo+0PX6dA2ztJpL5MBUlJylhVrRZf5UEwpghwRldTKkWcCCCAAAIIWC7AnhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcgKbE8gKTHgIIIIAAAqYI0JSYUiniRAABBBBAwHIBmhLLC0x6CCCAAAIImCJAU2JKpYgTAQQQQAABywVoSiwvMOkhgAACCCBgigBNiSmVIk4EEEAAAQQsF6ApsbzApIcAAggggIApAjQlplSKOBFAAAEEELBcYJTl+ZGeBwInTpzQn/70J7355ptqamrqsYaJEydq5syZ+sIXvqDzzjuvx/3cgAAC5gi42/iuXbtUV1encDjcJfCxY8dq8uTJ+spXvqJx48Z1uY8rCAxHIMlxHGc4D+QxiSlQU1Ojl19+WadOneoX4JxzzlFycrJmz54dbVD6XZg7EUDAdwIffvihNm3apAMHDmigtwl3e7/88su1cOFCpaam+i4XAjJHgKbEnFqNaKTu3pHHHntMH3zwgSKRyKBjcRuTCRMmqLi4mL0mg1ZjQQRGVsDdE+o2JEO9jBo1SrfffruysrKG+lCWRyAqQFPCE2FAAbchWb9+fbQhGXDhPha4+OKLtXz5chqTPny4GQG/CLgNya9//eshffjoHvuCBQs0bdq07jdzHYEBBWKf6BqpU1lBhpKSZmhV9aEBV8gC5gmUlpbG1JC4Gbt7WH7729+al3zCR3xc9WXzlZSU1Mu/Aq0qq1Z9ePB7zhKe0+cA7vyRWBsSN8XNmzfL/fqHi0kCEbVU36eMXrf1KSoq2azq+hbPE4q5KYk0vK7N++Zq7SOXaWPlX+R9yJ6bsIJOAu6npvfee6/TLcP/MxgM9joxdvgj8sizJ3CTSvd/Ep1b4M4vcP+1Nv9A6a8tV97ybTpAX3L2SuHhmp5++umY9pC0h+bOOXv++efbr/K/UQI5Wvnqh122dedYuRZqhxbmfU9ldd6+y8fYlBxSTelPtW/RXN0+t1BTHn1KW+uPG8VPsP0LvPDCC2ptbe1/oUHe676RPffcc4NcmsX8LpAc+LKKiwqlsudV2cB27/d6DRSf+wHkk08+GWixQd/v7nXp7ei8QQ/Agv4RSJmk6+5+QI/fsFvF3ypV0MO9o7E1JS1/UeVGaVHBlfpM1lW6OX+PNu9qFB+a/PNciiWShoaGuL5IubEcOnSI3bqxFMWPjw1kaUL6aD9GRkxDENi5c2fcPoC4q3U/zOzYsWMIEbCorwWSL9ecVd9Tfs0mbdl92LNQY2hKImqpfUUbla+CGWlS8gRdffN0VW1+XQ10JZ4V7GwO/Pbbb8f1RcqN3T1y589//vPZTIN1eSQQCb2h0k0tumfbXcpLjeGlxKP4GHbwAu5kdnfeV7wv//jHP+I9JOONoEBy+gRNDTRrb+Mhz3Y+DP+VJFKvrWuekRbN0ozoC9IYZV19vfKrfqrSGia8juDzJm6rbmxsjNtYnQd6//33O1/lbyMEfqPi7PO7THY9J+Nq3V32Vx1sOqqPjciBIPsScCeluucaiffF/RDChNd4q470eCHt29+srqfRi19Mw25KohNcqzKiX920nyonOfoVTjMTXuNXnxEd6eTJk56s/8iRI56My6BeCvSc6Ooce1flK6VH563QU0Fq6qW+12O722S85o51jtVtdNy9MFwQGKzAMJuS42rY9bKqFNSj147r+PR0zudVXBVSaOMrqm3hO5zBFiHRlvPixS/RDH2Rb8pkzSm+Wfn6ndZt2cORd74oyvCC8OqDAtv68Orh70cFNCU7QykeBTm8pqTldZWu3qX80nfV2nZ4YPthgs7RV7VSz2jN1nrPvnPyyIJhz5LAmDFjztKaWI3XAqe/Y/Z6LYzvtYB71mUvLqNHMwHaC9eRGbNtHmkoQ1MnjNXwmoeBIx/GuO0TXOfqjoLMnoGlXqmCRRlMeB3Y3vdLfO5zn/Mkxssuu8yTcRn07AtEDjZqbyiny9e4Zz8K1hirgPvDmV40EO4hxuPHj481PB7vB4HIP/XKpu0K5X9bxXljPYtoGE3JYdVWVkmL5mrWpb11wWnKnb9AeVUvaxfnLvCscGdj4Nzc3Livxv0tHH4XI+6sIzNguE7bSjerKm+B5uemjUwMrDUuAu4v/Lp7u+N9cX9FmIsFAuF67Vz3A33npVyVrv+GJg2jcxiswpCHjtS/qDWPpuvu+dPVPsG168qSlTLtBi3K36XVpa+rRe2nqeY09F2d/H/tiiuuiHuQblPixbhxD5QBuwn0PPom6aLleiv7LtU+t0w5KadfSiL1ZSpISlLGqmrmmHQT9PvVL33pS3EPMS8vL+5jMqDXAt3mirqnnb/oLr2SdpO2B5/U0skd7/xebO/8IJ/X9TV8/K1bt+rNN9+MWxbXX3+9Zs2aFbfxGAgBBOIj0NLSogceeCA+g0k699xzdf/99/MjnHETTYyBhrynJDFYyLJdoLCwMPri0n49lv9TUlL01a9+NZYheCwCCHgkkJqaKnfPhrs3M9aLO8bs2bNpSGKFTMDHx/7sS0C0RErZnQC3bNmyuLxQueO443FBAAF/Ctx4442KdR6I25BMnz5dM2fO9GeSROVrAZoSX5fHH8G5s+dvvfXWYQczatQoLVmyRO5kOi4IIOBvgeXLl+viiy8e1geR9obklltu8XeSROdbAeaU+LY0/gvMPV30E088Ef2RvsGcFMl9gUpLS1NxcTENif/KSUQI9CngnoX1pZde0htvvDGkM70yZ6xPUu4YpABNySChWKxDwJ34WllZqY8++ij6A3sd95z+yz219AUXXKCvf/3rmjZtWve7uY4AAoYINDU1qaqqSu+88050z4n7WzadL+5kVvdQ4ilTpsidf+bOS+GCQCwCNCWx6CX4Y909J//617908ODB6N6T888/X+np6brkkkvYM5Lgzw3St0vA3XPibu8NDQ06duxYNLnPfvazcs8Ey8nR7Kr1SGdDUzLSFWD9CCCAAAIIIBAVYKIrTwQEEEAAAQQQ8IUATYkvykAQCCCAAAIIIEBTwnMAAQQQQAABBHwhQFPiizIQBAIIIIAAAgjQlPAcQAABBBBAAAFfCNCU+KIMBIEAAggggAACNCU8BxBAAAEEEEDAFwI0Jb4oA0EggAACCCCAAE0Jz4F+BI6rvmy+kpKSuv3LUEFZnbqecLqfYfq8q0X11ZtVUjSlY/yMIpVsrVF9OPbR+1wtdyCQkAIRheurVbaqoOv2trNe4QE8IvVlKujxOpCkpIIy1ce8qbpx1WhrSZEyzqxjiopKNqu6vmWAyLjbNgGaEtsqGtd8wmraf0D5pe+q1XGiv3Hh/s6F4zSrculkxfTkCdepYtVNyn5wj8Z9t6pt/FYdq7lN2n6XsgvXK0hjEtdqMlhiC0QObNPyvOV6Lf0Ham51t+MTat6Wq31F87S84r1+PmREFG5q0L78Uu2PPq7Ta0HlUk2K6YWgRfUVq1WY/Yj+OG6Zgu3jHyvXQu3QwuzbVBI8ktiFS7DsY3o6JZhV4qXb8hdVbjyhqRPGxtaA9JA7ouBTKzRv4xUqf/ZBFeUE2sZPVsqkAq14olRrtVaFD9aIz0k98LgBgWEIHFdD5fMqU6GKir+sQPSVf7QCucX6/kOfV9l3fqaalr52eRxWbWWVNHWC0uP6jhFROFiqO+ZtV2b5z/VIUW5bXJJSJum6Feu1fa10T+Gjqu4ztmFQ8BBfC4zydXQE57nAqWCJJv8kU/+7Ya4C3dYWOdiovaFM3Tw+pds9MV5t2aMt6/Yo/6ESzbl0dM/BUqZqQcnTyjw6Ps7NUM9VcQsCiSEwRpOWbpGztI9sQw1qPPiplDqm5wKRQ2rce0RTbs5QfF8JDmv3lk2qyf+efjbn8l629c9o2oIfaVvmMY2PazPUM0Vu8Y8ApfZPLXwWSdsu28D5+qDijjPf9WYUlagiGOplV+8phSruVFLSnaoInTqTi9v0ZCVlqajin223RdRS+4o2hjL62QMzWoGcr2nuNZPi/CJ4Jiz+QACBzgL51+vqrF4aEneZcLP27ztf6R9s1jcz2uaXuXO/KoIK9bZzJVShoi7bvKRTQZVkJSmpqEKh9vVG98QGFehnD0xyIEez5+ZpUgpvVe1stv9PpW2v8LDz+1QHGxsUys5UbtEv1BydS9Kq+u9n6q0V39a6YX/P2zauMpUd7z0ww86VByKQmAKRAzu0ZvW7WnrHtcrq493g9B7TDF2ae7t+2dw2n6T+XmW+9UPdtm73gJNk+5I9PW5AU7LjvQemrzVyuwkCfTwNTQidGL0VaNvd+/sf6ppA+1cs7pyPf1dB7j91z30VcZh1720GjI4AAv0IhN/WM/c9rL8vWaeHev365PRjkyctVaVTqYevubTjK5aUSZpVcKX231OiLfXH+1kJdyEwNAGakqF5Gb50+1csHYf4njvjHv3tV/POfD0TPfw3q0TBjm9guuWcovHZmdK+BjUN6+iY0UqfkKWA/q79TQMdiNht1VxFAIGuAtGvSjq2556H77v3/YdKgt22tfDbKlt2q1brLj1537UdE0y7jt7PtWSljM/SlBi24+T0CZoaCGnf/uZh723pJ0DuMlSApsTQwg0v7FEKzH2q06G9jk7WrtXExeVtX8+07ZptWKEcz6ZAJyt1xiwtCjRrb+OhXuamtGUWCSn4AucrGV6deVTCCATmakOXw/U7Ha575vbfa0VOxxTVSOgP+nG0IVmh6icWafJIzddIvVIFi3IU2tuog73NTYkW8VOFgpWcryRhntDq2BuXQDmT6mAEInUqK8hQxqrqbofluucu+bsCi2ZpRmpvPe1hHTnW526W02tOna75d09X1erHte3Apz2jcT/FfTNfhS8e1oUX9LaOng/hFgQQGEjgU4Wqf6RrM27Si+k/Us2gGpK2Eyhm3NftsNz2ifD5KpiR1suKP9bBIx/1/aEj+og05c5foLyqH2vNtt7Ok9KiurJvKadwu45c2Mck3F7WzE1mC/CKb3b9vIs+eZLmP3yPsjdu0ta69rOFRBSu+502lM/U49+9Wqm9rv1dvbarQWG5n3Aq9NiWP+gSuS9Qh1RXVtJ2ZM5nlHPn/6j0utc0b+F/a8OZo3ncMztWqmTZrSp+/xt69qEbdSnP0F6VuRGBoQm45wR5Qrdde7/2L31czz4yd5BHtIzRpPkrtDa7Shu2vtPxNUv4HW3d8IZuePwO5fX64SSkfa+9FT0zcyQUVMVjz2nnJQHp4BEdrduo+6JH4yUrJadYT5bm6qV5/6l7N+zuOJonXK+dJXfpmuImLXn23t5PHTA0AJY2RcDhktACJ2vXOhMXlzvNvSqccJpry521i7/oSHKkgJO3stR5df/RXpY+6TSXL3OuyrvKCUSXzXdWPvOW03yy0Slf6j4+4OStfcs51vmRrc1O7bafOyvzAm3jy1FgsbP2N7939h9r7bwkfyOAQCwCre86pfmdtrPoNupu0+3/cpyVr37oOM4nzv7Smxyp/frplbY21zrlaxe3bdtylLfSKX11f9ftuT2+5nJn8VV5Tl6g/TXjV05t8zGnqXzZ6cfnrXNqu2zf7uvMdqd0ZX6neL7oLF77fB+vNe0r4n8bBZLcpExpoIjTzwJhBUtu0U8yn9SGuZf5OVBiQwABDwX6OyGjh6tlaEsE2DluSSFHPo3jOvrh/w3ie+SRj5QIEEDAK4GIPj56WB8fPKJjfU5e9WrdjGuDAE2JDVX0Qw6n3tOe8tf1t8MDTW7zQ7DEgAAC3gh8rL/ueUOhvx2mKfEG2PpRaUqsL/FZSjD5QqVNnKiJaRdySNdZImc1CPhPYJQuShsnTUzTRby7+K88BkTEnBIDikSICCCAAAIIJIIAvWwiVJkcEUAAAQQQMECApsSAIhEiAggggAACiSBAU5IIVSZHBBBAAAEEDBCgKTGgSISIAAIIIIBAIgjQlCRClckRAQQQQAABAwRoSgwoEiEigAACCCCQCAI0JYlQZXJEAAEEEEDAAAGaEgOKRIgIIIAAAggkggBNSSJUmRwRQAABBBAwQICmxIAiESICCCCAAAKJIEBTkghVJkcEEEAAAQQMEKApMaBIhIgAAggggEAiCNCUJEKVyREBBBBAAAEDBGhKDCgSISKAAAIIIJAIAv8PD5DZ2f6JhBYAAAAASUVORK5CYII="></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The diagram below shows a particle with positive charge <em>q </em>accelerating between two conducting plates at potentials \({V_1}\) and \({V_2}\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_09.57.00.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/21"></p>
<p class="p1">Which of the following is the kinetic energy gained by the charge in moving between the plates?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\({V_2}q\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\({V_1}q\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(({V_1} - {V_2})q\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(({V_2} - {V_1})q\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">The vast majority of students incorrectly chose D as their answer. Kinetic energy gained is equal to potential energy lost. Furthermore, kinetic energy can only be positive, so, whether \(q\)<em> </em>is negative or positive, the only correct response can be C.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A negatively charged particle falls vertically into a region where there is an electric field. The equipotentials of this field are shown.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_10.55.36.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/25_01"></p>
<p class="p1">What is the path followed by the particle?</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_10.56.46.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/25_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
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<p class="p1">D</p>
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[N/A]
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<p>Which of the following experiments provides evidence for the existence of matter waves?</p>
<p>A. Scattering of alpha particles</p>
<p>B. Electron diffraction</p>
<p>C. Gamma decay</p>
<p>D. Photoelectric effect</p>
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<p>B</p>
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[N/A]
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<p class="p1">The two graphs below represent the variation with distance, \(d\), for \(d = r\) to \(d = 2r\) of the electric field and the electric potential around an isolated point charge.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_16.50.44.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/08"></p>
<p class="p1">The work done by an external force in moving a test charge \( + q\) from \(d = 2r\) to \(d = r\) is equal to \(q\) multiplied by the</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>shaded area under graph 1.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>shaded area under graph 2.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>average value of the electric field.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>average value of the electric potential.</p>
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<p>A</p>
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[N/A]
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<p>A charge of −3 C is moved from A to B and then back to A. The electric potential at A is +10 V and the electric potential at B is −20 V. What is the work done in moving the charge from A to B and the total work done?</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">Which of the following represents a scalar and a vector quantity?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_09.25.45.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/07"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Most students incorrectly chose D. If ‘potential gradient’ had been automatically equated with ‘field strength’ in students’ minds, then its vector nature may have been more transparent.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Gravitational potential at a point is defined as the work done</p>
<p class="p1">A. per unit mass in moving a small mass from infinity to the point.</p>
<p class="p1">B. in moving a unit mass from infinity to the point.</p>
<p class="p1">C. in moving a small mass from infinity to the point.</p>
<p class="p1">D. per unit mass in moving a unit mass from infinity to the point.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Gravitational potential is defined in terms of moving a <em>small </em>mass. This is, yet again, a matter of candidates learning their definitions.</p>
</div>
<br><hr><br><div class="question">
<p>Four identical, positive, point charges of magnitude <em>Q </em>are placed at the vertices of a square of side 2<em>d</em>. What is the electric potential produced at the centre of the square by the four charges?</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_10.58.10.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/30"></p>
<p>A. 0</p>
<p>B. \(\frac{{4kQ}}{d}\)</p>
<p>C. \(\frac{{\sqrt 2 kQ}}{d}\)</p>
<p>D. \(\frac{{2\sqrt 2 kQ}}{d}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The diagram shows two parallel metal plates X and Y.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_05.56.26.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/07_1"></p>
<p class="p1">Plate X is at Earth potential (0 V) and the potential of plate Y is \({V_0}\).</p>
<p class="p1">Which of the following is correct in respect of the magnitude and the direction of the electric field between the plates?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_05.58.17.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/07_2"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The escape speed from the surface of a planet depends on</p>
<p class="p1">A. both the radius and the mass of the planet.</p>
<p class="p1">B. only the radius of the planet.</p>
<p class="p1">C. only the mass of the planet.</p>
<p class="p1">D. only the gravitational field strength at the surface of the planet.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>M is a spherical mass situated far away from any other masses. Which of the following represents gravitational equipotential surfaces having constant potential difference between them?</p>
<p><img 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" alt> </p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Each diagram gives just three adjacent equipotentials. There is therefore no attempt made at completeness as may be found in a text book. Candidates should know that the two equipotentials further from the mass should have a greater distance between them than the pair closer to the mass. Hence only C can be correct.</p>
</div>
<br><hr><br><div class="question">
<p>A satellite in close-Earth orbit moves to an orbit further from the Earth’s surface. Which of the following concerning the speed of the satellite and its gravitational potential energy in the new orbit is correct?</p>
<p><img 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AF4kCxIBCQCEgGJgERAIiARkAhIBCQCEgGJgERAIiARUBCQig4pCBIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAIVBgEpKKjwrxKyYhEQCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAlLRIWVAIiARkAhIBCQCEgGJgERAIiARkAhIBCQCEoEKg4BUdFSYVykZkQhIBCQCEgGJgERAIiARkAhIBCQCEgGJgERAKjqkDEgEJAISAYmAREAiIBGQCEgEJAISAYmAREAiUGEQkIqOCvMqJSMSAYmAREAiIBGQCEgEJAISAYmAREAiIBGQCEhFh5QBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAISAQqDAJS0VFhXqVkRCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAhIBqeiQMiARkAhIBCQCEgGJgERAIiARkAhIBCQCEgGJQIVBQCo6KsyrlIxIBCQCEgGJgERAIiARkAhIBCQCEgGJgERAIiAVHVIGJAISAYmAREAiIBGQCEgEJAISAYmAREAiIBGoMAjYVRhObmNGMjMzUVBQcBtzIEmXCEgEJAISgdsBgUqVKqG4uPh2IFXSKBGQCEgEJAISAYnAHY6AnZ0dnJ2dIf5ea7r2Etfagsx/VQS+nz0bBw8eRElJyVXzygwSAYmAREAiIBG4HgTEHBMYFITkpCQUFRVdTxWyjERAIiARkAhIBCQCEoFyQUCsW2rVqoV+/fsjNDQU4rDmWpJUdFwLWjcp78WoKERHR8Pf3x82NjY3qRVZrURAIiARkAjcyQgIy8HIiAgU0aLDwcFBzjd3sjBI3iUCEgGJgERAInCLI5CSkgJ7rldycnKui1Kp6Lgu2G5sobTLl+Hu7o45c+fCzc3txlYua5MISAQkAhIBiQAROHzoEF5++WUMHToU3bt3h7OLi8RFIiARkAhIBCQCEgGJwC2JwCcff4yz586hsLDwuui7NvuP62pCFpIISAQkAhIBiYBEQCIgEZAISAQkAhIBiYBEQCJQPghIRUf54CxbkQhIBCQCEgGJgERAIiARkAhIBCQCEgGJgESgHBCQio5yAFk2IRGQCEgEJAISAYmAREAiIBGQCEgEJAISAYlA+SAgFR3lg7NsRSIgEZAISAQkAhIBiYBEQCIgEZAISAQkAhKBckBAKjrKAWTZhERAIiARkAhIBCQCEgGJgERAIiARkAhIBCQC5YOAVHSUD86yFYmAREAiIBGQCEgEJAISAYmAREAiIBGQCEgEygEBqegoB5BlExIBiYBEQCIgEZAISAQkAhIBiYBEQCIgEZAIlA8CUtFRPjjLViQCEgGJgERAIiARkAhIBCQCEgGJgERAIiARKAcEpKKjHECWTUgEJAISAYmAREAiIBGQCEgEJAISAYmAREAiUD4ISEVH+eAsW5EISAQkAhIBiYBEQCIgEZAISAQkAhIBiYBEoBwQkIqOcgBZNiERkAhIBCQCEgGJgERAIiARkAhIBCQCEgGJQPkgIBUd5YOzbEUiIBGQCEgEJAISAYmAREAiIBGQCEgEJAISgXJAQCo6ygFk2YREQCIgEZAISAQkAhIBiYBEQCIgEZAISAQkAuWDgF35NCNbuVMRKCkpgfhfJBsbG/Ev/yofjf+UFBcDlSrxF5luRwQs37HhXd+O3Eiab1UExDghRhIxjujGkluVUknXf4oA55ti/ZyjTDZ8NsqLkB0rxJUUM08la79YyVwBviopYV9iZ6oofami8VMBREyycAMRkPJ9A8GUVd1xCEhFxx33ysuH4eLCfOTkZCMnOwvZeYXKosrW1gEOjo5wcnGGE//a21K5YVOEtPhYwCcYno52Vheh5UPxf9xKcQFyc4mTlbW2WJDaOjjCwe7WUgaJd5ybk4Ps7Ey+4yJFoWVra0taneHq5gpXZ0fYarVa1wtzSRHycvNQbEVCBD52jk6UJ+ubmOttUpa7RgQowzl5BSykFWK+oEr2cHJg/xbyUNZ8xuaLkZeVgbT0dOQWFMPeyR2eXh5wthf1GTPJhzscgeKiAuRzjMjNzaEc5iInNx/FVKDb2fB/ZVxyhKO9mIOc4OhoDzsqNhR5LMpDQnwqXH184crvK7ZMFSM/W/SlDOTkF8He0Y19yRPOSt+8HQVI8JOpjA0GfjzIj8tty891vIPiQuRy3OUoq0n8xsaesm6HShVbqDV8V6SPJUp/TefcJ+TbVvRXT859HKduqF5WyFA+ZchCiPQyxP5U6YY2WJHekeTlVkdAKjpu9Td029HHTUlmOi6e3Idli37F4gWbEJ1fDDsOlCVF+fCpeTe6PP4wunftiPo1g+BsewlTuj4Oz1kr8Wa7mnC2uzN3LoUJx7Fk+T7kistkmkVJAfeONTo9js51/ODAzfx/n/iOs9MRe2Y//l6wGL8tWIskToIF2dnI50xZ4t8EfV58Gc/3fgBhAe7caFwbzcU8XbWYVIuSsH3ZGkRnFaBIs5EW+DS4rzva1PK5RfD579/Q1SiwivHVCl3l95y4Y1i24SCyuSAzl2G+IJ9meOLB5vB2cUDu1fI9wHyuDsa3XJSTgL9nf4ZPvluF5PQcwL8DPpn4KXp3rg0PR9srUnUz+Lxig/LHckeghIqz7MxMXIo8hX82rsf6dWux5dgFRQ5thKKDSg5wIV/oHYKWDZring6d0aF9C9Sq7Ad3ymNRzFr0GjAavcf9in7tG8Dd/trGq3Jn+F80WJSbhNU/TMCn367ApZQswK8dho/9GH0fqA9v5ysfNPxXfelK7Qp+1s6bhE+/WY7Y5EzA9x4MGzMKfR9sCB+XK/PzL2C8pYrmJJzE6k3hSM3K14y7hYBXQzx8X3MEebkYx9NbivgbQIyQD2GNdbv2WoV+rpGsLZOEfG/4dRrGfvMnIuPTOY+2wTujRmLAo03h70al7A3AT1SRm3AKa7aEIzkjz4oM1ccDnVqgiq/rDWvvBpEtq5EIlAkBqegoE0wyU9kQKEZOWiRWffMZhs9ejyxaKLh6esPPqyqa31MXuRf34Ez0Kfz17V78Pr0QbXsOwj1+F/E7rQJeLVsDFTZXISe0rb//hP1JiUhMSUcBJ291qpdaA63fvhcOLvbqr/+T54KsRKz//mO8P3MN0sTiyj4Ufd94FAm//ICtKZnISzyM3yYOxrpzM7BqbHcEezqWmc6ivAxExWUhuKo/HO1Um1huVC5s+wVzt0ciKjkLYnGgTq/WuAfNQrylokMNSinPRXmZxDgTQVWIsb3tDVu8pMccxyrKQPj5CKTmFvH6gIqAyoPQqnV9eHFjebV8d7WuBy+joqMEESunY/zc1Tolh6gycSs+ffFL1N8xBm1r+qK0HlGUn4no2EwEVvEjn3fGpkeF+B3wWIKCnCzEXziExXO/wPfL/0FqJhfqlGgHFzd4+zrBITAQjapWRVHKKZynLEQc3ogj21fgq6IiKkd7ovv9TRCz7GskxsXjUno2Cop4jZJ9omKmEkSu/hqTf1ipU3IIJpN2YMKgrxG2djQ6NQqGQymMi74UwzHDL8hXOU2+URusUpozfl2Un4XYS5nwDfSx0i75WTMLk+f+pVNyiFLJOzHxjZkIW0N+GldG2WceY5O33UNm3GmsW/ALdh07heRsHgSox92g51GnQW0EUNFREaXaIB8+Ad5wcTIpx2+Xlyjoj4vPhLcf6XfW0l+CqA3fY/oPy3RKDsFUyh5Mf2cW6tT8BA+2DoHTDWI0M/4MNiycj+2HjiM5pwCFHAaNKbAfQkJDEURFh9wwGlGRD7cRAtIZ6W30sm51UovyErBg5KMY9u0qKjkK4Orli0Hjf8SWvSsxd+aX+G3FHmxctRCj+rdFFX8P7Fn0LabSkkOYGN/pyanGffh241ZsWTIZDbzcLRYlbgSovBaXV3wXRbnY/s0wfPD1ap2Sg5nt6/fB0JfeQvc2bnBS7ToTF63BuYwc8FypbKmkABfWTsMTj4zA7qg0FKgXbA5V8NLMdZg/6Xn4ejhb1Cf2JtZORCwy3ulfEOPI9TPw1GMjsPNCKgrVGP9LbAJb98FP61bis2dq8HRYI60BDrDVr5Kums/Maikb+zdtQS6thcxTJFLEol69IFNnUPj8Ej27jcC2c8nmsqTOJ59vUwSoVM9IxN4/v0SP3i9j0m/b9UoOB7hz3una9z3MWbwKu1atws8//oD5y3Zg88a1+PXrUXiEG79Ad2ec3LQI44ePwk+74pEm9CMVPmUjfOs2ZPHainmKQmpOnvnmRp2BfSlq8zfo99RIbDgWh7zS+py6zI14Vtr9Fv2eHoH1R2KttJuNQ9u2kx+edJsl8pN9BX7M8t7+H/ybP4lZS5dgwguNUdlTM+762cPWvoIu80sKEb3te7zwzEisPhCF3PKSyxslMqQ/ZvtcvNR7JFbuj0SOBf05OLJzJzJSL2tajMFlHg4W0HDyRiW/pk/gy0ULMenVu1DNSyMvvpQhh1vr2vSN4lvWc2cgoJHoO4NpyeXNQKAQZ5ZOxcQ12TQZFvU7YMCkhXjtsZbwUJ0auwfVQ99P/sD8yW8iJNBL3h3VvAqXaqGoQXP8W/X0Je/i3xj6825c5ibTkJp0qMN77+Cm2ZVfCb8rwgyTGw7vynB3KKvFQDFyk3Zj6scLkX45CdncgVvbgweH1OaGWaVNMRAh/5YBAYExT4TY/y6nJCKbWgIzq4sy1HD1LO5o2KItHJw0Z01CT2G2kCtrPhuedDnzKpP5VGVDXwuKjwWrBJHP5L344tOFSElKQA5l6cbzabVh+WW5ICAsB89j0biX8ProbxGbmGZs1c37boz8ahFmjHwRbevwRF9lFeboHogmnfvi61WLMeOjPqgX4sdrLeZyZayoQj5UUvqSrZZnjqd2pToDL0Feyn7MGr8Yl2JjkSPGjHLBRrR7AN98vgiXoktrtxKcrYwNvCcLWypLNVv+cqH6v2vEDWFNWsHFzd2cBN70413PCpgoH6kH8P2kxYiJjKJcFplbstzyHAv6w/H9lMW4GEElDem3nKNs4OzkTFnWrAbZX21L7a//hnE31GnUEm4enuaV5PJj+XR683blJ4nADULgTprlbxBkshqrCOSdwawxK5ArrjIoqS06tqgMezrQtJZq3/8mfhn7DCp7O8qTeDVAjpXRqq4tcVN/ees8n9u2BUV55sefBQWFnAftcfdzr6JKjZoICAhAYGAnWn28iLrermVS2hRkJ+PPcW9hU1oKRO3CVYu1hWpRJWEfYk0FcutgdKtSIjBeNmEINqYmQaxdSsP439JfSB2YpVMzy1rLls8F9/Tqg+DKQXBQnI/aKc5IvVu0R3UfF27QLOsVfC6f+A42JsdDrPNvFp+WLctvygOBgpw4/G/YAEz+Yz+SMlX2Yk4eeHP6CHRvXxuuVLCWmir54N7+YzFn/EA0rOHDTUOpOSvYD85o82QvVKlelVe5hNNV0Zfc6D7nHlTzc4O1g/+CnGT8PX04NsRdBD16lFtfUtqdwXZjI0HPG3RqbW0+cEbrHk+jao3qGn7aorqfO3gIfUcl+gYHg+ncEakgJwVrvhqF9RfPQdjz3G5jfCHpXzvzY6y/cEahvzT5bvl4D1QLrUFH3sL5KPsrnZF6N2mDagGecLrCEHe9QkB/zneMDF0vRrLc7YfALbqduv2AvNMpLkg4jY3FRTCoOYBYRCRkomWgG0/NrG1ZgZqPDMG7f6/ERyui73T4VPzbwtWFdhHWIVPl+28eczOyORGaKxoO7zuGy/n3IrRDf6zb0Af5PJ2oxIV0WZ2QFtCx6a6fPsa4v9OQLnbgMt1wBApy0rH7l08xfmUKzV5vePU3tULf1i/SOsMVX87+E/vPZiGsSze89XZf1KOjW+1aT/C559ex+HxlMq+23FSyZOX/BQLF+Tjwv2n4dkcCkjVjhdujw/Bgs5pwdyzbDrd6x4H49Ln9eOeLjbiQbK68/S9YK482fVr2x+RRLpg550/sPZWG0Hsfwetv9UXTat4W9+8LcjKw7/eJmLgiFpe0t11uIrGF+nYnr4hB3FXa9WnRD5M+0vNz8jJqtX8Yr73ZF82q+1jwcxNJllWXIwKFuRk4sHAqpiynvy69MZf5iqQcibmOpgpzM7F/0TRMXRaBi9pbKZr6vJs9g88+dMZ3c5dg57FkhLR9AK++0RdtQv2lfGuwkh8lAqUhIBUdpSEjv78mBPLTqFc3O8Y9iw8/nIVa3wxGiyp0JEYTYksfCh547M13MWHDSIsz+uLi0o4mbHQROXh0UcBwG4WFNPnjxtuG5n32wpxdCVlbFtJpzl5YqKtD772rEk0CHYTmvEwevP9d+RLyV8gjbTX9dqT/5vvBK0EhcRPYUR3BkzJxRcQGdlRM2BNDJdyiNfhIb4lNMTKzMmliqVlW8LN4B+KdVWIdDlpTS2v1Kd+J0Glp2PfbaLw+Y43+jr34gTQpddJMWlH46N95qfWIH5iRZJXQaakiF8q1DB1fwhKgbOH1/t07vSJ5JK6oIB95jEgieCNQsLPjCY241sWoEcJNjSMdnJRKp4JHEQoos8XkTSibxFsQMmtP/hRTVqvKMTpspCJp3+9j8NaMVUhSaZIEGcXsR7quVhrGNxOTKyMmXqjO6awN6nTsja/4vymRXjN+dXzuX/AZBs/4GwkqbY6QVyGbuhHl6nwWcTwwYFv28cBEmXy6eQjkX9yIid9vQnyyRovl4IYhPdsimBZkZmJxRVJs0arP++i4+DQSU89b5hR9QwiClSSiuRjaUcac/HwUUm5sGEK91HCe+j5cyD5cZNaH7ZTxV7k+YqhU36aYJ0ohwUiVDcPnmuZWQ58x/qw8iHFdGXdIdWj7pzGN/5uS6BOmT6LfCSVH+KKJGPrFckQlCpsKXRJ4XLUvXQefutp17R5cPAnvst1IHpQYknE+UL7Q9X3dPGSDWu2ewlT+b0pafky/6J44FnPuLcjneyAelQxzoLjCw3VKaWPwld6FQR5KeNgj5vUCrkuEdcW1rSlI3RWxo5wIuTO9bC1jN+Rz6XwKXCmgZKyQVpzKXESBsBFzmVg/0LyubLSVhj/545xYGv4GuTy0dBo++HIpzsWZfLMQNtVcRtzNBVqPC/tGkVgf6Psfy9iwPTHGW7sKUjoOLKfvc9bet71Sn7WrUzr5PrxsOoZ9+SfOxBro1693jHOxqN/UX2u27Y4J/N+UriLft4AMmWg1Pemw57pTjH0G7Ck34iqdZtjj77o8ptKmJ4GNgo++r+nW0KKvcT1Vyrs0lTZ/uhaaBNFiHCLpFslAk/hByESBMh8Ucz7Q7SlszRcrSnnRdpHYg9DzqxjlhUwJORR9yVp+0YboA4a1n1KJlX/MaNHTrM2mzqP9rSJ+loqOivhW/wueREg+7Wh1aC6eGZCJGRMGonPDavB0o6m55u6sS+270M7XlxSbzmaLctORwHvXBdYWeQ7eCPZ1QHZqHE4eOYKjJ6PoSK4Yrr5BaNyiBe9dB8OLziptr7QY4MYyK/0yLp47hoMHTvC0KpuTpAM8Q+rgrmZNUYtRGty56Sy1Cn35KFE+/ATi6K1fV742yzdDTZb3uEL5wrxs+kiIwdljJ3D0VDTSGKFCob95czSo5ac4iLQ2mP7b11pC29bM9CScP3EI+/YdQbpDEHwdcnmNwR2hDRsgrGZVeHt5woWhgM14p9OsjIRLSCdR2bxYYjHUp6Ui5lIcHLLd4BccAFeVT5ZSaS4pojNBRpr54RMMZfSWy1nqE9UCXIqJRpx9lrKZLbHzROUgDypizFbj5lWT4IKcTMQlnsehw0cQEZeMvCInVKnTkO+kIZ3fesFBLMTMS5k+Ke80DVHnj+EQ32lsmnindvCsXgctmjZBKKPAuDtfQRFhqsnyicqXrPREnDu8H7sPnkMmF1r2zn6o0aABGtWrAef4cKw8ZIvuT7aDr5uThkYq9HKzkUGHewk0H4+IvICYqGTk5uYir8QevtVqo1GTBpS5APYvZ8VvhZEAPcbb5o3BezMZmjVDfQSej3iBsVOOYhZuFWOBSUYaos8dx6GDxORyFu9B28GDbbYU/YSYeFwvJkYiS38oyk3FJUbYKTRzAa/P7+SDYJrbK+GW9Xxu/2ks3p+1ColpapMV8hnHk2HXfOWai+AzONBDkQVjywY+z5NP8e6NfIby3Tfluw+AB6Mdlb4AN9YkH24mAsU52PrT94hMSbJwcGzf9GW0DQ2Gy7WGhnWphxde7oDtY+PZ79SjQwlyUi4pDm+tiZ93YDDcHO1RyDEnIfIkDuw9iIjkdHiENEenDq1QzZeWjMbFrejDORx72YcvXcSFixcQzT6ck53LcNx28K5aCw0bN2B/CoSXu7iOZaCjBNnx8UjlorlUNwsc99x9A+Hp4qgorfPSaemSnkdHhaYZxMbGFj5ejHbE0JFiUW2RHL0RxL7kKO6Bib6UmYxdv03EhzNXIDrJpGwAChidhn3Jj1FtRFY7DwQFePDaiGHu1vOZIcaqKD2fSSY+q9RCg8b1EVotiHyKsUo1nl+t3UuxiI2yhTDWEe36exQjjfN2fsFV+NEwK0LcZ2Wk4MKpoziw/zBS4A0vB242bFxRPSwMYbWqw8/HCy6Omg03HaMmxidSIV1gdaPj7h8IV16rvJwQjROHDuJ0dDwys23gHVIfLe5qjFrBfnDTzqtmtJmwS7xE7DjOCxnJzs7RyUiVmqgvsKuqW9/Yq7Ezq+fffRARuZKT05DLOcokQfo67T3h7+OEwswEnDl+HEdP0CF0Zj4cvf1JWxPUr1UNvl6MzGFl42qgyoB/5OljOvyLPRkinIoTG2dUqxuGeqHE35v4a5X+lI/crBTs/n0qPpq5FBEi1KoxiXcTi7iLjsp1DiEfgXR276S+vsY5ODszHbEXTuLwweOIZl8tKLaDe+UaaNKkCepUp0y6sg8Z+h7fd1ICZTcv3xIHtuvux3WOLWUwke/7MN/3xXjQ7zq8qoWhecsmqF3Fn9fnhAzpidTTv2fBNNL/J85fUtNfiKT4OMRedIEzu1KJnTv8PEqQwQrzrHkcdfRCoK87Hb+r+o/SDGUoL1dxzpsQH4VIRYaSkCVkqNgWXpUpQ41E/wuGt4fLlddTRmxvwIMR+1M4wqguUUlibU/sg0PQmNjXFWt2a9jz9MdCBkmOu58/XGxLkJ4Ug5MK9lybUu/tVbUumumxF2OzEXtrLJCmHCEPDEl+5NAJXEy8rNDkRpoUeSBN3mqaSEluWiIuZ3LM1h+EqKv19A1gqHInFOdlITnmHA5xbDkXlwTHwDC0bdcatSv76MZXUYiKkFzOG0kcK84ePYGTkcIHUQkdvroyulQwateujcp+vJqkyI9egEhvJV4zdCjmWjCT77MUH3Zi4e7q7cf5wJlXEYuQksgxJDePa1kVkpwPvP04Hjk7XRkjNYO3+bNUdNzmL/BWId+eg68LNZLCEk/VpYCzCzDk6QXo3P9DvDagOxpW94cbBwSjwsOuOoZOm4Bshok0zEux275A348WITomiZ7WzWoDmgzGr8NC8evrH2FjeiYXAea/d35pLD54/SnUD/RkRzfMMiaUigtzcTlyP74fPwLfrz+HHBsX+Hgyigcn+MvcCBaX+GPQ1Bl45ZG2CPDgplNTha78Acz5fARmrz9LHwBWyk+ZjlcebcvFGJ0oasoXZF/GgbU/YtiwmYxIws20II2ngJzXkZdXgJ5DRsKDIQBKXdiaWLmmp+KCbMSc2IavRg3B4nAuZArt4cboLk52XEynpilO5kpCO+H9oW+gV+fmCCImxo1dURS+fLg75iVw0NTgrRBx7kf0e2AesWqB77f8hPtCfeCg4VtLbMHls/h94huYuPAUFwhabg/jwz6PmrAPewPr/xiMulyMl5rSY7F/4a94Z8pvSBGznjqFPo1ZM0fgwYaBXAhZEibeaVpkOOZO+giz155GVokzZYLONBn6TZGJYj+8OmEKXnm8HYK8VLio2yj1uQhZsQfw7YiXMXtrEjLzHeEhFoM2XHhRfvNqNETNi6cQVdARte5tjvauTjDu1ahgyrocjR3Lf8XMCT/jCBVijnS+Z88FVjY3E7n5ptPeri+NxruDeqFBkKdxo1SYdg4LJr1FXwbH6TxWi/ERjOz/uAnjuoOw+n+DWd6Ddj6ciwUmFw/ix8mjMHvNSWQUO3NxxP5QkMUNRi6jnfjh5fGT8Gq3e3mKfq2YlAqW2Q+Xts7ES+OW4uz5eDprM/GqZAobjLW/vY76wR4opmPKhVMGY9KCY0jNUvlsUDIexcfPdTfxWWcgVv72NhpX9jTjc96UT8jnCaRTOWbOpy9pmIhXunVAFfoEMfYJM0rlh/JAoPjycSxZF8U+qX3HYPjyJghwpYL7Ogip/cCzaD3/EILZt0wK8hysGvE6Zmw/jAtiPNbMQ2//8DdebFsNJ5ZMwbsz6BBRpRBoOXguvh7YBdXpfwqiD6fFYvff/8M3E3/CQdZlz0WoXSU6zM3MQA43MoYhtRPnyHdefxZNqnEuVCaOTKx5ayCm7A9HFC3BNCSQU3s6fPZAvwk/YVDXpvB1LsaOb97A54sO49SlbOXkFLZO8PAMwfuvhuGPZQdw9kwcx362qcapziAs/fF1tKzli+L0C1j6xXuY/L8DiE8zOZzWZT+Oz17riXGGSTH0RSya9zZaUTlvq+dzz6oF+HbSTziQmgM7zvP2lbhBIJ+55NNAf8d+w8hnHzSt7qfnk46slXbfZ7v7rbY7jmPbeGO7L+Cr/gWYt3Azjp2MtcLPQPz5wxu4K9RP6eMGVosLcnDpzB7O/cOxYOdFHjDYwdWDcyAnq9zL6XRaTGu5kLsx6I2B6PtAW/otcTeOpcg9j7Fvv48tBw4zQk2+kRdD3c+Pm4V77YnPjN8QEZti+Fr317cjRk39BL071oEXHY1bJG6Csykje1b/ge8mz8N+WivZGrCjBWUuLU8M2HWgBdKQ1/uieYj/TQmlnvDPTxg87lccOBaNPK2c1HsOU99qir0zvsSqs5E8+DCTIrTt+Q7e5rWKVrWCaMGr3YTr5hSB/9wJI7BgmwhBbgcXDzc4U2uWS4vgHCpXikPa4tVBr6Lfg3cjhMoKg9KvMD0Sy2d+iCm/7UFMiumCtA7Lk5g0uA8mG+Sj1gDMn/022tUPUq53FBflIT36KH7/ehy+W3EACTn28BSHYUU5VP4xKlyRN/oM/xiv9noAtai4U5QduREY/+4wbNwTTjpFdC9zXvuPnoEOLhGY/PV8KjmSzF+pz734cOIo9LmvPnz0jjQKMy5ihaB//m5EW6F/8pB+mGKgv2Z/TOlrg8V/bcHBo9GK0slMncd+99u3b6J9wyDTeCdkKD0O/6xdhNlT5uEfKoIqKWsF9j+NDLV/ZggGvz4Ad9UKhKOV9ZA5M//uk8A+I+YYFsz8HN8x/PelbB4eKdjn6rH3wjPvj8TA3g8jlGt25X3nXsCkD0Zg7c59Sl/TYt931FR08ojGtJnzceJCgjmBPu3xwfiR6Hd/I46HVvoacxto+mPWBHy3bC/iVDQJ5VJBkRd6vTcCr/V+BKHG9VQetk0fjS9XbMCxxCweopm9EQwYN5tr/jZI2jIPn371Gw6fT9BbowKNBozHuEE90Lwa11Yl+UiPPY3Vv8/CrAWbcJ5384rtOEa7U4lhU8ADLe5p2A+8qlaFl4srR3h9yo5B5QcH4+7M7fh78x4cS2BUKXORZEYHuHm6ofv7E/Faj/tQwykWX3/2GVZt2sUxlfWyP8PWEe7uVfH+1Eno0aU1vDkeWa6IDY1WnL+2o5kqDju3JyfLli1DDsNFPfnUUzSjKy2S/a3Nm62XG1J+XYhD3GRaLkOBC4e3Y9Evc3A+2wv+lQOpxXfgqSo13jR79K5Sg4tUB+MmwrXqXXiADuXOrd+GKGpQzYaU+D1YsmQ1Yqj99PDkIoWa3TwuBAx9/kL4Jsw/44EnOjViiEvGJVf3Yg66MfsXc0IbguVHL1HLbQ+vTkPw2w/j8XD1TGzdcwJZeemcLBbjglsjtGtUg9YNqoFAlD+wBANZftnROGp2deXnK+WzsG3vSWTmpbH8EqX8PZryJYXZ2D73fbwyZj5iyZdCsy0VJfU64NEudZGWlIJ9G9ZiX5RlaLzKbZ5Ej7aMm248PbsGeWBI2NO7fkP350di7/kMJYygq1crvDdtGoa9/BDsdnLgTOUJR8oF7Px7IY7YhOLexrVMVi250fht6SakUhNsz1OrPJ6iGfDWUcFNsK8X3N388WifbgihMuBq8+eZP4Zg/JKLSog05ZTMrEIHePBUx8PNFS4uLnCtci/6dm/O92mPguQj+PGPLTwtU1uAAP/8vRhLNx+DHaN9COWNOLk0Vpl6HCvPOKHbfc3gSzlTiwQ9qyI2fCkGPTsUSw9ycSfeaYe38NOc8XisZh52/nMS6Tlp2L9+KS4410ObhrXg5kSLlzLCX5R/EdP79MOcvYkQe3AXz4cwatoneOWpVsg/cgrxUWcQp5hQe+Oh/t1Q00coQUTlXKAkHsCXg/pg3K9bEElFRcj9/TBixAd4qWdH2EYd5iSZppwuiNznwzdjV3pl3N8qjNp8WiPxu9MLeS1syQUulFiXOIk0AiJKaDCu3A7PPt5chw9PPWMPLsWbfd/FkgMXuQEgJve+gR9nj0O3OoXYvY+YUGG3f8MyRDjVVTBxV2GSfHQdFm89gcxc1Ujg2xYDnm4FP3c6HxbNM5WWrz+x8Wc+t6qt8MC9DZC8bRfOXc40n9irtUH/J5jPzRFnF72PiYvPM9qTfiwwY1TDZ5V26P0Y+WQ5G4XPZRjc/10s3sfwfoVchLUfhLmzx+OJukXYs/8U0oRicuNyRDjSWqtBrStaaum4urX/jaeFwPLly3H33XejXr16vPZkXErd2oQLeTnyF75cvh2J4uhUkx5+/iW0r1fF6gZLk9Xyo2MAHnimDzfGARw7DNJpj1qdOqOuK699HT6HNG5u1anFAw/DZvf3+PDrZVRyCDedphTn3AhPd2mEAHcH5CUdwrfvPIfxP67F2fQCVO38DN4b9j5e7X0fnBJOICImlRt1XccUc+Tuy364t3mYTj5tHFGjU2MUnz+AY8ICxGJl24wOn7/Ei/c3gbfS/2xRpeUDaBlihx17qdzkHONWuwfGfDEG3R56Eo+xrvS9+3COJ6rsKqZUpRV6d2uFyl4uOL9sFKYuPs7wrLxWyOuNZieBQrHixXGei3JXMS5Xbouej7RAoJcT8pIPYfbQFzD+h9U4TWVO1U698C75HNi7K5yTTpHPFCP9kYd3YHeqL9o1C+N4oDtMOMd2p11Du/1feRF9Hr0Lmfv24xxPY835uQu9H29NR+cuxrFGjPPn9y/BgDc+wbrwGG7iAWePpnht9DgMf707vE4cw6l4Ypx6EfvWLcXBvAC0YBhixcJOiIS9H7rcdw8CC2gxeCaGY5u54vjgxpVYvu4gLRNsFRkqpJ8q4zCUE4mtJ23Qvn0TVKWlj/nhB8es5MP4/v2XMH7u3zh5OQ+VOz6Noe9TRp69H27JpxERbXr3kUd2EjtvtG0axoMU84OYlBNbsGLbUVruqeZGn5bo1a01qvq5mil9TC/f/MklqDHubRuG5PCDvDqUao4rZXnt3wwZn1cCZ08POFMjr1xf0TMafXw3Fp+shDbN66Mq5zEzpTDxj+A8+8Kbo7F6H6OMKPg3wcBRYzH8zR7wOXUSp+MZbS0linPtMhzM8UXT+rUV+RD1RKwcgy8WH0JCejE3bFSImCkeeGjjyfWCQS6DW6PHQy1R2ZeKaY7x8UdX48OBwzF/83Fa/1aCR5vnMeOLz/BsCxccO3oaSWnJOLx9Nc6VBKNxPfHOOTfY+6JTl3sQXByJw2eiuQZQzWWE7PDm1VixLhy5JYz8wzHD/H1fxPbTQNu7G6GaP/1IUX4iVo7FF4sOIr6M9D/7wgvoSxnOO3QI5yiXuer+Wrk5nnq0NR3uUpaU10cZSuG66MPXMH72MhxLzkFw+x54+7338VrfB+GZFoHIaK4/9NZPF4/txp5kd9zVOIwHN+wjhiGPdaWe2oaV244gIU1l/enN9h5rg5AAQ3vmMlPqJ/pTSji2DiMHfYhfNhzBZYF9KyrLpn+Gvq08cPLYaV4xTcaRHRwbiwJo3ap73wL7Dp3aogqiceQMLbazzbE/snUtsT/AwzlGpaEMFrGvGcUh5yJ2EPu7WjdkVEcqrVS8KXQKmo6vw0dvjMAv66m0JE3urejYetpn6N/GE6eOn0Y8aTq6kzQV+qFBWB2uRUQ/s0O11m152FaM02ciiI+w+DVx3rB9BzifXYWp3/2BIxGJZvKZwLXDfZSFmgHOSD+1GR8OHYW5y3ZSFsQegGNq82cwZvIEDH++PaIjziIqNkkJKXw5OZnWVclIyxKRLHk9LKQTevS4H960XjofQ4sxrSISrRiFbCxefqo9qvKgzpYWWG07dkL7Bm44feocrWMz4VTtPrw79mM82akZlXBXsFo3sXZLPG3etAkpqam45557EBQUxPehfbFXJtNS7Xrl/PJXiUApCFRGr+EPw89To1zQ5F79wxg807UtRn2xEEcjE5BBKwbjgkCf187RFdUaPYI3+zVmeC1LoyN7N2/0HD4Lq7dtxE9jn0MVX2ezwRqbPsesNceRwVMwU+JmL3o93npxDMLTaILPHyo53Y2Z455DgyrBaNvvXbwY5qWYDooyaya+ggWHLxkXocrGUyn/KQ5QO6or3xZfjxuAhkr5oXjBrPyr+OOQOD0zjIbFuHz4fxj89QYOXKZFs2utZ/HL/2Zi0uTZWLtgEtrWCLRqiWLi41qf6FfjzJ94ZtAkpHCzqEv26DNpAvp2aYE69e/F+/NGIJgn+YaxY/fXb2PWak5Mho2qSxgmLFiM1Vs24LshXeHpqtkcOTyCbxauxNoNP6B9dS+TRcIVSK355FdY+Nd6LPlmCK0nRFhadWqCj+Yuwuq167B23Tps+ullhKgXreqsxmehbHkIIyd+hY9f7Agf/Wbf+POeL7CWp3853PSbEmUiZiPeeWUs9tFcV0ynlZzaYMaYAWhcvQra9Hkbz9fzhZt+87Nu6uv4I5zRB8zqMNVm+VSCS1t+wR9RGcjSi2L3MW/g4U6t0aI978mvXYgRT9WFH099xLAtmjG8AxRlYtGYQfh5n1igiJp90Kvf87i/XSs0a/Ugxn4zAa38fEwaf+Y4//tIrD4eg2w9fTWfmI7fl6/Dkm+HIsBHE3YQjTFi9gKsWrMO6wTGPw9EqL8b6dBh8t7Az7CXC13RdCWn1pg6uj+a1ayGNr0H4/n6vMajNztZP+1N/HGAkRHKjIngpWzJ1tEFQWFd8PLLd8PLk6fj6iSMdvQa0BpPTMVvy8jnd+8i0M9DnYvPjTDsm//hbxWfdQLduUAkn7GbaP01Drsvpej5bIUpH/dHc/LZ+pm38FxDXlnR87lhxtv4Y/95ZFgzlde0KD/eDARKkHT2EArzLJUcojUaE97wJMLRdnzuebT2oY8pY+3ilNAGexfPwFtfrEZKrg2V7fTrYPyde2LhD4aTWgn7sIj+8/MuWqEoe09v9OjVFw/e25Z9+H58zM1WO5qRqyX7wuKxWHvEJGfOAY3w+uef0py5Kk+aVY0ojwGoWS1Qd9VQ/5ODsxca8QpnsCujXTEKzdujX8NDrepQaeyOwDod8cILd8Pfj96u1UlAqu9LIY+Ow4+L1+LP74chpIq4UqpODTB0+s9Yqe9LG395E42qMUR8URZWTHoXP+/gVQY9n92f7oOHOtyt8Dlq+li0D6kCdcDpC0vGYd3hs0inVZpIot0f9O3WqOqnbpTPDfDOtJ/wl6rdZrWrIIj8PPf8PQjwt8KPeupnX8+KWIXX3p+Gsxcu6eu2Q4+PRqDfY+3RsGE7vPX1ewgNCzZujA78+DG+X7ETsbwGZJgxnHxC0L1PD/j6a3ERVTrBy6cLhnw6BZ+89DCteTS+Yk7Ow56zUeTXUJueDGL319QP8PP283rnut7o9uSzeKjjPWjeqitGTh2DDrxOo8Yu8s/Pse7QaaTpsdPXdEP+2Do4o3JYZ7zYqwWC/E1Sb6jc3sUTjwwaiz/WrMH8qW+hSU1a86g1N7u/xfw1exBNZZeJU+J/YQ3eGDYNJ8/F6quyQ/fhw9CvW0c0Iv5vfPEu6jSgjOv3L+E/j8GcZdsRzY4j6qn20Gh8t2ANls4dgbo1Agzk6P/Ww1uT5mDFat1ctvHXt9Ey1JfWDlQAXNqBT9+biI2nqVxh7kqOzfDJu33QvhEV1z1eQd9mPGRz1DW6bfZHWLjjMJL0Siwn7+ro1rs7/IP8Ne2Jj07w9OmEt0ZNwievPIaaVGDpSdflPfUL9p65oFyrFl9Ue/ATfKvQPxL1agbq8hj/rYc3Pv8eyw30zx/Cw4NqCKrdHv0GtEPlYM3cLfqrWr4pQ6u+HImft5yktYqo1AuPdO+Fhzu3owzdh+GTPkGnurVoe2xKF1dMwfrw4xy/zI4RTRn+9ZPAfhc+GzYJ609cUKKfVXJsipHvPIsOTeviru4vom/zUAQ56VDbMfcTLNwWTvp1jAnsH+vZDYG8Cm2ZiL13B7wxcgI+ebUb1y1iPlel0/Ox78x5WuJoeRM07cb44ZOx/lgEr2ELeWiCkW8/i07N6qJltxfQp0Uogg00/fApFm3bjxhG9hJKDQdXX7R5qifahoTAi1fHdJSLlm1weO3PGPHVnzh9KYdWaubzgR0Li/8Ks87ip89m4p/w04oFtUKxfX0MGdgLXVvUQpW6XTCMiuEmNUQkMJM01enaE6++PRSvPdKcVxzb4LUJQ3FX+0Zw5NUW82THq4Te8HR21CsZqXR18UbDu9shLJBX65xcMYCWT491bMr18ZX3aeb13v6fzOTj9mdHcvBfIlCz+3sY3L4qfHmR1rhhK4WgP78ZjkfaP485fx/kCZ24MmKZ0c3bn/VoRdQZ7d+chRHP8hqBuw9a9PwQnz/biPelzc3U/pg8HxHpOab5oCgDS6YOw7GsDON31Z94Bk1551S3j+WJzVMt4CDukOjT3DmbFdM5hTRRftpwHKcZrmGOEeWb+dAMWRmTWP7JFopDSWP5uZt5x1t/z7AoEb+Pm8F7gerTPwf0+6A36ghTPhbyCH0I38x4i4obzSLJUOF1/C0pTMGC8Z/TH0aGqnQ9tArzN4b+dazRBQOb8wTdxDrmvfsNDtP8Ubd/dYAX7/T5evrCh1YWZic1olZargRzgPXzFdeFtO9L1azq0dGd+bmBqErTQOGMSpsCAtleQIASqtaLhKnGfW1W5bOrVw+aIU6kVcJ9eJaTQjNey9FOA7lZtPJQa9X4TpfNGImj6alGK6Rq3XqiKU+/dFdv/NDpieZwphWIIc2btxVJPFG2Iq6GLKq/+Ti4cRnyc8SUqkv/+34B9p6LQ5ZwSlopCL0+nYVuNarCmRCo6yyM24Uvd/L6iPFwLhET3pmLU4npOvlz8UMVyrxhYWioPzaN9/n1ncmIsTAJtYKxfwAxDgyAP3E2YkxMln/1MY7wVMNguF7tsafQlEoQHSa+6Ni9GTExbc9++mmb4hdDTb+Bnhvxt5K9WHBbyoihbkcqPhVZEnxaMZkOMONTWI6xJDehK776BIdTEo18Vn30STQVPgeUpniq9HgzuNCyxJB++WU7T3sYdcjwhfxbjgjk4/zZo7zep6zkNe068ORX+H8qXUY0Ba7po9ggmGr25idb7N+4j86Zg9Bn0CA8zVO/YHdXODs6wtnFA3e3rg9/XkErjv8H3+7OAi2d9SkJ00fwChqtM5QzShdfBNEXhF6XZsiES+n5PClXSVnA3RjVk36GxFUYs7Qae8/GaqwLShB3LhyXcrPg9PD76FS/qlEpKYpWsmNfsphTTZU6uHnB19sHVRQ/NuZzqsjl5++jjMtizPCmxYpYkBeSz+/IZ7yRz2R88dEvOHwhUcUnnVWa1u5Kg3HkU9x3F8nULucQK33Yl+36sU1duyZfCrZibLgCP6LuksLLHNO+QnKsYZMtvq2NZrxi4easmyUcqrbHgGYeCFDtBv/49Bf8c5qHFarFiZj7VW9GVKQkF4+HMenXz/BCr0fR++3XcU8wFVCGH/V/k3mCq/WRUpiwH3P2ZKiiyyTjq09+xUFe11PGX72MaK+Cxgvs1DKiaevffnT25GaLzlnNkxNa9h+Dof0fQVhQIBo/8jpG9mmLEF9zufx7znKcuJhgtAYR+P81cyaSoqJV1YWiCfF3N+J/D/o19aKCzpRl0bj52HsiGjnE38HVUyeXDKvqYMWq1c+Xcqmfy7w5ZisbRSoA1v4wCeHRtGrUV1u566NoTN9Sropoe+PuBxpzbWO6Erto4V5E0lLSsEUu7X07ezyAz3/k6fmzj6P3W6+hfbUqMNWiayyFSrJ8vU8cI/2co6zR7+vHOUxFv+HKTiV7qriuIt9FieGYt4f+xfQRaEDPM99+9j/s58GOcqTm7INArmt185oJ3/gMOke35rPHlOX6n4j9+nlTceCiuN6tS8FdHuIBUiDc9Ni3ub8xfBg5zZAWL/lHsXBTY2/4Tf3X2f1+jJ0zBq/0647ebxL7kGqW2HNPYcDeWJY0bfhpGvZHnlGUHOL74M6kKcREU+uupIljnyEtWbIPpy7QJ5Rq3SiUjqaRUeR1wNHdR+l3ww2P9xmAnnc1R00vD7gq84EbmjetzbHbHdGb/8LWmAtIFI5W9Q3YNaWlDH2AudPfihgeg+mHx9PX22yNbWtbFffe/xSe6Mor5bw+axfQFm/xGnUTKpkNcqKrbjv2RZzk/EFLEUMD/CGDIZgvZFxGES2Z2jRqSOt5HqxpxmI9ORX2j2n+rrAsSsbKDwEf9P3qZ7zcuhYC6exI8dB9xcYPYcob3fHh92txKZUbCFXnLLWYw2N479m76KzKsI21Q8tHn6DzMJNJvFI24Q/sOcPNmn4xkMsThQnr6YjMZEyBLp3r86qQoR4uYErEhG0aARJW0wwwJVcxmRflJ67Po48FE2WdOzcwL88Bz7z8cl4J4R1Q8pV7fgu+O8X2lRWuoY5muLdRFTpzM3VD77t64OUGTnAxkWXIfF1/s0+vw1cHSLdh1ypqcWiCICoP1PsCc8pFpjXKPdrsPINaR3xXShILXMPsVEqW0r42g0OdqQzNqrP3nfYKmlShA0Dx+qgEaBpMx3Wm2UjJeuxcAuXBVHFu5HpM3khlgmEVxFydOtaDk1G2xKLWHJnEtX/RNDRbrwBSU2DtuRBpKYRGjc3Rn/By34+wdPdZJItrWbz68donPVGlqhPboqDo+0AeHb7Z8d6tSRpZf+JRJFAAlbWJYzAaNbajVt+83ROnubjhHU91Ep+sdi1Bl+aH3IsbMHVjNhV8pho6dAiDM6+BGVKJ2Rk0yVq3Esfoo+AmHDAamizTX9Ob1WQXP1jhc/qmLLMQtB3uDeNVKS2fpjeQtH4Vjidm0G+Qpn75sRwQEJ72xaBoeh+mRu/ilQA6G9Zq/UwZbuCTuI/PHmXngmc+/RyDB77F8Kvz8Nn7r6DXow/j6VdG4+N+bXmdwxH5mYmwpRM5M4qTjiuKUsUwiM6gGzS0Z98yJ+/0WVoS0tJRnZrwBDQg0N9Csfndwm2IpEwa9+LFWdi/ZhmyONENeoLXN3w0J83qSq/wbKXL6HJbkf38rCTyWWDOZ/IJ5YqRjs9ANGhgz75l3uAZwacIN6VKV+zDqnzX8phzfit+oF+qeJO+mWY3DeBH5+iqqZfWcebuaIHNWLHnNK+CmL8La233GM2rT3XoA0q8bPrccmDFWuV85MUUi/cqsKtkgd0pygjnGIG1QwDqNXAADXTM0plzl5CtuU5lluFmfLDvjJe6taWjRMOLtEWjTvfDi4oxMxlP/hsHz0UhQ28ZkROxHT+FpyLWqAgjcTzJ9uehiVpnYdm7t2LlP4yIROW9IV1RLjVjfF7MNny7JVWlAADatA2FJ69rGFIJndCr1ZjJ2zbgJK8OWLi0MhTQ/+0+sjda1Q9WDiiE3wNr7/tiFK9r5ZjLzrXQr2my1I95WcmWMpTCKzkZWVQkspiQoXo8yNLI0Dn6kcjSXAEutZFr/CEvdie+35qMC6mmgq1bh8Kblk6GVEJn6mrsU7ZvwilxxabUQUBX8vEPn+aGvSpcxLJZ9DUH9jXTElrJdDEqlY58TXIjvhQ0zdmWhAiuyQypFfcq3t4mFZWOJpM0p+zYhNMXYpGhvgptKKz8FV4JeRpl54iHB7/HUN1DMe63bzB+9BD07/E4nn5+OIY/1xX1qtoj6uhBZKammB221a4TTMez3Cvp63T2r4EwWuJ5qsaio8u20BIqjjKprBCVnPW6PkLnvyFU2BksS3QVLFq5D8d4dSbfsOjkGjLq4FFkJmWjZ5cmCKtGC6w7TctBaAz46mGWfyQC/xIBx5p46/e/8NVHz6EGvciLE5Or3adaPfU1fDBvu+LhXjNXWRLTuIbiQEctuB41mqKZLUOTaXJv3h9Dra5u1Dy/fRXDexqPx5Wcbu50gsXT9ixaWWRmZcE7rIESospUzS46muJpPweY87zDWZhvXt7djU7MNOVFuDJTYvlIUb4IF/btZHnzgRcOgbwqo+ZElLTl/Wd2TNNYa6rump9KcHzdYhTS479ZahTEO91q8zqGtHKgkkczAC5bc4BKAOuer83quwU+2HOTYyLfA9WCGKpLo+i4fFk40TRJWMTONcRGvfoF3JR3mmOSibr1UcnMj8EenL0oFGhWVvwWONgo4c60y2ckrqWJYi9MmL+O3uMvw7dtbwx55RmEKveadZW4VmlOayEfnn4I6yjBmy3vIbvrokrw3nEWrZUyeFdaxY5SMIerBMMcZ0FOGb64wLuphTnqFanApBLy6EPI0E+86oShkpAXYyImPKW2OEEx/n7rPVzYtZ5RerR82iCPfcXIZ+0wrqPUfO4ln0nWIz3ceixWMIoqwdunHi121Eb8BhbpeLPUhSjz0FFmLsf3zMxMKgCyrvi/kifH0vmooSXDX/uwPujWpi4dxnG8d66OB17+AOO/noUJw3qjPk8pxSzgEtwUTXzpAV8fslT0YVc6i3Phwhz6PpzJy/cWfZi7LHMfBJwVAppjcOcABHLOMkubF9GqQ9zX1o1rhTG78etm8lntObSvWwXuWlMAs8I35oNLcGM0YSQEMz7pZNJVHCErfOZy01vMsde8vZxsXvG5yqbGvMT1fCrB6W1/I0donNWpnr9ixWbSjelCkdtoJt41W+ivgFGYTLOGuhLTs4gIZpx/qMBqScUOjYzMUhrN84ScqpNLUCM0JnZeahnxoG8qvYxk82TaKnY5xE4rOOqKb8ZzWFVG9nLUW7DqGnCrWh8NedXYtH3Vfb/naDzSlFOhEpzdsRrZtBA0S3UZmc7NQVUX8ad/OhGmV53WbT2KuFSGtFd/WcbnqP1bkUtrTXVydaEFUj4jk+jXfO41alFnqX5R4bgQe4nRVq4smLr1hn6RRkVC8/r0BWXaLytNptGiw2rEMDVBN+DZJbAhGjEKjA/DzAtrW2WcoQy58qTHhj4psmmBqsiQRohzeU2kWG9RdQPIMKsi+sA25GjeuYsGe7eQmsReLTkHcSGOG3q9gsysQtUHsxDLDv5oRiUOXQSapXQr2EeHb6cPniSzfIo8FJjkQdBk76qu7BCi4qPpE45+ADX4qSuyq/E4urRqSssNRjJxqoz2vV6jL7YvMeGjF9G2dhCc9OOKRRVCD6b+0p5WgVy4msYl0UoyD1hpoaLu71718UTHyqgZpImQGIwIoG0AAEAASURBVL4CB49RUcoTVUFvcX4Mtq0+iKTku3glRvif0eRXM1GBn9W7sgrMpmStPBAQE6/OisMD9/QdhdVdHsOvX47HvLWnkJJyWWeuX8posWnKB1jbdR2eaii8iV+BWrE3UQ8MIquInW1+pqBUkJZKXxzK4CDC4l3mwsB8utzyx6+w/4emcxyEbOwdkHl0FXK4sVcrZjKEwx8RWu6SKG/esChv9w99W4hNtr68OKGyLJ+N4zs3WChK0CgMgRx4zAc1hfQb9E8WTh85w8nW/IRfsdszY8UF9dveDXs6AaNtuKntIzzNoqPMKvzmSq/EVOC/fDJ/t1enhOHj+E6LNBP9tkX/g0M4750b3unxNdwY5Vq8U40olNKcC1p0vgeuGxJ4BUV73SUR/xszEOs3v4JJw1/Gff17MPygSordG2LE5A/g8sF07EhJpwmqP/qPfhcNXKmhP7IJS3/6BnO2JtIPTSlNX9fXxCQ+TRetQVV++5Lf4XhImDLr5fz4Wm4ac8wwEY6xyoaJquL/7LEAyQl895pNx/Y//4DjEV9upvV8nlhHz/DZlnz+Z3TfyQ0zlGP8SSqrVeZXRji4WqQ5cKmpIB4b5i/D6fQsJYKF2fU1TSEbvnvH4DZ04Hg3nXMympDmd8PHxh3pB4ObiSuOi+718O5nQ+E0cga28JQ4B77o/eHbVH7YIe7YVvz162zM2RiFFI0e2tCG+V9ntH7qBfiv/ozh0ONVfe0CozPsR9eGvKIS4IQja5bTP0I2HhvIqC/0V3NF+swbuP5PbvXwzqfvwPGjGdgck6jw2WvYYF53c8ClY9vw13zyueEi6CPxP0jZiDh5DrkM5WuWhH7bTGScUbtlKzivOU9bb1Xoz5O868/xX+xHTLZeZjXpP6g3xnTarTqRtZbb+J1bGN7+eAgcP/4CGy/SSoMy8vR7b6J5kDPij29nhKjvMXddBBLN9fHG4uX6IN6fGWb8zM21uCaiPZfJEE7plUOmHOJ/HjlZmpcvXodZXcS/eUs4rzoNpBvvYNCjdgSd6tIqltmvjD8zmKVChtZkGFOuX9Rp76rlcL1wgIokUsyrOdlntyGB+dRrtizOC+qrCurypmdBvGERRUeRZX3fpgpu3JNbHbw+4i3YffolNpyjo1z68+oxhFGUqrkh8cROrPp9LuauPoVLBhdtN67lUmoqRGoSrz1rsN+3ZgXm04m6G32ilBD7nHPbcSk+tZyw19GUb0HTSrgxIo+7kaYdiIvT0EQNrfqAzBrTdds0oONZEW1Q2xNMuYvFZFL6z7qMXESZO4AWX4urJto+Zo/GDz6LKhyvTsSdUF1Buoy/Nx1A51aNEVQvEGlHN2NLchwqP/kY6tbmwaqVvqpruGL/KxUdFfv9lht3JQWMSX2pCIFV6IxSr710DW6OgZ8vxJMv7cBvX03Hb9uo8EhOpfd14StBS1oCvv1jHx4a0RUOLtq7odq8ms/2HgjhQCUUBmqfiIf+OYq0gvZ0zcTNYfgZLpLVixHg2LqFiOWpgjL26Olx591U061BTq7UrtrY5LH8aRRrrgQcW7/Iorwby6v1wY5KedCMjtOilmexeNF+p2Ht334sK5JWyUhkVBCa7Rb7c6i92gD9bwkt9/J5iD54lgeOYglrSsc3LEbcHl6DEvzqQXGmPxFnlVA40mqnrHCE3j8ArWbtxuqMSCVEqqkl3VPi1u/xwtbDjKwyEU+2C+WEa1J2VG3RHVPWP4pCCnV+biaSLx7BL6P6YM66M7zyQg/oNEsUXe3GKRjyEX3oLB0+mmNyYuOfiNsrHFyZMHHiXX6SYEwKJmUFxVjqv3oQfJ5DAZWS6nRy01Jc+secT0dXRolSHTo5coF227CpZu62f3ZAnWb0gbT8Imh+p+HmGM7GJiOPzgydnayoJhy8UYsRVU5vXINV6/9BJJUOhVrzAtYoHC161WiJrvcEITn7LgSKENualgwffWluLE4Wr5YqN30E4/56kH2Y0SLoNyOFi+rF41/CnNX0N8LrL5U4p5S1D7vX64xn6s5GDM27k1T3p47//ifC6bMq2C0Hf87fz4hId+OBFjUZfan8lneVmz6Mz1Y8oPBZQD6To49hyYRXMGfVYeQyslilgoIy83k1TK/1dzEHXnefTT6vu4LDpcMVD2CulShV/uAmD+LTpV0xijKiYBdzHEsnD6T/skPIsmH0BMqImH81OnlVDf/ho707KvP6L5dfyFAtIk7SWWoilcS1g3mdlOT9G/yTqLgTVzCuDf98xB2PQB6VJOp0dscqJB4ipqLTGei1d4M/fVAZkhMtS8wvBBh+uXX/BjWic+OFXTBSjDN5HGdiTmD59DcxZyXHgxIhQwXKVWUrw95NYCofl+iANJfvX53O7VqLxCP0iafG3s4ce2fexb1uWVE3ZvFMmk6SJirg1OncbtJ0VEuTK+XBNOkr1+KvQpQ3Q5s78h5W6XoOO/pgcYMTIwcyToyRhEIqXtRKlBJG+EsszDeLsmPnHAxvWr6IUMBqMpyqtMQTdarh7OEzOEOfPYZ1YMzajTj4WGfUD3FD+Ebyl1CMR1rSjxTDZVv41zNSUrEfym8mrNg43vHcZZ5cgId6nqIy41M04iChXgL6126Ht79ohz5nt+CbD0di2fF4moOK8EyGmUYH39ndR5Ba0ImKiWvcTNj6ILQJryoksR71Hk1l/WHPcUs7CNXpNQE/v9uB99zUw4f5q3Ry9WAY3Cyas/F7Tbba+vJuZSlvWdyiPvOWy/MTPULzWo21k06tA7nypOpmt2XtnYY+zagD73aGlzC7NhdPIzmOru5wtOIwz5hB/eDeFGO/GIyzb07DmbO8SsWVhmW1ezCy3yfwXDkNDzehmaNKnor4XtJiT2HZD9Mw5bdtDLVWBHdvb0YhmAos+ABfbaKJsMoIR9309TzbCytejZyHPkUP+EPv08WltyReaeaaMLkewm5wGcGn1sdbrR6j8f27XeEvNoil8enCd6++2H+D6ZLVlY6AT836cHZYRfG0vEoQQ6cyBcoqXj3zGOqixdp9Tyv/v9h/GZ56YTRORsZbvOJmz4/F1288iqreGqcZhmpUf+uE+pn58lH9ZPFYxCuP6XFn8NfPX2Hab5sUnwNuDNP6+ufj4bTqc3y7ng7qzNffFnXovvDBQwMexy+Ho5HMsLQmEd2BpbuOIiT1DDZTox72/BOoH+StbD5LqeimfK3weekMVv7yNabP30THvXkQfA4a9xmc103G7HXnVQ5LbwoJVis14WT1Z/2X+jlQY/UpflQ26pox8Uo1Xc9vYpxPJ3ar5s/EtPkbcYm+wQR2r40ZA9fNMzBnLcOQl9uJ/DVwUImHTPXs4HSCZdT0WVhsXK3O0tcgwu/W9cBvzU9tyCPvYcbQbqjNSH3W1juCSgdnbkjVzkOuRvot8rsiQ/FnseZ/32L6r+sQnZTDq3KeePmTj+G1ezZ+WH0c0Wqf9DeRbsXnscacrPpD72DaO08wAogLDfCs90oHZ27oaSV0M5Li11VDU7UHh2Aqaaof5FoqTfZOLnCi1bhy0FMKYSHVvOHOa12lS6o9Gj08ANU3x+JkPJW/PEwSCJzdf4hXpe5D4xpe4M0epEYcwXmGO840OCzlVc2mT3dBvdrBcFGtC3VkuOOeZx9GCBUdEeERytpS9/1RrNt3DK3rMOrX/lQkhDyChrVD4EOP99o9kC5/xf/35khUxcdNcqhBQOcdein2Rw9FGD0DC+2jNvnX7kit80Y8tvQLvDV2Hi6K6yBqZQcdHl6Xo5ySPF6LoaMezdhZyZ7m9HoixE+an6nAcOBi1ZUnX1e3eyixMtU6ivK8n2oRblXLuNK2CNypSfYFyimN+N4SLU3e6/xo0abVerJwfPdOmhqan3Dz0qzu5MNqmdv/S2vYGN+px7UZyl4JDe8Gz2DhHH98OHA0tkVEMOyZtWseW/DpD1tx15ju3GgxbjsrLKQVx4lNv2EowyKe4vUVcQ7g5l0Pw7/7Ab3aBGLVUk6+V2r4On6zhokDHX4pcu6h9ldxHZXfQkWs8mnozx7W/EDcQsTfoaR4hd2N1t4eiIpNAQMomaUDIsTxQ81ofXPlJY1nnQZo4+iEKJZW78tEZa0Z7tDVpWwynsdTdrO5y4wa04eivEyc3LoQwz+cjsPCkoQ/uXrVxdAvZuHZDjWxefO0a7peEnj3Y+gSsAgxvIqZrtosbJ7zHTK8TiAhvRYG3d+IIbvLV4YFn6e2LcKHI2bgYHSCjk/POhgyfSb6dArF1u1f3fCxyoTyjXjKwZkD/zAqmkYqaMElooLdrPlZUF7EE/jT2xdjBK84hfP6ijircSV2g6d8yRDwdbF977e3Lna81ptNKwKttUklOyr0bXSjrLWx1vKNEf/w/chJV10bEpk4Jlei5dT1bNCsrdnsxVzm4AJ3D/eb+k4t+bu53wgZOrNrGT4eNZ1R3WIUGXLxCMUbE6aj3wMNsffYr9c0zvxbaq29c3tbRn5hyHh3d173/rcNXEd5azQ5kCaxtvm3NOXzerj2aruWRPugdhj2ck9GQMzCrvBzyKKyozhmJTZub4O6Vb0YqSWLSqrliImIUfYylYiVR9iTeKlnRzoR9bBqjeFVrx06VP4TJ49cRJTqEC18wwYsLHLDMVr/dejdCLUqM9zy9XQiLRO36ecbvU6+TWGQZN8oBFauPcwObH4v0rxuB7R44n38OuY5BHtqIqXkcPizNhqZV2D5KTsWOw/R7FPTbOVmtRi2SVwFoJibOZTUVXFo2WqGXWII2lLaLKC/CuGIVPHZK8prBop/Wx6HTyKWTo5U61VL3v7VN1xsKHxffVrRQKdrtQ7vqYtQbVcv/q+o/G8KV9Jho3mnh1esxYW0LCVSjjW6Cng6q5MJa79afleUm45LjNLiXKMzZq74GR/1r48age5UIFkOvYmL1yOSZrqKyNGJ3/GV09H/vck4rldygGaer0z/Ek+3rk6npOo7wpbtXt83fNE8udDK+ZGV63DhcuYVMGEkGBJdSje6PlJuainyaaU/H125HhGpGWbX39RkCEXg7cWnmvoK8OxSF08+zWgNjGiiHZIiNuxGFGVUfXXRKsfCX5FWI67PmMffSjvltVrX1b5kHz6xZhZe/mASDuiVHLBzxXPjJ6Jn+7rwcLyOPuxQA0/2bw9/hsA2wyBpH/afpUPtLr3QMsSXp39XI+4G/k4+T679Bq8Mm4R9eiWH4HPAuAno1aEePK+HzxtGHscl4SBcM85bq17MgRZjWM2WjKDD0NqWw7W1Kq79OzqLPLX+O7z24STs1Ss5BHb9xozDM50awstJUGRB1bW3c7NK5MYj/Hg+uHczSwH1q/MAiI4ZxVET12AlZcBfKPItOK3RHIE+tKq9ZvzFGM/3rjmGP7lhK87F03G2RUM68oVlq7jWVsrPZjzeMh8YtefMprl4c8RE7NArOURUqGc//hS9uzalJSa5KWXMuzk8EHsrfe7Uxu04F5eEvFJoMWJ/U8AX8sC1jUYeTm3agXOxiaXTVKCXhxtEU8i9AzBxzIfodRcj0FCohe+NVd+MxrhxozHilf6YRn9LcQXO8PD2RZ3OL2La5MF4oHkNjueldADbyujyTGvUqEPfYmreYjZhwfwViIgLReu6tZUoYGXogjdHHG6BWktB7xagTJJwWyKw64s52B1DJ1BX2b3XfPQ1DGruDn0YdYVXe4b9uuodMmsSyx5szSajQb2qcKI3c/q/R5N72jIChuaUniFo/9wWQY/GdDiqQbu4IBsH1q/DwajL5MUZTUV5RWmgyijKb49g9Avr5cM3iPKpSvkGSvtaKundWyyuVVUKp3ocW82/U/9+Tc8eCLurCQ9FNKecHPO1SSCj/drZj2HTiLf6ezNatZXcpM9X05RfX7OUibat4aCNz5q4CMt2nEN6rua9sBEhEwc3bsDByBSaCZYNibjNn+PRN+fgbCI9xzvXQK/RqzBvyjDUC61MqyftSWEC0imLYvtTmLAdw8f9gRQ61DWm0AF4uCmVHMqqj6doXBmWjQpjDaU+6DB2QaM2reHopDnVTlyC5TvP4nKOdUwOEZPwSBF15QrUqIWoVCr4g8hXlrxlzadpy8RnKzg6a069k/7EXzvPIFV4WNeW47s/vHkjwi8w6orGiakmq/x40xCwRaveQ9CmRohltKqkhdhwJIL91nT/+aaRUcaKi5J249PJ9ANFB7/GVONZdG3KEJfKxKeLRFLKut9YRPtQ7/5uqBPgbbn5oy+Mpx5vCX+GcCxLFzLWe02ZjaWMJ5hFSXswZspCRNPKxJhqPIP7mtaGl8JniXIP/Vr5NNalebjqfGA2NrihVtOG9CekjqzBCq2sI8QsqYXCyYfhK4VzYg0NN+pjUeJejJu2EJHRqqgwIT3RpWkdXUQfzgbKOK8dkMpKgBkWZS1USj5rIHDtJVZY2p9q1wpk1BmhkHRDzcYN4OJu8nmg1K4twC+t4u8tQvVeHX81PDr5cEZY8xZwpeWGWUpehXV7juMSr1Wpy4g8xQU5OLZzO8LPxtFCWMzC/00qk3yrSCtK+gcTv1iEsxcSTd9WfxIdm9SDr6tYc4pxRsutKetVn/iurq20M+o2bw53L0/zqlPWYMMeEUXHMpKfwP74rh0IPx2rrMfNC17lU5mII01Nm1mnae8RxKZYkYfCHJzYtRMHTkbp1oNlaudqtBbCvXozPPioP6qGOMPTlwqNumGIO3EYeyPz4VG5NR5/5m1Mnr0IS756Dw80pt+pq5w0hrR5CE2rhTDqlXY9CdR88B6E1QxWrudb6XJXIbbi/GxluK84zElO/gsEdmLk9GWIS7H0wWFOjSuqN6zFcK6GoycHtKP22Yub8it2SLsc5NKpqHrRlBd9CjuLCs3cc8DWFZ1bVOMiRSfiVVu0hRsVFdq6f/jsO+yJpKd4eghXTvNYcWF+Fi5s/Q4vfTACv+yORB5NM6s0bwtXEf7MnAn8yPJ7IxMsykdunY2X3h+Jn3ddVMrXYPuujMxiXv4QT0Pild911ZYgL+0sDh8iL2pfI+LH6xxkG3btCR/GuVMre2FPLTX5VFcp5kH1Z8ZMRO/+XeDHUxk1zcXE2TyfBpBr/Wi1Mh1t4h0X5qYhNpan7GVULOia58K6DPudys3a0AO4OX+i/E+fU1l3nh7wFTkjESSkKD8bkdvnYuDwkZi34zyylQD1V2c2jc53iw9Nx6rj9IauLJ5sEdrlRSz9eSIeql2FmxUVuvYBcGd/EN+c27UGcXm07lA3UZCFDB6dZfMefnpqFM5FFdKzvTqD4dk89KCqBUMG5a/AV8AvMI4TGHMDX7lpa7g5OZu9c5H5l4lzsetsLLI0mFzc8QNPI4nJtrNKVCWlYmv/qK6RWfvZ+J3IJ4i6WhJuFEpjTFPWcD5n4FMoKio3aQV3K3z+OulH7DoTY8nnznn0bP8Rfth6WlFsapqQH8sLAffGGD56AMLoQd5Oc8o1Z95aOiVlOO8yCdDNJ/j83g2IzUpXrnEYWysUYW51fTjjcgwiovM5/ht/NT6UUOFd6obHtxkGPOAPfw/z5ZtT9b64t241WoqYf2+stLQHYTVgUcR65xJdUzcu01ItLgN5HNMi/tmI2Myr86m9GSnIYYwBhc+rdXnLds1GRnPOqL8sIT+GOsPaP4YAP2G6rcpmx2ujxhw6Sgz5Tbmc0O2p9qjq72kJjymT/kldOaN28J0KnK6WLuzfjNgMHqaoMxZmm8nIhZg84qzOoH/Wy8gVm+EVEsP4Z6WGa/vKLhd5nP/VV7by4yJwIJ/hS9U1UeHWtmEVeLnqFOZ12z2KAH8/q/ibaBdzvvmaBHDCYz3aoXqA11WvXRjqKcpLR/ylDPpAKEJQg2YMh0uTfzVtfF4863dsOXyOvq30vCjzew5i/vkf3h89Ct/QKjk5y+yNaGrQfqQiQbzv69aNkG8yIHgoyssw0q9txfhZ6OcNy2Y+RoZvQwz9OphRrJehrGyuGS7HIpIyxKjZZkm0JxAX44wBP9ODKqutToaMeVQ/lfYYWK8JPNwt+82f3/2BzQwMcFmNPZUcMfsWYPiYjzFrTThDo5pxUloT+u+JvTDSKwP2gfWbwNPdUpaWUqkgaEoVV0mUF8H13v/ZOw/4KMqnj//SeyUhIZ2EltARpKqAIggIKKgUsdAEbFj+KgqiiAICIoL0Il2aIL1K74QSekJ67z2Xcnf7zu71SwIhFCPvLJ8jV/bZmee7u8/z7DzzzJBOSRc2Sjr9tuMsEnOKVWgE/fv8HqqV+5nG9zmRWP/9CHw+/RRuWL2A/83bhK179uPk6dM4FxqKg4c2YvaP76NnB0pdbmf8vFDugKovbOujV9cQ+HtRgHp99ShQSlfyHPTxpPPw/9mdgygZtwGVkOSvmUDVCaRtm4jvVx6iYEjkSlyhS7uSomHfwuEDN8l7QRywmNC65Wfx3kshsKGsE3fdwjZi2wnK3lJYIjVKSnkJwk8dpYbJsHG0C3oPHfwprKl6dOMY0hX9a1GmCIOWgCSlbcO7I6bh0OVopFEK3OysNFw7vBLvvj8fSo838H6PBrAlnRxDulRefuR0HLwcZVT+dyg8XtOVD+6E3rWcysmf+9s2RFGqy1Jy4yjKz8D2X6bgb1onbNQnoYwebkuMDDx35aT+0dL/OXz+rDuc9H0/wy4gggJVaR4IhLICZBvEOKF5GJdX0b+1LwX/028iypASTxk/Kn66roo65fYxUVZ0vssopVwRiughIXTDePTpuwLRFK1P6ssq6W0NvhZykJhIg02jsbC0j96OjsGd8aqbC+yMr4n07Rg5+mfsC72D1Ez1NXF0NUZ++DuKnfvhve6N4KDvilSuVrovTJUqX5lZ09cjLD5dyrwiqmDr3wU//PQmXF110d6tQhrD08ESYvA1e1dPWptsxCZqJab//BtWrvwDP40egBW3UlFgVMcy6qAz06IQTl5VGs8DE8prVn5OjIKcqhlf3DQB/V5ZjoiUQtgHP4tX3ChzkNFDJNJ3YvTYn7HnfDgtxVExuX5sDUZ99DtkTn0wqnuwNstDhYHGriVRGk2KMK7Hv/L9VLFrNBTFhz7VMFDzDf3NKygX2NVEQbz0jq/aW6ynTLqWLm3+Fq++ugy3E/NhR/Xs614LDsb1zNiFsR/8jF1nKR2ftp5rMWbc7yiw64mRtN7ZRZol09OF3z5WArVbD8OMD15DSEBtQ2PHhQVYsvUEYlIpteFd3M/FS6TcZSJ+R1+W+15pQqmdK4ivJA54y+1siMHexYPSVBt508Wsx5xffsPyFSsw9f1BWHY5BjlGxkrxHs7KiEEEGW1kZGQvv1ni6QFj4O5Bx9cObK3Q492u8He/e0rZCu8lyo5QSo2lviQThX67r9GgjG47Vbt8ZdsPGPj6ElyJyoa1S22asDDyVozZgN9mz8Hy5VTPD6iel6KQZVRPOc2YZqvrWayup6o/0FZKLZjkFqrl/j0Fg99YjMt3siUjsHHKeKkAGYPFtk9zeix82mF0By/4OOgyWuHmFUSn5NEEhWovgTy2cimTjb5Tmp1TT/RuUQ+u+tlrNAfVIKnorzwdkTfLIDMKMCs+ThoXt3MW2Rl5msZuxLw5dI0Qu2kfDsHS0AhkGg5vyJCiukZEw55MbXSvcNnVrRTkUA7yey7pqqgext/d2o2DJ8OQSEsxRQ8BJS1Zir54hmIOGMbVsPUbiKfq+kopO8VDWHg/jZEdvOHvpDeJdSsMMRSjzYA/Gc0M+XdHT/JscbPXXVvi9WFS7mGzjJbOFFEa+DyEbZ+GoYMW4vzNDNjUb4eXPDzhZhw4PPMgxn85C5sPX0FiejaystJx6/QmfPrlfCTKO2Do8y3g5aL2ajQ+YWomBl/LMxB1i8Zves6X4m4VnQ/xvirfF8uRT+M7Sf+d0/H24IU4ez1dMpAKFQTHpZ1pvKi7X22d3WFmYeSFGfcXFs2bg6VLV2D6uLew5Mx1pBkZy+TyYrr/Ysk4nIUiMgyJm/igX+4qDaeA53mUYtmg0tLulf5nX68tenjWgYd2IlO9a9Y/mPDNLGw8eAkJ6Vlq9lvwv/ELEFf8NAY/3wo+rkaelpVKoR/kmZS+mGL0GYXWEVU1Vtcu6Gl0r+OF2saBZkmnid/8gg37Sac0lU63T/9FOs1HrKw1BnRpg7q1dZOFIgdjW3pF8WDKqa0swj+Lv8eagxeRkKeAf72G8KdlcWZkJSulZfLiUvkyeg4oob8lZBUupbX4CrEfEzumu25maPT8y/AODKDVWrp22yqwH1oENUAtWsf4/9zOIXmL3RUh/8gE7peAuO5s76zRuBP1NaZ98goaedDDpLUY2JIaCLqpZQUZOLroR2yKpYd36rTsKCXr8JkT0MaLUvYZj3H0hYvPfYo0/DZ2GOTTZmJgl2CYZ4Ri6vS9KCzSteJmts547/sB8LYX14iqNzMfvPXzO9j+4TzEJuepLLea3+5sxOg+G9G8fRc45pzE2YgyWibriu9mvgV/B3WKQan829jxwTzEVFB+jFi+HZXPPUXlS6Xyk2a8jQBHTfm6GDF5IA58vpTWzenJD5uL6cvd8c4zfojfT53S5ssoqCDGyZXl67Gnixe6PEX5uim2SdUttLbo9eUU/HnxfzhL6zdLqOMUcBq7jt9EK/eWcKFIzBmnN2DBBZpFEgdTdO7E8/H+7BFoWMtOO3GgoPOmKM1H+JUUGmQZPV3LyTBTRB2hgtJ0UTpdLXMN37v8tXKpQ5ZrC6RnmuidkzDM+3U50hplYP6KY6j/bh/UsqcHBjHtVn5BhQ2/ggZ7JTS4taPZh5KCNFxNVZA+hoJzc7JQUFwCFxo4SYGZzLwx+Ke3sOPjebiTQJ4X+r1X5GZ8+OpmNGv7HJzyz+F8RDFMbFwwYfqbqEfGCSMThKEgvU+1AuvDTHwIuLoEH/xgidlfvIVWfm60bEWBHIopoBmom1CKu+f7tSJXU1X8gaL0dJql0H/0UB303M6VOL+LzpEjua5bWtGDEKUV09P76tLvMHBZPpRtvsSOJW/Sg48dLF28aGbLEsnplNhMu+9V/D53BTHOxuJVRxE4tDvcKACrqak3Bk0Zip3j5iI8Lktvf5If9RfGDfgLTZ9+Fs4F57VMvvlpCOq70QMW6Ss+pGXnUJBh6qANtwik5ubSOXKia8REGqhXtl9abh7t5yztpyijwVh2LulhdLyoc7iTmk0u/A7kKaV6gLF08YQz1TORnv509byGhb+vQEZwHpatOYyAwVOkGA+mpk4YOPlN7PpkHm7RchTd/mI9t+LT17eiSZtn4FwYSrEPKEWhtQvGzx2MhrXv/iBpWGf+9KgIBPf/CovcvPEBedSFR8ZSXCiVJ9CeX8YiL+tLfDCwL0J8a1FwUTHANQ166fpR0DR7cR4NZMndy6BpoDbPlKLbS/M+emNKgda+yxLv4FxpMeV5MdwKyXgmRs5XkPeElKrS8GfpkyyD7mFjayv9ErpvPS7uN4GtozN5HIqpLksMrr8bq6bh7VWUWabVx/hz/tsI8XOihyPDzSagI95sWRuJ8ZTBrEhJS/Kfx8ttG0htm+Ge6k9kLJRTPXJycskLzKD2QMwFRKVkoolfLThSDk9RlqWzJ7UZqrSLGoM4cANLl6xCVkgx1m08Cs9+X8PDzQal4RlUT6MncTrGxf0bcPEAtVU0i2phVkE9V/+Md1aL9fwQ6+a9gyaUecDSyYPkWknrzfXlLie52adK8OemY/Do8xV5aFhDIC+7XGpT5MbuezEXyYiRjqYUq8RJbBtMaGZz7JfYdmUCMkNvoZDqLyAUh8hlvU1gLfjS8ojs0L+x4nwmsRR5qc7Nu5OHoEWgOywl+OKDfRn1LdRmG8ujEoWFxSimVJFKuozKivIQR9PMxpMVedSuFVA/KaelsJr19LLMDJo4KM/u0oGNuHRQZOcEC1OxXzWMDXVz7UwMX1sEoeVYrJrzNhr72SJHZGF8bkHpcfOySTdPWInessYXkljdqmxipy5kYuWk/0FeMAFvvtwOzrLbmDd3L00q6JZmmVo7YtC4nmhEfZzOxGeDLqP/hx1h3yL93A0aZ4heoZdw+Pw1tK3vAX9aHpRzcQdWnksH2dppU/F/a9JgtKxPeuvpbOFUm2blRR7Uh2it5rewcsUa5J5X4K+tx+FC2T0869DYxdQe/b58Hfu/SkXW9QS9/UlE3B5MGrYH61u0g5v8FsIiaWLAzAkf/9ofzQNr01Jo1fkuJu8rZTmmgEw639Tm2JigTJZHgSDlEBPN6G/5FFg1v0icUBJTUasqYUHXt6M9nX8j/Vf9sRZ5oQL+/vs4HLt9DE9PWmpFnjK5dM3IjSeW4i6TkSgN+Q08KM6DOYozM2nZjW78q9Hhyj9/4cphYknXkCXdA+ZmdO1pmQG3//wV7/1J45rmI7Hkl3fRMshedT8Zy0M0MvJFg5ovBXKt4jVk6oE+n72GA1nJyLgSLxmeNXohbh8mj9yHDeQ96qaMwLXIHJRQf/zBzFfRis63hn0JsVdUcK8V0T0k3WtkhJbYK+WgHtpg07G307IH6fTypwNwMDMJGZfjDHWK34cp7+3Dpmakk3AH1yPpniGd3p/xCto3pXrTw4tAcopTYhEmo/S9dH3odRUoponXIhpbyhWW1NaRMUvvmtUopsi4hPWhmYjMomuLCt/ZthiL6UjRHZvSUkYz6gPMUcvNlsa4xVCYmMGWsi651/KglyucySBiTTFndIZtzVFVfy08m1LcDx9E3riFm6niJLAFOr3QCkG+boZew4bF/t98MvuOtv83ta2hFf37778hk8nwav/+9PBiZN2voTobqyXPCMOSDcfIfG9HN6WD1CBmX/8H65bRMhaaaTU3laMwNwN3Lh/FwvHD8evuO5Cb0r4uznh3ygp81INSBxpZWjOu7MFGchUXPRmkzZ3+VzjAxVGBc7s2YtnSxVi2didiya9TSS2LCTUO4gNg/SHT8cNrLcmF1/Bx1N73KTS1vI7TN9Ikw4h+QyUePy0xFnFZFvSg74IhU1ZjeKcg0kn32G7vI5a/gTO03EQ0rFRc3lxbftgzhuUdAtqiiVUszlynNX9FtCZQfYCYC4fx99a/cfhGOuyDAmFZSK6s4tSGWCcxKjS52NvYpuHMge04omyC3i1p3Z4RK4lPJf+Z2vuj27N+uHzyMsUfUHnZ3Dp8FDk0u5CTcBlzx89DVB516JSPzZka15Ez12JU14a0VEfNTyhG7K0bOHdwNX7ccgH5FL9CNGZpX9mUq93aGy4O9nB2c64g9kQlitHXpvY+CCk5jTPhmcRENeATj5sdFYoz1EFa272OX2cORICr6KJ5DIumfI/QWOr8yUCmlU/7h8bIENQgGN5Wqdi1YD7Wnb8lLSfS3yf72iWYewcggNb4O1qr0oXZ+7Skc3KLZoBSkV9Qfp1mWlIcXRPU6Ti4YND3KzD8uUaw13CpvFraXyyKo7Biy3GUijPDUWewaeVZ5FM0+tzIg5j5/UoK8lkIM2vi1moMZn3ZGz5OqmUjNvbF2HHgAj2YkNGCjqaqhxmsbe3hROdo1LR5eDu4EKE34pAvo/tDcz4oSKmlcwtMnvcZWvq70iBZZOyN4NKzOEcPJLlqt1DxeDlRF3H2ShysbPtj1vRBCKytSgtt790Cja3DEUqzgSITIxMDRCbxaiYDJy3D8M4hNHtnhuLsGFw+sRUTp21GAqWPFgPQ6finkXutPTzq+MLdPBNXxQjxle5nh9q0X23zLIQd24BJM/6q4HjpSCyh/dx84UvGB3FwoarneVyISEeOfj2jL+HclVhKG/gqZvw0EPU8KZ88MVXVM0KqZ15Bcfl6JsdL9bShB7U3Ji7GsC5N6LrRDd+1J/k/9CY1NRXbt29H+/bt0ahRo/Jxh/5DdXEKaI7+PdrALu0qnSeaDaMLVQwkGH/5JDav+RtXE7MgKy4kD6cE3Lp2GYf3rMcv02fidJwYjJDiOlnawNbOXoq4X/fpV/HGKy9KhjPVpJiA7MjzWLdoJo5fiqPlkjRnp3c9X7+UBWcPexqMupCHj+7BVR+flV0p9h4JRUZ6rsE9bEXpKx0p7eO738/COy2UuBEeR9er6O6gvl8sBFg4N8U3Mz9Cu4YelQxUreHlVoK9R8OQkStD43fG4d0XmtDsnW72W1+Xkpw4XD66EZNn/YWo9HyjezODlsnZwK2WD91L9FBEAEzt6qBh2SVciaSHRPIIELsqsf65MWG4EBYLM8uX8dPkQQj2dYYd1XP/0UtITxezqOnaKisbykjm5Ix3vptB9TTBrTtxyFZZ01Usqa0yp3qO//ljtA+mB1oaxavkXqYHzxRk6suNVck1teiFKd8NQj3HfFw9tglTZm0hg2deufokifVxpfp4OEmpwE3tfPBcOz9Eht1GWjZ5UNJ1EnHyLDKpz8lJuQFxCes1ylAgJ8OTI7Wvb06aj/d6taWlm2qe1AfGXz2DFTOmUf+fRJ55+m2bCW5EFsKLjNq+9rk4smY+1p8IQzZ5sOlfM7m3omFKSzh8qf9xpvgVogHO2q4EB49dQmoaGdorYPfWxGl49ykLhBO7LH12tCTF3LkJvpz6IVr7KBF+biemUJyU8GRKO6x3nZqY0LnNs4arO7WTIgu98Yz+9WH8PuvWUew4fo3OgdpcQ/0vTMQMcwJx34XVy5dg6eptuJlJ8dik65b6SHsn1H3lK3zx+nNkvDBc/mhq541n2voh5tptpGZlS/zvnD6LDOpfclJvYcXUxbhKKZ8l/nTNDJ74G97r3QEeDobXs6mdJ+rLw4h3MtLF60PNLDfuGkLDoinQRw98N2EwmgdRcEbia+fZGMG28bgZmYTMHJnEWL+uGamJiM+k+83WCf0++wXDe7RHbdGDhM53wrVz+GPWdJy6Fg+Z0fm+GVUIT/968HPIxzFK57ru2GXpWtI/33nhMTBxdYUPnW8XWgIsnm+V/ldxM4r0z9Ppn0f6XyT9BbMX8e3XgxHiXozrJ7dg6q+bcVOchDE4p5lIKbGCi6s3nVNnusfkOHzqCpJTaGKCgKh0MKMYVKr7b8hXP2BYWztER8dKMulEqvYxp3o7heCzH96nuEemuHN+F6bN3oQb1D6Wk5dvBWdqH/w8ySu6imNPW88QNLJLwm2aYEun9N/aORb1CchMSyKvb7qObZzQ55MZGN6zo+TRCqEECdfPYfXsGTh5JQZFcsN77XZ0Edx9g+DnWICTGxdj/ZGLSC8kvzs9RnkRsTChttmnLrEnw5LIXtxsPYLR0C4Z4VEJyMgmg4JmEK76mfoKPZ3GTcfwXs/AiyaARJ++vLir+Hv1fBw6dVU9vtDpFXEzB5ZkoLVzdYEzTY5aqpcgqw8r/SlJu4bte48hljxoVF4a4rj6Inm278We3buxb89ObN2yFTt27sCuHduxbdNGrF21HLvPxcLcxQ8+dSjItGiIVtdF/9hkmqb2m6Ywz99AHMVKUlo2wZBhr6NdE/LKpva8wiKGB6jRn44cPkzx6rLRoUMHMgJ6Suf6fhRmQ8f90HpE+z4Jho6S1EvYsOcqXvhwNn6f+il6dqoH86ybSCVLZ2TYWezb/je2bPkLO/edoIdqC9jQ2skWvcZi+uxf0P/pAG0sDX3E5QwdorW//cdY+X1f5Fy6hQLKXGFBs9rW1tbqAWsQ3ho/HdNHdaEgaOXjcYgzdt4tXkKHQAdEhN1BCXkfWFlZUfBFa8mYYGdPg96gXphIrsUjutSroEFXlW8vlr9aSflAKk8uu8O71K/AGCGWfx5tPEtxlh5QBdJHJ9sBDu2HYtWiyWiRdABXs+g3W/ousCl6dO+L1wYNxYgxYzHseUodKK7du8+Wy8q1Hvr16wib/EhEp8nIpboUd66fx4mT55FGBiJre5LVvB+mz52Pge3qGhh4UByJb975GOv/uQxTcpG0J07Gr8Qb57B3ezhavdyVOgZVp65/Lit/T0ye7oGmbkpcDE8kvSxga2tLg2d7tO/3KWbNG4MmlOPcTJmGlSO+wK6kUpjRw76xfPvCOJxKoBRdpUcwf+s5mrG1KL+PvQlunzsK82bdKXgTeURIvZ8pxaXojvaBToi8HoUSE1MpQKnuvNA1EfgSxs+YjZEvBFNMD0PjWeX1Uv1SnH4VWw+E4emXX0Fjs2zkk6vltUuncOQUDYRNyIhFLJu99AHmTh2GRu7kKaI+rxbODdAl2BHhlyNotsKMDF12VJ+66D7kQwpwOB29WjVAveDGMEk8jRiaITCnVGR2dpQmrWkfTJ/3I14M8aBZCM1FQnVs/SKaupvgMsWfMDE11zJu13ccZs4dg2beDnreVLR/sxfRLtAZ0TeiSH4FTOr2wFc/E5NuZOSwVjGJ2vk9vpy9g9ysTWnQW/4cFSVdx+Gb9qhfvBnTFu+rfL/k6zhy0wENireQt9MhZFR2vHja75wVnu/eFLUoO5CYXcmrdTc0rW2KsIgkut119Wzb52P8PGcMWviQR4kGC+1fp2k3tAtyQQzVk+a2yp/7ut3xxXSqZ/fG/3kjh3hFPkmGDrE+ZnYeaNVjIHo+1wriJGgCGRXE69vaWom0mOs4deQg9u6mIHj/HMXFq+K6fPpNaj8c0PiZXhg6/H18Pv4rfDC0JxrUtieDvHhUcZNhz9efY9WZBJRSBoNy7Y1pOsJO/YNTcrpPm/pJ/Y2qnO5/C6cgPNvQGTE3KZUg2SKtpXs4AM+/PgYTp09Dv7aN0YDuYbPUUMTS2gQTC/U93LgnJv8ymQzaYnYl7cWqO7D6nY2HGzL3HEccGd1HfjoGLQM9KzGKkNPG3mmYOHcHEouECu9NWeItHDtvjo6dG6O2i+iFaArPll3RxMMCN6OTyLBM97S6XW7Tcyw9gI1Fa/KGEFc2ivXsRPWMu0mBvWnGWKynHRnXn39NrOdU9GvXBA2DQ2CWdhFxGfRAoqlnyEv4btZkvPyUP3llaeqplutpiVv0MKgvt3XPMfhp9vt4up4bkg/8jEnztiO+QFlJfW7j+HkztH+uMWXtILdzYmbpHIAeL3WAi5CCuDTRgFyK2PDLOHXqHJJoMsWC2izHxi+R196veLtrM3UgVTVsIQMbP5+M7TfTUUaG6XLXgzwVoclkyJWdwdrdoSDbU/l97OWIIiOcUK89mvh7Up1p/OIYiI4NXZB4Owb5ZKnTsOva/z1MmDYVr3ZshoYhITBPv4z4DDI6aNn1wLczvkefNnWReWQWJs3Zgtg8eYUsitPCceKWFTq0D4YnsdCQLndB6X1RztAhTpm3eAc/fzkA9mm0HKa4DGY0dhLHXjbi/eTgj/5jvsGU919GEN1HFcmwdPbHiz06oBZSEU/8FcQ/LiIMp4l/InmxSvxDemD81F/wzgstDZcMaXUzhUfz59DYywYRMclkMCGPBfV1+VSPkWT4eh/tyTioC1ND+wc/hzYU0yc1Kl4KdGlhMOajPtO/Kz78dhp59T6N2rR0VNrIe2ULecJuv5qMkorON3kWX0q2Q62i89i49zwyC4QKzrcC0WGnoQxoTcvsvGmCRLwKSZ9mz6JxHRvciaVjU7ug0b9V9xEU1Pd9dCSjX+o/s/HD72SUzC6jsXL56604OQInz5vgKTqnfkFN0LGBK1LuxCKPDmgl3X9+6NxvBL7+6Sf0f7YVGgUHwzLrGrWPtASY2jNprBDcjVhPwisd6iPn+Bz88Nsm3CGDcYXy0u/g1C0LtG7TiAysqgkR7Smp9I0pajd6Bm3ISyM9JoFiW9E51mNva28HR78uGDtxKsb2awcPTfp6Yr/tm6nYdjkBxVbl626vSMeVZBu4FF3EX/to/ErLQMrdj/YKMqqdgdyvFULqesNBuwRb1KkTWtevg4zYBAoyWlaBTp0xZsJPGPNKe3hqdCL/rOO/TsOa/VeQSV4booHcQKZ5DqVHPolT+W5o1iCQMkqSN7nRIN1UmUMxOGhpZTyl3za2+lTKEMhPDsfRHZFwaxSMenVrS2Pziu4vq1ruKDl6ioxo8SjtNBBD+jyDhmSMfxLSyj6oocOELEtkE+Xt3yQw7N13aa1aFtasXSvdPP+mLtWVraAHul1nZOjSvRU16Lq1mIVZSYiMjkRSYjY16rRWtIziXXj5oWGDhvAlt3rjxkBf/s2VH6L/DzuQSwM57dbofzi/dQzq2CmQEHGbrKPicc1h71YH9RtTyiZ6EK2oEdCW174pRUpMJGISKMK2jIItWVrD2y8QQX40sySusbnn9mDlFXkJCLtG7vw0k2dGM4sedQLRIMhTcpHLjr2G+GI7+Hh5kjWagmUaNZj3VO0eO+SlROLmzTvIogdIc5qPoa4U3vUaoKF/HUn+PYo/up8p+GaOuL6aOgFLWxc40mxaZa56j0YJOqexURQBnyJ/kzu4dE341kUgXROq7D33L1WRH4NLkQqEhPiTNZ48VVLiKTtBCjIyC2kpjDN86wXR8hJ6+K6soooiZFLmFQUZRRwcHcn4Vt46L8vJlAZwphQEzoUyLphWdixR/ftmXIrU2Gi6T0Qm5KpL94mXTwCCxGvFeP3t/eN5dCXU9RSzP1nQUjZHMg7eDQv5CSM1TlXPQnoqFetZh+oZqK5n1dqUR1edh3XksCtXMGLECHz66afo27cvPaQYZaN4WIL+peMoaXldOrl1J6UkU8wkCpZJy0tUQxxz2Dg5UEycWpSa1RPu7s4Uf6iqfcUDVobu4SzycJJTa+tAWSDE+8a4SZflZlEwX/LqIBdz8R42q1IfBGRGXkBYijVatKAsHeplbw+obfniogu92C6TF4Q5tVliu1zhch0FxY0gDzXq0ejB11Ey9N+tns7O5FausyzdQ66TdA9XKLd8yXt+U5AWg9u3I5FB3nC00I3+WcEjIAgN6IHUTm/8cs8DPawdRHZSWvPK2YnLrqRlrXSN3JPdA+p1Z+tkjPppPcUz0i1LQdBI/LX0fTIaOCA15g5i4zMoKDcZwFzcUbdRIMXSqPoER0F6LMJv30E69Sla/v40BhL5W1U0SVVBhei6zKPrskS6LqtyfZQhPSGW+vdEijVDgSfNrVCbxqKB/l5Vl1mBGtX+ykh/B+qjKh0HVEUIXUPZdA2VCeI1RO1MBUsdimkZU6HYJj6Ga8hQ5TJkJMbRNZNAMbM07H3V7KsYdNPwgA/hk1qnBNIpX6dTXT8vCsj+KHTKw5HfPse0Pw7iRqroTaJXBXGAof9Z7yfN2+Zv/oApYweguR8tn6X9pd2pgdWNTRS4vn4qvp63DU2HfY+R/bvRMvd7jXs0R6/Zfyd9+y3uREbis88+o76uBY1xq/KMpqvTf9sPV1cPfvcvEzBzb4o+L5dXws7VC83E11Plf6vuN9ICB8o17xvcil7VPYolPANohoNe1dserLyZow9advCpULSLfxO4VPjLw/nS0TMIbelV4zbySnCm17+30Tn1byS9HpYOZg4BaN1CdzQXzwCIrypvZLwQ123ebbNxrkWmqipu983YEh7+DaVXFSXUjN2qU08/qie9ePvvEjC1dKBzKL5qUPtG97BrrXvcwxQXqcr3sN7pqRXUGl0edVXJEO9UqwramdlQPe++n8391LOqcvV4VPWtfe0APEWvGrOJ7Gi5x902a0dXykPy727iAiuBdK0T1JRe1dfF3t2fYoT5V/8AYkm6Phzvcb0ZCrCAu0896WX4/b/06b71v4eedF5c7nkNufxL15AF3LyDpNc9avEYf368OgkKK7TsPxKBxxMQSRPDxTR5ZWNjRemT1YZvslyIRnkp4xYZ78pKZLRsX8wMpEJSQt4nYswSMW5ZAcWqK5YryKvKlpZeUhw2cdJJnoTje6/QJFprNAuoJ8W1MzY0P0a4NUoUGzpq1OlgZZgAE2ACTIAJMAEmwASYABNgAkzgv0+AYnxEHMMPX0zD4Yu3IaNYQAEtX8IrvbrgqYZ1KLMjPYqbUJaV0jJKLZ1P2XCScOkwxe07eR1JeRSsWm3soKjPiD2zHXN+motD16Ph0fENWnr5ATo38UfZjTM4RhmEvAf2Io95D9iQC6vO2+O/T/BBasCGjgehx2UfP4G7+58/fn1YIhNgAkyACTABJsAEnhgCmicrvQpJ08P86KRHhN8ygSoSKMaFLX/gckw4CigDltBiCL6aNBLdmnrTUvmK76nXB/fGnHc+wqrDZ5BGrlTWFNDWVB6LdYvX4ejNWOSTq0fe8T9xpFtnhHg74daebchMt8CrT4XAx50CrvOzkvbc3N9CF20xfsMEHjUBct2SErQZdbgUKVqMlGz07aNWho/PBJgAE2ACTIAJMIEnnAClIqbRFyXBNKwnZXoRE/NyVD9DLPyJCdybABk3KHYKKKiztJHnRUpmFgUtppS/tARFtWRFs2xFjlKKMZZLGdLKilVZj6wdfPFi+3qoTQHto0oKkaf3DCSmrY6/tB0rjidB6NAfLUMC4UzBVys2n9xb0ydxD/boeBLP6n+8Tkp5CQoLMnDxxEnIy4xyzIedxPXE1+Bq7gpbG0rjVIk19D+OgNVnAkyACTABJsAEmMBjI6CkgPGywixcPXsWhXn5hnIpFeaduCQ0qkNpS23FFJr8MGUIiD8xgcoI2CGoHcW1OXsb0fmUbSfyb0z6PhNxg/rjpfZN4e3mKMXZEGhpShEFl4+jbFBb5y3DP+HxKLNzwsvvf45e7VvC2yoWPhRo1o6CVedRHA9xwnfXsjk4WUxBgy0a4pPRbVHP24W9OYxOAxs6jIDwx3+fQCblcF8+fxbWnCR/LUtKVafO+KXS7Ao+/WwyRvfuiGcpZWdLX0qLyS5a//5JYw2YABNgAkyACTCB/yyBnMhz2LD8N6zal4gcJY297PSrchtTp81CTPdO6PZyHzxFKVttKQsYb0yACdybQN0XxuJrM09Mn78eVyMSUJJxBRtnX8T6WZThj5ahiJ5S4nITU0qPbk4Zc8zNzWEZ1AnDRo/BoBcpfTqlrDUxqY/XXmyG6KQEXIkSM06SsaMkBwJN+r784XB0bdeQAvo/pmxi965yjdmDDR015lSwIhoCBckxyHXriDeHdq3QMllcUoLExCzKf01pyDissAYb/2UCTIAJMAEmwASYQLUIFKYlIMehGXoPaCV5bBgfpKS0FLk5BRQ4UXwgYyOHMR/+zAQqJ2CH4C5D8UenV5FGqXbDb0YgKj4OKSnpyMwtQCktYbG0coCbpy/8G9RDcKMGCPIlYyI95+g2C7QYNAFTG3XBgX3HEJGaDdh6o2OPXujUqh5cbMVnIt3e/E5FgA0dfCXUOAJ1u43CT91qnFqsEBNgAkyACTABJsAEnkgCvp0GYnynJ7JqXCkmUDMIWNihdkCw9KrerWYB/5adMYJevFWNAJtkq8aJ92ICTIAJMAEmwASYABNgAkyACTABJsAE/gME2NDxHzhJrCITYAJMgAkwASbABJgAE2ACTIAJMAEmUDUCbOioGifeiwkwASbABJgAE2ACTIAJMAEmwASYABP4DxBgQ8d/4CSxikyACTABJsAEmAATYAJMgAkwASbABJhA1QiwoaNqnHgvJsAEmAATYAJMgAkwASbABJgAE2ACTOA/QICzrtSgkyRQImXxxRsTYAJMgAkwgYdNQL934f7mYdPl4zEBJsAEmAATYAI1iQAbOmrA2TAzM4OSDByJiYmwsbGpARqxCkyACTABJvCkEUhLS4OVlRVy8/KQQP2N+J43JsAEmAATYAJMgAnURAJFMhlMTEyqrRobOqqN7iEWJCPHrZs30bdPnwc6mQ9RIz4UE2ACTIAJPGEElEolGjZsiHlz5+KXWbO4v3nCzi9XhwkwASbABJjAk0RALpejcePG1V7xwIaOGnA1eNapg44dO6J9hw4wN+dTUgNOCavABJgAE3jiCOTm5iI0NBSv9u8Pb29v7m+euDPMFWICTIAJMAEm8OQQCAsLgzmtfLC2tq5WpfipulrYHm4hcclKdnY2Bg/FQjmwAABAAElEQVQeDHt7+4d7cD4aE2ACTIAJMAEiEHblCtavW4fevXqhb9++sLG1ZS5MgAkwASbABJgAE6iRBCZ9+y3uREaipKSkWvpx1pVqYeNCTIAJMAEmwASYABNgAkyACTABJsAEmEBNJMCGjpp4VlgnJsAEmAATYAJMgAkwASbABJgAE2ACTKBaBNjQUS1sXIgJMAEmwASYABNgAkyACTABJsAEmAATqIkE2NBRE88K68QEmAATYAJMgAkwASbABJgAE2ACTIAJVIsAGzqqhY0LMQEmwASYABNgAkyACTABJsAEmAATYAI1kQAbOmriWWGdmAATYAJMgAkwASbABJgAE2ACTIAJMIFqEWBDR7WwcSEmwASYABNgAkyACTABJsAEmAATYAJMoCYSYENHTTwrrBMTYAJMgAkwASbABJgAE2ACTIAJMAEmUC0CbOioFjYuxASYABNgAkyACTABJsAEmAATYAJMgAnURAJs6KiJZ4V1YgJMgAkwASbABJgAE2ACTIAJMAEmwASqRYANHdXCxoWYABNgAkyACTABJsAEmAATYAJMgAkwgZpIgA0dNfGssE5MgAkwASbABJgAE2ACTIAJMAEmwASYQLUIsKGjWti4EBNgAkyACTABJsAEmAATYAJMgAkwASZQEwmwoaMmnhXWiQkwASbABJgAE2ACTIAJMAEmwASYABOoFgE2dFQLGxdiAkyACTABJsAEmAATYAJMgAkwASbABGoiATZ01MSzwjoxASbABJgAE2ACTIAJMAEmwASYABNgAtUiwIaOamHjQkyACTABJsAEmAATYAJMgAkwASbABJhATSTAho6aeFZYJybABJgAE2ACTIAJMAEmwASYABNgAkygWgTY0FEtbFyICTABJsAEmAATYAJMgAkwASbABJgAE6iJBNjQURPPCuvEBJgAE2ACTIAJMAEmwASYABNgAkyACVSLABs6qoWNCzEBJsAEmAATYAJMgAkwASbABJgAE2ACNZEAGzpq4llhnZgAE2ACTIAJMAEmwASYABNgAkyACTCBahFgQ0e1sHEhJsAEmAATYAJMgAkwASbABJgAE2ACTKAmEmBDR008K6wTE2ACTIAJMAEmwASYABNgAkyACTABJlAtAmzoqBY2LsQEmAATYAJMgAkwASbABJgAE2ACTIAJ1EQCbOioiWeFdWICTIAJMAEmwASYABNgAkyACTABJsAEqkXAvFql7quQAAEm9I83JsAEHgoBQY5iWQkUAmBibgkbSwuY8A32UNDyQZgAE2ACTIAJPDQCggCFogwlxSWQwxy2tlYwN+U5xofGlw/EBJgAE7gLgUds6FCiKCsd+SYOcHO2hRk/jN3lVPBPTKBqBEozb+Kv1fuRUlQC25DnMbB7KzjZkrGjasV5LybABJgAE2ACTOAREhAEJcpKiyEryEXSnTAc/uckYk0aY9S7PVDXwwls6niE8PnQTIAJMAE1gUdq6BDK0rB0aCfMtv8Cp5a/C087fhjjK48JPBgBJU4v+Bw//nEdOTIlHWojXPfvR9+Q2rDikdODoeXSTIAJMAEmwAQelICiGFmpCbh+9ig2LpqHAzdTUVBGBw16F336d0GAx4MK4PJMgAkwASZQFQKP1NBRcGMv5t1SoFS2AP9Ev4o3QtzIZa8qavE+TIAJVEygAHF3MskVltat0GZikovI1HzIG7qToYN9Oipmxt8yASbABJgAE3g8BEoTj2L0h7MQHpWAgtx8lMg1ci1hxr4cGhj8lwkwASbwyAk8OrODsgj//LEM8rJSqkQqlmw+j6IyxSOvEAtgAk82AUe06dMZHp614eLiglruL+GZ+mTkMGcjx5N93rl2TIAJMAEm8F8gYOYagglT5mLz2jno2cAHttw9/xdOG+vIBJjAE0jgkXl0yFNPY/GORJTJVTPPEYvX4+rYZ9HO3Y5jdTyBFxJX6fERaNT/J6xsdAXxWWWo3aApgtztwXaOx8efJTEBJsAEmAATqIyAmb0vmjcVfw1A95YOOBsLFBZWtjd/zwSYABNgAo+KwKMxdFBWiEsb1+C2vAxiFAHVdhAbDsWg1WvBsOH1Kxoo/JcJVIOAJQIat6EhFG9MgAkwASbABJhAzSQgh0BZV1TTfTVTQ9aKCTABJvAkE3gkS1eUsgisn3eMIk4bLlXZsnATEovKuNF/kq8orhsTYAJMgAkwASbABP7fEyAjh4LmEwVeu/L//lJgAEyACfwrBB6BoUOJxKN/YodCDjMHV7g6WlPARHXdIhZjx9VMlKkDKf4rNWahTOAJIaBUKigoqc5nqqJqCUqltI/BjBLNMCnpe7lcDoWSBmIGP1Z0FL3vxLIKhVRWVV4pzVjp7VHhW1GeqKtWFB1HIR1HAeVdFBD1V1JbIsq6X33F9H4qGZqyVdNVqoC6ngpRLump1HCSjnl35mL5auv9gHIrhM9fMgEmwASYwCMmIParen2j2N8J9gh4qh6sHazvTzb1Mwb9nnQsbe9ZhWOp+mmp/xL7+SqW144XtKIM+2nt18YaPIC+5frpKuqqUkGvnhX003cZWqiLi5yNz1mltdSr9QPK1TsSv2UCTODREnjoS1fElLJb562FvFSJbpMWYTg24K3vtqFAHXZ69fqjeKfVa7C0eeiiHy0pPjoTqAkEqOeWy0tRTAt+szOSkVPqiPr1vWBtYabTjvZRKMpQIitCDu2TJbNFYD0f2FiYQl5ShIKCXGSk56C4TA5TKwe4u7vB2ckeFmYm0NgkdQfTvFOirLiYyuYgIyOLyoqDOMDMyhYurq5wdHCArZU5TLVWTSqn1UOG3Mw0ZOabIrCRP2zMlCjIzkBSShZKFCZwrF0Hnm7OFFDVVCefBk4lskLk5+YgPSNDCmQsyrO2c4VbLVc4OTlIddYXp9FUUMohKypAfl42srMKUCYaKehHUVcHZ2c42dnBztaaMkBVXFtlWTHy8rKQnq6up5kl1c8RDg52MC/LQmKaJYIaeMJKn7lOeKV61yK9Rc7WFuY646+mHP3VyBX5yqj9FCqSW5/kWuqda73y/JYJMAEmwAQePwFFqUzVN6akIaeYlquQClY2TnCv7U79jgNMTas43qV+r7SY+ujcXKRnZqCwhJZ/08GsbJ1Ri/pZZ2fq9yyN+lmD6lI/XVKCIrGfzsyGjMbdYnlTSxs4U/ByJ0dH6qctYGbQ96nGC6WyYuRmZSArT4BPoA8crE1QmJuFFOqnZWUC7Nw84OHmAlvqf7Q95130dVXra1OJvgIZhaQ+nvra7OxCykyjkLiJujo4UT9tr+6nzfTGBXp1VcpLUEB9fEZmFoqIudLUAvbUTztSP22hyEVKuhl8/GtTX2+pV0r99gH0rliuA8mlMZQoN8MM3n61YV+R3PKa8DdMgAk8YgJVbH2rrkXBTXVKWctAvNq1JVpbFqPezzsRJja4dJjUv9bg2Lje6BXkwAEUq46V9/x/T4AGQDIaTOXlIu7WGezZsAHL95xBUUkH/Hl6Adr7OdP9JJAxogiFBQVIjrmKg1vWYe6Gf1BYXB/Lj69Hezfg1tFN+HXmbJyKJgOAemVZUOfR+Pa7sXgmqBasyNhRblOWoSAnFaF7NmHhwgW4lGoCM9qvrKSA5NMDeWBnjPt4NAZ1aQUvVzsydoB+k5Ee+UiJJj12bcXc1XtQUBSIFadXo1XBVcz8aBw2hZOxRdTBvTvmr5uJl4JrwZJ8zARFCXLTYnDkz6WYvWAnUmlQQjVDkaxE8qxwb9YH4z4fi55PN4Cbg5WBcUVZWoTUuKvYtW4pZq0+hDITS8kgoqDvC4pKoXRrigEDh+Dtd15GEw8nkmdYX0VxPm6d34nfJk3GsUQlTC0sYUL1L84rQPMXesE95xAO3ngX2498hEZeNIDVgyUoSpGXFo3DG5bh1wU7kELeKAZ6N30ZH382Br3aNoQbebrpG4UUxQWS3LnfTcbRBAXJtSC5cj25/+DQjXew7fBHCPY2lKunAr9lAkyACTCBx0aA+uXCPNw6vQvzZs/Ckdu51HZbwRwK6v+K4NVpANqbhiEnv/ieGon9R35GHE5uXY25C/9GNJVXmiggKy6RPDJqBb+I9z58D32fbYY6zrZGxgo6PPUXRXlpuHJoB5YvWYgzMQVQmJhBUVpI/TR5Jfq2x4j3RmBo9/YIqO0Ic+rD5aXF0nghNe4Gju3bgQVrd9GDem3M2vo7ujhnYtnX47HuQgyyy+j4tZ7Fj7//iP7tA+FgYUL9tFrfbWswb+E2ROUb6duoG0aSvv1IXy8XSkKg19cqy2TISLyJ/ZtXYc6qvTQZoyQDjgUZ+2ncUET1dWmInv3eoH66L1oF1IYtGTv0N0VJISIvH8CiqVNx4HYW5GY0DqD6lxQUolGHrqhTdhGnbvbG72s/RseWnnQ+dJtK73ic+nsNfie9I/MKiZMe50YvYMQH7+GV55qX01sl9yAWTyO5t8g73ZTkUkxCSW77Lqgjv4zTN3vit9Uf45mn6hjI1WnA75gAE3icBPTv/weXK6aUXSemlC2D/Ssfon1tyhlu1Q7vdXfCJ5tLUCxlYLmEtduu4PmP2sOeZyYfnDkf4f8HASEfpzYtxtwZyxGalYcy0b1B2mgQQ0vBpE+0z5Wd67Bs4TwcvJ0tfa/axx3FObHYuvALTN0WQ4MnC9ja2SOfBgXikozIIwvx9lc2OLRwDBpQBhe98YjoZoCc+AuYN24EVoYWwoJmWnq+8zGeb2yPqwd/w6YDMUiLOoJfPzqCfwZPw/yvBsC/lhxXDmzGit9+lQYDherMS0BtZF4/jUlfTsSBrFyUaKqQvg9/Hh2OZ+u2g6WVApnhhzDxjc/xT5ESNg5t8fa7z8G55DbW/3UQSQmpyAjbjm/e2o6zny/Ct8NfhKeTlXqGSYHU02vQc+wspGXnw9bJDf3f+wp9O/gh6sgqzCdvsvi0q9g890tsvpWDgzOGoSFlgdLWV1mK8F2zMWTCKhQINnhh6DgM7NEKlhmR2DX9N+w5uRfnKMaQsoUlzGmgZ7DRoC8z/CC+HfQFDuXLYe3YFm+98yxcSsPxJ+mdKOp9dQcmvLMDZz9bQHp3Rx0n9bI+khtBct/8dhXyFVZ44c1PMfAlkpsZRXLn6sm1gLmlkVwDJfgDE2ACTIAJPB4CAj3gJuPAggmYvPIo0oot4dR6AD4c0hW+ijisX7QOoae2YAN5Tt5zsSP1H9lRxzFtxDfYnZANU/tWeG3Ec6hjEY9tO/9BVFQism7ux09j9+PC6On4elQ/BHmQwVvTHVA/nZcUhhUTx2H50XiU2jiiy4AP8ULLOog5swJ/7b+OuPjTWPr1aZw8Nx4/fzEEzf0scePYDqyZ/xt2X4pHjjhpIYELRlbEFcxYsgD77sQiR9NPZx7D9lNX8Wxjb/KMNCV9T2D6qG+wKzYLpg6tMGD4s/CyTMTfu0jfyARk3TqAae8fQOh7UzF+1Kuo76nRV4GM0K148/NZuB6VDBtHF/R6+xO80iUYafT90j8PIDz+NnYv+x67w9Oxdsp76FTPXTcxKpQh+tASjJm8DDFZCjzT/3280bsDnGVJODh3MXZfPIYrNKmhCCbPFTsjbxDinEN6/zx6InZGp8OE9H512LPwtkrC9t2HEXknHtm3DmL6BwcROupHjH+vPxp4Oqo4i3L/WYqxJDc6U45nXh2L11/uCBdZMg7NW4xdl45XLvfxXJAshQkwgYoIUEToh7aVJR0UegbVFXx86gvLLqUJpRQAQNxywhYJzYP8Be86dQQv6fWBEJpZJCgemuT/9oHefecdoW+fPkJ+fv5/uyKs/aMjUHhT+Oz5zsLHn74rtGpSX/Dx0txLLwsHo7KEUvFWk8cLs7p1FUZ/Olbo0TxY8PPyUt9vtG9zLyGoUYjQ4sW3hVlL/hR2bJgrPNOuheDrrdvnp903hIIS/btSKcjijwmjmwYLAXTfNgh5U9gWliKUyFX3tSAUClu/aCc0qqs7xmcbQ4XcgjvCLy8+L3w6bozQs2VjwV+S4aPVpUFIU6FbyxZCs0b16TdvwdcvSBi+6LSQXVQqyO7sFgY0Cxb8/eoLr0xcJ0TnybTtRHHKKeGz554WAvV0/nFPmJCr1llZdkf4rlUzIUhqY/yFiX9fEfLIuqrZLq/9RGjVqK62HZqy75aQr1dfZeYp4fWWTQS/Oj7C/9ZQPWS6soKQJez86Q2hZT0/wbvLz8Lt1HytXrTGWNL7teYhkt79JqwVonJ17Vtxymnh8y5thSA9vX/YeVnIKVEdX5T7Rqumgr8od/UFIafISO7UgULL+qLc6cItA7mamvFfJlA1AlcuXxbatG4trF+3TigqLKxaId6LCTCBcgTkJdQnTHldaBPsJ3j51xdem7ROiEzLp95AvclihEUDegnNfXV9n1en74TT4emCfgsv9h/FMYeEkZ3bCoG+9YReny0SriTnaPcpSbsgfP/KC0Kwr7e2D/163WEhuYCmO6SNyiedFcZ37Sg0pL6vXqMBwh+Hbwt5pZq+vEjY+1MfoW2wrvyYRXuFhKw7wpIhA4TPxwwX+rR/SgjyEX8XX6r+vH6jxkLXFi2ElsENhLo+PtRPBwpDZuwUYjKKSN9/hFFd2qn0/XSBcDkpW6dveqjwQ/8XhRC9en+15qCQVFCq0rYsRpj9UlehqdRP+wmfrqDf8lS/iTtc3/a98EKbRtp++qt1x6iuOmLK7FBhbPdnhEDS9f15e4X47BLpuKr/coRD88YIzzULFLyfmSgcv5mq1UvF+bAw5vkOQhBx7vnJfOFioqHeUwZ0N9D7y1UHhMR8td4k9/0ez9H4wlsY+9seIS7LSO7vY4XOzYIEn04ThKPXU/Tk6qnHb5kAE7hvAt9OnCgMHjxYCA0NFSju3n2XN/QHq8gSUtXvxJSy5AomppS1rjcG3RqQK73a3OzUtDeG0Jp63SToFmw5mwRqh6t6dN6PCfz/JmDbCDMPHsavs5bj97fbwNHGojwPMx98uv8QFsz6HQu+HQAnWtah2exKXTHg83k4tG0JPhnxBnq//gF2/TEBfm4O2vW2B8/GolgvU5Igz8PGKR/icF4OSi3tMW7hFLwYXBuW2uUttmjbtTesrG00YnAhPAulgh8+2XcQs2bPx8Kpg+DsKP7uSi8zWNg5Y+wvG7HtzHEs/PY9PF3XD027DMWwlxqTe2oRNs36GtdInmWz0Zj2cR/4URA3TSNl5dEe38wZA3cXe63Ov8/ejrhccpmlo8uizmF7WQlkkjbN0LaRl0E8i+YvvY4QG4qzIf0u/mfY/uTRkpc7FP9ETrrWC3KFuUEabJp1+ngiOnu60NprKqqZSROPQpw2/zIB13KzSe/3MO2jPvCnOuv0boevZ49G7Vo61gvm7EBMdhE5OAP5cdcQSXLLSG5QoAt5i2hK0o8guR9NqFCu+CtvTIAJMAEm8LgJKBCzfwFmbLuKxJwy2HYchS+G9UAAeURquwZrf7w7+zPUbeCt87yoQE1BXoCdC6fiYlIcTEOGYsKYV9HY04l6S9Vm6f4UPpoyEnUDPLTH/mPJftxKzKI+Q+x/qPzcCTiQEIV8CzsMn/oFeretR8tLNP2IDVp26EZeGGIfrNrConNRUFoHI9Zswoz5S6mffgd1fcXfXehlDnPyCBk6aQH+PHEMS6d9hi5NGqApLcMZQh6O7vZy7Fw0DRcTY0nfN/H16P5oXMdZp69bK3w4eQQCA3X6rlp2EDfjaakHHb047jL20xLRTEmVYNDkARxsdeOZkM690djFHbpRhdi76/rqgqRbiC4uRDHp6u/nChtrXY8OOKHrsHHoGuQPWh1q1E8XYPeS6QhNiIZJ8BDJW6Opl6HeH5De9YI8tX336uUHcUOttySXluvK4Ax/f5JrEGeQ5L77MbrW94eDqLgGvVRH/o8JMIF/k8BDux2VxZRSdpaYUtYCAygGR20KQKRt8OGFAd/1kYIgaSr7x/I9tC5PFbRJ8x3/ZQJM4N4EnDzcKbjZ3W9dz+DGMDXXDB4s8e6MtZg49Fm4koFEc186NOyMt3ytYKceUdkZBcnMv7kTs0/IkF8KWDz1Abo1caeAoZrSKj1dGzanIGnOsKMAn7b2jjCjY2gF0C7u/vVJD3Egkk4vEzQb+jOGdgykgGb2aD/oM2w8fooMLpPQwdcB8sg9+JXk5ZWA3GC7wIHWzRbm54M8ndSvApgFNEMripuhDS929Tiis2WQ01hIDG5mQ+qJsS9MLGl5idYgo9JVsHaCm4mpdkBWKgZUVf0k/Z9yKwIKWnYn6rp3z0kkpefScfX2sW2MQa87w1FG7PV8kWUR+/DrySLkkt79h3WBo6myQr1bmltBa3q6dpzcboskvZNvR0jL/SS5e0W5ORRA1VDu4NcokJyMTpRhxm497fktE2ACTIAJPA4CClkEVv+2F6mJOWS/t8WIQZ0RWNup3POthQ8tQfFzhLu2wyqvXXH0YSw+lYPkfKDXwA5kSDBHkbbPE/s+6ve8G6GptR3sNcVvnUU89U8UegOFkYew+GQ2kqi8RdO38WzTunC2MRwfOAcFoxYFHbeX+mkH6qdpHKDXlbv6BMDcSrQMiOYHAcH9v8Ggzi3hbueAVn1GYdmeQ9i1djpealIHJvFHsPS0Sl7PNzqgtqMFZEb6mno3JH3t9fQ9J+krxuQSM7uIksykfpqWl4jBRvV0ESh4q6spTYqo61pKgVDFgKqaLe1ODAUxFaczMnHkyFlEJ6TTpKlef2nTAH1fdoOnOfWXck0pMrDEHCW9s5CQB7z0ejt4OFmW19urIZrY6Ol9+xwS0rKlWGLpkTEoLRLlZuGoJDcNpTTw0Komyu3tjjok10QcRvDGBJhAjSCgbwp9AIUopewxVUpZE/t+GNTJlzI4UIOmjSMABHR9HR0dNmIvRZGWHDlOLsOBiIEY3LwWLLQLDR9ABS7KBJiAloDCVK+HR3t0bOpXQZYQK7h4moDGFNIDdE6BTEo3qzpIGU5vWkUDiiLpY5v2zVCLgoUZDp8oGnzAS1j8Yxn+OnUTRVbe6DuoNQ2yNEMUOqyBHvUx8o12lUQjFxB9Zh9lhVEFbVu5YDEUJ11hKQY909aKAoMWXMfRomIKPmYmGSyUyttIIs8IWk0DO//2GODpg42mmShp9gL8XaxpH4ooX0ZZaqgeBclRyKJUexobxaXrCSh5jma+yCgibk5+PmqjDHB2yf8wLDuN1kT3R4iXGxzsKEsLDcia9PoEzVJLyVNEs/aX9D5Leher/EhWLVwM5SkKqlqB3kcKi1Cmp3eyWm8nX2+YScYg4NzSL0luOskdgMbeOrmNe41DszSSa6WRq4XCb5gAE2ACTOCxERCQdnY3jlG2EHpmJmt+f7Sv50seBMa9o/gjpZdt4Q3r8+FACc0YlNsExF08QrE+yGBC26bVa6C88g+cyFCh6/fIKFEUjgOplH1M239EIjUvjx60S3F152bkU1YzcWvWqhE8KeuI2KXrb5Y+nTH96zLsOBFG5oFaeLFfJ/jV0vlMKEzE8YJGYgAG9X6aMqFpzSp6hxIQf/EoivOzpe82r14LZdhhuJC+mn6VzC2kbwT2UwYaA31zRX0F1CLjTy+vAORShNOcRs/Cj4KCW5lSP03e4OJ4ozA1BpmUOUYzgrkWkYyCQppFIAOQuDl6e8LCSjVlcHn9T/goNxPfjB6EtvW94WhnQ88epmj4/Ag0S8mhCRgNCdL78jEK7q3Se8va9VBePQZX2wr0Tk5DoZZzlIozTYo4eFFQU43cP6eq5I4ZjLb1vClDjEpug67D0TwlG3ZqXSWF+T8mwAT+VQIPxdAhyCml7FJKKUuzoU1GdoNbWR6lddQ0MOr6mfiiZw8PHFwfTQ2a2KCmYsWmE+gX3BtOBq5n/yoPFs4EnkAChZRhRR2w9C61izwXjuzS52kYZEkGjWKkxqdSIHeVC0HLJl6wrDB4sBmCnnsF/6PXvTc72IgpZPVmb3RlCnH98mXyCBMHg+ZwSj6NKyaeNNtj1I7Qr02bP0UDnwLJkJqe5olatBxFymBiE4Rx+/ZhFBlCLKytIdAylvzMZCSGX8SBv9Zhyc4zyKXo95rhHIzGne5+TeBib410SkkrziBFbp6BNzb/gZdHfoC3B3ZDQ5/acAzogz+m6KfhLcSNK/p6n8Fl0tu8Ar2bNG+FoiJaZkMzWulpHqhlSwNSguHu1xTOJDc1M1+SG7VlJgZuWSnJfYvkNlLLXfGDvlwdOX7HBJgAE2ACj4tAES7s2kN9S5ZKoJstGbb1Uq4aqGGG2nX9YUn9EYw7HGk/GcJvXAPFy6FP5nBMvYib15Kor9VNFmgOF9SwCbwpxTutUUdmhjvcbGmZo0kpMpLTKcuZyoWgSSMPerivyH3EDP5te+ADet17s4U1eSVUPP9I+t4kfSmQuaRvmkpfqwr0DazfBF5+evraifpSMSt/DF+zHoMpi5oZTTKYKMpQmJWK5DthOLKDssntEL0a83X9tFg1badNi2DJ68KFlsKbm6ZJExyxuxdh1O7N6DZoGIa+2QvNAr3h7P0CZo/XnxSQIULkTBnpRL0dUi/h1vUkmrAoz6puvcao46vWO1PkTMtYCYa9Vm6qJDduz2K8t2czXhgoyu2NZkHecPF+HrO+0pdL4nhjAkzgXyXwUAwdBeGUUvaigtzHTHB1wXsYtbc+ioxc600oJ3bE1QQo9eJyRPyxDpc/eAGd6tjTgP9f5cDCmQAToAke8T6UbkWhAGlJShpUqbCYSet9H+1NKifnEZUTmD8mrd+CvhQPpMJJsrueKTNaXmMqpekLO30Iq2fPxIlkGtqQW25I2yBcPRGOAlmZ/rhJezQzn2fw3RvNMX7VWcSmqTLSiMtJdiyZJL26jZiI0W/2QYifBxysaGmeGodObz98u24L+oV43J/ePp1IbguMX3lakksxnEknI7lDXkaIv6eBXK3i/IYJMAEmwAQeDwHKvlGkv5yCnPlo5UTlm2hQv8vvCipPGdRp88Yn8//AwA4N4VjVkbmQhswUBU0QqMSbVjqRoPr9Yfwv9XdqfcfNW46BnYLhVFV9tQqYwZJ0LchOwo3zR/Hn77/hcGQulOY2qN/UC8WX45Cdo4q9pS2ifmNW52l80q8V8rIycC0uD3IJfiYOrJ8hvZ4Z9DFGvvUaWtb3kbxLNWncFeQsquLshY/nLsPgZxvfn95qufkkNyyWlrVKcrNw8M+Z0qvTwI8kua3q+8KJYo6Ikxi8MQEm8O8TqMjX7v60ElPKrlKnlHV1QzAN8lMK8pCbm2PwyklMhHtwMNycKViTtgE4gTV7wkFZHO5PJu/NBJjAwycgTtJoZk6KUhGRqpRiSIiCLoQlorRMbfW4m2RN+bvtU8lv4hyWamgQSenlsiGvRrtQJsvD7ZOb8EGXl/D22B9xMtMKnYeOxx+7TmD94vno6eysi5NRTg9LPDNuEWZ8MRj1/etQUDFaqqNtq4ADS39A/85vYOGui8ik9HWaqur0jkJ4HAWIu2+9LdHpYwps9+UQ1A+oIwWaLSe3y0CSG2ogt5z6/AUTYAJMgAk8WgKyVIReL0W+alUndVqanqB6YkUbgarfi0VUYjpkYuCNqm6yDESnl4Fs99IWdjOVvB2NXBUrOtYDqKzr70jfpIz701eti5yCkUae24Hx/frj7eETsT+6BK1f/RgLthzC+uXLMCCAApRWpLf0nQWeHj4VP3w1Aq1C/MmoYAkzPfeT4+vn4K2XhmD2uiNIyCnWxvcwpzqrOMchOikdRcWaxTGVCjL6wQJthv2EyV+OwFONA+BEnjP6ck/8+Rve7jkEv6w7TAFqdXKNDsIfmQATeMwEHtjQIU89jcWbE1Em2OLLP/Zix+5QXAi9iNCLFbz27MH2WUPhTLOhmm33vC2IKyq7m8Fbsyv/ZQJM4HERoOjtnlYmWk+riNvRkJXeI3iwshTZFEhTNFxWZxylF9IHSRHpVTCAKlFE636L1UFFFaWFOL9pEt4Y8x0OZ5fAtlZ3/LzmAH4d/xae8rWHueIeA0BSQKm0QfuB32EnLR35enBHBFCcDHsbfTfeKMz5cCTWn41GIckVh06CoJu5SbpDet/TIGSot+jGIspt9wZ5jmwmuUM6oa5PRXJHYf2ZKBRIch/XhcBymAATYAJMQEuAmnvxuVrb6lsJMKEYE9XdpH5PXTw1JgvFxRV7HOqOr4QsL58ypFF/bG5LgU5NYalWJiYqjgwwesszdYV078gjJTczV1Ve922V3+n306nRmRT/qur6is6KitIiXNn1C0aM+xZ/R6XDzLUzJsz9C3MmjcUzDdxgTfqpXTsr1knqL63R6uVPsW7NCkwe1QMhdcnb0dacDA+aIrFY/u1nWH3wIjIo6YG4GXOW3afeqn7aGi1f/gRrVy/HD6NeQuNAUS55b2jlxmHFpM+wan+oVq5GI/7LBJjAv0NAe3tWT7wc17bppZQNcdOmlK3seH5d+qO7k41qrZ64U+oK7LpEa970lrRUVpa/ZwJM4DERsKyDxs3MKNWpSl769u24kppH2UAqH9CVZZ7FqBc/xZnYHEhheO5LVQoKVmZBYwnViG371I24nUruofqjKqPjKUuTsOyrb7H/dipFn1ci6fgivD99J7LyimFu1wVzNk/Fi01rw0qzLq58uA+DIwqlOUhKypU8Mmw9G+OtH9Zh19ZV+LhfQ/hQ2kAz7XK8dEybvh1iMFEa4pLe5lq9d0zbhNspdIx76L3860nYfzMFxQRKlJusJ3fo5LXY9RfJfaUiuTuQTNlaKj8LBlXiD0yACTABJvAwCZhbSsYFijet2lKSkVFYTG1+dYSQoZz6D6j7vf1zd+BqJPVnd+lnlaWpWP/TdOwKjaRgqG5oEGIJCvckbZkHDtJyDgqmeZcOuCzrEr4Y9A32h8ZCdt/O1NTfyUlfparyB37fiat3Uu6p74ZpP2PX+TvIo0mAtPNr8dUvWxGZmEtpbDvg+0Xf4RUpKLgaqNhPa9hWgFSgGIBp1McWk+eLjXsDDPhiITZvWo2v3myDel6OFIxU09FnYv78fQiPzaRkZcRZrhtfHJy/C1cj7qF3WSo2TJ+BnRS7LE+cTFHLFT1uRLn9/7cAmzauwfihbVBflCtmeZG2LCxYuA+3Y0S5vDEBJvBvE3ggQ4eyJAIrK00pW0nVrEIweNhTsBbTsqi3X9b8gxxyI6u8n6CHAXpwuMuzg+ZQ/JcJMIHqEjAYXFBALWsbvWVmZ7B6+wVk5pdUeB8qywpxYuVvuK10JQ8I80oCmd1NMSvUbREMC21Qs81YsvUMUnJk5HpaQcugLEP8sQ1YduwwcijoqCDk48Tq1SiWgroB9Qb3Q/M6FCTOoIUTA7JWcCy1WoV3NqFvrzm4QXn+NAMUR+/mGDtrH/6Y/inq+7rpXFWvXkNcQSkZYkjv5vp6b8GSbaQ3pbytXO9NWEF6Z5XRomFiXnRnM/r1noNriXlauQ6i3Jkk9+dP0cDPXSf3mkpu9QbVd+PPvzEBJsAEmMA9CVh4IriJNRkX1B1m5k7svxCOzAL1+hHjA+j3q/rvpf0s4du4AawoW4hq24W1e08gOoX6oIqMHdTvJZ3ZjrVHDyBZDMhNHYiJmBZWa4S/iL8OnEd8mhhQu3xfpyyT4fzmZbiRR7GsbKx0E47GOlf62RJ+IQ1gbW+r3mM31u07gahk6rsq0/fsDknfxMI86qfJ6/KvLchLU2WJ8e/3IgUPrQVb3eMAHbe83vrqyGJ2Ydibc3E8LFlrXLL3DME7323E0hnfoHWIn5R5RSpzW8zKVkiGGEv4hNSHjVbvPVi//xgikyrTW47kszuxjjgn0lJ8USNR7oihJPdykp7cYLw9aQOWzJyANqJcijtiKFf1kf9nAkzg3yNg8Bhwf2ookHBQTClbBhOHPhj0jHiTl2vFKzxk8zeGIVBc/675dfcKHI0r1MYD0Hwt/aWGXQz+k5qaSlkJyIrLnh8GePgDE6iIgC4OTkW/6n2nP6YwuH1t0b7vKxSngowd6t2Pzh6Ptcdv0OxViXoQRWYDyiBSKsun1LBrMG5FGJx6PQt/BzGtq3rTPz4tUKtoLKTak6LCP9Ua9lYUhV1ddP/MkZiz9QQSKRtJKWV/URk7lRR4TYacuNP49bMV5H3RC03rUJ4Yk1wk3qDgqerVKZY05hRDZWjFUxSyElk2cuivZhJLHCSKO5Tk56KolEwb5hQ/CH/idHwGLZvRliRtzNCw+2isnDIEXs62av1y1Ut0zODXqjUFCbXS6n1g1ijS+xgSMkhvmsEy0Dv+DH77YgW5DfdQ6S16m1hQGj+TDTiTkC55eKirr5L74mj88cMQeLvYaeWWikuD9NXTFeB3TIAJMAEm8EgJWMIjQMykokpxKoraumYfwqLJQ6BcVFIF9XlkiNf0RNb0zmCZixl8mjan9KT22vHwsYX/w+8b9yAiOVtaBikaLATqt+TU7+UmhmLxd6uQmdkewZ5esLW0Q6sXe6CWay1t+TNLp+PPg2cRT8Z20fgg/aPypbICSmW7GRNWn4e8bSsE1HbSLnkxxCX202KpijYzeDdtZqjvoi9I390IJ32Lqb8z1nfp96uRkfZ/7J0HfBRlE8aftEvvvVJC6CDFRhFFsaOAqIAUFVCU/gHSBSsWUAQEAUFsFAXpRSlSpSm9ExJSSEjvvd03u1dygUMgFIM+6+/IZW/3ndn/mZ13551yr+gbBEebHCScLUGhvr6JjWSVlInpNdozRc+CTGSUlRjbyxq0KBJHSZ50lymzkvAVizU4eDEGmYUGa64cZYWaD/bEjAm90LCap95eig0ulZbyWtG7YSO4OjsbOe2cO0b0Xosz8aK3pAGV612gcp73nuideDfq+gXDUWknL+m8sFiLgwnRl8tt0wMz3n4Zjap56cfP0cs1aM+fJEAC/xQBo6/hehUozjuP+ZN+lIeOEjR483mESd/oax3M2ududG9kJ15Xg9RwzJy/EZlSq8N4w9N/lB+/H5Pe6Ij772mO5p1HYO3JZLW1k+FM/iSB/xoBxblgul36N6N+VqEchVIDwvSM8veK48E4obGXdyaF1YIe6IDHvN2lg4jB9ZCMqa+/itmrdiFaipClpaVJCGkEdv70KTr0nYy0Qiv07dRMIjr0+S6KGEU5o4KZSM0tuWKFer82z+F5Xy84GlengEXjX8GQd+dj56EIxEkbvcS4KBzY+hMGPP06VqYV4uExHVBTUuGsrOzh6mcJS/095ei34rCITEB2QZFM8HKldkg0NkwdhP1ZacYmf6IJsrISsWHKaHz7V4zU3NCRWLR8JxLVFrO63w20Au9rh7tt7aX5rvgmHGvAW3KCFTR+bTqis693Bb0Xv90bQ9+dhx2Hzxn1Prj1Zwxs3w8rkvPRdpTo7SbtZQ2Dy89Fy3eJM/fylbiKcqtLuzvTXGSTAfiWBEiABEjgFhOwQpPOPREQ7F+eqn36R3w25xccikgQp7k8NIvBLS0pkq4iEdi+dbcU5s/W6ZSdgZycPLXNqVLzSrG/3vc/iWeDguBpTH0Qx8mn/8OIiTOxce9JXIhLQmJ8NA7vXIG3XhyIJeGJuHvgE9Lu3EO1Rf73PoaHA/zhaiwUkYp5o/+HmYs24HRMgt5On8feVV+ix4BPxYGSh25PNoavpzjYDVuFFYhsZMhcXGlJb27zlha1zwQFw8tE35WTh+OtiV9i456TiFX1jcHhXSsxsusgLDoTj2YDHkedYNHX0g7OPpISq+/qenrpauw5GYVUaTVbVJCHzJQL2DJnLPbGRUCpja5sJeL8yM5Owe+zJ+H7nceRnK+Lt1y1YT+i49IuiyTxa9oaTZ3d1WKm1g7B8HCwh9I0zvvex/FMcAi8TfReNeUt0Xs6fr1E71HdRO9TcWjS/3HUDZGFFJ0q6r+rNvyJ8xckLaUCM8C3aSs0c5GIVjnK2l6+Twd5xrnWhyKT8fmWBEjg5hIorwp6TeNq5eZdIjekHPz5/RT8GKeEbgNNgtylUGGx3PTFpyo3kSv/bevOL5WcxOr3NILFvt1SmUh30wpfNBTfPlIXr7aqBRcHW+M44WvnYNmfMbqbbvg6TFr8PB6f2E5WUE0fEa5JeR5EAnc0gTL5WyktKUBGhrRhE+Ov24qQJuXfC4udYWWjPHjLyo/0mos+egSlxYZQ2gw1uiA/UFaNxLtoJROiMlkxKS7IRVqGrNwYhspMl4rtBShysZXoLBnLtg7eePs57BzzvRqaWqYa9mTMfqsnZns3xv1hGhz86wiK5G/fwtYJdft+ivb1pSWsRHapukp4RWrsRXlvEBCBHQfD8VA1Z3g5iwzjxMzwtQSi56d9sG7wDIRHJxsnEvt+mQzlJVMVeaXJSzJuLTRwrdsXb7RvIFEnym3MEb41pY7G8WR9r79tGDR4It4e1gV+mScl13YujsudqaRMVmaEkeJ7OfrbXLwvk7D9R/Lwvye1xoJiEYvGYlZtbwzo0Ap+Ho6qntqSQiQe2oXdRYUoFNnNej+FGq4O0N1AA9Hjk95YP2SG5OUqeuuud9/yKVBepnpDznWr2wf9RG8XcViYbpGLx2FWmBcGdnrgErk7RW6BTu6rIleiSiqeaToK35MACZAACdxKAlbeLTDuhWYYlZyIk/F5cs8HTq34FK9fjMbIN7vgnppeKE4Lx9Jp72LZ7hhJzdZrE/0zFv/sj5N2ZQh59EU83KQGXO380Hlcd2walYaMEzLXVUIRZTu0/iu8IS/AU15Z8hJ7LvbDpdZLeOXJpvBz00eUaELRfegz2P1OMg5IvSpDu9WFkwZh4Zx6aBrqiHOnTomzIFdOd5S0zol4olmYNAWQuhUypyiRqOz0+CQUS7SEbovGvuPheLhRMBy8HMT+WYnN1H+k/vDDc+NewqbRqUg/Fm2i72y8uX62HHGJvqFd0euJ5vB3lxQbWVbxCnGSaBiZv6vdZfZiwsQPkfrmiwizjMPaGQtwMFMcQfKMYGUhSxFip0/vWIQpsV/hzNksdK/bSfTRKRO96lPMr+GBAV2fRA0/6aYm8wmtFERPPrYP+yX6I0tYNeryMGoFekAuVTY/dBzTDZsyZZHmqKK37tnj8Ia5GCCvy/Xuouod4KHoXb7FrJ6Mb0SufdenUNO/XG7K8f3Yl5Mpcm3QUOSGBnnq5Zafy3ckQAK3n4DVO7Jdu9h8nNu/B2u++QgjZm2ScPIyNYf/yK/HYS3F+pSbmLuPF2xlmbPCfdEgQJuH85Lbvm/Lz5g8ZSUSJcxNuYMqYfbKa+/qhUjWBMBRVme9AhTvrwVSjqzBzzvOi6NDbv5yjDagJXo+1QCO4lAxK8Mg6w76uWrVKuTn5+O5zp2h0Zj6ju+gi6Cqt5iAFmnRZ3Bkzwp88tEyxOZIOKz6d5OEgymWqCmrM06e3rAuSMSZvzZg2sg5OJMtdSLUY9Kx9WQhagbI32ipHdycrRAXeRp7Vi/ApFWHkF1YovsbTD+MFNtAWYlwhLu3zoC71myJpi6x2HciHtk5SjV3/SqPtJ+9oDgx5KHewdkN7u2GYsG4jgh0sZO/S72uf27BtGHTcDpTohRUPSxw9veDsPSVAqF2LvDxkE4oxmgRHT7HgGZoGZiPPUcikSsOHEn8MOGap9wCYGXrCDf3B/D5gnFoHuSmzzO2gX+IDTZsO4Y0mSgpm0V6JHasX431O48g094Br036GPeX/oUjMUpYqdxz0uOQkGKFtgNmYPBjDWGXewoLlm1HrrSOPb59DbadL4GrtMPWlOYi8qA4WYdMx3mp3ubs1grvTOyN2n7iWNHfhBwDmqJlQAH2HpWuKFm5V9Tb3b01pswfi3tCPGAoZleSegLfidycvEIc37EW2yKLVbk2ZXq5Q0Vunk7uxImvoo6fOLX+LTc/k2+Xb289ASUFdLUUFm7RogXq1q0LGxuT6KtbL54SSOBfQsASfk1awTPrL2kpLimREqmo2Ma8CyeweeVP+O7bb7FwiaSfpFvIg7m4KJR0Q7lyGzsHJIrtPXHWAc0fewD1QtzVYtkOvo1wT2AZjp+JkgiMHHnA1x2vg5UvxkwLS42D2L378O60t9CmQZBJpCXgHNIcjdxScfJcHFIz8tQ0DPVcaT+bECc1JYpLYO/oAtcHX8PUt15Ew0A3cftrJUUjEscPbMXst2ficHQCivR2OnL3MZQ6OcPO0Q3ekjapMYmCUMZ18G0o+mpVfdPTpJ7IlfR1uxcTp47Ag42DYa/aehv4Btpgx19SOyMpU11wsMiMkWeCDdiw/QCSLKzQdfRYPOhyARESNSFlsGCRmYCkFC3u7fE++j/TEt6lUVi6RqIuJaX1zL4t2CEOEI2jI+ws8hFzdDO+GDsTx6TelYPIHja8F5rV9jXW6nLwaYi7Re+T4cJZzr+S3q5y7oTPR+Chu0L0ektkSfpZLFu7S+YMWTirys2EjcyVbC0KEHNML/dCJuwUuf/rieZ1yuXqvkf+SwIkUBkC27ZKTbv0dLRs2RJ+fn7q88r1jGMh+eOmTxJXOTceU1s/jyXSvkrXsOnSw8Pw5W/f4j4ve/PFCPNOovdjfXFMztf5rC893/B7ZyzZ+RZCpU916h/T0HHot8hUeoNbWaPTh0sw/qk6sDUU/TGccgf/7P3qq2p44Y8LF8JJcjW5kcDlBPLwy5vPYtqBNKmofvmnyp7uny9E2PZB+OzXNHFemD8GoQPx4/tBGDxwkvw/p6wSmdsaY9rKL3B/sMGJAFzYswRvjfkSZ9J07WOVsywkT0R5UOo06BMM7PYg3O0N9TXysHxAJ0z7Mxk5V9AV3q/g50V9UcPTwWwEWPqZ3/HFgHfxa1KqXK9h0iftbqUNTECrPvhgQm808XO8rJha1I75eG3CN0iSyZdyY7OUNBiru17E5HH90DrUA5Gr3sPAz9chRQAp+r/w1nQM6nSfRIXYIPf0YnTqP0smirkyAZPoGVntKpMlJSV310ImYJYy2avz5Bt4e0hP1DcjW2Gi6D1t4HvYkJhyud4te+M9SWlpJg4n03JGuaeX4LmBs5AiE1yjXImeUSJojHKf6IfxQ3qhgf/l16zI5UYC10Lg6JEj6Nu3L4YNG4YOHTrA3sFQVPBazuYxJEACFQnk48j67zBh+mJExUk6gyzIqXZHIiKtre7FkMlD0SxvCcZN24iYlGI0eqQbunfriDaNa8DR9nInY2bEH5gz8iOsCY9Gutgf3excsXvW8L2nG8aM6otWtZTFxIpaGH67eHA13nt3Jv46H498/fmKnbOWaM8nXhmL/j2fQrBEKer85PnYML4Pvvz9NBIMESeGgQw/PV/ArJl9cbdEOJqLoVb0nTvqY6w5K46DS/W9uytGK/qGeYtTxjCg7mfsviUY8eF8iYBMlGcBnZ2zqt8e40e8jicaB+Hi5ukYPe0XSbPJEjttiaf7id3u0g5+7vbIi1iN10bNwqlIKWgqDhbVTsuCi85eKumr1ght2wPDB76iRtaYC/7OjNwt6T0fY9Xp82b07oJRI/uidW2JTjXRW5H7+uivcDIi8Ypya7btjuEDXsG9od7iwKp4zfyNBEigcgQmTpiAcxERGD58OJo0aaLO669npOt0dFzP0Dfv2MTwAzh+Lg12gXVxf8Og8g4EN0/EPzoSHR3/KH4Kv1YCpVk4H35O8mKlfaxM6Oy9/FGrdh14O+pqVVzrMNd+XBEuRpzF+egk5Iuzo0yqywdWr4vakptsfVnai8moUnQ0Oi4FBbI65eDggQAfNzVdx3BEekIUpDMsnH2VPFoT3YuycDHDEj6ejijNS0V8YjwSEjMkwqMYVg5uCKkVihBv18uiUAzjlv8sQoLoHSnpN/kSHqvoHaDX+/J0HTmrKFu6y1jAW5WbpspNTJQ0Ir3cYJFb7ZrklmvAdyRgjgAdHeaocB8J3BiBsoI0RIafRVxyLorFseDpG4LQmsGSYm2DguQzOHw6Hd6h9RDi6wLNVcPxipEUHYHzUQnIkWhLrcYWviFh0vVLHAZKeMjVtrIcxJ6PRFRsKgqlyLadhw9q1KoNX4m2vDXrg+X65oq+Zaq+tRAWJI4Czd/oK0VH4y7KgoA49O3s3eAn9cA0JteXmXwB6bJSYu/pD08n6RBjcDoU50CCQeAmtbksxGYnqHZaFndkMdRCIkUDa9RANV+JlLkkCuVybKJ3jHA6f1HlrOjtEyx6B/vA3pzeIjdZ5Loa5CbJ/CChMnIv14R7SIAErkzgP+HouPLl/zs+oaPj3/E98ipIgARIoCoToKOjKn871I0ESIAESIAESMCUwI06Ogw+UtMx+Z4ESIAESIAESIAESIAESIAESIAESIAE7kgCdHTckV8blSYBEiABEiABEiABEiABEiABEiABEjBHgI4Oc1S4jwRIgARIgARIgARIgARIgARIgARI4I4kQEfHHfm1UWkSIAESIAESIAESIAESIAESIAESIAFzBOjoMEeF+0iABEiABEiABEiABEiABEiABEiABO5IAnR03JFfG5UmARIgARIgARIgARIgARIgARIgARIwR4CODnNUuI8ESIAESIAESIAESIAESIAESIAESOCOJEBHxx35tVFpEiABEiABEiABEiABEiABEiABEiABcwTo6DBHhftIgARIgARIgARIgARIgARIgARIgATuSAJ0dNyRXxuVJgESIAESIAESIAESIAESIAESIAESMEeAjg5zVLiPBEiABEiABEiABEiABEiABEiABEjgjiRAR8cd+bVRaRIgARIgARIgARIgARIgARIgARIgAXME6OgwR4X7SIAESIAESIAESIAESIAESIAESIAE7kgCdHTckV8blSYBEiABEiABEiABEiABEiABEiABEjBHgI4Oc1S4jwRIgARIgARIgARIgARIgARIgARI4I4kQEfHHfm1UWkSIAESIAESIAESIAESIAESIAESIAFzBOjoMEeF+0iABEiABEiABEiABEiABEiABEiABO5IAnR03JFfG5UmARIgARIgARIgARIgARIgARIgARIwR4CODnNUuI8ESIAESIAESIAESIAESIAESIAESOCOJEBHxx35tVFpEiABEiABEiABEiABEiABEiABEiABcwTo6DBHhftIgARIgARIgARIgARIgARIgARIgATuSAJ0dNyRXxuVJgESIAESIAESIAESIAESIAESIAESMEeAjg5zVLiPBEiABEiABEiABEiABEiABEiABEjgjiRAR8cd+bVRaRIgARIgARIgARIgARIgARIgARIgAXME6OgwR+Uf2GdhYfEPSKVIEiABEiCB/yIB7X/xonnNJEACJEACJEAC/xkC1v+ZK63CF2opTg7F0VFaUoISeXEjARIgARIggZtNoLS0FJaWltBqtVDe097cbMIcjwRIgARIgARI4KYR0D8jV3Y8OjoqS+4mnufo7Izs3FwcPnIEdnZ2N3FkDkUCJEACJEACOgKxsbHw9PREUlISDh86BI2tLdGQAAmQAAmQAAmQQJUkkCfPx44ODrCysqqUfnR0VArbzT0pNydHnXS++cYbamTHzR2do5EACZAACZAA1CiOWrVqYf78+ZgzZw7tDf+nIAESIAESIAESqLIECouK0KB+/UpHoNLRUQW+Wh8fH7Ru3RrPPvssNBpNFdCIKpAACZAACfzbCCRLJMe6DRvQ6+WXUTssDDY2Nv+2S+T1kAAJkAAJkAAJ/EsIbN+xA0Xi7LCtZAQqHR1V4H+EhIQEpKWl4ZF27eDk5FQFNKIKJEACJEAC/zYCRyU98suZM9GpY0c8+uijsJdwUG4kQAIkQAIkQAIkUBUJ7N27F0rareLsqMzGriuVocZzSIAESIAESIAESIAESIAESIAESIAEqiQBOjqq5NdCpUiABEiABEiABEiABEiABEiABEiABCpDgI6OylDjOSRAAiRAAiRAAiRAAiRAAiRAAiRAAlWSAB0dVfJroVIkQAIkQAIkQAIkNLxODAAAQABJREFUQAIkQAIkQAIkQAKVIUBHR2Wo8RwSIAESIAESIAESIAESIAESIAESIIEqSYCOjir5tVApEiABEiABEiABEiABEiABEiABEiCByhCgo6My1HgOCZAACZAACZAACZAACZAACZAACZBAlSRAR0eV/FqoFAmQAAmQAAmQAAmQAAmQAAmQAAmQQGUI0NFRGWo8hwRIgARIgARIgARIgARIgARIgARIoEoSoKOjSn4tVIoESIAESIAESIAESIAESIAESIAESKAyBOjoqAw1nkMCJEACJEACJEACJEACJEACJEACJFAlCdDRUSW/FipFAiRAAiRAAiRAAiRAAiRAAiRAAiRQGQJ0dFSGGs8hARIgARIgARIgARIgARIgARIgARKokgTo6KiSXwuVIgESIAESIAESIAESIAESIAESIAESqAwBOjoqQ43nkAAJkAAJkAAJkAAJkAAJkAAJkAAJVEkCdHRUya+FSpEACZAACZAACZAACZAACZAACZAACVSGAB0dlaHGc0iABEiABEiABEiABEiABEiABEiABKokATo6quTXQqVIgARIgARIgARIgARIgARIgARIgAQqQ4COjspQ4zkkQAIkQAIkQAIkQAIkQAIkQAIkQAJVkgAdHVXya6FSJEACJEACJEACJEACJEACJEACJEAClSFAR0dlqPEcEiABEiABEiABEiABEiABEiABEiCBKkmAjo4q+bVQKRIgARIgARIgARIgARIgARIgARIggcoQoKOjMtR4DgmQAAmQAAmQAAmQAAmQAAmQAAmQQJUkQEdHlfxaqBQJkAAJkAAJkAAJkAAJkAAJkAAJkEBlCNDRURlqPIcESIAESIAESIAESIAESIAESIAESKBKEqCjo0p+LVSKBEiABEiABEiABEiABEiABEiABEigMgSsK3MSzyEBEvgHCWhLUJBfiFItYGGtgb3GBhYW/6A+FE0CJEACJEAC/zUC2lIUFhSipEwLCysN7GytYUlj/F/7v4DXSwIkUIUJXLejQ1tajILCEnnCuparUg7SwtLSEhaWVrC0soSVGAELGoJrgcdjSMAsgaLUU1j+w0Yk5BXCof4j6Pp4M7g6iLPD7NHcSQIkQAIkQAIkcLMJFKWHY8PSzYhKyYImrBU6trsH/u4OXHi42aA5HgmQAAlUksB1Ozryk45jxYbjKNMWo/iqQm1g46yBo409nD084OPrBw9XN7g4O8LJ0U51elx1CB5AAiRgQqAMe74agQ+/PYGM/DLZ/zM8Nm5Eh/o+sGUimgknviUBEiABEiCBW0VAi4M/vI/JX+9CVJoyG14M64U/oWvr+nCxuVUyOS4JkAAJkMD1ELhuR0fKqYM4ez4S5379DUfTE5GeVyoxG/rNyhYuLg7QWFurq8tK4EZpaQmKC/KRLavPWq1yZBg6D3wNvV96HHUCPWFnI9EehvP5kwRI4CoEchBzLlX+rnR/dRYWmYhIzEZJHW9xdPAv6Srw+DEJkAAJkAAJ3AQCuYiLSkdhYak6loVFNqJTMlFQXCqODqubMD6HIAESIAESuFEC1+3oCHm4D959WMS+PxK/vtcF/ecfR2GxsrIsW8AjmPjJ62hW3UdC6Z1hVVaAtKQI7Nm4BrOWbEZmWjJyCsLxy5cj5bUakxZNQudWNeEkzg5uJEAC10LABfc8+xB8z2yBdXYRrGwexANh4uSwppPjWujxGBIgARIgARK4cQJOaPJYSwQeS0XhxRxYWt+P+0OD4GxHJ8eNs+UIJEACJHBzCFy3o6NcrCseeqErrL97RxwdRbrdfveg3X1N4WVfHrfn5ReI2o3boFufcPzwdk98sSEW6flaiQLZhbEvvQCs/RXdmvhAw9XocrR8RwJ/Q6Bu50n4ru4RxEq4rE/tRgj1dgL9HH8DjB+RAAmQAAmQwE0mEPrkKMwMbY+Y5Dy4VauLUD83ppDeZMYcjgRIgARuhMANhVKUSccHjan03CJImdLyVBaTzzTuYejz5RoMbe0POyvD6nMixn60HIkFJWbPMTmdb0mABIwENKje4B488EBL1PF1hjWdhEYyfEMCJEACJEACt4eADYJqN0HLVi1RP8hDIitvaEp9e1SmFBIgARL4DxG4obuyQ3ADtLKwxLWHhXjj5UmTUM3WFkbBf6zFGVmZlu5c3EiABEiABEiABEiABEiABEiABEiABEjghghcu4/ihsSUn2ztGYQwqVIabtx1CEdiMtEmwJ5dWIxM+IYErk6grEwKAWstYCVtm6+0acvKVCei0trZEEclJ8k+eclnattnteXzlUa4ZL/+POV8ZbOQ1tGW6vnG0S85QferIks5xaiH/FJqsk8Zw9ym6K/V6q5B+fx69FXPEw+qrgjyteuq6qG/TuVcrehmKQ5dpS22BcpEb/wtc+X8Sut9g3JV3fkPCZAACZDAbSNgsMWWYg+vYMpUXYz2uMJxii022CmxNRU+u9olyLlikFQ7JYdaiJ2ylAhPxVb93Xa5HmKP1XH0Nlq1dWZGUGyx2GTDwuS1ylNGusweX6OuOi1MrlN0u9QeX5WZqreMIfZV2a5d7xuUq1Oe/5IACfyDBG67o0OeANT0lvJrtoK13DUtGNFRjoTvSOBKBMRQl5QUoSA3F+kpF5FR5IKwsADpXmRSAE2OKS0tRmF+HjLkmLR8B9SsFQR7KfpbUpiHnJxMpCRnSHX4EljaOsPb2wturk6wkZSyK0+PyqR7UoGcm4GUlDQ5V+e4sLJ1gLu0jnZxdoaDrbXq9DCqbtQjH5mpSUjNtkTNutVgb1WGnPQUxCekobDUAi4+/vDzktxmCfs1ypf7RGF+LrIzM5CckoI8qWSvzFHsHD3g5ekBV1dn9ZrNzee0ZSXIz8tBdlY60tNyUKxMIkUpRVdnNze4OjrC0cHuiik/ZcUFyMpKQ3Ky/jqtNHJ9LnCWttjWxWmIS9IgtLYfbE2ZGy76b/T2FL0VznY20pXKeKGGEwGDXIVvfpHwNSc3TORqTL7r8tP5jgRIgARI4HYRUOxbSTEK8nKRkZqAjAIHVKsRAEepUVfh9q4cV1aMovx8OU7pVKhBULUAONtrUFqUh1zFHku3lrzCIlhoHOHlpdhjZ7EvJvbwsmsSe1xYiDzFHqemI7+wRLegobGHm7s7XF1cxB7bwKpCWqtuXlCUX6A2BkjLAoJqKsVTLZCbmYYEscf5xVo4evnC18sdDmJnjNchdq2oQOYOmZlITk1BbqEuCtvWwQ0eYv/d3cQeay6x/3qdtbIgo9pysanp6bkoLNF1arQUXZ1dxR476e2x6WKMyfWWlRQiR2x5Smoa8iTNvczSBk5ij13EHtuUZiIh2Up4+ohNr5BIrxvhKnq7id72V9DbvFxnkStzJUVuihUCQ3zgZE6uif58SwIk8M8SuMmODuNt8QpXVYa8C2dxWm4++j4t8vRRDWGBzqoX+goncTcJkID8xSgTpZysTMSc3osNP/2EbzbslclRSyzZ8xVahLhJQVKtOCOUiVMOLkYdw+ZfFmHGT78jtyAM3+xcjBZewOntS/HFlKnYfV4cALqueAh96A1MeKc/Hgj1hK2xfo4Jcpmk5WQk4sCGpZg9+yscSlSiSCxkopUj8uWBvOZDGDrkDXRr2wwBHo7i7IB8li96ZCPhvOixbgVm/LABOXk1sWDPD2iWcwxTBg/F0rPibFF08H4csxZNwZP1PKUosaz8lBYiMykK25bMw9Sv1iJR7hdyZcjLL1RXvrwbP4uhI/rjqXtrw8tZ0uBMvAZlMnFMjDmGdYvm4bMftqDYQqM6RJQJZU5eEcq8GuH5rt3x8ivPoKGv62VFkEsLsnH6z7WYPvE97Igrg6WNBhZy/QVZObir3dPwztiCzSdfxeptg1E3QO5bJpi0pUXISjqPrT/NxxdfrUGCEo1iqnejZzBk+Jt4+r468HKxq6B3aUGOKnfGO+9h+4VSkSuTZXHYlMv9HVtOvoKVWwejnnK/NJHLtyRAAiRAAreLgFYe+sW+ZWfiwtkD2LxiGb5duwspWY0xc9XneLx5ddirN2hZlFDtYI7YpFPYvmYpvvppExLT/TF52Rw80cAbMXulI+H0adh2PAG5xTr9q7XogRFjB+CxxsHmOxKKXcjLSsLhLaux4Os52BuVg1ILK3Ga5Io9LkVZcAv07dcXPR9vgeo+LrAWW11SVKDOCxJjTmL7b6vx1cL1SEzxxWcrZ6Ktawrmjx2DRX9FIV3RwbMNPpz5ITq3qAlnGwuxx0XITonBHyt/xJezVyIyOw9lFqXILyhUo0A86z2K1we+gQ5tGiPA3aGCc6WsOB8pcaewcdn3mPb9r7LoUiYOERtx6gu/PDnfvQ6e6thF7HEHtVujwyXRqaWFuYg4vAlzPvoIm86kocRK7L1cf2FOLuq2fBj+xQex+1R7zFw4BK2a+lVIo9fpHYvdq37ETNE7IitXOJnoXbcd+g7sh04P3iV6O1bQ2yB37scfY9PpVBSbym3RFv4lh7Hn1FOY/sMQPNDcv4Lc2/V/IeWQAAlcG4Gb6+iQB5wSs5EZsqIqk/6CnHgs+exzxBUV6YuPWsCp9vNo5KtM+q9NYR5FAv9JAtps7F46FzMmf4MDshRTrIQ3qJtMbkp1EQuQY46sXYT5s7/E5jPp6n7dMd4oyIjGitkj8dHKKJmk2MDB0QnZMllQQmYjts3Gy6PtsWX2m6gtHVwq/C3KQ35G7F/4cmhffHcgFzayAvPUK0PwSAMnHNs8HUs3RSEpchu+GLwNv7/0MWaNfh7VPEtwZNMyLJj+hTpJyDXeFHyQemIPJo56G5vSMlFouITk37Bkex+0qXE/NLalSD27BW93GYHf88pg73wfXn71QbgVnsHi5ZsRfyERKUdXY1yv1dg3Yg4m9HkMfq62+pWnUiTu+RFP9f8MSenZcHD1Qud+o9GhZQgit32PWYu3IzbpGJbNGIVlpzOweXJv1PHWOWZUTmVFOLtuKrqP/x45Wnu06zkUXZ9oBk1KBNZ9Mh0b/vgV+/NkJauJBtYyAaywyWQw9exmTOg2EluyS2Dnch96vdIG7kVnsUT0jlP0PrYG419Zg33DvxK9H4e/q50uskPkhovcHhO+R3apLdr1GIauT4rc1EiRO8NErg2sNZfIraAEfyEBEiABErilBLQ5OLDuR8z+bB7+iElAviGPA3nIl/QP469y3MnNK/D93JnYcDQOmcqigKpYQxRmXcSGaeMxbelhpBdYwsZeOqeV5aOktBTRYsMGTbDDkqkD0CLMt2JHNbHHWfFH8M3bQ/HN9gsotndB2+cHoV1Tf0TtXYDlG08gJnYP5o3dgz/2j8GnI7vjrhANTu5Ygx9nTcf6Q7HIMOpRH+lnD2Py17Pw27loZBjsceoOrN59DG0aBEoEpCXSI3fhk9fHYV10Giydm+H5Pm0QoInDqnW/IyLiAtJObcJHAzbhr34fYWy/51BLCqTr5hClSDmwAj1GfIYTkRdh7+KOp1/+Hzq1rYck2T9vySacjT2D9fPfxfqzKVj0wetoVcu7/Hq1xTi/5Wu8+d58RKWV4oHOA9ClfUu45cdj84y5WH9wB47I4kVpPYlccbwk+kXscYbo/Wm/t7E2KhkWovdzvdsg0DYeq9dvRcQ56f54ejM+GbgZB17/EGP6dUZtPxed3orc3+eh/7vzcT6tROT2F7mtVLlbvvwa6w7tvLLcW/o/HgcnARKoDIGb6+iwKUFprqzyQlllVVza8gAmN+5iaT+bnx2HdZ+NxAfroyTcT7mjWsFJQuzGfNIVfnYSyl0Z7XkOCfxXCORfxNrv1yP4sRaI2rgLSZKSYZhQGVvLlmVhx9ylwF0PolbKVpxMzhTHo/K3tg39+2yHfaEbnGs+gJ4vPInaLsn4dKpMIGKTJKxWjtk7FSsOtMfgR+rAUQmrUDctCuL3Yswz/fBrSgY07o/gIyXyor60g5ZVoqc7PI26ox7BmKUxyCrQ4uii0Zh5X0NMeMoVO2csgl2D1ghL2YETSemSPqKMuQ0j+m6Tv3svVPf1QaKkpmQqq0NWdnC0VtI5RF7U73iz6wj8mVmCZi+/i8/f6oQQZ3GEytm9e+3BuC5DseLcBRSIzqun9ENw/d8w8OEGcBGdtSVRmDtsJrLFyQFo0O2TH/HW4w3gbGuFlve2RqOgYej9/kokZhZAu+kjLD/8GIY8FAYn/fVqMw7gnQ+XIj2zEF0m/4zxne+Ci52SJtIULZ94BC0/ehNvf7MHSfmyyzAplLfKLwVRW9C/21vYL0tiTXu9o+pdzcVer/dejO8mep+NVSfFaz57E0F1N2DQow3hKuHBqtxJIje9AC9+ugTjOjeBq70itxlaPi5yP+4vcnebkasK5z8kQAIkQAK3i0BhErYs2wS3pvXgI3PbCxfTdDZU5Cu22BhgKI6OfYvWoCCoEWokFuNUXJJEMCqxzHsw/q09sCt1hZP/PejV4XFZ7MvDvG8W4vipaBRLagcOzcOvfz6COoGe8HE0TNO1KEw8iI96DcOK0+dR6toK4yXy4rlWtSTyQixk5/Zo4NEVE384gNiMMpxa+RHmNamNcS/Uwv5vl0Pr1wCh/sU4ESvOGTWacy8+GLkHjq4eCPbxgY2ktWaIPS6x1MDBWpwHYtcKL/whToBx2ByRgnovDMeHI7qiob+bfAb0efkgPuk3Bov/PIlM0XnTnDEIqBWMQR0fgL+jjdjjC1gkTooEcXIANugwejpGdG4Df2cboFUbNKr2HoZ8uBinLmRCu3Mmfj3QRqIkPeDrqEvN1GYew9TpyxEVk44nx83H6O5tEeSmS09p0a4tWs0cg/fm/oZzhTK8MURc3uv1HvvmeGw6l4w6zw/DByO6oXFAud6T3xyLRftOIEP03jx3HPxDgzG404MIcBK99XLPx6ThibHzMKbHwxXktpw1Fu/PEbkFl8pVZHMjARKoagSU54ebtx1egc+nzsT8b7/H4kU/Y9nSxfhm7ucYP7AP7mv1FCYsPY6ikjJ4ikRH19oYPWcNujf1hU2FJeSbpw5HIoF/DQGHupiyeSu++OwbzHz5HrhIHvBlm1UQhm3cgq8+m4mvJjwPV0nrMGyORR54fsSX2LLya/yvbxe0f3Eg1n07HiFezkYn4+Z90Sgo0uezyInakiz8/MEgbM3KQJHGCUNnf4DH6umcHLpxHXDfw+1ha2dvEIO/zqahSBuC//22GZ9NnYXZH3WDmzzwAx7ysoKNoxv6f/4zVu7didkT+uHeGiFo1LYnej/ZAA5WeVj62VgcF3maxm/g4yHPGp0cigBb3xYYN+1NeLs7GXWeOXU1YjLFWSKf50fux+riQih+CKAx7qsbUKGexV1Pvoj69lJnQ/1c+aeCtwJZkvJyTuqflIiutUI9YF2hVaCsRg15Gw/5ucNWuRwTz6zCadnn43E8M1307oePBz8Lg5NDkWLrez/GTn0DPp7lrL+atgZR6XlQaGfHHEeEyC0WuaE13SVaxPS2LHIHjzcrVxmbGwmQAAmQwG0kYBeK8YuXY9pMSeXo2xYhHnbmhVv647WFS/HlzHn4auJLCPF3NR7nUOyO9hJJsHrpPIwf/DI6dnkTP301Dk3C/I0RlbsOSRRItvIUr9u0JTlYO10e3uPOI9vGEX0/GoX29+mdHOoh9mja8lGJwlBsrW47ej4TOUX+6PvjUkyeNU/s8cuoHuQuHyova1hLREivibOxZNcOzPt4ONo2rI1GrZ9Hd4lk9HYqwdo5H+NgXDQs6/fA2Dc6o4HeyaGMrvFqhsHv90VoDV+jOfxu/iacipVUD/m8IOYwNkoqaKpyMOqhaa0QODuUz1vqPySOGXdvlM8e9JGp6vFATvxpnC/IRYHoWi3EA/ayIFq+ueLh3kPxcGg1WYyQvRXscQ7Wff0pDlyIgkW97mq0RiO9k0M5X9F74Ht9xcb7GVNAf/hmM07q9b5Urt2lcl8dgofDqkmNFRnM1FQrg3MjARKocgRM7xw3rpxVHDav+QnbpGq0WjlQHiSUatQlRXLbk9QVC/jIHilKaKVFx+Fj8Uios3jCyySH0KTo0Y1rwRFI4F9NwNXXW63M/ncX6VevASxlVUamG/LS4NXJCzH40QYSraFbLVHOda7zEHoF2+IzmYnkyBO34yVFMrNPrcXUXfnILpL1mBYD8WhDbykYajKjkDE86twFTw83KRYqubySJ2wlY5hOOryrhYkeym0mWV7WaNzzU/RsVVMKnWnQottw9SUfqFveqSX4QuRlydzu5T5t4Sz5tLnZSnSGYZPaINUbo5nUzUiSXeoU8NhOnE9/HbU9nSQ9rhT2op5Ss0Mrxyi5yaab1s4VXhJpphBQJmJFSkFVkwMSToejtFj5JBu/bvgDD1dzk8gTF8nd1YfFOjRAtxfdsHWF3N9MVpDyw3/DF3/kSWgy0Kt3W7hYlpnVu6m1LRJldOUbwfGdEo77Gup6O+PimXCUqHKz8OuvIreGu8h1lWKp5XJfesEd21aI5uV+KGUUbiRAAiRAAv8QARcvcYhLPSVxs/+tBj5hdaCxd5Bj0uWlwYvjpmNIpzbwkQgCw+ZY8368GOKC2AggQWyuvdhS0/pTuec2Y87udFwUk2jT7GU80Lg63HTFQAxDwC20HjyluLhTcr6kqIqtU2o9mZhBj8AasFY99RfkHGvUe34cuj7UBN6Syur97OuYLy/Dln9uDebtSUe8yHu+S0v4uNhIZHZFe2wZWAcN7RzVLorqJ6f3I1YiSQukaLaVzO0VH4SVKFAmeijd4Ux10UohdA9LWfzQCyySQqiGDmnKrqRzUVLEVOGagW3b9qFtPXGU1PCWoul6u2hfGx2e8cK2pWIXS/SDyI+CqO2Yv1uKhkux1c5dWsDXVXO53gGit6QLnZXj5TDgzH5ckMjTAikynhwRhaK8PNmZge0i9+H64kypLnINxdIVue29se1neW5RpgvcSIAEqjSBm+voCHgR0+b2QjU3O7mVy921tADpiRdw+M89WL5wFaKzsyCp+fCUoojLJ/bELzPbYdK0MXhOivM52epvXlUaF5UjgTuDQKmlieVHC7RqFGKmS4gt3P2kVZvy5C8P0Bk5+cYQXMUVsGfp92rnFuWK72nRGJ5SROzSBQzb6k9i7ofFWL77FPJsA9Gh290y+TJMXWTYCnqE4bUu91+hSrkW5/f+JsXbVDcAvvtqLkr/8IBGKYZmRC53lZwT2J5XIEXJxKki+8vKziBeIiNKJJXFsVoLPO8XhJ8tU1HYuB2qudvJMVJpXsKLC6QDTc7FSKSVSNV2/XiHTlxA4YOyIiZOF2VzDQnSO2WAfV+/hd7pSZjUvzPqB3jB2VG6tMgEq+HT/0PjxCKJFDHcr0TvfaK3FKdTtu9nz0XZbimqakbvbbl5UtSsXO+Ler1dgwNhpTqDgP3zRoncZJH7PBoElstt8PRQNE4SubxPqpz5DwmQAAncKQQUO1ger9AMzetKoU+T6AbdddjCxVucE4o5EkdHVm6BpHwarFWJ1AVZJkVBlQUDyU5tXk9SQKSApvpb+T+aoIfwydhirNl1VCIpPPFYx9YI8SyPmVDtsbHFYXW81P4++Eldrss3LWIPbkdBtuKYAZb9sBBlR7fCXRwrBo2UdBSLvHBsSkxGntGuRUhqaJZEbmvhGdQMTwdUR6akc2bUbYMQcd7bWoo9lk41Ske43MQopErnGMNM5cTZi1IwXFYLnHSPJS6BfrCx1UWlHl48CYMzUzHujW64LywQLo72qsOjziN90TghA476dBclSjP20HZxbKSpev/y4yLRezs8HC7Xe+PFJOQa9Y5EYpboLYsfzgFS1NROL3fJRxgkHWnGvamT66qXW/vhPrgrIR2Oel1VYfyHBEigShK4uY4OP380qR0KL5MHnWo166BJi0fwyuCROPnbPPQZMxMXEjN0ntvEzRjbdTPyluxG71bVzHd8qJLYqBQJ3EkEcqXDSvk060qaR+w/i/SiR2R6pBGHRgESYxNRpuQLy9a0YQA0JtEg5WNYIfTBTnhLXlffHGGvrIqYrDCVn5OLE4cPo1gKFSsrTa4X9+CIhawKyUTk0q3RXc2RI7WAlNWf5CQ/eEo6irryZR+Kob/9htfFEWJjZwetpLFkp15E3NmD2LR8Eb5eu1dCgaU+h2FARZTJ5h3SEO5OdkjW1z+JWDYZXZZ9i2deG4iXuz6KOkE+srLzLL79wLQNby5OHjHVey8Oi95KlNqlW8O7miFPVorKZPKanOQLTweZqAoM75BGcBO5ianZat2VyF+moOsv36lye4ncunq5C943lXvp6PydBEiABEig6hMQx7zU6jDaoSsoHH04EinK4gOcxKFRgJT4ZLGPuhCCBnV8zbdTlSOr3fcEBsrr6psD7MQem88cz8fZU8elfW2uDGMNl6SDOHU8Xhz85YsYhvFrhjVEQEiBdGCRQuIp3vBylPRLxcbbVkOfHxfjJemWZiWLCRbS8j43LREXzx3FNon8/mbNH4hPzi7noFxauRcFHhJ14S5tdq0tk9SFjOj1c/D6+mV4tFtv9OzxNBrXDIRbYDtMHWNYdFA0yke4id7OiYdw+oSit24xQznCsNWo1QD+wXq9U0VvB4nOERhOItdD2vMa5MZsmIN+G5ahXbdX0bN7ezQODYR74CP4bLSpXMOo/EkCJFDVCNxcR4fcExXvrHIDv/xZRoP6j/fHSkkNfKbPVMSn5cqDig7HB0O+xsPbJyDMRYqYVjVC1IcE/isEZOFHyfZQ/3alkFpSfJlMXnQXb6XWjbj8r/pmoimRaFHdPaEaJi7+BR2kHojddd8QrCS9xlJth3d0zxb8MHUKdkktNGtbO9S/LxTHdp1FTn5x+eTK5AKsgh7AO13uwpjv9yE6SdeRRkm5WfP1RPX1aN+38UaPZ1E/xFcKnCrFU3Unl+sdggmLfkHH+r7Xp3dQa5HbBGO+26PKVYvDXiq3+zOoX82vglwT1fmWBEiABEjg30RA8j6M3Va1uUhJkML+eue8pWKPb605hmrXVMdDIIZ++Q26tq4H1+t+YrCCRuxxTno8Tv65HUtmTsfWiEyUWdsjrFEACg7HID1DV2Pr0q/Oyv9e/K9jM2SlpeB4TJbqHILEqWxaPFl9PdBtCF7r9QKahgWpUaSGNJ8SCa7UqvMW0XvGfHRrU//69DbIlcjKY9HlcjcvngLl1brrYFVus7BguEpUjrJYwY0ESKDqErjux4gbvRTfe/tjWs9m4kk2WfFMXIDt59JNwuZvVArPJwESuG4CyuKNYZkpLxHhiWWykqIb5S9pj1dUrPd6/N3AhvP/7pgrfKasFemmDBHSdi4dJQbhVzje3O7i/Cyc+WMpBrZ9Ei/3/xB/pNrioZ5j8O26XVg8dxaecnOTnlBX2jR4YOgcTB75EsKq+UuxMUnVMZnEbJr3Pjo/1AWz1x1EqrS1M1xqud6ROCuV2ouvW28NWg/5CpNHdUdYdX+10Oxlctt2FbkHKsi90lVwPwmQAAmQwB1OQMmGNJjc/BREJRejQF8T4uipBEnzuCQk0dzlGoyUuc+usq/crkUjMj4F+YUGZa5yosnHJVKMNGL/Gozp2Fnqbr2NjecLcfdzQ/DVL1uw+Jv5eL661N0wOb7iWxvc2+cjvD+6L5pJnQxXB404fsqdCjsXT0OvJ7tj6qJtuJBRYOxCV1FvSaspMCTHVBz9yr/Z4J4+k/DeKPNydy2Zjpef6o7PF21FnIncK4/HT0iABP5JArfd0aFcbL12rSUX3sTRIfuy5WZkiPD4J4FQNgmQgBCQqu5+tlL8Uz+vCD9zHvlFSp7x32xlRUhPzkChPOj/7XFXGML07z8+PFkd5wqH6neXIU/ygQv0RUVLi3Lx59KJ6PLmO9iaXggHz8fx6Y+b8MWYXmge7ATr0qtMDEWBsjJ7tOj6DtZK6sjYl1qhutTJcJJWr+Xzq0hMG/QaFu87j1yRq7hmtNryyVe8tLMrvKpDqKLeyo1PkXt/F4kcWSZyu7dGjSBzcl/H4r2RyFHl/j0ZfkoCJEACJPAvISD22EvqM0npJ3WLiogVR4dJGqa5y9QWIzNVCoNezW6bO1f2mdrjxPOpUufKfCRk+ellyM/KVuUpHetLi/JwZN3n6Dt0AlZFJsPK4yGMnyHdaib2xwO1vWAn+lUQUj6Q7p1qF+3Q7JlhWPTjArz3+hOoX0OiGh2syyNdEI1vJgzHD5tl8SFf59AwtcdJUWnIv069dfa4XO77ZuXGYMHE4fh+4wGk6OVeqj5/JwESqBoEboqj43ofamzsFR9u+cNB1UBBLUiABIwENP5o0NhKKsrr9iSvXo0jiVlSHO3Kf+3Fqfvw+mPDsDc6A1KL7Do3KRZWLD3s9U6D1R/9jDOJmTLOlQcqK4rH/NETsPFMIgol5zl+5xwM+GQt0rIKYO3YFtOWfYTHGvmU1/6p6Fu9TD9tUQbi4zPViAwHvwbo9f4irFvxPYZ0rIMgKdimdF/Rbcn4+JPVUIqJauU+VlZsbdR7zcdLcSZBxriK3t+MnYiNsipXIKAUuRdN5PZ8byHWLRe5nczJXYOLaYpcbiRAAiRAAv8JAjY+qF1PAynrpG6pmzZJOkcycv/G0BanHcLIbuOw8UA08k1qX1wbL7FrJZKnUqabp2+auRbHziWg8G/sf1lRIpZ89AnW/XkOWeLsT/pzIUZ/vgIRcZnSxrYl3p3zDjqpxb/1c3/FHv/NY4C2OAtJYksLJJLE3rs2nh85G8uW/oDRPe5BrQAXKUZqMOipmDXrNzWaslRvj6UFnHqZm2atw7Hwq+hdnIifPpmMtVKjLEtZNLlEbme93DE97kWYIte4SJuGr2b/hjNRqcbAm2tjy6NIgARuJwHDzL1yMrVlprWDrnEMab0oOXeyhmlyvJ2aV3/5TU/XbupvnhlMxuBbEiCBGyJQYdIhhbbs7KUOhWHnXvyw+i+kZheaXYQpK87Fru+m40yZh0RAKG3xrlcTW9RoUg82xmJny/D1ir1IyJA2eeZuAGXFiN3xE+bv2IoMKTqq1WZj1w8/oCBXyb8Bar3UEXf5O0Cao5hsSkHWK7sIcs8tRYenp+Gk9O8zBOm6BN6F/p/9hm8/GYawYK/y0NljxxGTUySOGNH7LlO9f8HXK0Xv9L/TeykWiN5pxdJhRjjlnVuGju2n4bj0wzPIdVbkThG5nw5D7RDvcrnHdXKlEx83EiABEiCB/wQBKUQtdaYgLWN120H8slFauSblmLWPZcX5+HPZfJzMkppV9ra64qDXxUmDkPq1YeektMRVtvVY9NsuRF4UG2XO2SH2OH7fGizcsRlxuVlijyW6cvkvyEpSGsED1To+JsVDPeFg8E2oe//eiOVHrUPvHjOw8+hFWThQT4CTX3288s7PmDd5HO6uH6J2XlE/OXMGcem54ojRILh+WAW9F2/cgYj4K+ldgov71mLR9k2IyxG9ZTBFbh+Ru+NIfAW5L7/zE76eMh73KHKl7ohBbrwqV/cr/yUBEqh6BAx3zUppppUKynHyEGK8XV3t4UYcI4U5MVjyxWyU6KtHK4LtXJ5Fm1qeasVjoyJy48wWh0hiYqJ0IxCvrnSN4EYCJHBtBModFFc53vTPqsLfrwNadOgkdSrE2aEfYvvUMVi48yRScgv1kyv525cOIkX52dIa9kcMXXAUrk+3QTVnpa2rfjMdX5yb5uZIuiOlWnzzu6XNtNqYWt21ccprmLZiF+KkG0mRdH9Ruqxo5R5SXJSPjJg9+GL4Aom+eBqN/KVPjEUm4k5K8VR9dopGomKVUhlG8cq9Jz8dGSbOWSUaQzmgMDsTeUXiYrB2kj1LsCc2RdJmjGeKLlao8/gb+O6D7ghwc9DzyNSn6FghpNndUiTU1shp02evi947cCFF9JaVrQp6x+7F9JELJLz3CZ3eSm6QjbT3s/gJey8kqxEeenI6uY+9gW/f745Ad0ej3CIlNchUvfIT+I4ESIAESKCKEahUvyzF8BqML+zR/PEn4enpYSzYv3feJ1iyeR9ixamuOB/U/8S+FeXnIObgMoz/4U+U3NcM1X1cxT6aAyLLjWJHzNsSKwQ2agxXJyejvB1zRmLmz+tx9mK6pIuWqnMAxR6XiD3OjDuAr9/5HqlJ96GetHh3tMlBwtkSFEqBcWWzkaySMjGxRlmKngWZyCgrMbaX1R0pnXXFUZJXWIwyKwlfsViDgxdjkFloujBqhZoP9sSMCb3QsJqnHpHY2lJpHa816O1s1Hvn3DGi91qciRe9JY1HWTjR6V2g6j3vvR+Qkng36voFw1FpGy9pQrBci0Pm5LbpgRlvv4xG1bz04+fo5Rq0508SIIGqRuCGHB3Z6XEIl9ur8RZkLw8aSt9v9UZiuFT9TaWwQKonX8Cv00bii/2FcnPQfW5l74qO7/ZFHRcp/Gc4RX7mx+/HpDc64v57mqN55xFYezJZbTFlcgjfksB/koDiXDDdjJMH050VylEoNSBMPyx/r050DL/ay6zHovwJOuiBDnjM2106iBhmScmY+vqrmL1qF6KlOFlaWpqElkZg50+fokPfyUgrtELfTs0kokOf76KMqyhnVDATqbklco8wCKz406/Nc3je1wuOxhQRYNH4VzDk3fnYeSgCcReTkRgXhQNbf8KAp1/HyrRCPDymA2q62ksbWnu4+kmrPL2H5ei34rCITJDaP0Uy8cuV2iHR2DB1EPZnpcGARjRBVlYiNkwZjW//ipGaG7prX7R8JxLVFrPlLBRNA+9rh7tt7aX5rlLCpAa8JVdYQePXpiM6+3pX0Hvx270x9N152HH4nFHvg1t/xsD2/bAiOR9tR4nebtJe1gTBouW7xKl7+QpdRbnVpQ2eaY6yyQB8SwIkQAIkcNsIKA/MplZCcWpX2GHQRCkiajxQ5sSKY8L4u+Eg/T7Dfjt5YzC9coj/vY/h4QB/uBpbsaRi3uj/YeaiDTgdk6C3x+exd9WX6DHgU4RfzEO3JxvD11Mc6YatgmcjC+l5xVecV3tLi9pngoLhZUzVAFZOHo63Jn6JjXtOIjYuCYnx0Ti8ayVGdhmExWcvotnAx1En2EMiKe3g7COpr/qurqeXrsaek1FSR0Pm/gV5yEy5gC1zxmJvXAR0MZiAuDaQnZOC37+ahO93nkByvu4hYdWG/YiOS7ssksSvaWs0dXZXi5laOwRLu3Y7KM1ovO99HM8EB8PbRO9VU94SvafjV6PeMareo7oNwqJTcWjS/3HUDZEFEwMn+bny1z8RFSdpKQozk823aSs0c5HIVdlnbR9klGtyCN+SAAlUIQLX3SxKaXRdKk8qpUUFiDlzTl3RNV5PZizCo2Jh4eECjY1MxpXVSjEEhXkZiDm1DwunjMPKE4VyYxX/toTE2zq6IazLBxjTqa7agso4jrwJXzsHy/6MQbESyRG+DpMWP4/HJ7aTlVPTRwPTM/ieBP7dBMqk12tpSQEyMqQ9m/xd6bYipGXnSQFMZ1jJ35ylhaywSA+66KNHUFqsL9GODDW6ID9QVmdsrOTvUuphyEpKcUEu0jKUSZd+qMx05OQWoEjaPNtYy1i2dfDG289h55jv1ZDVMtXgJ2P2Wz0x27sx7g/T4OBfR1Ak0VkWtk6o2/dTtK8vLWGtJb9X0VXCK1JjL8p7g4AI7DgYjoeqOcPLWWQYJ2yG7y0QPT/tg3WDZyA8Otk4wdj3y2QoL5nCyCtNXpKJa6GBa92+eKN9A4k6UW5jjvCtKXU0jifLx4q8bRg0eCLeHtYFfpknJQd3Lo6LK7WkTFZshJEyyTz621y8fyYe+4/k4X9Pao0FziIWjcWs2t4Y0KEV/DwcVT21JYVIPLQLu4sKUSiym/V+CjVcHaC7gQaixye9sX7IDMnXVfTWXe++5VOgvEz1hpzrVrcP+oneLuKwMN0iF4/DrDAvDOz0wCVyd4rcAp3cV0WuRJVUPNN0FL4nARIgARK4lQS0Yt9KSguRmZkpNtnQ1aMYGbn5EjVQDFs7mf+qaZ8yVxZ7fOHkCRTl6cMbkCX1nbKRK054OznOUrzlaoSBhD+kZ4r91i8CQok0zM2TqMASSe2WgtiaUPQY+ix2T0zGwbNJxnarCycNwsI59dA01BHnTp1CdnaumBlHSd+ciCeahcFNiorr9C1GerycZ4ymjsb+4+F4uGEw7L3s1ZoXxkxVFZ4fnhv3EjaNTkX6sWhjN7FD62fjTXkBnvLKkpfMM8SuuYR2w8tPNIO/u6TYiFfHK8QJGjuZr6vdWvZiwsQPkfrmiwizjMPaGQtwMDMPeVLfyspClhzEHp/evhCTY2bizNls9Kj/nOij8/JEr/oU82t4YEDXJ1HDT7qmybxBK4XPk4/tw36J/sgS2Y26PIzQQA/Ipcrmh05jXsLmMalIO6rorQN6eMNcDJDX5Xp3Qa8nmiPAQ9G7fIsRud/UcEf/Lk+hpn+53JTj+7EvJ1Pk2qChIjfIUy+3/Fy+IwESqDoErN6R7XrUKclLxrnwaBzf9i26j/4OhRKaoTgt1FfacSz/4Vt8PXcFNm/+Hdu2bsSGX77HhA8+w5LVWxCebik3Pkc4OjrB2dkZz4yYiS8HtYO7xtrUca2qk3xkDX7ecV4cHfLQIONrA1qi51MN4Cg3fBMn9/WoXmWPXbVqlVSGzsdznTtDozH1KVdZlanYbSegRVr0GRzZswKffLQMsTlSl0L9u0vCwRRL1JRVGydPb1gXJOLMXxswbeQcnMmWOhHqMenYerIQNQNkDaLUDm7OVoiLPI09qxdg0qpDyC4s0f39ph9Gim2grFA4wt1bZ9hda7ZEU5dY7DsRL6stSpV3/eqGtJ+9oDgx5KHewdkN7u2GYsG4jgh0sZO/T72uf27BtGHTcDpTohT094izvx+Epa8UCLVzgY+HdEIxRovogDoGNEPLwHzsORKJXHHgSOKHCek85VYAK1tHuLk/gM8XjEPzIDd9/rEN/ENssGHbMaTJBErZLNIjsWP9aqzfeQSZ9g54bdLHuL/0LxyJUcJN5Z4lEWkJKVZoO2AGBj/WEHa5p7Bg2XbkStu+49vXYNv5Eri6yWStNBeRB8XZOmQ6zktVN2e3VnhnYm/U9hPHiv5m5BjQFC0DCrD3qHRFycq9ot7u7q0xZf5Y3BPiYaygX5J6At+J3Jy8QhzfsRbbIotVuTZlerlDRW6eTu7Eia+ijp84tf5tN0GTb5lvbx0BJRV0tRQWbtGiBerWrQsbG5Poq1snliOTwL+IgBYZFyJwYv9afPH5LzidkIFS1b6l4HiaFr6uTnDzkMhEOxuU5CYh/PBmzHlnPg5fSEGxelwmdofnw9vDQWyAPVycrJEcG4F96xdiysp9uJhZoLPH4qBPs/aAi6MzPDzdYCfzZJeQ5mjknoYT4ReQmpGnpmGoYKX9bEKc1JQQp4i9owtcH3wNU996EQ0D3cS9r5UUjUgcP7AVs8fPxKHoRL0eFojcfRylkp5iJ4uO3pIeqTGJglDGdfBtiHsCtTh+JgrpaVK7qkIEi/S/lQhQS40D3NzuxTtfjMCDjYL1EaA28A20wY6/ziA+KVNdWLDIjMG+LRuwYfsBJFlYoevosXjQ5QLOxaZCyl3BIjMBySla3NvjA/R/pgW8S6OwdI1EV0rq6pl9W7DjbBY0jo6ws8hHzNHN+GLsTByTulYOInvY8F5oFuZrrMml6H236H0iPAppcv6V9HaVcyd8PgIP3RUCe/1cpCT9rE6upJ7q5Gbq5cri7jG93AuZsFPk/q8nmtcpl/sv+p+cl0ICVYbAtq1S0y49HS1btoSfn596f7we5Swk1M70SeKq50YsH41en24Rr7XB7XzVU3QH+PoiLLA2mjS9G00bN8ZdTerD18lGfXAxN0LyH9PQcei3yMyVO6CVNTp9uATjn6qjK1pq7oQ7eF/vV19Vww5/XLgQTmJ0uJHA5QTy8Mubz2LagTSptH75p8qe7p8vRNj2Qfjs1zRxXpg/BqED8eP7QRg8cJL8P6esxpjbGmPayi9wf7DBiQBc2LMEb435EmfSdO1jlbMsJE9EeVDqNOgTDOz2INztDfU18rB8QCdM+zMZOVfQFd6v4OdFfVHD06FCyppBm/Qzv+OLAe/i16RUuV5DeLC0u5U2MAGt+uCDCb3RxM/xsiJrUTvm47UJ3yBJJmXKjc1S0mCs7noRk8f1Q+tQD0Sueg8DP1+HFAGk6P/CW9MxqNN9EhVig9zTi9Gp/yyZQObKxEyJSJE8ZFlqUnJ6LWRiprTErvPkG3h7SE/UNyNb0V3Re9rA97AhMeVyvVv2xnuS0tJMHE4S9GLcck8vwXMDZyFF0mWMciV6RomgMcp9oh/GD+mFBv6XX7NxIL4hgasQOHrkCPr27Ythw4ahQ4cOsHcwFBu8yon8mARIQE8gHxvG9saMbWeQKPWkzW2dJs5Bv0cb4cw3vfHJstOQWpjmt2qvYNro2vjys1kIP3fB/DGoh3fmTUK7JtXkYVx3yMWDq/HeOzPxV1Q88sVOKbN4xZ5ZS1TnE6+MRf+eTyFYohF1Zkb0Hd8HX/5+GglX0BeeL2DWzL64WyIZzcVMZ0b8gbmjPsaas+I40MsTiWKPreF7d1eMHtUXrcK8xclR8RJi9y3BiA/nS6RjosSC6+yZVf32GD/idTzROAgXN0/HqGm/4JwUObUQW93+jfcxoMsj8HOzR17Earw2ahZORUpBU3GwqPZYFlZ0dlFJU7VGaNseGD7wFdxT00siPSrKVn7LjNwt6T0fY9Xp82b07oJRI/uidW2JQjXRWyf3K5GbeEW5Ndt2x/ABr+DeUG+zci/XhHtIgAQqS2DihAk4FxGB4cOHo0mTJuq8/nrGum5Hx/UMfqPHJoYfwPFzabALrIv7GwaVdx640YGr2Pl0dFSxL4TqmCdQmoXz4eckX1bax0qklb2XP2rVrgNvR12tCvMn3cjeIlyMOIvz0UnIF2dHmVSdD6xeF7WDPGB9WdqLiRwpOhodl4ICWT1zcPBAgI+bmq5jOCI9QVanJOjD2VfJrzXRvUhCijMs4ePpiNK8VMQnxiMhMUMiPIph5eCGkFqhCPF2vSwKxTBu+c8iJIjekZJ+ky9hs4reAXq9L0/XkbOKsqW7jAW8VblpqtzEREkj0ssNFrnVrkluuQZ8RwLmCNDRYY4K95HAHUigLAex5yMRJRERSmS1nYcPatSqDV+JqjQ0Bbm5V1WMpOgInI9KQK5EgZZpbOEbUgthQeIo0JjxMhiES9HRuIvi+BfHvZ29G/yk7pdGUmgNW2ZyLNJySuHg6Q9PJ+kQY3A6FOdAgkHgJjW4LMQ2J6j2WBZxZPHTQiJCA2vUQDVfdzWtxzCW+Z+id4xwOn8ROXq9fYJF72Af2JvT+6bJNa8N95IACVwfgRt1dFTpVG/fsObwDbs+IDyaBEjgFhGwckGNus3kdYvGv2xYDfxDG8rrsg/+foe9O6rVcr/iMe5+1WH2U40L/H10p1k5e6G68qp1xWH+5gMN/ERvv2vVW+MMP6NcT5Err0rJ/RuV+BEJkAAJkMC/h4ClE4JDG8vrdl2SDXyq1VVf1yXRzlWcEq5XPMXVOxiuSvmtSzfpRubjpd9p447gmsrr0oOu5XfRO6SO+rqWo5UuaDdH7jVJ40EkQAK3mIDBd3qLxXB4EiABEiABEiABEiABEiABEiABEiABErj1BOjouPWMKYEESIAESIAESIAESIAESIAESIAESOA2EaCj4zaBphgSIAESIAESIAESIAESIAESIAESIIFbT4COjlvPmBJIgARIgARIgARIgARIgARIgARIgARuEwE6Om4TaIohARIgARIgARIgARIgARIgARIgARK49QTo6Lj1jCmBBEiABEiABEiABEiABEiABEiABEjgNhGgo+M2gaYYEiABEiABEiABEiABEiABEiABEiCBW0+Ajo5bz5gSSIAESIAESIAESIAESIAESIAESIAEbhMBOjpuE2iKIQESIAESIAESIAESIAESIAESIAESuPUE6Oi49YwpgQRIgARIgARIgARIgARIgARIgARI4DYRoKPjNoGmGBIgARIgARIgARIgARIgARIgARIggVtPgI6OW8+YEkiABEiABEiABEiABEiABEiABEiABG4TATo6bhNoiiEBEiABEiABEiABEiABEiABEiABErj1BOjouPWMKYEESIAESIAESIAESIAESIAESIAESOA2EaCj4zaBphgSIAESIAESIAESIAESIAESIAESIIFbT4COjlvPmBJIgARIgARIgARIgARIgARIgARIgARuEwE6Om4TaIohARIgARIgARIgARIgARIgARIgARK49QTo6Lj1jCmBBEiABEiABEiABEiABEiABEiABEjgNhGgo+M2gaYYEiABEiABEiABEiABEiABEiABEiCBW0+Ajo5bz5gSSIAESIAESIAESIAESIAESIAESIAEbhMBOjpuE2iKIQESIAESIAESIAESIAESIAESIAESuPUE6Oi49YwpgQRIgARIgARIgARIgARIgARIgARI4DYRoKPjNoGmGBIgARIgARIgARIgARIgARIgARIggVtPgI6OW8+YEkiABEiABEiABEiABEiABEiABEiABG4TATo6bhPoq4mxsLC42iH8nARIgARIgARuCgHtTRmFg5AACZAACZAACZBA1SRgXTXV+m9pZSlODktLSxQVFaGwsPC/dfG8WhIgARIggdtCoLi4GFZWVigrK1PtjfKeGwmQAAmQAAmQAAlUVQLKc3JlNzo6KkvuJp7n6e2NQnFybNm8GRqN5iaOzKFIgARIgARIQEcgKSkJQcHBiImJUe2NtTWnAPx/gwRIgARIgARIoGoSyMnJgbuHBzQ2NpVSkLOcSmG7uSelpqRg//79OHz4MJjCcnPZcjQSIAESIAEdgdLSUlSvXv3/7N0HeFNVGwfwf5vuPemCsvdGEQEHuMEBigqIKCIK4gBFEZHhVkBFQJaCKFtB2aAM2QIqyJJNgUJL925G2+R+781qOlgBSz/93+cJTZPce977C805ee8ZWLBggblXB+sb/s+gAAUoQAEKUKCyCuh0OjRs1MjcIcCZGJnocEbtGu8TFByMtm3bYsCAAfD09LzGR+fhKEABClCAAsC5c+fwzaxZeGHgQLRs0YI9CPmfggIUoAAFKECBSiuwZMkSZGVlOf39mImOSvDWZqSnm9/EJk2bws/PrxJExBAoQAEKUODfJqDOyZEgyY6gwEA0a9YM3j4+/7ZT5PlQgAIUoAAFKPAvEVi6dCnSMzLM84o5c0pcdcUZNe5DAQpQgAIUoAAFKEABClCAAhSgQKUUYKKjUr4tDIoCFKAABShAAQpQgAIUoAAFKEABZwSY6HBGjftQgAIUoAAFKEABClCAAhSgAAUoUCkFmOiolG8Lg6IABShAAQpQgAIUoAAFKEABClDAGQEmOpxR4z4UoAAFKEABClCAAhSgAAUoQAEKVEoBJjoq5dvCoChAAQpQgAIUoAAFKEABClCAAhRwRoCJDmfUuA8FKEABClCAAhSgAAUoQAEKUIAClVKAiY5K+bYwKApQgAIUoAAFKEABClCAAhSgAAWcEWCiwxk17kMBClCAAhSgAAUoQAEKUIACFKBApRRgoqNSvi0MigIUoAAFKEABClCAAhSgAAUoQAFnBJjocEaN+1CAAhSgAAUoQAEKUIACFKAABShQKQWY6KiUbwuDogAFKEABClCAAhSgAAUoQAEKUMAZASY6nFHjPhSgAAUoQAEKUIACFKAABShAAQpUSgEmOirl28KgKEABClCAAhSgAAUoQAEKUIACFHBGgIkOZ9S4DwUoQAEKUIACFKAABShAAQpQgAKVUoCJjkr5tjAoClCAAhSgAAUoQAEKUIACFKAABZwRYKLDGTXuQwEKUIACFKAABShAAQpQgAIUoEClFGCio1K+LQyKAuMn54YAAEAASURBVBSgAAUoQAEKUIACFKAABShAAWcEmOhwRo37UIACFKAABShAAQpQgAIUoAAFKFApBZjoqJRvC4OiAAUoQAEKUIACFKAABShAAQpQwBkBJjqcUeM+FKAABShAAQpQgAIUoAAFKEABClRKASY6KuXbwqAoQAEKUIACFKAABShAAQpQgAIUcEaAiQ5n1LgPBShAAQpQgAIUoAAFKEABClCAApVSgImOSvm2MCgKUIACFKAABShAAQpQgAIUoAAFnBFgosMZNe5DAQpQgAIUoAAFKEABClCAAhSgQKUUYKKjUr4tDIoCFKAABShAAQpQgAIUoAAFKEABZwTcnNnp8vZRoCiQm/xj3VxcXKDeSm8mkwmursy5lHbh7xRwWkD+7oxFBdDrC2B0cYOvrxc05fztOX187kgBClCAAhSgwMUF1LrYWAiD3oAiuMHHxxNubO9e3IzPUoACFLhGAtc80WEyGVFkMEBv0MsHewEKCuSLlnzQK25u8PTwhJfcPL084eHhbv7ipRRpkZSYidCYaHhqyiZBrtF58jAU+E8IKIoJhQYdtHnZOHd0N9at245En5sx9MVOCPP1BP/C/hP/DXiSFKAABShwHQXMdXGBHjqpixNP7MfGX7fjjEtjPP/MfagZEQhe2ruObw6LpgAF/jMC1yzRoZiKoNfmIzM1Hnt+24otm9Zj0y9/IBkauLtrBFRBYWAsOtxyKzrecRfatW6M6GAfFByajQ7d5+Hr7b/glggfSX78Z+x5ohS4tgJGHdIS47H/tw2Y9+V4bDyVjwKTFNEgEM/1uxuhTHRcW28ejQIUoAAFKFBawKhHRvI5/L1rM36Y/iXWHU5GXqG8qPYzeKhbR9SIKL0Df6cABShAgX9C4JokOkwFWmScO4JV86fj3a/XwFBkhI9vAHxCwtC4/g1oVjMWri5Z2L9hK/ZvWoKdK79DvqEp+g3thLSVn8JgaAtXhRmOf+IN5jH/OwKG+F/w2FNjkJmVjdxMnSXJYT59D+kwK8PG/jsUPFMKUIACFKDAdREoSNiMAS9/hmNx55CXnSttYlsYHnLpj305bBr8SQEKUOCfFrjqRIepIB9HN8/Bs/0/QbwMVVE0PggJ90fPQWPwxEPtUT3EV+blsJ1GEVJO7cbiqZ/gm58PY+bYj2Eyz+FxBImZBigR3uC3MZsVf1LgygTcQptj3MRZCHU7jXeefhVbkrNRWDxFzpUdjK+mAAUoQAEKUOCKBTQhjTDig0nwUeIx8bVR+OXwGeSzLr5iR+5AAQpQ4GoFri7RYTLg+OYpeKj/l9Dq1X55nghp2Adz5gxFsyoe0oujdHhuqFKzDQaOXYJOXWbiiVc+x9mkLJmwNBnnsvIk6REoO5TZqfRB+DsFKFCOgCagJlq3VJ+oiQdaeeL39UBhQTkv5EMUoAAFKEABCvwjAhq/amjeVD10Ddzb0h+7zgD5+f9IUTwoBShAAQpcROAq+tCZkH9sBfoOmAKdOckB+AZ3xjfz3rhAkqNkFDXbP4ufJvZDZIC7ObXBZHdJH/5GAecFCi2rHfGPynlC7kkBClCAAhS4KoEic13MqviqELkzBShAAacFnE50FOniMeW1N5EgK6yYP8Td/dFv0hA0DymvJ0f58UW1fx5v3R4MTzcXGbeoTljKjQIUuHoBE5Siq+usdfUx8AgUoAAFKECB/7KArDholLqYc9D9l/8T8NwpQIHrKOBkosOIoz98gemHClGoruogm0+Ll/Fk22pwv6JlU3zRadAwBHh44Pd9iTCamPe2aPJfClymgMxxYzIWobCoCEVyU/+GFCUAddo2gJss4Xy5m2IymY+jHqP4OJe7t7zOHIcsLW3fX5It5vl3Ln4Mk5RrNMprbS+TfYxG9ThG6/w9tidK/ryaeNVl/yxl2M718mI1R2A9T6N6nhKnyewtz5iPaf0wLBlqid/KxG1U368SLyn/l6sst/yD8lEKUIACFLg2AlIXmxzqQLVeU/xQ44Y68PL3urIipD5R63V7fWo+1uVUFLZi1HaBEeZ6Sm0XXOb+av1keW3xcRzr4wtGcBXxlqmPLzNWS4QO51lOfXzJutUcd+n37IJnaUORn1dZrsOReJcCFPhnBZy77Ft0DnM+WCHj/21TSbvjiQEPIMxDXdvhyjafhnejb8gnWJarvegXmys7Kl9NgX+/QJFBi9zcLKSdT0aWZBzVvz0vn2BUiQiHh0+gTAJ8GX+NUtEbdPnIzc5CamoatJJgUBsHXr4hCAsNQWCgP7xkeegLH8qEQr0eeXkSR1oG9BKHur/G0wfBISEI8PeHj6ebzNfjEIu8wGgslHJ1yE5PQXquK2o1qA5vjQl5mWlITMqAweiCgCpRiAwLkh5frsWfK47xpkm8hZcfr2UJ7Dzk5GQiMyNPkrSSZBAzNVb/oCAE+vrC18cLbmUnFzL/ZzIV6mXfDKSq5ynr9ioaDzm/APj7+8KtMAMJKR6oXS8SnubltEv9/7PGnSfOKaXiDhXnoEA/cZbPTwcm2xFs5aq+uguVW1fK9WCvOJsZf1KAAhSoKAFjgc5SByalIEsvw1WkYE/vQIRXCZf6xR+urpfZ1JZ6okCvlZVaspGaniarExZKu1iO5ROEUKlPg4KkPpZ2don6tMRJSn0svay1an2cngmdLPei7u/q4Y2g4GAEBshqiJ7u0JSo4yz1cYFOj+yMNGTkKKhaqyr8vVyQn52BJKmPdTKruW9YBCLCguEj9Yy9mrpIvCHWeL0vEK8iSSFz20Pq1MzMfPNqjaqbGqt/oNTHftb6WONQ/zucq6nIgDypy9PSM2SOQDlPV3f4SX0cIPWxuzEbSakaVK1eRep0D4e9rHevIu7yy/WXcv0s5aZpEBNbBX7llVs2Ej5CAQr8wwKX+elbMoq8w+vxo5q5tj2saYz2TSJKfXjanrzUzxA8+uVwRBhi4HFFvUEudVw+T4F/q4AkJyTBcXDLT/hszFjsSDDBy9MTGqUQeZIwrH53H7Q37JMv4/a/0HIhFKMB2cmnsPH7GRg/ZSVSpHmmoBBancHcUyG8WRe8+sYL6Ny6HkL9Pcs2rkxSXlYydq9ZhGnTp+KvJBmCJn/DhYY8aA2SCKjVAYMHDUDPjq0QLasvqW2rQoMO+Xm5SDp1AOtXLcGkOWuQp62FWTvmoFXeAXz2yqtYdEwaaEYJOfweTJn/Ke5rEAZP+Q5vjjflNDYtlHinrkSyNFZKxvsQBr8+EJ1vqoewUvGqS2Anxx+QJbBn4LM5G1Do4mFO4Bjl8TxtAUxhTfFoj154us+DaBIRCI8SDUHAqM/DkT9WYOLo97ElwQhXd5lbyFQEfU4emt91P8KzNmD9oWewfNMraBAtDVsHccVYgJwU1XkmJkxbifNy5alE3E0fxKAhL+D+NvURFuBVwtlS7kpMeuc9bD7nUG5uHprdeT+qZP2KDYeextJfX0HDqgElynUIgXcpQAEKUOCaC0hiIj8HR3aswpfjP8Omo9lSN3jKcu5Gqee0iL7lUbR13Y+sXP0lS1bridy0eGxfMgeTpi3DKdnf5GKUOfAM5l4WoQ3vQf+X+6PLbc0QFeRTtr0t9ZE2JwX7NqzAN19Pw87TeTC6aGCUlRG1Bul9WK0t+vXvh973tkWNKgFwk7q6qEAvceZJ3XgIW35ZganzViEprQo+WzIZHYPSMXP4W5j/52lkqmsNhN6GDyd/iG5ta8Hf3UXqY2u8S+fiy2lLEaderHSMt8HdeE7i7SrxRgf7lojXVKhDWsJhrF08GxNm/4wMnbRhpAeq+ni+Vs43uD46d+0u9XEXtKpRBT6S7HDcjIZ8nNy7DtM//hjrjmagSCPtEzl/Q14+GrS7A1GFe/Db4Qcwed4gtG8ZKe9H8WaJ+yx+WzYXkyXukzn54uTg3OAu9HupPx6+vXmZuC3lrsdXn0i5R9JR6CrlKtZy23ZEVNFe7DjcGRPnDMKtN0SVKLc4At6jAAUqUsDx7/8yy1VwZONamKQ7nH2Lvhl1QmV1cHua1/7MZd2JuukxPH5Zr+SLKPBfFzDJl+tzWPHpIIyctxt6Vz8E39Idw566DcFZh/H1F9/h4PpvMVvt/nkxKklypB9djxHdX8evOgU+/jejT9/bEKg/gvk/rsf5hBSk7V+G4b2XYdcbX2HUs3cjIsCz+EqOJDmyzv6JLwf3w3e78+EuV2A69XkFdzb2l/InYdG6U0iJ24QvXtmEX5/4BFOGPYrqoUXYt24xZk38wtxIyC+yRVgF6X/vwOg3R2JdRhb0todT12Lh5sO4tWZbeHoakX5sA0aq8WpN8PZvg6efuR1BhqNY8NN6JJ5LlniX4+2nlmPX69Ml3nsQGWiL14jkHfNw/4ufIjkjFz6BYejWfxi6tItF3KbZmLJgM86mHMDiSW9i8ZEsrB/XF/XDLYkZM6GpAMdWfY5eI2cjz+SFu3oPQY/7WsIjLQ6rxkzEmu0/43etXHlr4QE3aQCW2KQxmH5sPUb1HIoNuUXShfkmPCVxBxccw8IlG5BwNglpB1ZgRJ8V2DVkqsR9L6ICvSw9O6Tc46vG48lRs5Fr9MRdT76GHp1awSM9DqvHTMJqKfcPa7kaj1LllgiCv1CAAhSgwLUVUOSL9XmsmzoC7323GSl6DwTe+Che7nUHqhnjsWD6fOz+7Ud8Xyi9DS5VsNQTmXFb8Um/t7H6XCZc/VrhsX63I8r9LJau/BVxcQnIOLwWHw1ciz8HjMHw57uidoQk1G0f+1If5yTux6yRg/HN5rMo8A5Ax0dfxl0to3B65yz8tPZvxJ/dgRnDd2D7729h7NBeaB7rgUNbVmDulIlY/ddZZKkXJ8xxNkTG8X0Y9/VU/HLiDLJs9XH6Fiz/7QBuaxwjPSBdJd5tGPP821h1JgOu/q3w6LO3IdojActWSbwnzyHjyDp88uI67O7/Md56/hHUjbTFa0Ta7iV48vXP8HfceXgHBOP+p1/Fwx0bIkUen7FwHY6dPYrVM9/F6mOpmPdBf9xSJxwylZ9lkws6pzZ8jRfem4nTGUbc2u1FdH+gHYJ0iVg/6Sus3rMF++TihbGh9FzxLdUbRJyzJO6xA0Zi5alUuEjcj0i7J8YzEctXb8TJE2eReWQ9xry0Hruf/xBv9e+GepFyAUEtWy331xkYKOWeSi/CrY8MxOMPtkew7jw2fPkVVv219cLlWkPnDwpQ4DoIyDj6K9xylVlP1FZqVI1SoqMst+qPzVSStQWK6QqPxJdbBJ7p00fp8tBDSm5uLkkocFGBIn2asmjoXUr9mjFKdI36Su9xq5W0fEPxPtoTyqcd2ip1YqLtf5/RHT9VTqbnO/x9mhTdiVXKI03qK7GxdZWHRy1QTufqFaP1KPqk35TXbmut1HI4xkc/H1RyCmyvkP3PblEGNG2o1JDPgHqNnlSW7E9S9EW2T4B8ZcmbbZWGNYtjGPLDbiU774Ty+T13Kq8NfkHp3LKxUt18/Kr2OOs1aqrc3bKF0qxBXXkuRqkWW1vpO32HkplfIPGuVh5t1lCprsY7cr5yKkdXIt4ht99UIt4P1+xXsg1F5jMyFZ5Q3m3VXKlj/ryqroxctk/J0VueU1+wd96rSqsGNZUY6+fZB78cUXINtnOVEcTpvymPt2qixEZVVd6Y+6eSpS3eV1EylJUfdVda1olVYjqOVY4m59rjkj3NcT/WvJE57q4j5ikns7X25/VJO5Q3Ot6s1HZwfn/lXiXLFreU271VU6W6Wu6csuWu+rin0qquWu4Y5XBSjv241reRPyhQRmDf3r1K6xtvVBbMn69o8/PLPM8HKECByxMoMshn/wePK60bxirR1esqj42er5xMyS2uZ3WnlemP3q80r1Zcx0Xf8o6y41iq4liDqPWE/vQG5bkObZRa1eoo9w+Zruw7n2V/jSHlT+Xdh+9SGlaTOt9aRw2fv1E5n1doDVT2T9ylvHVHe6W+PF+nwaPKtxuPOtTXWuXnjx5S2jQs3v+F6T8r5zJOKF/3elR5/YVnlYfa3qDUrqo+r94s9XbdBo2VO1q0UFo2rKfUrFpV6uNaSq9xK5XTaVqJ91fleam7zPG+NlXZm5hZHG/qbuX9bvcojRzOe9jc9UpiXoE5XlPhaWV8pzuUpuZziVVemyXP5VieU1/w99J3lbtaN7DXx8Pmb5FzLRYzZe5WBt57q1JLYn3xy5+Vs5kO7R8lS9nw5QvK7c1qKTG3jlS2Hk62x2Vx3qi8cGc7pbY4d351irInoWTcHzx6b4m435y9TknItcYt5b543+1KbSl34MQ1SnxGqXInD1Q6NKutVL1lhLL57ySHcq1vE39QgAJOCYwaOVJ54oknlN27dysyZ9AVH6Nkf7DLTLSUnuKw5U0N4K9xGLd3mcfhyyhAgSsRKMKJZWPx7tKTyNWb4HfHELz3XAeEOI4F9a6Nl78dKWNpA4p7X5QqQinKwQ/j3sLB3Bx4NX8BYwc9hGp+0gXT+jrPiLZ4e8ILCA3ytR/jy8+XIT5bZ74yZd7/g5exMScLBR5+GDztA9zToIoML7FdcvFBm44PwNPL217yn8cyUKDE4tVf1uOz8VMw7eOeCApQnw+RmwbuvkEY+PkPWLJzK6aNHoA2taqjaccn0fe+xvBx02LRZ8NxUMrzaDYAn0i8sTK5W+l4w4P97PFOHr8cZ7Is8erifsdyGc+rNUfTDG0aRJeYz6J5p8fRyFvm2bBHa7uEZXkgR4a8nCwqkKF6IahdK0R6bdhKVp+Xq1GDRqJDpKwepZ6OjUDuqk6LPx+Bg9mZEnd/fPLKQ6gh52zb2zPiZrw1fgCqhBa/V1MnrMDpTK10fAZy4w+ayy00lxtcptzOr7yNDlEh8FLnuXMoV37jRgEKUIAC/5iAEafXTsW4pQeQkFUIH1lBcGjf+1AjvLgOgld1PDN+CGrWiynueVFOPEpRHlZO+xh7EuPh2qg3RrzwCBpHBtrXIfQIvwGvfPAcataIsH/Mf/v1WhxJyJCBpmo9I/tPGoF15+KQ6+6LZz8eigfa1JHhJbaaxhst290tvTDUutay7T+VjbyCKPSbuwjjpsyQ+rgPalZTnw+WmxvcpEdI79FTsXDbFsz4ZAg6NqmHpjIMp9d9rRDuV4SV0z/BnoQzEu+TGD6gGxpHBRXHG9YKL7/XD7VqFcc7e+Z6HD4rQz3k6Pr4vVirz0W6OZSGkIsE8Pcp/lbRqMMDaBwcjuLWg9ofprhOzks8glP6fOgl1uqxIfD2Kq65gUDc0Xcw7qhdHTIKtES9qDqt/noMdp87BZeGvcy9NZpGl4z7JYm7Tu1Iex0955v1OGSN21yuDMvVIQjVq0u53qXKfWYQ7qhbHf5q4DZ68znyHwpQ4HoK8M/xeuqzbApcgYBRewhTP1yJfHW8r8YXg/vdgwhfGeZQ6hge1W/G07FeMq611BPWX7XH1uDzbTKBaAGku+kd8JOv8Pm5uTKxqe2WB7eazXCDmwfszY8DW3AqU48iaXPkHl6J8dt0yJX93W94CXc3CZf5LkpGEVK/GUJDg+ErE3z6+AVAIxNtOgYaXr0uXN3UhkKq3FzQrPdY9G5fC76SOGnb4zV8v2U7Vn37DtrH+qPo5M/4QsrLMajxdoS/jKctHa+mRjO0cveAfdqxA1slXp15VSh1Jnlz20Nm+nSRFZ7UscmOm+IViDAXV3tDrUCdUNXhBUlHTsg4Z3WoXip+WbMdialZclyH1/g0Rs/HgxCgk49Thz7KuuO/4IvtWmRL3N36dkSAq6mcuJua4/a0lXdwq3TH1Zqdzx89jqJCtWmYip9/vkC5j8kEcwYpV82McKMABShAgX9cwKg7jjkTf0ZyQpbUxT7o17MDalUJLPP91r2qDEGJDUC4vWIqG5r+1EZ89VsWzucC9/doJ4kEN2jtdbFaJ+dBE9MATb18pa62bkd24WxqtkzaDeSf3ICvtmciUfZ3b/o0bmtaE0HeJZv2QbUbIjQ8DH7m+thf6mOZY8qhGgypWgNunmpmQE0/KGjY7W307NAS4b7+aPXQ85i5ZgNWzRuDTk2i4HJ2E2bssJTXuXs7VAlwh65UvK4x9SVeP4d4fzfHq5d41fpYLUljro9leIk62ahDLIpM3hriKhc/rKdaIBOhqhOq2raUE6fNE5mrsW7atAunzqWiwHGornc9dHkwDJFu0gByGGGvP71Z4s7AuRyg0+M3IyLQo2zc0fXRxNsh7qO/41xKJtS4U0+eRoFWJ2FkYLO53BQUSIPIHppa7gPhiJJyXdRqmxsFKFApBBxTkpUiIAZBAQqUJ6DgvEw++qtM5infm4HI3uhQVybptA9cddwnALVvqgq3v9NgmdXT8TkFp3b+LF/cLZOjfTt1GozbQ+Aux7FX2JIucMk7iM0yC7tRemqp+RKT6SgS1Z4Gij92LJotDQ1L/4jWbSWhIZOIlWxWySzxNTph+oeF+Gn7YWg9Y9Cl543S+LI1XeR7uatDCwR18Vz3my8wS7ka7y8oMlji/W7qV+Z4PdTJ0Oynpcb7NzZrJRHjEO95NV5pIflK4qdbVFUsck2DvtmdqB7sJeckM80XFkAv55F3Pg4ZMueQLUfx19/nYLhdrohJUkTdAmPlipzaaJJt14yh6JuZio8HdkOjmDD4S6LJTRpqTe5/Fc2SC6SniG1MsMS9S+LWqw0jYPa0r2D6LRRl4s7/G5vytSgsFbeMAkJgtRhozMkg4PcZb5rL/Wjgo2jsUG7j+wejabJB5jCxlWsujv9QgAIUoMA/IqAgZddqbJHVQuQ7s0ya3Q1t61STHgSla0H1SVletkUMvP44BhjkykCZTUH8nk0y14ckTGRbNGcuTPt+RaAkKorrN0lKaI9hXbKsMmavJ04iOSdHvmgX4MDKxciV1cvUrVmrBoiUVUdKX+PwqNoBY4YXYsW2/ZIeCMU9XW9BbGhxnwmji1of20qsgZ4P3CQrntnTKuZjW/5RcHbPZuhzM82/Lp4zD6b9GxEs8drqT0m3SLzHsVZWoCkRb7Yar4JQSf7cH10D2TLDaVaD2xArk397ukp9XKSuxKZFfvJppMvKMbYWwsHj55GXL60eSQCpW0BMJNxl8nV127vgI7ySnY63B/REm7oxCPD1hrvUx/Xv7IdmSVlyocUmIXHv3SLzm1ni/nHeApjk4k2ITzlxn09Bvt05zuIsFz/8o2VSU1u5Cz+2lPvCE2hTJ0ZWiLGUW++OZ9E8KRO+1ljNQfIfClDgugo4leiwfRzaIleXmXXIa9oe5k8KUOCaCeRj+6KfpCFg+cIvXTnMQ0UcLoQ4lKRBVN3a8iX5oDwmlyJKbPn4e+9fKDT3FHBDYOIO7EWkXFWxNQiKX9ysxY3SwMiT5WKlYZcSiVBvH0lo6JF8NlkmI7Yct2WTaHiUu6ypBrVvexhvyO3Smy+81SVkyz0ZiXffXlnKWm0kSrznd2CfS/nxNm1+gz3eVFu86kFlOM/gn3/G85IIcZdxHkqhQRqG55FwbA/W/TQfX6/ciWzpJWP/XCvVHg2PbYIgacikyJK06pWluB/HofuP3+LB517C0z3uRv2qVRBQ4yF8+4H0GLGfbD4OlYh7J/ZK3G7lODdu1gparcxYL1e6UlMiEOojDVWJOzy2qZTrheT0XGu5n6LHj9+Zy33KWm5g9Qcx633Hcu0B8A4FKEABClxzAS3+XLVG6pAMy5HDfCSBfaGh2xpUqVkdHubxhaUqFvPeOhw7dBAyX4785oaA5D04fDBR6tTiiwK28GvXb4IYWcpdxqgjPS0cYbKUvJtLgSwvnyqrmVm6EDRpECFf7svrPqJB9Tb34SW5XXrzgZck9u0TnZbYQeI9LPHK6ibmeFMs8XqWE2+tuk0QHesQr68ar+zmWR3Pzl2AJ2R1N41cTHCRpebzM5Jx/sR+bFrxPb5ZofZezC2uj9VTs1fOMthVel0Ey7L3bq4p0vNRwZnV0/H86sW4u2df9H7yfjSrFYOgmLsw/i3H5L8Ox1VnWWFGjds/+S8c+TtRLkyUtapZpzGiqlnjTledZbiqYPjZy002lxu/5iv0X7MYd/VQy30AzWrHIDjmTnw2zLFcKY4bBShwXQWcSHTIJ5X5w8FyRVeN/q9tB5A1uG3J9bWv62mxcAr8ywQUWTNe2kn2+l7+/NRFS9Tfi79cO5yz2qayv9jhcblbpP7pmp+rjne/X4KH6kvPkPIuRpXczfKbch4piSZpbFl+1ZjHAZcbQXl7O/WYGq/kWmSrjtELfkSXhlVQ7sWzix5dI71fXM3L9+3fsQFzxn+KbeelySPddRu1qY0D244hT1dYLpmm6q14p3tzDJ+9E2dSZCk6Ndshw0lWfD3afLu730gMePIhNIqNgL+nmz1hUxx3LEbN/xFdG0VcWdxVb5FyW+Ct73aUW+5dz44wl9u4emSJci/KwCcpQAEKUMB5AVl9Q+s4nEI67cnIiQtval18keeNsr+slC5bDF6d8i16tKuPgMttmSspSE8yyoUAS/GuF7xgYHn+Wvxrrtes8Q7+8hv0uKUhAi83XnsAGnhIrHmZiTj0x2YsnDwRG09mw+TmjbpNo6HfG4/MLEn+219ffEcTdRNe7doKORlpOBifgyIzfjrWLRhnvt3acxCee+oxtKxb1dyL1NV6BcUo14gsztEYNGkmnrit8ZXFbS03V8rdfybbWm4G1i/81Hy7pccr5nJb1a2GQJlzRL1YwY0CFLj+Apf79cYhUl80aX9zySvAe/ciWV9U7pcEhx15lwIUcFZAex479hlRYBv7eRV1aPG1opM4Gi8Tml20lVYqYG0yjiebzHNIqM/8uT9BYirda6TUPuqvF0i6lPPKMg+p8VpO96QsO5eJInWikCvcCnU5OLp9MV66ozOeHvghtqd7okPvt/Dtqm1Y8NUUdA4Kgn2ejDLH9sCtg6dh3NAnUKdGlEw2JkN1HBox62a8j24dumPaqj1Il2XtbKdaHHccjqnOVxy3B24ZJBPevdkLdaXcgFLlrp/5AR7t2ANTV/6JNIdyy4TPByhAAQpQ4NoI6JKx++8C5Nqu9bnYPvGdO7yaI7DUb2cQl5AKnTrxxuVuujScSi2E5OjN2/7DydKr0Zr1uNgxriLk4npN4k1Mu7J4rTEVyWSkJ39fgbe6dsPTz47E2lMG3PjIIEz9cQMWfDMTj9aQCUovGL87bnr2Y7w/rB9aNaouSQUPaBy6n2xdMAFPdeqF8fM34VyW3j6/h5ucs8U5HqcSU6GV7yxXtrmjdd+P8N6b/XBD4xoIlJ4zjuVuWzgRT3fuhc/nb5QJaovLvbIy+GoKUOBaCziR6ACimraEj0wWVLytwi7JxlqudBY/etn3lCIZK19g/0C67P34Qgr8hwTUutxSUctJe5rMXUvtv1+Bg7l3hLWhk3hcur3K+NOLbyZos3KgVyfplFndIz1d5GqFZY/jR09BJ0PXLtpuMhUgUybwNDhO3HXxAks8a+nNYXlIjVc9zsU3iVfGA5vjlRcaC/Lx5+J30OOF0diYoYdP6L0YO3cdvnjrKdxQzQ9uxks0DCUAk8kbN/d4BysXf4e3e7VHDZknw8/bsXtvHCa8/BwW7DqFfLOnzCGiFL87iSck7ksmhErGrXZjMZfbXXqOSLnDe92CmlXLljvxlf5YsOOk9Pi5lMvF1fgsBShAAQpcQkA+1kvWxQpcZI4JZzfH+jj5dAb0+vJ7FhYf3wRdTi70ar3r5iMTnbrCw1rVnI6LlwSMwzDM4p2K70mPlOz0bMv+xY9e9j3H+jj5VLq03S8/XrUzpLFAi32rPke/waOwLC4VmpAOGDHpJ0wYPRC31guDl8Rn7cJZfkzmetELrR58DfPnzsJ7z9+HRjWlV6OPmyQebLucwTejhmDO+j1I01kSGqWddVcYt6U+9kLLB1/FvDnf4P3nO6FxLbVc6b1hLzces0YPwey1u+3l2iLiTwpQ4PoI2P88r6T4iDbd8Lgs5ei40ML332+XJS+NF//CU24hCvRZB7Dkh41IudQXpnL354MU+A8IuHsiUloz9gsXCeeQLBW18YrbVy4wFRT36Vj20Q84miLdPx1bL6U4TQWJmPHmSKw7JrOba6LQuJlGljq1vCh1+XLsS86RVUguHEhh+i48f89r2HkmyzzcptThL/GrTBZW4GZPGiz/WOJNlm6jl4h35rBRWHskWWalNyFx63QMHLMS6Tl6uPl2xITFH+Oepg7L4TrmbMuJRimQGfETs809MnwiG6P3e/OxeslsDOpaH1VlOUGNq+1jNBWfjFkOdRJUafrCVFgc94pPFuFokhzjEnF/M3w01h5Ogl7GJZUtdx5W/STlPlwf1UqVO2bsCiRm5Dvx+VvOCfMhClCAAhQoX0BWI1OTC/b2b9J5pOXr5bO9/Jdf/FFJiEs9AWtSfO2kFThwUuqti9SnpoJkLPhoDFbtPimToYahXiMPyLRO5i193XoZziGTaarjWi+wFWb8haE938ba3Wegu+LcuNRrRRKvyZJZWTd5JQ6cSLpkvN9/Mhar/jiBHEn2p/wxD8M+X4KTCdmyjG07vDv9HTxsnvzbmq1R62Pr3fJOQSnMQYrUpXrp+eIdXg+PDp2GxYvmYNiTrVEnOkAmI7VV6OmYMuUXHDuTLjOViXORu70dsX7KKhw4fom4C5Px/ZhxWPn7MYlbLvJYy1V73KjldntjKhb9MBdv9W6Numq51gnL1VVZpk77BUdPq+VyowAFrreArYV+hXFE44l3uiLAU2ZXtu55fP4H+OlAinyxuPAHbHmFFOZnYMmYx/Hh5/NxPr90Zlga+/LF4CLfDco7JB+jwL9PwCMazVq6Q1aFs2ypi7Bs5xnkF1yoKnX4O7T9kZr39EKtlo0kUWE70CJMX7ILyeaulg772ARNhYjfvBAzt25EVpHB/AXexctb5qGwHXQn5iyXoROy9mt5f6emwnxs+24ijppCpAeEW3Gixnb8S/70RM0WjeBun+xsMb5eshNJWTrpAVZ+vGe3fI+ZWzYiUyYdVZRcbJ87V2a1VychA2r37ILmUTJ5XIlPPvmMuUiKIP/EInS5fwL+lvX7bNr+Mc0x8LNf8O2Y11C3WlhxF9YDBxEvk6kUKRJ384YOcf+Ir5dK3BkXi3sRZkncGYUymFh4tScWo+sDE3AwIadkuZ9KuWOHoF5seHG5Bw/irJTrXGP7km8CX0ABClCAAqqAeyQaNpHl232tdWD6Sqz98xjS82zjSksx2apK9WHH++aXeaBa43rwlNVCLNsqzPt5G04lSV1TXrJD6uPEncsxb/M6aS/LROFyQBd1WVh7sn0Pflr3B86mqBNnl60fTYU6/LF4Jg7lyJxV3p6WyUGtJV/eDw/ENqoHLz8f68tXY/4v2xB3XuqoC8W7a4U53oT8HKmP8/HHTz8iJ8WySkz1rvfI5KGh8LHlJsxHLRu3Y2y606vQ98lJ2Lr/vL2+84tshD7v/IAZ497GjY1izSuvmPc5qq4Wly+JGA9UbVQX3va412DB2i04mXihuItwftdKzBfnhDyJWw6mltuvt5S7N9Gh3IZ4evT3+PrTEWitlivzjpQs1/Ir/6UABa6fQInm/pWEUatzfzwTId3M7F94kjF66GTsS8lGQXkfeGUOrsia1FnYOnMERi/3Qs9x76JxoFfxMpXyga5O+pOcnCyrDkj29goTKGWK4wMU+L8W8EJ0HXUlleJZv+Z9tQTH5O9NnXm85GaURo46HMP6uLSh1AtGlt9k9vUbboSfOtu5dae1457FhGXbkJCeJ8u/Sa8saSApMmtXYYEOmfE78MWQWTKPh8wqHhUsDQhftO3ysMxTIckO6/6bx7+FeVv/lqtaBmvjSvaXFUQKdLmyNOxcDJ61H4H334bq/uqyrtatRMgm2c/2ROmf1ng9HeL99DlMWKLGm1sm3ixbvEX3o2lUiHTpzca5QzKniHV0iqe0RdWRL/bi5DwNukxkyU/bxS218ai+wJCbDa2aSHKT0cIuC7HzXKq5p0VxhBrUv3cAvvugF6KDfKwe2dYhOhrEtrpRJgn1tDut++x5TFi6GWfTJG65suXonHV2JyYOnSXdie+TuGUZWnVskLss7+fyfbnl1runv6zy0gtVg32tx8+xlGs/seIoeY8CFKAABa6VgAciaqgrqRTP6rRk7i/Yf0p6CJSZ70qti9ULBNYPZi+5V2KYiwZVmzaX5Un97G3fLdPewOQf1uD4+UzzcEc1YaHWx0VSH2cn7MZX78xGenpbNIyMlgUAfNHqnvsQGhJq33/njDFYuH4XzmbqzMkHtWx1/wJdnixluxgj5vyBojatUKNKoH3IS0kZtT5W9ypv0yCmabOS8U4fKvGuxjGJVy/1Wul4Z7w7B2kpN0m8VeHrnoekY0UwWOc3cZdRJSapYu05GTVOfTayTEX25WVtURRIokQrq8uYpA0ClxXYcz4e2QZbra2+SoNat/fGpFFPoUn1UGu9KHWtUVaFVCTuJk0R6O9vd9r61VsS90ocTZS4pTd5cdx6s/OM9yTu5BvRILIafNVl42XYLlxWYk/SmbLl3vYkJo18Gk2rh1mPL20pc7m26PmTAhS4XgJOJzqgqYaXf/wUTWWsun1CnuOz8MjQGfjrdLKMEzRYPmRLf1rKJ5pJrgyrsy2v+3ownvtyM2r2lDWpO1SzNO6tErrE3/HRgK64ufUNuKHb61h5KLWcL3TXi43lUqCiBTRo89QAhIdKRW3LMOyfjlETl0mDKMPaIJLVUNSlUzOOYt3ardK10/rtPjsDOfla6KRXg9oQibj9ETxaJRTe9gMB84Y/jcHvzcS2vSeRKMvVJSecxu5fv8eLnZ/DsswC3Dm8K2oGeJsTFVVv7YJ7woNlBRFbIKn4on9fTF26DadlcrKMjAzpWnoSW78fiy79xiHDoEG/h1tJjw5bLxKxU1s29tZNNtLzi+TzonzTSFmi9lFJqvrar1oB80f0waB3Z2LrXyeRYIt3o8R7//NYmmHAHW91QS1JPmg03giKdIVtSqH93y3EjrgkGWZXIA2/fJk75AzWjH8Zv+dkwDZTh0SCnJxkrPl0GL79M94654YY/bgNKZIMUhtEjltMm7two6c31IXq3H1rIlzGCqs0kbd1RbeI8BJxLxj5LAa/OwNb/jphj3vPxh/w0gP9sSRVh45vqnHL8rIOBcz/aZske8sp9yYp18vHPImqu28NWQbPcYyywwF4lwIUoAAFrpGABi269UZ0tSjzsqPmgx6Zi8+m/4i/TiZJcly+NEui3yjZ9bzMk9i88TdkZ+days7NQl6e1rzMqTq3lZrgD7+5Ex6qWhWh9qEPwJKxr+L10ZOxduchnEtIQXLiGezdugRvPP4SFh5Pxo0v3SfLmksiX44addM9uCM6CoH2iSLSMWPYq5g8fw2OxCdZ6+NT2LnsSzz54lhpL2jRs1MzRIRKIt22lbjSkIssbaFc3ChZz9leGi5L1D5YtRrCHOJdOm4I3hj9JdbuOISz5njjsXfbUgzt8TLmH01EqxfvRf1qEq+rF/yryNBX66quRxYtx45Dp5EuS80W6LXITjuHDdOHY2fCSagL2KpbkSQ/cnPT8Ou0jzB760Gk6iz9Kpet+R1nEjLK9CSJbHkLWvoHmyczdfOphhAfb6iLw4XfdC8erBaLcIe4l336hsQ9ET+XivvNnhL34QS0GHgvGsTKhQdLKOZ/l635A6fOybCUEmZARMv2aBUgPVflVW7e8n76eJnLddiVdylAgesgUHx52InC3aI7Yu68j3Bv75FIPpcs4/0kC7zhczyyYQWee/dVPHpna0RKo93Tw9LwV+SbTIGkcpNO78bCSS/LxH2e8G//Bma8ca9cYXZs2gPHV07H4j/iLR+2x1fhowWP4t7Rd8kV0pKvcyJs7kKB/0sBTWRHjO3dHK9M246ETLmyIe2Q/fPeRk9pFLz/8mNyxcQX2uRDmPPRm/hpr/SCsk0qfnIWZsypikYFaaj28PO4t1EMnvr0Wax6+UucPJtmr7B3Lh4L9SZNArmly80kQ1Q8ENjgOQx8oDH8vKwfF571MWDkI9j61mxzl1WTucJPxfShvTE9vBna1PXA3t37YZBEi4unHxr0G4sHGsmSsG4yvlfWpTXK5J/pZ8/LfVtm4yS27DmODtX9EebvWdzt1P4uxaD3WIn3lUk4fibVHu+uH8dBvVnizZCfMhLXHG8/DJB4A2SoDOCLKrVkwtED0tIxl7cZL78yGiNf647I7EMyBvcrHJRrMEUmuWLjIuNwVdNfvsL70jj7fZ8Wr3ZS7L2C4xYMx2SZLO2lrrcgMsTXHKciSdvkv7bhtwIDDFJ2q76dUTPQBxapGDw5pi9WD5ok43XVuC3n+/tPn0K9OcYN2TeowbPor8YtCQvHLW7B25hSV8p9+NaS5e6Vcg166NVyn5FypXdHyT0dj8L7FKAABShwLQQ04W3x9mOt8GZqMg4las1Vy+ElY/H8+TMY+kJ3tK4VhsKM41g04V0s/i0eMjLUsp35AQt+iMIhLxNi734cd7SoiUCvSHR7uxfWvZmBrL+lzWudbPuv1VMxQG5AqNxy5CbdEeWzPqDOE+jTqaW0ra09Sjxqo9fgB/HbO6nYfTTZvtzqvI9exrzpDdGyti9OHD4syYJ82d0XdZ4Yjfta1UWQTCquSH1cZCxEZmIKCqW3hGU7g10Hj+OOptXgE+Yj9ZxG6kbrU+YfkXjk7Sewblg6Mg+ccYh3Gl5YPU1eUSre2j3w1H03ICpYhthIP5GwWD/pDSPtePPqMjsxavSHSH/hcdR1TcDKSbOwJ1sSQTJvicZFLjlIfXxky3x8enYqjh7LQa8GD0s8lmDOLBuLmTVD8GKPTqgZKaumSaJHkYnPUw/swu/S+yNHrJp2vwN1YkIgpypbJLq+1RPrsuVizH41bkvCZO+ar/Ci3MrG3d0cd3SIGnfxFr98HL6Rcr17dEatqOJy0w7+jl152VKuO5pIubWrhlrLLd6X9yhAgYoX0Lwj29UU6xFaD0/e3wLZa3/DOfkuYZIvMUZTBvZsWoU533yNXcdkKafjp3D00F/49ZdV+Or9V/HF3PU4keaLFr0+wHcfP4YYh7k+bLGk7luBH7acsix9KZ+ySnQ79O7cGL6SjS3xmWvb4f/457Jly6DT6fBIt27wkCEF3ChQvoArYm66A8FJ63HgrA55Mvmv2nDIP/0XVv4wD9/N+hbzfliHM3pvSSoYpZeH+sXaBR7efkg8sg/7j4egQ7eOqBvug4CqN6B9jA6/7TsFrayTV3IaYa25YaPx9EVw8K0Y/93baBUTWGI8b0CtdmgZcBa7/k5Ebp46y7v16o8sP5ugJjHkS72PfxCC7xqMWW93RUyAl0SiIOPMUez7YwMmvDYBR7Kll4L8bavzfRz7dQ9cI2SCUK8AVAmRxIS9t4hFwje6FdpJvDv2xSH/IvEGSbyfz3obN1QNssbrjqhYd6zefAAZ0oBSN5fMOGxZvRyrt+5DtrcPnvvoE9xs/BP74tXuphJPZgKS0jTo+OIkvHJPE3jnH8a3i7YgT3qpHdy8EpviChEokzF7GPMRt0eSsIMm4pTM6uYf1B7vjO6LepEyQan1Q8o3uiXaReuxc38c8nLyL+J8Cz6dORytY0Psk9wVpf+N7xZvtpS7xVpukEwCbbKU+/HgiYjLN5rLHTX6Geli628v16LGfylQUkAdCrpcJhBu27YtGjRoIHP+OPSyKvlS/kYBClxQwBWRLdojNOdPWTpchj5Kj0S1DtSe+xvrl36P776VunihDD/JdJEv5pKikOSFWkO6Sw+85Lgj+PuYD26451Y0jA2WL+gu8IloitYxJhw8elp6YOTJF3zL6y3F66TSkoS7hw+Cgtvg3Qlv4LbGVR16VAL+sTegaVA6Dp1IQHqWtrjXoSw/m5Qgc0oUFsHbNwCBtz+H8W88jiYxQZLeV2SIRhwO7t6IaSMnY++ZJBRY6+O43w7A6OcPL98ghEsC3cOhF4Qak09EE4lXMcebmSHziVwo3qCbMHr867i9WTVrD1J3RMS4Y8ufMneGDLtVLyy4ZMdj14Y1WLN5N1JcNOgxbDhuDziHk9JrQqadkueTkJKm4KYn38fAB9sh3Hgai1ZslV6OuTi6awO2SALEw9dXhtHrEL9/Pb4YPhkHZF4rHyn7tSFPoVW9CPucXD5VmuBGifvQcXGW/S8Ud6DsO+rz19Gheay952tR5jEsXrlN2gY5OGYuNxvuMgusp4se8Qes5Z7Lhpda7qu9cUP94nIt7yP/pQAFnBHYtFHmrsvMRLt27RAZGWn+znAlx3GRceLWbyhXslt5r83Hoe1rsfCrMVhzUAeDjG03SrbYReMGFxmrps567Cr33eVW/56+GPDs47i1rsNkeqUOmbp9AroO/hbZ6prgss/DHy7EiM714Wmb7KfU6/+ff+37zDPm7oVz582Dn4zV5EaBiwto8cePU/DG+EXy5V2+PFt7Rqjzd2jcbsXIr4ei/qnP0H/sVuTKn0+rzv3Q54kH0K5hNfn7k2ykw5Z5dAPGD3wXP6dmQGttjEnTQo7jjuj2/fChfHFvHiE9FC6QXTy3YyHeeOtLHM2wLB+rHtpFxomoX6C6vjwGL/e8HcHetvk1tPjpxYcx4Y9U5Nl6mzjEYr4b3gffz3sWtcJ87WNpHV+SefRXfPGixJuSLjPL2xqDtnifxQej+qKF9GwpHe/pLTPx/KhvkCyNMvUDz1WGwWiaP45xb/fHLbVDELfsPbz0+Sqk5RrM8T/2xkS8/HAbmYvEHflHFuKRFycjTSY1UxTL55rai0W9uUjDzFUagfU7DcDIQb3RqJyy1fjVuCe89B5+TpbGmzoPivmkLHFHtXsG78uQllbRkuBxcDaX+9IUpEnD94Ll3tcfIwY9hcZRZc/ZXAT/oYCDwP59+9CvXz+89tpr6NKlC7x9bJMKOryIdylAgcsU0GHf6u9kCOkCnE6Q4QxSF5vrF6mL3TQ3YdC4wWilXYi3J6xFfFohmt7ZE716dsVtzWrCVy7wld6yT26XnpEfY8XxM8iU9rOlda7WE26IaN0Tb73ZD+3rhMGzZDVuP8z5Pcvx3ruT8eepROis+6v1sZu7G+7rMxwDe3dGNemNaKlmdFgz4ll8+esRJNl6nNiPZL0T+himTO6HG+tJW730c/K7Gu9Xb36CFcckcVA63ht7YJgar7TzvUrFe3bXQrz+4Uzp6Zgs/UYt9aim0QMY8frzuK9ZVZxfPxHDJvwow2xypD52xf39pX7ufhcig72hPbkcz705BYfjZEJTSbCo3zPUCyuW+lgdpuqG2h2fxJCX+ph71pTXCTw77jcZ3vMJlh05VU7c3fHm0H64pZ70QnWIWy33+WFTcehk8gXLrdWxF4a82Ac31Q6XBFY5YHyIAhS4YoHRo0bhxMmTGDJkCFq0aGFuv1/JQa5hoqO4WG1OKs6eOiNjCxOhiaoLn/QTSDL4IyI2GrVq1kSYr6zW4tCgL96z5L3k47tx8EQGvGIa4OYmVYvnAin5sv/735jo+L9/C6/LCRjlas3xI0dwPt2AImnIRETVRJ3aMfCWrqa6pIP483AuYps0RzXpfmrrYVB+oAU4f/IY4s6kyHAXaTDILO4xNRugnnT5dCuVGCl3f2MOTh8/KQ29THO3We+wKNSpVx/hvs6sslJuCaUetMR7SuLV2eKtIfHKmOWLxiuTjp5JSJOhHnIFzScE0VWCZA6P4pZMZtJpyMqw8I9Qx9c6xF6QK6u8uMj8KL4wajOQmCw9PpKzkC/jmDU+QYiVSWJjw6XHS6leKKWCll8LkBQnzjKMRSfJDtU5ukZ9iTu0TALKvG+ZchNlcuZM6eFhKbealFv9ssotGwkf+W8KMNHx33zfedb/rIBJn4G448eQkJqPQkkshEbEonatajLU2h361KPYeyQT4bUbIjYioMRcdOVHVYiUMydx6nQS8gzSU8TDU9rOdWV1L0kYqN1DLrWZ8qT9HYfTZ9PNFxy9QqqgZp16iJBelf/MdcLiePMlXpM53jqoW1USBaWGpJcIXSYdTTifhny5YODlHYRImffLw+H8slPPIVOuiHiHRiHUT1aIsVXVhXmQziAICpQJ0QtypC5OlFsGcuWiqIv0CI2R7xjVI6SnTKleKCXKNv8icceL06nzZmc17irVJO5qVeBdXtxSbqqUG2grN0XKTXKm3LKR8BEKUODCApUy0XHhcPlMeQJMdJSnwscoQAEKUOBaCjDRcS01eSwKUIACFKAABf5JgatNdNhypP9kjDw2BShAAQpQgAIUoAAFKEABClCAAhSoEAEmOiqEmYVQgAIUoAAFKEABClCAAhSgAAUoUBECTHRUhDLLoAAFKEABClCAAhSgAAUoQAEKUKBCBJjoqBBmFkIBClCAAhSgAAUoQAEKUIACFKBARQgw0VERyiyDAhSgAAUoQAEKUIACFKAABShAgQoRYKKjQphZCAUoQAEKUIACFKAABShAAQpQgAIVIcBER0UoswwKUIACFKAABShAAQpQgAIUoAAFKkSAiY4KYWYhFKAABShAAQpQgAIUoAAFKEABClSEABMdFaHMMihAAQpQgAIUoAAFKEABClCAAhSoEAEmOiqEmYVQgAIUoAAFKEABClCAAhSgAAUoUBECTHRUhDLLoAAFKEABClCAAhSgAAUoQAEKUKBCBJjoqBBmFkIBClCAAhSgAAUoQAEKUIACFKBARQgw0VERyiyDAhSgAAUoQAEKUIACFKAABShAgQoRYKKjQphZCAUoQAEKUIACFKAABShAAQpQgAIVIcBER0UoswwKUIACFKAABShAAQpQgAIUoAAFKkSAiY4KYWYhFKAABShAAQpQgAIUoAAFKEABClSEABMdFaHMMihAAQpQgAIUoAAFKEABClCAAhSoEAEmOiqEmYVQgAIUoAAFKEABClCAAhSgAAUoUBECTHRUhDLLoAAFKEABClCAAhSgAAUoQAEKUKBCBJjoqBBmFkIBClCAAhSgAAUoQAEKUIACFKBARQgw0VERyiyDAhSgAAUoQAEKUIACFKAABShAgQoRYKKjQphZCAUoQAEKUIACFKAABShAAQpQgAIVIcBER0UoswwKUIACFKAABShAAQpQgAIUoAAFKkSAiY4KYWYhFKAABShAAQpQgAIUoAAFKEABClSEABMdFaF8GWW4uLhcxqv4EgpQgAIUoMDVCyhXfwgegQIUoAAFKEABClRaAbdKG9l/KDBXV1eoN51OZ/75Hzp1nioFKEABClSQgMFggJubG4xGo7m+qaBiWQwFKEABClCAAhS4YgFFUeB6FZ0BmOi4YvJrv0NEZCQKCgrww/ffmxuh174EHpECFKAABf7rAllZWahVqxYOHzmC7OxsaDSa/zoJz58CFKAABShAgUoqkJWZifDwcHh6eDgVIRMdTrFd252Sk5KwY8cO7N+/HxzCcm1teTQKUIACFLAIFBUVoVq1ajh48KD5AdY3/J9BAQpQgAIUoEBlFcjLy0PDhg2hlx6pzmxMdDijdo338fL2RuvWrfHBhx/CW+5zowAFKEABClxrgePHj+P999/Hq6+9httvvx2enp7XuggejwIUoAAFKEABClwTgenTpyMxMdHpEQ9MdFyTt+HqDqLNz4dWq0WVKlXg5+d3dQfj3hSgAAUoQIFyBFJTUpAtw1fULqARUt94+/iU8yo+RAEKUIACFKAABa6/gGIyIV++J6tzizmzcdUVZ9S4DwUoQAEKUIACFKAABShAAQpQgAKVUoCJjkr5tjAoClCAAhSgAAUoQAEKUIACFKAABZwRYKLDGTXuQwEKUIACFKAABShAAQpQgAIUoEClFGCio1K+LQyKAhSgAAUoQAEKUIACFKAABShAAWcEmOhwRo37UIACFKAABShAAQpQgAIUoAAFKFApBZjoqJRvC4OiAAUIltwTAAA+xklEQVQoQAEKUIACFKAABShAAQpQwBkBJjqcUeM+FKAABShAAQpQgAIUoAAFKEABClRKASY6KuXbwqAoQAEKUIACFKAABShAAQpQgAIUcEaAiQ5n1LgPBShAAQpQgAIUoAAFKEABClCAApVSgImOSvm2MCgKUIACFKAABShAAQpQgAIUoAAFnBFgosMZNe5DAQpQgAIUoAAFKEABClCAAhSgQKUUYKKjUr4tDIoCFKAABShAAQpQgAIUoAAFKEABZwSY6HBGjftQgAIUoAAFKEABClCAAhSgAAUoUCkFmOiolG8Lg6IABShAAQpQgAIUoAAFKEABClDAGQEmOpxR4z4UoAAFKEABClCAAhSgAAUoQAEKVEoBJjoq5dvCoChAAQpQgAIUoAAFKEABClCAAhRwRoCJDmfUuA8FKEABClCAAhSgAAUoQAEKUIAClVKAiY5K+bYwKApQgAIUoAAFKEABClCAAhSgAAWcEWCiwxk17kMBClCAAhSgAAUoQAEKUIACFKBApRRgoqNSvi0MigIUoAAFKEABClCAAhSgAAUoQAFnBJjocEaN+1CAAhSgAAUoQAEKUIACFKAABShQKQWY6KiUbwuDogAFKEABClCAAhSgAAUoQAEKUMAZASY6nFHjPhSgAAUoQAEKUIACFKAABShAAQpUSgEmOirl28KgKEABClCAAhSgAAUoQAEKUIACFHBGgIkOZ9S4DwUoQAEKUIACFKAABShAAQpQgAKVUoCJjkr5tjAoClCAAhSgAAUoQAEKUIACFKAABZwRcHNmJ+5DAQpUcgFFgbGoAHp9AYwubvD19YLGxaWSB83wKEABClCAAv8nAooRBr0BRSYFLhoPeHm6wZX17P/Jm8cwKUCB/4LAFSc6jAV6GIrkQ/0KvjO5urrCRW6uLhq4urrIvurtv8DLc6RAxQooigmFBh20edk4d3Q31q3bjkSfmzH0xU4I8/UE/+wq9v1gaRSgAAUo8O8UKMg8jjWL1uN0Wg486rZH17taIyrYh+3bf+fbzbOiAAX+DwWuONGRdnAj1uxJlavDRSi8jBN29/eFr3cAQkKCERwUhMDAQPj7+sDb2xueHu7QSOKDGwUocA0EjDqkJcZj/28bMO/L8dh4Kh8FJjlug0A81+9uhDLRcQ2QeQgKUIACFKCAgj1z3se4r7fhdIbaGl4At3nfo8ctjRDgTh0KUIACFKgMAlec6PAK9kJS/HEcWLMGB7LSkJFfAMV+Jhp4+kgCw10SGBoXcxc+Rbr2FRUUQpuvhVG606uvbXlXNzz0YBfc0qYZYiNC4Ovhxgy43ZB3KOCcgCH+Fzz21BhkZmUjN1NnSXKYD+UB+Qtjbw7nWLkXBShAAQpQoJRAPhJOZ8JgMJofd3HJxZm0bOgLjZLo0JR6LX+lAAUoQIHrIXDFiY7Amh0x7L2OwHvDsGFcXzz35XYYCtXLxrJ51EKnpx/ErY2aomq1cAT6esCYk4zDf+zAwnlLcSonGxk5Wvy1/kfzDaiL1yaMRZ/7WiDET7rVs3OHxZH/UsAJAbfQ5hg3cRZC3U7jnadfxZbkbBQWZyGdOCJ3oQAFKEABClCgrIAfWtzTDjEH0mE4nwdXt5txc+2q8PdikqOsFR+hAAUocH0ErjjRURymL255sDPcpu2SREeB5eHmT+Dd1/sizNux314TtGh7J3oOHIjdy2fj5Y+/RfL5VBhk8iYFx/H5oIdxZMR3+PipDgj1c+dV52Jg3qPAFQloAmqidUt1l5p4oJUnfl8P2P40r+hAfDEFKEABClCAAhcVqN3pTUyu/QDiU7UIqt4AtSOD4Mm1DC9qxicpQAEKVKTAVX0kF7l4w8MxNSHDWPQSfbkXkd1CcMMjg7Fp+XQ8FhsNf3VSUuuZrv7gaYz/+RByzRMKVOTpsywK/BsFCqHIMLHy/xD/jefLc6IABShAAQpUtIA7qtZrgXbt26FR1RB4ul1Vk7qig2d5FKAABf71Alf1qexbvT7ay3gTx24hjvfL0/OIaoNPNs3H09Ui4e4wVuXbV4bj52PS1d46Cqa8ffkYBShwOQImKEWX+ku8nOPwNRSgAAUoQAEKUIACFKAABf7/BK4q0eH06XrUxevff4QqId72Xh3AX3j1i6XI0MnVaKcPzB0p8B8TkJ4bJqOsgFRUhCK5GdUhYUoA6rRtADdZ1ehyN8VkMh9HPUbxcS53b3mdOQ6ZeNi+vyRb1F4ll9hMUq7RKK+1vU72MRrV4xhhusj+VxOvugSvpQzbuV5erOYQredpVM9T4jSZveUZ8zEvnaUtE7dRfb9sJ3+Rn1dZ7kWOzKcoQAEKUOAqBEwmo6Ueu8Rnufr5b67vSrxO6nDz45d3jJJhqvW/7Gerd9W69DIqlLJxlKx3S4TnWKDUc2p7w17PX2Z56iHK1LtXsK/aPdV+nuXUu5c8ZXPcDu2Tyy77Kst1tON9ClDgughct8u+brF3Ylz3+uj79T7obN04Vn+LbUO7oUtdd7jZxrVcFxYWSoHKL1Bk0CI3Nwtp55ORJX9D6p+Ml08wqkSEw8MnUCb3vYw/ImkAGHT5yM3OQmpqGrSSYFAbDV6+IQgLDZHloP3hJTPIX/hQJhTq9cjLkzjSMmTGebWhBWg8fRAcEoIAf3/4eLqZV2Cyi8oLjMZCKVeH7PQUpOe6olaD6vDWmJCXmYbEpAwYjC4IqBKFyDAZ8yzdge1n4hhvmsQrM9xfbryKqQh6bR5ycjKRmZEnvccsq0CpsfqrS1/7ylLYPl5wu8CS16ZCveybgVT1PGWYnaLxkPMLgL8soe1WmIGEFA/Urhcpq06VMxmdNe48cU4pFXeoOAcF+olz+atP2cpVfXUXKreulOtRTrl2dN6hAAUoQIFrJqDWY0WFUqfkIys9CVl6H1SvGQ1fmaPOXl+phamvMxWiQOq7rPRkZGo9ULW6DN/2lsn6C7TIz8uWujMbWkMBXDx8ERYWJvWBv9QjDvVemaCl3jUYoFXr3fRM6AxFcmEAcPXwRlBwMAIDAqTeldUPS9Rllnq3QKdHdkaqLAwAVK2lTp7qgvzsDCRJvauT2ct9wyIQERYMH6lP7Och9VeBXou87Gykpqch31BoLs/TJwghUs8HB0k7QVZPdC2noaBIEsjcxpC6MzMzHwa1jSHno8bqHyj1rp+13tWUf76mIgPypM5OS8+AVi/n6eoOP6l3A6TedTdmIylVI55VpO72KKOkXoC4WNxBErf3BeIuv1x/KdfPUm6aBjGxVeBXXrllI+EjFKDAdRK4bokOyICXm58egMB5g6DP1luv6B7Hsi3H0KlmK7jJhzw3ClCgPAFJTkiC4+CWn/DZmLHYkWCCl6cnNEoh8nK1qH53H7Q37JMv40Xl7Wx/TDEakJ18Chu/n4HxU1YiRf4KFchS0DqDuadCeLMuePWNF9C5dT2E+nuWbcRI4y0vKxm71yzCtOlT8VeSi3lZ6UJDnjTaJBFQqwMGDxqAnh1bITrEV/aXyVENOmnY5SLp1AGsX7UEk+asQZ62FmbtmINWeQfw2SuvYtExabipK/aF34Mp8z/FfQ3C4Cnf4c3xppzGpoUS79SVSJZGTMl4H8Lg1wei8031EFYqXpM0KJPjD2DV/Bn4bM4GFLp4mBM4akMzT1sAU1hTPNqjF57u8yCaRATCo0QDETDq83DkjxWYOPp9bEkwwlWW0HZREyc5eWh+1/0Iz9qA9YeewfJNr6BBtD8cP70UYwFyUlTnmZgwbSXOyxWpEnE3fRCDhryA+9vUR1iAVwlnS7krMemd97D5nEO5uXloduf9qJL1KzYcehpLf30FDasGlCjX/kbzDgUoQAEKXCMBRb48Sz2Wm41zx3Zj/ZLF+HblNqTlNMPkZZ/j3htqwNtcASgoMtd3eVL3HMbmFYsw9ft1SM6MwrjF03Ff43DE71yBKRMnYNPBJOQXWsKr3vZJvD78RdzTrBr8ymsHS72jzUnB3g3LMevr6dh5Og9GF40kTfKl3pVehtXaol//fuh9b1vUqBIAN40Ligr0Uu+qcRzC5l+WY+q81UhOi8BnSyejY2AaZg5/C/P/PI1MNYbQ2/Dh5A/RrW0t+Lu7SL1bgNy0eGxfOhdfTluKOGljmFyM0OkN5t4poQ3vxvMvDUCX25ohOtinRHLFVKhDWsJhrF08GxNm/yw9tqWtIj1N1cfztbJ/cH107tpd6t0uaFWjCnwk2eG4GQ35OLl3HaZ//DHWHc1AkUbaIXL+hrx8NGh3B6IK9+C3ww9gsnyPaN8yssQwekvcZ/HbsrmYLHGfzMkXJ4e4G9yFfi/1x8O3N5e4fUvEbSv3q08+wboj6Sh0LLdtR0QV7cWOw50xcc4g3HpDVIlyHePnfQpQ4PoLXMdEh6xGW+1WvNRAg/f+AGzzkG5YuQPZTzSDt3uJaU6vvxQjoEClEDDJl+tzWPHpIIyctxt6Vz8E39Idw566DcFZh/H1F9/h4PpvMVvtmnmxeCXJkX50PUZ0fx2/6hT4+N+MPn1vQ6D+COb/uB7nE1KQtn8Zhvdehl1vfIVRz96NiABZAtp2TElyZJ39E18O7ofvdufDXa7MdOrzCu5s7C/lT8KidaeQErcJX7yyCb8+8QmmDHsU1UOLsG/dYsya+IW58ZBfZIuwCtL/3oHRb47Euows6G0Pp67Fws2HcWvNtvD0NCL92AaMVOPVmuDt3wZPP3M7ggxHseCn9Ug8lyzxLsfbTy3HrtenS7z3IDLQFq8RyTvm4f4XP0VyRi58AsPQrf8wdGkXi7hNszFlwWacTTmAxZPexOIjWVgvy2bXD7ckZsynayrAsVWfo9fI2cgzeeGu3kPQ476W8EiLw6oxE7Fm+8/4XStXuFp4SILWLmSRkkZi+rH1GNVzKDbkFsHL/yY8JXEHFxzDwiUbkHA2CWkHVmBEnxXYNWSqxH0vogK9LD1opNzjq8bjyVGzkWv0xF1PvoYenVrBIz0Oq8dMwmop9w9ruRqPUuXa3if+pAAFKECBayeg5GH3qrmY9tkMbI9Pgk7tSmHetJKgl6Edtl/ldYfWL8HsryZjzf4EZKvJf/PrmsCQcx5rJozAhEV7kal3hbu3H9xMOvNwyDM75uLlUV5YOP7F/7V3HvBVFF0bf9J7J6QntFBCDwoKqICKiCggKCBNAekIggghNFFBiiAgvapU6R0JqDQJvYWShPTeey/3O7O3JrnAG1/ej5Cc5XfDLbt7nvnvvTszZ86cwaueDmWjm6nezYy9jc2zJmHz2WgUmViic98JeKu1E8L9t2D/qXuIjLqEjTMu4eIVHyz6eiBauhvi/rkj2LZ6BY7fjEK6SocX0oJuYfGG1fjjUQTSlbpTzuHwP3fxelMXinTURVroBSwc6YtjEanQtfBG3+Gvw9kwBoeO/YmQkGikPvDDgnF+uDZqAWaM+hANHMjRL1VHJUi+fgCDvvoR90LjYGJpg/do2fvenZsgkd7fuMsPQVGBOL7pGxwPSsaO70aiQwN7dXlp4CbszAaMmbcJ4akleK3POPTr0R7WebE4vXI9jt84h9s0SFHShCJXzMpFg1C9m066F42ahaPhSdAh3R9S+8bFKBaHj/+FkEdRSHt4GgvHn8b1kd/DZ1QfNHSkgQKhW9j9cyPGfrMJYanFZHcs2e0g2T3z8wYcu3n+8XblXwT+ywSYQBUi8FwdHYABDKxpZFSzjf60DloVgsdSmMD/N4GSgjQc/X44Zu15gCyZOd4c8yOWjX0TdlL4ZGd07f4Ofuw+GGuDI5CranGVVylDfvgZjOo3BdcyS9Hm03lYNrU33MxptIR2HTbkEmZ8PBEHQ2KQT+c4tHgk3Lz8ML5LExrhEXvQ8bH+8Hl/FE4mp8PQ5k3Mp8iLd71qU+SFDnr0fA+Np7+FGb9HIIO8Fnd2TMeqds0wu7sVzq/cAeOmHeGZfA73EtNo+og439/4asTfMLephToOtZFAU2kyxKiRnjFM9Q1Ik9D7J8b0/wpXM4rhPfQbLCW97hYU/aDQ69tvEg48ipb0Hl4yivT+QXq9YEnht7LicGyYvApZ5OQg9yoGLNyGqe80hQWFibRv2xHNXSdj2LcHkSAiy/wWYP+trpjYyRPmhuLsVNr065g7fw/S0gvQb/Fu+H7YClYmYpqIN9p3exPtF4zBrM2XkJgndhZHKDc557EDpuIKDZW1HjIXP5LuOpYmCt3+mDXgS+wPipQay0d+HAPXxicw4e1msBK6lXbT8vHxol3w7aNh9x2y+8M4snuReJG9MnaV9vl/JsAEmAATeKYEChJxZq8frFs3QW1avz06LlXKjSVsiCnXqvYsOTou7ziCfNfmqJtQhAc0eJBP7VvgEmZOvQTjEiuYO72MIT3fQXOHXGzcvB0BDyIo3xaFM97ciJNX30QjFzvUNlM202UoSLiBBUMm48DDMJRYdcBMirz4sEMDeb3cpwea2vbHnN+uIyq9FA8OLsDGVg3h+1EDXNm6HzLHpqjvVIR75FyXIibhj+++vgQzK1u41a4NA5oKm071brGuoVTvUg2EguiL5ATwxemQZDT5aAq+/6o/mjlZQ9R+w4fewMJRPth59T4ySLPfOh84N3DDhF6vwcnMgOrdaOwgJ0U8OTlEW7/n9BX4qs/rcLKg3GEdXkdzj3mY+P1OPIjOgOz8Kpy8/jpFQ9rCwUw+BVOWcRfLVuxHeGQa3vXdhOkDO8PVWj495dW3OqPDKh/MW/8HHhXQ6cukx5LrnjFmJvweJaFR38n47qsBaOGs1r14zAzsuHwP6aT79HpfONV3wxe934CzOelW2A2LTEW3GRvhM6hLGbvtV8/At+vIrlhisoxdes0bE2ACVY6AvCX/3GSZoeUrL0FXT35jk2REp9PopXzu/HOTxYaZQJUkUIxHhxbhm4MhyMovhXmXKZj3eSfYas4RNamPCVtn0RxbS3X0RbmyyIoz8ftiHwRkZcK45RgsmviByskhdjVyeBW+y8fAztpMdY6flx5CZEaeVK9Lx383AX9lpqPQ0ByT1n6Hro3lTg65KVO069wDRsYmKsvXglJRKHPHl3+cxo/LVmPtggGwpg4/YEsPPRiYWWPs0t9xwP881s4ZjXb1PNC88yAM69aUGl252PPjDASQPcMWo/ED6VU6OYQBpV57G3OV3lXLDiMiXa43L/QKDtM831yxM1qgXWPnMvksWr77MbxMKM+G9Ln4U9ZrkElTXkKKC1FMWuvXsy03rY5GqSbOQidHGxiJ4mg4bQWnvUtnIiAjjXSPwg9ffKBycggrRg6vwGfZaNS2U1+rNcuPIDwtF2LmTlZkgGS3SLJrU8Fu9y980cnJFsbGZe2Kc/PGBJgAE2AC/wMCxvUxc+d+LF9FUzlGdIa7rbgBa9l0nfD59j34edVGrJnzCdydrFQ7mRbZoAdFEhzesxEzvxiKXv3GYPcaX7TydFJEQwAXblIUSJboxcs3WXE2jq6gzntMGLIMzDBiwTT0aKdwcki7mKB1+7cpCkPUqfLtTlgGsgudMGLbHixevZHq3aGo42pDH4qHPvQpImTInLXYdeEcNv4wBZ2bNUTzjn0xsJs37M2LcXTdD7gREwFdr0GYMboPmiqcHOLshrW88cW3I1C/roOq2vtlkx8eRNFUD/o8P/IWTuVnIUXsjCZo3cAdFqbqBOlencgxY2MPdSuhbLs/O/YhwvJzkE9aPdxtYWKsrqEBK3QZNgld6nuAZnuWq3ezcWzDIlyPDodOk4FStEZzhZNDKBG6x88bgQb1HaUBB/Heb5tP475Cd3m7xuXtfjYRXTw9KMcKHfice1BCO29MgAk8mcBz/5nqGpiSQo3eQcJtxOdQiF/ZvsaTS8GfMoEaQKAk9z7WfH+U5gbTUIKeGSaN6EqjHzTNoVzZDT1ewVB3iobQ8B9q7pIbdAJLL1AC0UJQGGoXmFMXPicrixKbKh/Z0K/bAm30DWkcRrHdPYcwiiwophGMrAdHsexCHrLoeIM24/F2M3vKd1FWhW2jFrCzs4EZJfg0NbeEHiXa1BRq7+EJXX3RcEmihw5aDF6EwR3qwYwcJ6/2n4zd5y7i2Na56OBugeKQk/iJ7GVSm6/v8M6woHm25fXq1WkBb5rupkpHdvc86c2TlqsWGealNgkNtekY0vQSijrR3GTGVqiloyuNUon3C0VCVY0d4h8+ovnPIt9JEv44cRGxSel0Xo19TJtiwMfWsMyj26nGCE9e8B/46WIuhSwDfYZ1hqVuqRbdzSXdRkp7AecpTJdG1eg8cYHBKC4STcYknDz5GLsfUeK5ArIrPCO8MQEmwASYwP8bActawvGtqiUfa7e2ZyMYmoi2rtgM8bHvCviOeB8etqaqatGs3iv42N0StRWnM6E6UzO5Z86j01j3TxriKDDRoPlQvNaiDqzlyUDkp6W/1vWbwM6+FsyleteC6t2yEdO2LnWhL3nkhftBhiZ9fdG/UyvYm1nA+4OR2HTiDI5tX4h3mzlBJ+pvbLyUhliy171fe9S2NECeqo0g2grZ0HVphGbGZtSGUGwPryAqKYMiV+jsVEcKH4SeVO/S9BKRbFSj6pUZWcBWlwY5FIcWUiJUzRVjEh+FSwnLQa6Sv/++jLDoJBRqRnybNETP92vBUZ8aOhrpyPLDz2LTP5QcnJKtvtvvVThYGVbU7Uy6abqQSnfgFURThKnQnRQSjsJcMSySgrNkN1zYpQpZ1SYQdnvYw4ns6ojqmTcmwASqNAFNF+lzESpWXygzgmpIqyxQp0nzhvhchLFRJlClCMgQR8lH/6TkZtIYj+NgdPKkJJ1alyeyRP22rtC/lwxFjKpGSWQI8z9JHXcRdwlsXbMWJRdtYUDnUVXk1BDTyQ7AWcrOXkLRVsJfUloaiFgRaSCzwKU9v1IDRB4f8fKr5NCg5GLlPaZGdd7Fuu+LsP/iA+QauaDngJeoUaZs0lC/XFejZQJPfN7vlcdkLxd6/6CkbnK9v6xZL+k1FEnSpBKIP0LvPZzNJUeMht44oZem3piR46ePkyv26CYjv8Wb8LAxpjJRBnoKO86ncmTHhSKVludT+ihu3otGwRs0UkZOEbFZubuQU0buNbq88WsMS0vCgrF94OVSCxbkaNKnBlyz975Ei4RCihRRzhUm3ZdJNyWtE9uva9ej9B87VNCdcw9/5+RSsjM1Z6G7mHRbublAT3IGAVc2TpPszh/bF0017DZ9bxKaJxRQDhOlXckc/2ECTIAJMIEqQkDUd+p4BW+0aUyJPjWiG+QyjWBpTw53Ue3QIEJmTr7kUJd/Vkx5QfZSUlAxMAC0bNOEpoBQAk35h6q/hq6dsHBGEY5cuEPddDt07dUR7nbqmAmp3tVR1px18EmPdnC0V3X3VecRbfKoG2eRn5Umvbf3t+0ovfMXbMixoqwnxXQUndxg+CUkIVdVf4XQFNBMcgzIYOfqjfec6yCDpm2mN34d7pTk20iX6l1aqUa0H3ISwpFCK8coWwL3guIoMTi1bszl3RJLF0cYUJJ1sd3aOR9fZKTAd/QAtPN0gaWZCQyo3m305gi0iE+nARUlCdJ98yw5NlKl4/Zt20G6z1LUa0Xdp+ISkaPSHYqETNJNgxwWzpTU1Fhhd9cCTKAVaXzHyO1aKew27DIcLePTYKbQKhnjP0yACVRJAs/Z0VGE+Kgg8uKqb51o7Q0PuilpOH6rJDgWxQT+fwnk4OKe/dRAkHf4KZRDyoeh/XeiByfP+tRJDiCJ5Yf6c3Dv1k0USZEC+rCKvYRbcKTRFmVDQV2qFq1eQnZOtjTKkpjoCDsakdKlQNKEqASUinnEtLVu5gxDyidRcdND/dd7Yyo9nr6ZwUQsIau1MKT39i0UFVLLj0JtreIu4baOdr3NW7ZR6U1S6hUnpek8k06exEhyhBjQPA9ZUQGyUuIQE3QDfvt3YMNRfwoRVq78RGaEKY3N3r0ZrM1NkEhL0oq0J6H7FqPfvq14//PxGNr/bTRyrQ3LOh9g63fkoFUdl4P7ZXT74xbp1tfCuWkLb+TSCFIpjYAlJTpQvhVqwJJue/fmZNcYCSlZCrtL0H/fL5LdIQq7Vh7vY8u3mnZVAvgJE2ACTIAJVDkC5MjWjEx4jL6IW6FIzs6jGtycHBr5SI5NonpQHkLQtJGD9uVUaU+Pdt0wnh5P30xhTPVuuQXGFIflIehBAC1fm0Ov9WGZeAMPAmLJka8erFCev55nMzi706AIrSaWkmyPWmY0zVJUhEYeGL5tJz6hVdz0aNBAhwY1c1ITEPfoDv4+shubj4goxSxyqSg2UTSNroAtRV3Y0DK7+rqJkuM/4vg6jDy+F28PGIbBg95Di3ousHZ5C8t8NPsLeQjW0G2RcBMP7wndqlhPpTXUbdAUTm4K3Smk25SicwiGOdm1peV5lXYjT6zDqBN78daAzzB4YA+0qO8CG5c38eN0Tbuq0/ITJsAEqhiB5+zoyEXcw3gKcVPd6mBEyzxphutVMV4shwk8HwIyWkueOuCqXwoFVIhFS8RrdedaQ5rorKt21nifnhaLYAzpMw98s/sAPmhEkSHlQzLKHqJ+JYtDYmwpNWrkb+lJyUm1KlAf818+E3rlU9k8MGfnPvRsUhvG/6lelW09in7RlZbJu3PpDH5btgQX4qgJZ2QMr3b1cfdCELLzirQi03N9DXP7tcSMX/0RkUhL1En3qyQc2TBHerw9YhZGD/oAXu4OlOBUX+WwUet2x+wd+9DLy6Fyul07kt1W8Pnlkla7bw2fKdlt6uFYxq6qyPyECTABJsAEXkwCNO9DtdqqLAfJ8SXk6JAXRVfUu//baldqJ8jHIF0w6efN6N+xCawq3WPQgyHVu9lpsbh/9Sx2rVqBv0IyUKpvAs/mzsi/FUlJvsnJr+UK6Tm1xZe9vJGZmoyAyEzJOSSmk/jtXCw9XhswEZ8P+QitPV2laFFlv6GYgihlUvuEdK/chAGve1VOt9IuRW7ejVDbPb1zCcSjY/8vJLvenm6woqgcMSjBGxNgAlWXQKW7C8+yKCXZYbh9U91pEufu0q45rGjUk28dz5I0n+uFJ5Abh0u3Syi0UlGS/+IHoh6TCUEgZRYvkjLB/4eEchMQnFAq5ZAQR1yjZfMKi8pHjWg512OcLlr2rPCW0CsvbggtR5eGYpHAopJbUV4mAi/upZVYumPo2O9xMcUInQb7YOuxC9i5fjW6W9OUucee0xCvTVqLxV9/ggZ1nCgJGU3V0Wjc+G38Fn069cPaYzeQQsvdKYuq1h2KIMG50roN0XHiGiyeNhCeZNeynN3Tm75D3879seboNSRr2H1sMfgDJsAEmAATeDEIiFmPyqo1LxnhSUXIV9T/dx7E0zSPcqGH2kqlrIy0ffaU99T1VwRCY5ORV6AU85QDNT4upmSkIVeOwKdXHwwdPgunwgrw0ocTsWbfGezcvAl961CCUo39yz41QNvhC/Dt9BHw9vIgp4IhOX7UDZ/zO5djyLsDsWzH34hOz1ct61tWN02ryVdOjil79se/MsDLw+dj3jTtdi/sWoGh3Qdi6Y6/EKNh9/Hn40+YABN4ngSeo6OjGJHHf8cRmq+nug0ZWaJblzrQJw8wb0yACZQlIOp4VTVvVCqFnKpel931ia+k6AhFAyg2mMJhaV7qk7dS5KZnUiOLEnJRtndHIx0axZAfERwYhjxK1PnE9lRpIdIogWeBZkKvJxss86lmYmKhV5znyRvppXnCkl7asaQwB9f2zkX/MXPwV2o+TO3ewaJtfvjJZwjauJlDv+QpDUYSUFpqglf6z8XRvb/Ad2AH1KE8Gea0xKy63RWK5RM+x87LYciReFIOEZn66sTSMncFT3UIldUtwlgku/0ocoTszhjYEXVdK9pd8cUo7LwUQhE/T+PyZGr8KRNgAkyACVRBAlTv1qKwS2XO7/CQKHJ0aEy31CZZVoSMFEoM+rT6Wdux9J5mvZsQlkL5rLRHPKoPL0VeZpZkTwQ9lhTm4vaxpRgxaTYOhSZBz7YTZq6k1WrmjMVrDWvBmPSVMaI+kfyZVP8Zw/v9ydixbQvmjewGr7oUvWiqr450QQQ2z56C307TIEOevCehWe8mhqcir5K65fWu2u63Wu1GYsucKfj11HUkK+yWl8+vmQATqBoEnolH4YmdnMeUs4iSGG1dsZtC8VRuDlh29cFrblaqTtRjDuW3mUDNI2BgBEdDHXXHOiYaCVSB00rMldx0UFooxjzk26H5vyMwkcIzNVs1yg8V/5cWxmLjtFnwC6Ls43pOaNpCjzLNyz9MOnwYtxMyKWna44UUpVzGyK6T4R+RLk23KXf6p7ykJGKF+tT2kDsNDi8gvQkZT9W7afpsnHqYgAKKVok9vw5jFx5FSmY+9M06Y/neBejaXGM5XG0pRjRUyQrTERebIUVkmDo2xeB5O3D8wK+Y2KsRXCmRm56u8jaahB8WHoZIJiojl1RpkVr3kR/2IDCezvEUzptnzMEpGq3Lp3lJFe1ux7H9ZLd3I7iVs7tw0RHEpuY82eGkUSZ+ygSYABNgAi8IAYPaaNjEEJS+SdpS/PxoOkcScsT81cdsRak38fUAX5y6HoG8SvvAqf4qpnkqpfJ612/VUdx9FI+CJ9TzpYUJ2LVgIY5dfYRMcuonXt2O6UsPICQmg5axbY9v1s1FbynJt2IAQNS76rGACqWQFWUikerMfIokMbFviL5fr8XePb9h+qCX0cDZkpKRKivuFKxe/YcUNVmiqHehaC/4rT6Gu8FP0V2UgN0LF+PolSDSTYM55ez2Udj1GdQWnsKuIjE5kIo1a/9AYHiKKvCmQiH4DSbABJ47AWUL/d8JoeR5lb5/kqXi/Gz4b12BbdFF1PCXmzYwt8XcCe9LKzhUvPfJl516Qh/h3+nno5jAi0LA0BktWhtAtZJd0h4c8o9ATuHjwkk1GkBlflDGqNfaS2NJvD1Yd+AyEqQQTI1jlFxKixB5dhc2nf8L6cUFUgdex9iE8lAoT+qP3w7T1Ala+1Xb77O0KAcXflmBwFJbioAQy+UpT/yf/m+Euq28YKBKgrYXGw74Iz49j0JVteuNOrcbm879hTRKOiqTZeHitm0oyM6WDNYf0BMtnUxBi6NobCIfvpZzKfbIebQHPd9bjnu0zp6StoVLS4z98Q9sXTgZnm611CG1dwMQSclUimWku2UTDd37sOEg6U59ku492EK6U4so4Sxxyn20F716LEcArZNXxu4SsrtoChq626vtBgQgiuwq76caheOnTIAJMAEm8EIToITTlE8KtAy6fLuBfadoKddEkSC7Yt1VWpSHq3s34X4m5aYyMZInB61U+Q3h7tUQxubKJXGPY8cfFxAaR3WRNmcHtRNiLx/B9nOnEZOTSfVuDq7u34fMxETJqkevrpQ81K7ckvcVdWtKzAs/hmGDVuL8nThVvWbu6IVP5/6OjYt98ZKXu7TyinRMYCBi0nLIEWMINy/PMrp3njqHkNjH6S5G3OWj2HHWDzHZpJtOJuwOJ7vnbseWsTt07m5sWDITLwu7yqhzshsr2dVUzs+ZABOoSgSUd81/pUmWnoYYOlJ1u3paJ4YyG+Vnp+Hm/kX4bPFxKcRNGDYwtUbbcavxQUMrynRcTgrdQLMoGVFCQgKtPiDW51ZZK7cjv2QC1ZmAMZwbiJVU1NnAtq8/gKBEim6o0PAoocaPRjZSWl1ODHDIfzmUlb3NSzAXWdAVuE4tHo7lhy4gJiWbloUroUaKcCyWUrRVHtIiL+GnKVsojwdlG3eyoYaFGV7t2ZvyVJCzQ3H82WU+2H7+HpJzChSNLjqenKCFeVm0NOw2TNpyB1bvvQ4PC7Gsq2Ir8zMmh2mZ18qdxP8KvUYaepd8juUHhN6sCnrTlXqL30NzJ1sY6mQg+j7lFFHMTjGiaFkx80VljspZkJeGdPpf6bQV0Rhih4KsDOQKR5I+zSLW2QX/6CQp0kKtTg+N3hmNX74bCGdrUwWPDMUUHT24e79ESUKNVJz8fhyJ5QfPIiqZdNOIlybn9Ch/rPh6C90Tu5FuWoZWzA0yoGX/dHZrtduw6yha5WUgXCl5s/w6ZMrtqgqmVsnPmAATYAJM4PkR+FfrYokbu/zmTk9M0Oadd2FnZ6tayt1/40LsOn0ZUWm0MgtVoNI/qscK87IReWMvZv52FcXtvFGnthXVg9rKTlMjqb7Q4iehnfXg0rwFrMzNVfbOrfsaq34/jqC4NJoWKtoY8nZCMbUTMmKuY8PcX5GS2A5NHF1hZpCN+KBiFMhXoYcBBW6XUlWqsiV05mcgvbRYPXVdIbGQHCW5BUUopbYGdI7gRlwkMgqUtbPYSQ/13hiMlbOHoJmHnQIR1akltES8TKnbQqX7/Hof0n0UgbGkmyLI1brzJd0b5/2G5ISX0NjRDWZieXiaJgTdo7ipze7rg7By1lA096ilOD+1mSS7CvH8HxNgAlWOQHm3QqUEZqeGIVijgwATSixKHRxxN1O3t8U8c+po0B0vLfER9v80Cf18tlBiI+px0KiwqYUt2n22CBvGdICJlmUq82KvYP7oXnjl5TZo0+crHL2fpKVjVynZvDMTeAEJ6KHdkNGwt6MKXNloubMOs1ccQnBcqpT/oZR+iyVi6dTUQPidOk8hn4rePa0Dn5mTizyKahANFIc3PkTf2nYwUZ0I2D5jKCbN24QLt0IQG5eEhJhwXP9zN8Z1/xyH0grx5oxeqGtpIjkqXF/ria72NrSCiFJIEn4aNQxrDl5AOCUtS01NpZDTEJzfvQg9RyxGaoEeRvT2pogO9ZQZqcWjavVkICWnmO4d2i+LIy1R29ehFsxUU0SAHTM/xcRvNuH8zRDEKPX+RXrfG4mDqQXo4tMT9cj5oKdnAmtHWkJP4WG588suXAqNR1Z+ITUIcyh3SAROLJuAK5mpqlVlSQkyMxNwYsl0bL0Wqci5QYz2XUAiOYPKj6C5tHsLLxmZQCxgZ2BWF/Y0h1igcXy9F/o42JfRvXPWcEz6ZiPO3Xyk0n3jr98xvscoHEjKQ+dpQjctL6uBYsf+C+Tk1WK3Ldk1NpWSqBqY1aHl8TTnLmucgJ8yASbABJjAMycgBgTUbV3R9BWeAy1mRBJR1fvUPhaOCdVr5f6K95TvG9MTZRVLuzi17Youzk6UrF/ZbE/BxulfYtWOE3gYGa+od8Pgf+hnDBq3iNoFuRjwbgs42JHDXLmV8WxkIi2XcuSJ97Rs9rRE7fuubqilmqoBHFw8BVPn/IxTl+4jKiYRCbERuHXhIL7uNwE7g+LgPf4dNHKjAQZdY1jUpimuilVdH+45jEv3wymPRgE5OHKRkRyNM+tmwD8mBGIBW7GRawNZ2cn4c818/EoDJ0l58jjGQyeuICImtUIkiWPrjmhtYSMlM9U3daNl2Y0hFqOxb/sO3ndzg72G7kNLppLuFTip0h0p6Z42YAJ2PIhBq7HvoLE7DTDIpUh/D568ivAYmpZSjo9D6w7wtqQIVdpL38RVZVfjUH7KBJhAFSKgHh7+T0WR06JEdKgKCxAd+EgauVUdmhGF4PBY6Niaw9BIT5q7LiM3bl52CkKunsGKqYtwhTpfoj9jYGIOczNT9J66Gj4D2sFU46akOh89CT66DnuvRtKIMt2Mg49h/s6+eGfOWzRSqtkV0DyCnzOB6klAz7EzFg1uiS/WXqQwTWoW0E/iznZfDKDGwrcTPqKRFDPkJtzHb/OnYf8tin5Spr8J2YKNv7nCqzAZbr1H4h0vFwxZMhzHJvyMkKhkVUXuv3cRxIOaCvRIoUcp+SINYdX4c4zt0RTmxorbhVEjjJ71Ic77/CqFspZKDYEkrPt6MNbZt0A7T0Pcun4HBfRb1zEyR+MRi9DDi5aE1ad5v7QubQkl/0yJiqPnSs9GCM7dCEYnDwvUsjBSh6OqLqMLBi8ivV+sRHBEkkrv5X2LIR5yvan0P83QlfSOwGjSa0lTZQAz1K5HCUfvUgtIsncWE76Yg1mT+8Ex4z7NzV2PABqbKS6lkRwdarQKpn+sx7eBsbhyOxdfviuD0r8SunMGVlEStfG9OsLR1kzSKaPpPAk3L+Afuh8WkG3vYd1R18oUclIuGLRwGI5PXEnzeIVueXmv7F8C8dDUDTrWuvFwjBK6yWGhuYXu9MVqT7Lb+7Wydm+R3YJ85Au7n5Fdiu4oe6TmWfg5E2ACTIAJPAsCMqrHiksKkJGRgZJiZUVbhPScPIoaKIIR1ZXyZUfF4EMhRRXeQ2GuIrwBmZTHKQs55Gw3pv10ySsuHCbSYGAG/a+cpygiCmmAorComJZGp8TXhvUxaNIH+GdOEm4EJaqWW90+fwK2r2uC1vXN8OjBA2Rl5VB1YoYGn8xBN29PWFPycLneIqTF0nGqpdsicCUgGF2aucGklgnVZ7TaoYZjhVz1+ND3E/hNT0Ha3QjVqmE3j6/FGHoAdvTIpIcYtDSEZf0BGNrNG042NMWGvDq13KkfYEztdGm1Fn/MnvM9UsZ8DE/dGBxduQU3MnKRS3ms9HRoaIHq3Ydnt2Nx5CoEBmVhkNeHpEcuJuLQImyqa4tx/d9FXUdaHY0cPTJKcJ509zKuUPRHJtlu3q8L6rvYgopKmyN6+3yC0z4pSL0jdMuB3jqxHuPoUVF3Pwzp1gbOtkK3eosku5vr2mBsv+6o56S2mxxwBZezM8iuAZoJu652CrvqY/kZE2ACVYeA3lzaKiMnJ5GiOKJpTew/d2Di9C1IE8lE6e4o5uzrpAZg/2+bsWH9fpzx/xN/nzuPfbs2Yf6C5Tjo548UA0qmRKFwFhaWaPX+aCxYuhQDX29AYdpKD3VFJUm3j+D3c2HyJTDJhsy5PQZ3bwozuvGXuSdXPPSFeefQoUOUGToPH/bpA0OaUsAbE9BOQBcubbvAJv407kblITtfVOAy5ITfxNHft+OXLVux/Xc/ROSbkFOhhKI8RMdaB4bkVIx9eBt3gm3RqU9neNqbwtK1DTq45OGf22HIzcolFwG1NFRbrtTg0TMyg43Na1j2iy+8XWhamcYPzrJee7S2jMLle7E0CiOyvyuOp+VnY4QTgzr1phbWsHlrErb49oKLpTEpkSE1IhC3yem5fPJyPMygKAXFvSPozxvQdaAEocaWqE2OUn1VtIhclJmzN9qT3ku3Q5HzBL3WpHfpFl+0cbVW6DWAk7sBjp+9i1RqWIlNJy0U544fxvHzt5FhYorP5/+AV0qu4XakCEOl+1haDOKT9dB53Ep80bUZTHIeYOuec5TlvgABZ4/i79AiWNlQI64kB6E3yPk6cQXCKNubhXUHzJ0zDA0dKUGpgpWZc2u0d86H/51QZGfmPIFzRyzZNAMvu9uqMusXp9zDL3vPyu2eU9i1NodBqdzugkkrEJpTItmdPeczCr21UNmVU+O/TKAsATEF9DAlEH711VfRuHFjyvmjEWVVdld+xQSYgFYCMqRHh+DelaP4aek+PIxPR4lUjyUjIFUGBytzWNtSBKKxAYpzEhF86zTWzd2EW9HJKJL2y8A/wXmwtzWle70JLM31kRQVgsvHt2PJwcuIy8iXt6fJEZ+qbwtLMwvY2lnD2FAflu5t0NwmFfeCo5GSnquOLqTlZ+NjKKcEOUVMzCxh9cbnWDb1YzRzsSY3voymaIQi4PpfWDtzFW5GJCh06CD0nwCUUJvc2Mwa9uQoNyw34Gjq0Awvu8gQEBiOtFTKUVUmgoXWv9WhgQBDU1hbt8Xcn77CG83dFJGeBnBwMcC5a5TDgqbXigEEnYxIXD5zAifOXkeijh76T5+BNyyj8SgqhVYME5/HIylZhraDvsPY91+FfUk49hw5T9GMWQi8fAbngjJhaGYGY508RN45jZ9mrMJdyl9lSrYnTxkCb08HVe4tofsl0n0vOBypdPzjdFvRsbOXfoVOLd1VEa7FaUFyuzTFVG43Q2E3H5F3FXajM2As7H45GG0aqe1q/brwm0yACfxXBP7+i3LXpaWhffv2cHR0lO6PlTmhDoXaafZwnnpsyP7pGLLoDHmtlW7npx4CB8eGcGlQB16NvNCS8gM0b9oAtcxpzr1Gx+lxZ0m6uBy9Jm1FRg7dCfX00fv7XZjZvRF5uB/vHHncuarq+8M++0wKO9y2fTvMqdLhjQk8mUAuru5bjanL9lDnnTrPisgIkb9DT/81zNrwNRqF/YhRi84ji3423t1H4NNPeqB9E7cK0RJpgWewbOw3OJmUilxKXiG/GdDysbSsinOHEfieOu4tHShC4TG/1ehLuzDV52cEpsqXjxW6dWieiOhA9ZqwEBMGvAEbE2V+jVzsH9cby68mIVs5CFa+oPafYvf24ahXy0wxB7bsDmmBf+KncaQ3MYUyzpfXOxzfzR6GVhTZUl5v+LlNGDl7MxKosSbKqEthGnotP8Zi31HoWN8WoYfmYfzSY0jOKpD0fzR1BSb0bke5SAyQ83AXPhy3CsmUdEwmExEpND+ZoljEQ4cabLrUOGz07mjMmjgYXlpsixII3cvHz8PJBGrUiTwoUrHknJ3af4ZvaUqLtzM5eDQ4S3bHr0Zyavbj7XYbhZkTh6CpU8UySyb4DxPQIHDn9m2MGDECkydPRs+ePWFiqkw2qLETP2UCTOAJBPJwYsYwrPw7EAmUN1rb1nvOOox6uzkCNw/Dwr0PQbkwtW8en2L59Ib4+cfVCH4UrX0fNMHcjfPxVisP6ozLd4m7cRjz5q7CNYqgzqP6SHIkUL2rb6CPbp/OwNjB3eFGUYfy6oT0zhyOn/98iPjH6IXdR1i9agReakgJrrWoyAi5iPXTfsCRIHIcKOxRTS/lDHN4qT+mTxuBDp725OQoe3DU5V346vtNFNGYQPGh8vpSz6sHZn41Et1auCLu9ApMW74PjyjJqQ7VyT1Gf4tx/d6Eo7UJckMO4/Npq/EglBKaiihyqd6lXFpSvSumo+qjfudBmDL+U7xcrxZFepS1LV5lhP5D03t+wKGHYVp098O0r0egY0OKNtXQLbe7huwmPNZuvc4DMWXcp2hb316r3YpK+B0mwAT+LYE5s2fjUUgIpkyZglatWknt98qcq9KOjsqc/FntmxB8HQGPUmHs0hivNHNVrzTwrAw85/Owo+M5X4AX1HwJjeIEP3yIuJQCFFMDx8GpLhrUd4EJhaDmxQfg2oMsuDdrCbdalKtCowNdsbiFiAsJQmhEIk13oYYEZXd3qdsYDSkUVP8J0Vaq85RkIjw4hOazpknhtCa1nNCgYSPYm/2bVVZUZ33CE7neMNKbp9Rbh/S6PkUvJR2NiEmmqR6UG8jUFs61rSmHh7qFkxZPo1YU9GHhIObdamgvzKJVXnQoP4oZSnJTEZtAER8J6cih+c16lEjZnZLEutuLRMpPhEzlKUR8KHGmaSx55OwQnJ3rNCLddhUcUFLhK9iNpaTMaRThIbfrRnY9/iO7T0DJH9UoAuzoqFGXmwtbnQmUZiMqLBThFBFRQAOPxra1UbdBQzhQ9OT/ZhywCIkRIQgLj0dOASX1NDSCg3sDeLqSo0BLfj0Veko6GhOXjBxyUBibWMOR8nsZGqi9EhlJUUjNLoGpnRPszGmFGGWVXJQNCgaBtRUlPi/MpDo3lh6pyKJBTx2K/HSpWxceDjbStB6VLa1PSHckcQqLQ7ZCd2030u1WW2teQDwzu1rF8JtMgAlUkkCNcHRUkskLtzs7Ol64S8aCmQATYAIvHAF2dLxwl4wFMwEmwASYABOosQT+W0eH0ndaYwFywZkAE2ACTIAJMAEmwASYABNgAkyACTCB6kOAHR3V51pySZgAE2ACTIAJMAEmwASYABNgAkyACdR4AuzoqPFfAQbABJgAE2ACTIAJMAEmwASYABNgAkyg+hBgR0f1uZZcEibABJgAE2ACTIAJMAEmwASYABNgAjWeADs6avxXgAEwASbABJgAE2ACTIAJMAEmwASYABOoPgTY0VF9riWXhAkwASbABJgAE2ACTIAJMAEmwASYQI0nwI6OGv8VYABMgAkwASbABJgAE2ACTIAJMAEmwASqDwF2dFSfa8klYQJMgAkwASbABJgAE2ACTIAJMAEmUOMJsKOjxn8FGAATYAJMgAkwASbABJgAE2ACTIAJMIHqQ4AdHdXnWnJJmAATYAJMgAkwASbABJgAE2ACTIAJ1HgC7Oio8V8BBsAEmAATYAJMgAkwASbABJgAE2ACTKD6EGBHR/W5llwSJsAEmAATYAJMgAkwASbABJgAE2ACNZ4AOzpq/FeAATABJsAEmAATYAJMgAkwASbABJgAE6g+BNjRUX2uJZeECTABJsAEmAATYAJMgAkwASbABJhAjSfAjo4a/xVgAEyACTABJsAEmAATYAJMgAkwASbABKoPAXZ0VJ9rySVhAkyACTABJsAEmAATYAJMgAkwASZQ4wmwo6PGfwUYABNgAkyACTABJsAEmAATYAJMgAkwgepDgB0d1edackmYABNgAkyACTABJsAEmAATYAJMgAnUeALs6KjxXwEGwASYABNgAkyACTABJsAEmAATYAJMoPoQYEdH9bmWXBImwASYABNgAkyACTABJsAEmAATYAI1ngA7Omr8V4ABMAEmwASYABNgAkyACTABJsAEmAATqD4E2NFRfa4ll4QJMAEmwASYABNgAkyACTABJsAEmECNJ8COjhr/FWAATIAJMAEmwASYABNgAkyACTABJsAEqg8BdnRUn2vJJWECTIAJMAEmwASYABNgAkyACTABJlDjCbCjo8Z/BRgAE2ACTIAJMAEmwASYABNgAkyACTCB6kNAv/oU5cUtia6uLnR0dFBUVISiwsIXtyCsnAkwASbABKosgeLiYoj6prS0FIVU3+hzfVNlrxULYwJMgAkwASZQ0wnIZDKpj/xvObCj49+Se4bHObu4oJAanD+vXAk9Pb1neGY+FRNgAkyACTABOYGcnBw0atQI165dQ0hICNc3/MVgAkyACTABJsAEqiyBxMREONSuDSMjo3+lkR0d/wrbsz0oJTlZanj6+/s/2xPz2ZgAE2ACTIAJaBBo2bIlbt68ifz8fI13+SkTYAJMgAkwASbABKoeAdFu+bczHnQoJERW9YrEipgAE2ACTIAJMAEmwASYABNgAkyACTABJlB5ApyMtPLM+AgmwASYABNgAkyACTABJsAEmAATYAJMoIoSYEdHFb0wLIsJMAEmwASYABNgAkyACTABJsAEmAATqDwBdnRUnhkfwQSYABNgAkyACTABJsAEmAATYAJMgAlUUQLs6KiiF4ZlMQEmwASYABNgAkyACTABJsAEmAATYAKVJ8COjsoz4yOYABNgAkyACTABJsAEmAATYAJMgAkwgSpKgB0dVfTCsCwmwASYABNgAkyACTABJsAEmAATYAJMoPIE2NFReWZ8BBNgAkyACTABJsAEmAATYAJMgAkwASZQRQmwo6OKXhiWxQSYABNgAkyACTABJsAEmAATYAJMgAlUngA7OirPjI9gAkyACTABJsAEmAATYAJMgAkwASbABKoogf8DNy83yYLxR00AAAAASUVORK5CYII=" alt></p>
<p style="text-align: center;"> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div data-canvas-width="694.1737373513404">
<div data-canvas-width="694.3557484378152"> </div>
</div>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the electric field and the electric equipotential surfaces between two charged parallel plates. The potential difference between the plates is 200 V.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.54.51.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/29_01"></p>
<p>What is the work done, in nJ, by the electric field in moving a negative charge of magnitude 1 nC from the position shown to X and to Y?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_18.56.05.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/29_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A satellite orbiting a planet moves from orbit X to orbit Y.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.58.58.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/31_01"></p>
<p>What is the change in the kinetic energy and the change in the gravitational potential energy as a result?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.00.39.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/31_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>At the surface of a planet of radius <em>r</em>, the gravitational potential is –6.4×10<sup>7</sup>J kg<sup>–1</sup>. The gravitational potential at a height of <em>r</em> above the surface is</p>
<p><br>A. –12.8×10<sup>7</sup>J kg<sup>–1</sup>.</p>
<p>B. –6.4×10<sup>7</sup>J kg<sup>–1</sup>.</p>
<p>C. –3.2×10<sup>7</sup>J kg<sup>–1</sup>.</p>
<p>D. –1.6×10<sup>7</sup>J kg<sup>–1</sup>.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Four uniform planets have masses and radii as shown. Which planet has the smallest escape speed?</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows equipotential lines around two sources.</p>
<p><img 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AAJkAAJkAAJ+E7gp763wAZIgARIgARIgARIgAQkASpefBBIgARIgARIgARIQBMBKl6aQLMZEiABEiABEiABEqDixWeABEiABEiABEiABDQRoOKlCTSbIQESIAESIAESIAEqXnwGSIAESIAESIAESEATASpemkCzGRIgARIgARIgARL4GRGQgFMCZ8+elbde/+66+O67a/L3C+fPixs3biarPHTwYPJ3J79k/SpLtGuXl7y1WbNmIufXOfLv1q3biAYNG4js7GzRpEmT5DX8hQRIIHoE/lnxT1F1q0oELW8aNmgoWua2jB5gjkgbgZ8wgao21qFr6NatW6KioiIp6JRSVZcydc9v7hHNm9+dHGvb++4TjRo1TP5t9xfVprqvrraVkqaUMyhmUMooJBU9/iQBswlgMacUK/XZz+Qzr0alPvvqb7s/r/37mrh69Wryti++OCsq/1OZ/Nv6Szp5g4VgXt6PC0Xr9fydBBQBKl6KRMx/fv/996LicoW4dOmiOH7suPj223+Jb77+phoVpVQpZapp0xyR3TRbBLUCVBa3y5cui6qqm0IJ6nTCsn1+e3HXXXeJe9u2FfkdOojc3FzRoEGDauPjHyRAAnoI2JE3SpkyTd4oJS2dvIGs/N3vfkd5o+dxCl0rVLxCN2XuO6wsWadPnZJKVqrgsCopYbYaWVfPUCZTx6mEY6cHOov8/Hxaxtw/WqyBBNISwGexNnmjPodYFKnwgTBajVLlTeriVY0T8qZV61a0jKV9UuLxIhWvGMwzFK2zZ86KkydPimOffybOnD6THDWEwUMPdRVt7r03FsKgPqXz4R49ROcunUX37g9TEUs+JfyFBOwROFJ+pFZ5A0tQXJQPq7yBRf7w4cPVXJdK3sAKH0Zl095TwasVASpeikTEfiIQ9dNPD0mLljVGAtasLr9/UHTs2FHktc+juy0x73B7QBk9eeKEOHr0SNLFihiOgoIC0fORQgFuDOCP2IeEw/GMAOTN6dOnxf6//lVQ3tSNtTZ5g7sGDBwgldKC7gWUN3VjDPW7VLxCPX3VO49V5sEDB8Tu3buSqypYtP7YqzcVreqo6vzLKhitLJXS2q9fP1rD6iTIN+NAQMkb62JFWdB79OzJhV2GD0Ft8kbJbsqbDEGG6DIqXiGarHRdVcLPqiBw1ZSOlPPXlPXwL598knTTUig658k7w0sgnbyBu6zw0UcFrTTezGtt8gYhIf0G9KdL0hvMgdZCxStQ/M4aTxV+cIn17dtPdOzUSXQr6Eb3oTOsGd2F1enhTw+Ljz78gEpYRsR4UdgJIGh8146d1SzpWNzBBU954+/sKmvYgb/tFzu275CNcdHnL3MdtVPx0kHZgzbwAdy8aXPi38akGxHCb8DAQaJrt64etMAq7BJIp4TBHfn4E0+K3n16UwG2C5TXG0NAyZs/79ubjHmkshXs9CBQv/xwufh427ZkHB2UsJGjRtPaGOzU2G6dipdtZPpuUB+0995dl7SuwKw/aPBgrjT1TUNGLeGLas/u3WJrWVnyi2r4M8/QNZARPV5kCoF9e/dV+2LHQuK550dQ3pgyQf/th1r0rV1TmpQ3XIgbNkl1dIeKVx1wgnpLrTaVdQurmiFFRaJP377c6RLUpNhoV7lmNqxfL+9Sq1JawWxA5KXaCKhFw6qSEmlNR+jCU08PS/x7ivJG2yw4bwgxYZs2bky6gilvnLPUdScVL12kM2gHX9gbN2xI+vJh3Xrm2WfpSsyAnYmXwGK5d89eoValKhZvTPFYfqGZOGEx61PqAkFZ03v17hUzEtEYrvKQLF+2NGkFg9Wd8sa8+aXiZcCcwLyvPiz8cjZgQnzoAr7kVq54JxmbQTekD5BZZUYEUt2JeBafHjaMKVIyoheOi9Ip1ePGv8AdkYZMHxWvACfCqnApd2LR0KEMyg5wTvxuGm6d1SWrhHJDwspAgeg3ddYPAlZ5gwXe2OJiQXkT7WcjNWyFXhQz5puKl+Z5gDm4bMsWoeIpoHBNmDhJ0LyveSICbi71OaACFvCERLh5q8Kl5A3TQER4wtMMLVXeqOeA3ztpYGl4iYqXBsiqCQjAV2fNlAGsfPAVlXj/TBWIVMDi/Tx4Ofp0Che/aL0kHL66UuUNvofeXLKELkjNU0nFSwNwCkANkEPeRKpApAIW8gkNsPuUNwHCD0nTlDfBThQVLx/5I8Dx5cmT5Q4TWrh8BB2hqlMFInclRWhyfR6KdQMH5Y3PsCNSfaq8wYJv3vw3uOva5/ml4uUDYAQ0zpzxitzBhiDWKS9PTeThGuJDS6wyqgRSg/CnvzKDgdBRnWyX48KzsnjRIpmGhkHzLmHG9HYoYKWrSxM7r1dIAuPGjxejx4zmRi+fngcqXh6CTX14+WXpIdyYVpWqxL/2+jxuxIjps5A6bGWtWPDGfPkWrKOTpkzml2UqKP6dMYFUJZ5Gg4zR2bqQipctXLVfbA2cx9ENU6ZOpbm2dlx8xyYBq9sa7oBp06cz75JNhlG6/Ej5EfHa3DkyjIHPQ5Rm1oyxQN7MnzdPHlWHY6NmzJzJAHwPp4aKl0uYVosEd4i4hMnb6yWwds2aZCoSugPqxRW5C1Llzauz5/Bki8jNsjkD2lq2VSx+c5HciU954928UPFywRJfgsrMD7fiyFGjXNTGW0kgMwJWdwCV/cyYReEqfglGYRbDNwa4tGfPmpWMIVz+1ttU9l1OIxUvBwBxKOn0aVOlGZa7QBwA5C2eEIC7acJLL8rVKNzbc19/nfE9npA1qxKrvIHbZ8HCRXQzmzVFseiNNdyB8sbdlFPxsslPWbm4W9EmOF7uCwHrhg48k1yN+oI5sEqt8gZH/NCqHthUsOEEAcobbx4DKl4ZcrSuOmnlyhAaL9NGwLoa5e42bdh9a8gay0V54xtmVuyQgFXe0PplHyIVrwyYIbZixrRpglauDGDxksAIYDW6dPESeQA3Yr9KVq2mSyqw2XDesHWHNGNHnXPknf4SSLV+rVm3jjsfM0ROxasOUHiwXvqfF2UiVMRWrFi5kiki6uDFt8wgYI394he3GXOSSS8gb1QQM2O5MiHGa0wgAOvXqBEjkjsfJ06aaEK3jO4DFa9apsf6MPHLqxZIfNlYAqmuqrf+9DYD742dLSEQylA8dozMy8Vt+wZPFLuWlkDqooFGirSYki9S8Uqi+PEXa0Arzac/cuFv4SPAZ9n8ObOGMnBzhPnzxR7WToDPcu1srO9Q8bLQsLoWEdBKK4EFDn8NLQGr9Xb+woU8N9SQmYS8UTF5DGUwZFLYDdcEUq23dD3WRErF679M+LDUfDj4SnQI4Ev+ucRZfmdOnxHchRT8vFp3SWMX6uzE8T8sJBAVAlbXI40YNWeVileCidpFBDw09dd8SPhKdAgsW7pMrFyxQnDXY3BzapU3PPQ8uHlgy/4TUKEOlDfVWf+0+p/x+wsPxvhx40SLFi1E2dYPeBRC/B6BWI0YZv/3N2wQlZWV4rHCQoGYDBY9BGAFmJs4W9Eqb3r17qWncbZCAgEQQMJfJW+KhjwpsOOaRYjYWrys8RU0hfKjEDcC2PUIBYCuRz0zn+panDRlMneZ6kHPVgwgYA3lYZxpTBUva7wL4ysM+FSyC4ERsLoe31yyhAkQfZgJWBUXv7lI1kzXog+AWWUoCPB798dp+l9zEuXHP6P/GzTv8S/cWekj18io0aOiP2iOkARqIdDl911E+/b5YseO7WLD++vFL37xC9E+P7+Wq/myHQL4opk+dapY+c47om3btmLV6lLxQOcH7FTBa0kgMgR+/vOfiyeHDBE/VP4gT9f4f99+Kx586CGB1+NWYuVqhNIFPzMKV55xe9Q53roIQEmwntKwYOEiHjdUF7B63rOm8EBCVG6prwcY344VAWVpRxqV99avj53bPTaKl1XpQhB9y9yWsXrQOVgSyISA1S025eWpzPmVCTTLNVBgSxOWLewcxdmuTMBsgcNfScBCALt7EWcaxxx2sVC81ARDEFLpsjz5/JUE0hDAImX6tKky8B4bT+bNf4NnlKbhlPoSrFwvT54sj/1hrrRUOvybBGoSiOt3c+QVLzWxcdSqaz7mfIUEMiegcvDgDp5XWjs3WLnU4dZY3DEXYO2s+A4JpBJQbnm8HhfDSKQVL6vSFUc/cuoDzr9JwC4B62HbSILInY/VCSrXbOV/KgV2SDNNRHU+/IsEMiEQt1CgyCpeVLoyedx5DQlkRgCfp1dnzRRQMOBGm5LYrdekSZPMbo7gVVilz583T7pjqZBGcII5JO0E4qR8RVLxotKl/TPDBmNAwBo4juHC/Vg0dGisdiTBAri6ZJXcDg+34tjiYoHs3CwkQALuCcRF+Yqc4kWly/3DzxpIoC4CEI4LFywQhw4elDv3oHxEXQGzKlxgQ7diXU8I3yMB5wTioHxFSvGi0uX8YeedJGCXANxtK1e8E2kFLJ3CNaZ4bKzdrHafE15PAnYJRF35iozihcM3nx0+XOYEYSC93cec15OAcwKpCljfvv1E2JUTjGnXjp3SpQgysHCFfUzOZ5h3koB+AlFWviKheFkn6NPy8ljFnOj/OLBFEkhPAMrKxg0bxI7tO+QFyAE2aPBg0a2gWyg+k4hh27tnr1i7plTm4sIgqHCln2u+SgI6COC7/bHCwsgZVEKveFmVrrjkANHxwLMNEnBKAO65zZs2J/5tlLsgEYQOK1iPnj1FXvs8o5QwKFvlh8vFgb/tTyqM2KU4ctRo0btPb6P66nQ+eB8JhJlAFEOIQq14QWh279ZNPlNUusL80WLfo0oAIQAHDxxIuuwwTljCCh99VLRq3Urk5eVpHTpkRkVFhTh96pT4yyefyHQQ6IBSDp8eNozHiWmdETZGAvUTUMoXZMfad9fVf4PhV4RW8YIAfS4Rd3Hm9Bnx0faPtQtww+eV3SMB4wgoJezo0SNJVx46CWHa9r77RE5OjlTGsrOzPQlehzW86laVVLKu/fua+PLLfyQVLbSL0yy6/P5B0a9fPypbAMJCAgYTUCdpwP0/e+4cg3taf9dCq3hNmjBBugZWrFwpevXuVf9IeQUJkIAxBOCOxKLp4sWL4vxXX8mdkamdgxWqXbsfLWJQzho1aph6mYBSdfXq1eTrSHORWlRdnbt0Fq1btzHO5ZnaX/5NAiRQk8Dc2XOk9TzsR5iFUvFS8MeNHy8mTppYc3b4CgmQQOgIQBm7fv26tFCh8xfOnxc3btxMjiOdQoU3lVKlLmzWrJnI+XWOaNiwkacWNFU/f5IACQRHYOTzI+RCLcxGl9ApXsrXGwVzY3CPLlsmARIgARIggfARUGFGV65cCe2h2qFSvKK6tTR8jz57TAIkQAIkQALBELBmMwhjCqnQKF7WHYx79u3zJPg2mEeGrZIACZAACZAACbghgLyBjw8cJDfJfLhtm5uqtN/7U+0tOmwQOxgr/1Mp1qxbR6XLIUPeRgIkQAIkQAJRIIBUNPMXLpSbdJYtXRaqIYVC8QJU7IACZN15f0I1m+wsCZAACZAACcSEwJCiIWLAwAGJM2NXCMR/h6UY72pUwfSAu3T58rBwZT9JgARIgARIgAR8JhDGYHujFS8VQNeiRQvBg699fnpZPQmQAAmQAAmEkEDYdAWjXY3Tp02VcV0LFi7imWkh/DCwyyRAAiRAAiTgN4GWuS3Fa6/PkyFJpatL/W7Odf3GKl7WuC5AZSEBEiABEiABEiCBdARwgo2K98LxZCYXI12Napso47pMfnTYNxIgARIgARIwhwDivQb27y8qKyuFyfm9jFO8rPm6TAZnzqPGnpAACZAACZAACYCAMtw83KOHWPvuOiOhGOdqnD1rVjJfV4MGDYyExk6RAAmQAAmQAAmYRwApp3CINs523Vq21bwOJnpklOIFv+yO7TsEDr9mvi4jnxd2igRIgARIgASMJjBy1CiZ0X7xm4vE999/b1xfjXE1KhdjVlaW2L5zJ3cxGveosEMkQAIkQAIkEA4C6mxnE12Oxli8lIvxzSVLqHSF47lmL0mABEiABEjASALIhmCqy9EIi5cKhoOLceKkiUZOIjtFAiRAAiRAAiQQLgJPDB4srly5YtQux8AVr7Bs/wzXo8bekgAJkAAJkAAJKMOOSempAnc1lm3ZIr75+hux/K236WLkZ4QESIAESIAESMAzAtioB28aNu5BCTOhBGrxwm6DBzt3ESYGv5kwOewDCZAACZAACZCAOwLWzXv7DxxwV5kHdwdq8Zo54xU5hHnz3/BgKKyCBEiABEiABEiABKoTQE5QnOUI79raNWuqvxnAX4EpXsjZhQRn2HXQpEmTAIbOJkmABEiABEiABOJAAGc5wru2qqQk8NxegbkaC3v2lHPNnF1xeOQ5RhIgARIgARIIloDK7TX8mWfE7LlzAutMIBYvmPpg8pswcRID6gObejZMAiRAAiRAAvEhgNxeULo2rF8faKC9douXCnJr1y7P2AMs4/MYcqQkQAIkQAIkEB8CJugg2i1epatL5SHY48a/EJ+Z5khJgARIgARIgAQCJ4BA+7HFxTLGHLHmQRStFi+mjwhiitkmCZAACZAACZCAIqCsXjgbOoj0ElotXqtLVslxM32Emn7+JAESIAESIAES0EnAml5i3959OpuWbWmzeClrV9C7CbQTZoMkQAIkQAIkQALGEVDZFXRbvbRZvJS1a0zxWOPgs0MkQAIkQAIkQALxIoDMCsiwoNvqpcXiRWtXvB5mjpYESIAESIAEwkAgCKuXFosXrV1hePzYRxIgARIgARKIF4EgrF6+W7xo7YrXQ8zRkgAJkAAJkECYCOi2evlu8aK1K0yPH/tKAiRAAiRAAvEioNvq5avihVwZu3fvEgMGDuBB2PF6jjlaEiABEiABEggFARygnfWrLPHeu+u09NdXxatsyxaZpX7Y8OFaBsNGSIAESIAESIAESMAuAWSzP3P6jJYzHH1VvFaVlIiHe/QQeXl5dhnwehIgARIgARIgARLQQqBo6FBp9dq4YYPv7fmmeCEvRuV/KsWgwYN9HwQbIAESIAESIAESIAGnBJDNvm/ffmLH9h0CmwL9LL4pXvCV3vObewR8pywkQAIkQAIkQAIkYDIBleB986bNvnbTF8XrnxX/lL7SIUVFvnaelZMACZAACZAACZCAFwSaNGkiw6M2b9oosDnQr+KL4rVp40bZ3z59+/rVb9ZLAiRAAiRAAiRAAp4SeObZZ2WYVPnhck/rtVbmueIFLXHD+vUCh2FDe2QhARIgARIgARIggTAQ6NqtqwyT8jO1hOeKl9IS+w3oHwbG7CMJkAAJkAAJkAAJJAkgTAqpJRA25UfxXPFSQfVMIeHHdLFOEiABEiABEiABPwmoMKldu3b50oyniheD6n2ZI1ZKAiRAAiRAAiSgiYA1yN6PJj1VvJR2qLRFPzrMOkmABEiABEiABEjATwLIQYpcpEfKj3jejKeK15/37RXt89szqN7zaWKFJEACJEACJEACugh0K+gmM9kfPHDA8yZ/5lWN0Aq/+fobsWLlSq+qZD0RIQAXdNWtKnH50mVRVXVTjurmzSpx/quvkiNse999olGjhsm/8zt0kL8zVjCJhL+QAAlkQODs2bPyqtOnTiWvvvbva+Lq1avJvzt36Zz8vWHDRqJV61aiYYOGomVuy+Tr/CXeBFQme2RpmDRlssDfXhXPFC+lFUJLZIkvAShZp0+fFhcvXBBffvkPuTOkNhqwjjZu/Ev59soVK2q7TG7t/d3vfifubdtWQCGjMlYrKr5BArEiACULCtaF8+fFuXPn5OK/NgA4Nxjlxo0fxII35td2mfTa3H//b0Wbe+8V+fn5VMZqJRX9N3r07CnTYyFbg5en8PzkdqJ4ga9D+/aioKBALF2+3IvqWEdICCBvGx7KkydOiN27d0mfOLqe9ass0a5dnoAlKycnR64os7OzM3JD45ys69evi+vfXRfffXdNHD92XHzxxdlqdeNZ6/lIoYCi7+VKJCTY2U0SiCUByIbDnx4WJ/5+XJ6ppyDgeDq1OGvaNEdkN80Wubm5GckGq0X+2rVr0hJ/6OBBVbVc+D30UFeBL2HkeGKJFwE/dBtPFC+4GZ8dPly6Gb3UCuM1veEaLeYcVk6YYVUZMHCA6PRAZ99WiRC6yK1y4G/7xeHDh5OKGNqFEsZnT80Ef5JAdAioxd3H27YJpRBhYYcDjTt26uRbXLGy3u//619rtIs8lbS8R+cZq2skc2fPkd9z/zfhwfFqke+J4rVs6TIBV5GXHasLBN8LhgAE4N49e8XaNaVJkz6UngEDBwWyElTKn7K0QRiPLS4WRUOHevYBCYY0WyUBEsBCC4cV49w87C5TytbTw4Zpd/8p5Q+Lvh3bd8jJgZVtwsRJXPBF/FH1w7DkieJVmDDBNm9+t1j77rqIT0E8hwehU7Zli1hVUiIFIATOyFGjRe8+vY1QcJRQRPJeWMRQcGQVTprnsVXxfGY56vASgMK1umRV0pqO2Cxs7TfFoo3+7dm9W2wtK5MLUMhDZDofOWpUeKGz53USgLsRFtbZc+fUeV2mb7pWvGCOfaywUMxfuDDx8A3JtF1eFxICW8u2isVvLpIKl2kCMB1CBNuuXPGOdA3QApaOEF8jATMJYAG1dPGSpMKFxVMQ1i07dPbt3SeWL1uaVMBoAbNDLzzXTpowQYa3nDpzZ2HvuucIrndT1pSW3r6n+d23E8HQbqrhvYYROHPmzO1HevSQc4ufiQB6w3pYd3fQ/xHPPS/7n5+XdzvhIq37Br5LAiQQGIGyLWW38TnFdwk+t2H7PoF8UfLy8UGDbldcrgiMJRv2ngDmF88mvle8KK4TqP7lk0/krg+6dFzrwEZUgFUnYvYeT8RtVVZWSkvm/kQQfdh28yDwFa7v9zdsEFlZWWL8uHFi5PMjBNwELCRAAmYQgMcEn8sZ06bJz+lH2z+Wn9uwfZ/ADQo5Of2VGeLKlSvSCwQ5CnnKEn4CKk3WoYOHPBmMK8ULDxViav7Yq7cnnWElwRKAm25g//5yowSC5j8tLw+9+xgK4/adO8W48eOl+7FPr16+HAER7MyxdRIIHwGEMRQNeVJ+LqGwQHEJ+05BxHnt2bdPICwDG86eS7hLoVyyhJsAdjMi7+Sxzz/zZCCuFK+zZ+5kCO7YsaMnnWElwRFYu2ZN0soFKxHysXm1dTa4Ud1pGeOYOGmiwGoa1i+kPsEWYa5Gg54Zth9HAvjcIWYGVq4WLVqIv+zfH6nAdFjrYG1H3LOyfiEWjCXcBB77wx+kockLr4krxUtlqw+bGyrc0+9t75UQRCZnaPRYrUV1PrGahvUL1jzkH8NqlMqXt88TayOBugjA+oPPHVIyIHj+w0Rurqge04PNZmVbP5ByFaEOWOyxhJeAOsZO7Zx3MxJXitfRo0ekSdVNB3hvcASgdKQKwbDFVtilB+sXrHlYjeID1L1bN7oC7ELk9STggACULrgW8bnDmb5ebc130BVtt0CpfC+xyIOSicXeE4m0GFzsacPvaUPKDY5TWtwWx4oXzG04FNt62KjbzvB+fQQgBKF0xEkIWuliNQqXKgq+DBiHYaXD30nAWwJwtSHtEApci6bk5PJ2lOlrw2IPSibi2CBvaWlPzykMryJ2DwYnt8Wx4oUHCEWZ39x2hPfrI6BWnmgRK884CUErZbhU4QpAofJlJcPfScA7AlC64GpDolF83qLqWqyPGALvIW+pfNVHytz3YWiCwcltnJdjxUuZ25T5zVxU7JmVgFXpghCMq9KlmOBLgMqXosGfJOAtAaV0IX4U8ZVxVboUVchbKl+KRvh+KkOTMjw5HYFjxevLxIGRMLuxhIcAYgtg2UGJ88ozdcaofKUS4d8k4J4AzriDpQtKF+KcorJL2i0ZKl9uCQZ3vzI0Xbx40VUnHCle+AKHxsf4Llfstd6sAulx2Oxrr8+L/cozFX6q8uXWlJxaP/8mgTgRgGV9wksvyoOtYeGh0lV99lOVr+rv8i+TCcDg5DaflyPFq6KiQnJp3bqNyXzYNwuB2bNmJQPp4+5etGCp9iuUrzXr1slzKbFS5+6janj4BwlkRCDVsh71ndIZQUlzEeSwCrhnqok0gAx9qe1998nvUjfdc6R4nT51SraZ2yrXTdu8VxMBJEdF3hxkb6fSVTd0mJJVDAaUVRYSIAF7BLBrD5b15W+9Tct6PegQcK9STTDJaj2wDHlbJYzHSS9OiyPF68L589KEzJWMU+z67sPDgeSoMI8ieztL/QSgnEIYQlnFsSYsJEACmRHA+YQIQ4ElJ6qJmDMjkflVk6ZMTiZZZVqbzLkFdaUyOF2+dNlxFxwpXufOnRPt2uU5bpQ36iEAk/+oESOkkvzWn97W02hEWlHCEMeaUBhGZFI5DF8JYJGH8wmxyIMlhyUzAoh/W7BwkZTT06dNZYhDZtgCuwoGp6xfZYmLFy447oMjxYuJUx3z1nojXGXK5M/gVnvolTDEXRCGLCRAArUTwCLv5cmTucirHVGd7yC+dMrLU6W1sHR1aZ3X8s3gCcDwhMwOTottxUv5NRlY7xS5nvuwlVvFddHk74w5hKE6WghxciwkQALpCUBZwIIccV1c5KVnVN+rOE0D1kJYDWllr49WsO+7DbC3rXgpv2Z2dnawI2frtRLA6vO1xBEVMIeOHjO61uv4Rv0EIAyRh2hVSYnrbMX1t8YrSCB8BKAkKBcjF3nu5m/e/DeSLkd3NfFuPwnk5OTI6p0qyLYVr2vXrskGYQ1gMZNA2ZYtcvWJfF1cfbqfoxkzZ0qX7eqSVe4rYw0kEDECCxcskCOC0sDijgDih8YWF0uXI3c5umPp592tWreS1V+/ft1RM7YVr/NffSUtAI5a402+E4C1C9YZmKyZOsIb3EgxobZ8K1e7NzWzFhIINwF8Hg4dPCh3MXKXuzdziY0JONdy+bKlDLT3BqnnteTm5so6L11ylsHetuL17bf/EnfddZfnA2GF3hCAtQsB9ePGv+BNhaxFEhhTPFb+XLniHRIhARL4LwEVUF80dCiZeEhgwsRJ0msBec5iHgF4khDKc+3fdzyAdntoW/FCAOW9bdvabYfXayBgtXapM6U0NBuLJrCah9ULq3tavWIx5RxkPQSwgQffB3CNMaShHlg234a3AlYveC9YzCSAnY1Xr1511DlbipcKJGva9E5gmaMWeZNvBMJk7YKSCAUG/9Rz5RsYjypWVq9dO3Z6VCOrIYHwElj//vty1R8Wa5eSN2FZOMHqBe8FY73M/Iw0a9ZMfPGFs+z1P7MzpKpbVfLy7Kbc0WiHm65rsTrCDjzTrF1SyTpzVhw8cEDmPkFm69oKYtNw+Hr37g8bd9yIsnptWL9eQAljTEtts8jXo04AiyVYf3EMmYnWLljjTp48KRCTjH7WViBvkBoAx8CYtiMTVq/ly+7EejFet7YZDO71nF/nSMXYSQ9sKV5MJeEEsZ57sCrC6gg7GU0p33//vcBOwN27dyUfUAg6COtGjRoK5IJr0LCBuP7ddfHdd9ekvxxJ6XDEEf7B1D6kqEhgRW2KcH962DABxWvP7t3Mzm3Kg8Z+aCewaeNG2eZTTz+lve3aGsQCD1Z/LEAhC1GwEEWIAL4k4amB0eBW1S2BoOibN6ukYoZUGCiI2Xnq6WGJf08Zs6iC/IMshJXOtAW1hBbj/5Tnz9Hc3LZR1pSW3r6n+d027uClughMfOml2/l5ebqaq7Odqqqq23NenS2fFTwv6Fv54fI677G+mdiie7tsS9ntR3r0kHVgXPjblPL4oEGyb6b0h/0gAZ0E8PnGZxKfaxMK+oPvJvQJ8gafz7179t7G65kUXIfrRzz3fFJmLV2yNOP7M2nD6TWQhRgT5CmLWQTOnDkj5wY/7RZh5waTvtzt9Dvq15r04YSCpQQghAX65qbgoYYgVQK14nKFm+o8uRdKIPrj5APnSQdYCQkESABKCp5//Ay6QB6oBRoUJ7efScgrpYChXrf1ecGH37teUPS+DvW968QoYCu4/saNmzwc20DT6uFPD8te9RvQP9DeLVu6TDw7fLjIysoSH23/WMyeO8e1yR7m9Q+3bUse3VM05EmB+I0gS0H3Atn8oYOHguwG2yaBQAgc+Nt+6ZYLOu4I4RWPFRaKyspKKR/WvrvOtTsOcZuo5/0NG2S9jw8cJLaWbQ2Es2q05yOJMSZcp0HLPdUf/rxDQMX4VlXdtI3EpuL1g+0GeIP/BE78/bgUhEHGAMydPUceGzJg4ACxfedO1wIwlRqO7vnL/v3yZSh3Qe70wQcOsSN/3rc3tZv8mwQiTwBnwPbt2y/QceLzP37cOPk5LNv6QSIWdIin/UGg/afl5bL+GdOmCci3oEq3gm6yaWxOYjGPAGIF7RZbihd2o2EHCItZBIIWhBBKCDhHEOvS5ct9C4THMVVKGELoBrkCfPyJJ2UOo7CkwjDriWVvwkpAfeY6duoU2BCsStd7Cbnj1/F12NCD+tWpFWvXrAlkzOgHFrTYpMRiFgFsFsPOWbvFluKFyrEbjcUcAionTVCCEGZ4pXTBteh3UcIQOx4nvPRiYDnA8vPz5VBPnz7t95BZPwkYQwApGlCUFUZ3x7DQUZYuKEV+73ZG/ZBrsHBjd6FSPHWPu9MDnaW7kQs93eT9ac+24uVPN1irUwKnT52StwYhCCEEYIaHUJo0ZbLTIdi+D8KwZNVqed/0aVNt3+/FDVhlY/s53LwsJBAXAuqsXr8VnnQ8kS6ieOwY+blbsXKl70qXtQ9Q8tRiD2lydBcu9HQTz7y9Gzfsh2BlrHgpywpyL7GYQ+D4seNSIAQhCBcuWBCIEAR9KD5TXp4q4P4OygVQUFAgDh++s7HBnCeCPSEB/wggGWmX3z/oXwN11Fy6ulS695e/9bbrTTt1NJP2LbXYQ5D74kWL0l7j54vKnXrxwgU/m2HdNgkg2XddCcFrqy5jxUtVgISXLOYQwJEFDz3UVXuHEGcBIYxz2tTuDt2dQEAtfOxImIjVsO6CM0shiINoW/dY2R4JqMV3mzb6F9+wMiHRKWKdgsowD+UHyZ8RU6tY6HwqIOuQYJol/ARsK17hH3J0RgBhhC9+ZGXWXZYvWyotbSNHjdLddLX2xo1/QTJAxmrdJb9DB9lkRUWF7qbZHgloJ4ATJlCCODIOJ2CgTJkaTGiBbDzx3+gxo6WVf+WKd9RL2n5iY5sT64q2DrKhjAlQ8coYlXkXJhK4yU4pBUBXD7Ha++brbxJH5ozW1WSt7SCFhrJ61XqRT29kZ985s1QdpeVTM6yWBIwggGO9UHSnrYFFWW3gCcq6riYALkccKwRrv+5Yr5ycOwtsBtir2Qjvz4wVL7XaadiAuxpNmW71ha97Tnbt2CkR9O7T2wgUgwYPllYv3TuO1JeAkwR6RoBjJ0jABoEL589LK7eNWzy5NHEahqynR8+entTnthJ1PuXmTZvdVmXr/latW8nrq27ZzxtlqyFenDEBdV6jXWU4Y8VLrXZUkF/GPeOFvhFQX/i65+To0SMy1iKIgP50MNWOTrXVPd01fr2GnU7Y4MBCAlEngJNLmje/W/swVab8oGK7UgesEigf+/yz1Ld8/ZsWdl/xOqpcud3tKsMZK16OesWbfCXgJGOu2w7BvA43I/LKmFKgAMLdqFsQYvxBfBGZwp39iBeBb7/9VyADxs5h7CA2qWBnp+54K1rYTXoC3PWFipc7foHejZw6UDh0lsShtLI5ZfbW2XZdbTnd1ltXnXyPBEjgRwJYcOFzprOoDUTYQWxS6dixo+xOELsbTeLAvjgjQMXLGbfY3nXp0kU59tzcXKMYNGzYSPbHrq/d7SCaNWsmkNKDhQRIwHsCQW0gqm8kKq3SrSr9aWyu/fvOJof6+sj3zSVAxcvcuTG6Z6bEdylIygJn19eu7nf6E6k8kNKDhQRIID4E1M5OtRDVNXJ4OK5evaqrObbjEwEqXj6BZbUkQAIkQAIkQAIkkEqAilcqEf5NAiRAAiRAAiRAAj4RoOLlE1hWq5dAELEWGGEQO0v1kmVrJEACqQRU8lQVW5r6vl9/Y2dp48Z34ln9aoP1+k+Aipf/jCPVghI0uoPY64OoYi10B/1jZ2n7/Pb1dY/vkwAJuCCgEni7qMLTW1XQv4ot9bTyOirDzlLTdnjW0V2+VQsBKl61gAnDy1j56N5RpwSNEjymcEJW7axfZYkggv4bN/6lKRjYDxLwjQA+X7p31Kkg9osX7+ym9m1wNitWp4aopKY2b+flMSdAxSvEDwBWPrp31ClBGESW+Lqm6ty5c8YlWayrv3yPBMJGoF27vEB21MGiHERy5Lrm58Tfj8uFnkpqWte1Xr2HMytZokHAtuLFyTdv4nXPCbY0/3nfXmNAwO0ZVDZ9HJbb9r77jGHBjpCAnwRu3PjBz+rT1q2yxKu4qrQXaX4R2fT79u2ntdWKijvJq1u3bqO1XTbmPYGMFa/8Dh1k62ryve8Ka7RLIKg5KXz0UanomJK1edeuXRJdQXe9x4oohbdRIx4cb/fZ5fXhI4AFhu5jckCpX787Cs7hTw8bAW3f3n3S09CxUyet/VEbiFTyVq2Ns7G0BE6fOiVftxtbnLHilbZVvhgogYYN7nzh6w487d2ntxz3xg0bAh0/Gofys3nTRnl0kk6zP9pWixCuQEGDJeoE1AJDt+WpZW5LgcPo164pNQLxx9u2STdjr969tPYnqA1EWgcZ0sbsxhZT8QrpRKPbEEgougNP8ZANf+YZsWP7DhG01atsyxa5+hw3/gXJQud/DLDVSZttBU0gaWH/73mtOvszYeIkaWWHtSnIAnmH8IKxxcXauxHkBiLtg414g1S8Qj7BCDxFSgPdZUzxWLnqW7niHd1NJ9vDyntVSYm0dqmg/+SbGn65eOGCbEUpwBqaZBMkEBgB5U5RlhedHYF1CVavV2fNlFZunW2rtmBdf3nyZCn3ioYOVS9r+4kNRNjgwBJ+AhkrXmrbrFrlh3/o0RjB/ff/Vq7AdI8Gbj2s+rD621q2VXfzsr2ZM16R1q5p06cH0v6XX/5DKn2BNM5GSUAzAVi6ofwcP3Zcc8t3mntzyRL5eZ89a1Yg7ZeuLpVWt9den6c9bQ0WmdhA1LlL50DGzkbTE0B6FaRZsVsyVrxU/ExV1U27bfB6HwmoAM8gXH4jR42SyUNnTJum3eU4d/YcqfRNf2VG0uXqI+YaVWP1i0Bj7misgYYvRJjAQw91DWShB6Swao8bP16GOOhe7MHFuXLFCjFg4AChO7YLY1ebGpS7F6+xBE8AB5Y7sUJmrHgFP0T2IB0BlTVd7a5Id42fr61YuVJq/KNGjBC6stlDCG5Yv14KQSh/QZTyw+Wy2Y4dOwbRPNskgUAIBLnQw4AnTpqYXOzpiveCXBs/bpxsd+7rrwfC/eSJE7LdIEIqAhlwxBu1pXjBpIYAPxZzCMASCfP/Xz75JJBOof2yrR/ItouGPOm78rV2zZrAhSAGqwRh125dA+HORkkgCAJqoXfo4KEgmpdtvpdYdKEfUIb8Vr5QP+QavvsWLFyk3cWoIB89eoRhDQqGQT+dnp1pS/GCSe3GDboaDZp32ZU/9uotTdG6t3krDgguV8rXY4WFvsR8wbU3acIEseCN+VLoQvja3cKr+uvFz927d0mLmxd1sQ4SCAsBLLSg9ASZQBmfe6vyhbADyAevi1rkZWVlSfkW1CYalSAa+RNZzCLg9OxMW4oXhhxE5mKzUJvXGxMSDEIo7dm3TwplxHyNfH6E8EoRPFJ+RAzs31/GdiDG48NEHp0glS70B0c19Xyk0LyHgT0iAZ8JPP7EkzLQW1doQbrhKOULMVcIO4B88CrOFfU8MXiwXOThlI7tO3cGEkeqxh1UgmjVPn96T8CW4hVU5mLvhx2tGqH0wN340Yd3XH5BjQ6rYShFCHjHbscHO3cRWI06FdAw80OBe3b4cDmk9xMJWxHjEXQ5eOCA7EK3gm5Bd4Xtk4B2AuqECKUQaO/AfxuE8rV0+XIBuVBZWSkeHzhIygssjJwUKFywqqOeK1euiPkLF4q1764LdJGHcSBBNKyMkK8s5hBQir6TBNo/szMMlbnYzj28Vg+BIUVFcoUGJScok7gaKQLe+/TtK1aXrJKrUaxIITge+8MfBHblIB9QOosVLGQVieSMUGzgyoNVCbEVUOSQNyfdPapNXT/h0sB4kEDWhP7oGjfbIQFFAAoALEFQCExYCCHO8tPycoFkysjrd2j4QbkQRQgGNr/ktspNq7Tgs3z2zFlx8uRJ6TqF2wgFn23kKTRB0VHWdaSwYDGTgJMjnH5yO1EyHQ4eAlgfPtr+sdzam+l9vM5/AlBaYGGC0Jg9d47/DWbYAvq1Z/duGfyvtkSrW6GMNW78S4EARSX01HtwIcCVB6uSSQoO4j4QZ8bPgJop/owjAVijEdyOXc1BpFeojTmUKew4fi9hqUqVN/AKNG9+twyXSX0PsgguVByHZpK8gcX/iy/OSsXSpH7Vxj9Or6vvgs+OH7OtpNtSvGBagxmWXzpmPl4wk+MYHycPgo4RKYuWynytEjE2btxI3Nu2rWjYsJFo1bqV0Up9Yc+eEtX+/7obdXBjGyRgIoEO7duLFi1ayPACE/sHJQznqapUO9iRrzaHqUSkdVnggx6TqYvpoLmY0r5SvL7+1xXbXbLlalRHRuBBZj4R26x9v2FYwhoJxQsWpqDyW9U1SJju8U+lYDCxj3X1H6t8WOawymchgbgTwMkVsP5iQW7i9wEsROiXiX3L5NlBqAYK3J4s5hGA4QCWUifFVnC9MnXevFnlpC3e4zMBCBjEXiDOAas9Fm8JLF+2VMaOmORa8XaErI0EMieAuEvEYAZ5XmvmvQ3XlbB2qVhSE2LNwkVPT2+R4QGhMk6KLcULDeCLPYhDmZ0MLo73jBv/ggxKX7p4SRyH79uYcUQJrF0TJk7yrQ1WTAJhIoCFuDqv1elOwjCNV2dfFy9aJJujtUsndXttIU5Quazt3SmEbcUL8TgI9mMxk4CyemG1hFUTi3sCsB4ufnMRrV3uUbKGiBFQVq/XDNrQE3bEcN0iZAQbpWjtMnM2VYokxCU7KbYVLwRBY5s/XVlOcOu5Z978N2RDM2e8oqfBiLdSurpUPvOvJnKSsZAACfxIAFYvpDqANRjBxizuCcyfN0+6cCdNmey+MtbgC4Hr16/LerEZzEmxrXipZGHYLcJiJgGskpDhHUlM6QJwN0dY2axcsUK62NWmAHc18m4SiBYBxDwiyBixpbSyu5tbKK9wYU15eapRaS3cjSp6d6ud+WrDod0R2la8kIwO5fKly3bb4vUaCYweM1q6xia89CKtky64T582Va4+lRXRRVW8lQQiSwAHSMMTQiu78ynGIk+dRTukaIjzinin7wSQmgQbS9SGQ7sN2la8lM/54oULdtvi9RoJ4IF4c8kSKQxf+p8XNbYcnaaWLV2WXH2q5z46o+NISMA7AjgtQx0Vho0oLPYJYJGHAiWWxWwC586dE+3a5TnupG3FCy1hZ+OXX/7DcaO8UQ8BBNorlyOFoT3mcNEqFyNXn/bY8ep4EkBePrgcZ0yb5vh81niSE0It8nA+ZNBHvsV1DuyMGzGNTnc0oh1HihcPy7YzRcFei7PUlDBUh3oG2yPzW4fJHy5amJLf+tPb5neYPSQBQwgguTA+N0VDnmSIQ4ZzgsTMWOThmDQu8jKEFuBl6ntUxbs76YojxatNmzayLdUBJw3zHn0ElDAcNWIEV6L1YMduXZj8Ea9StvUDxz78eprh2yQQSQJwyS9/6235+XkukQ6BpW4CWOS9OmumjMed+/rrdV/Md40goI6gUvHuTjrlSPFq1erOFkoG2DtBrv8eCEMoEVAmoFQwFUjtc4AvC+wqgrJKk3/tnPgOCdRGALt/Ee+Fz9FcpmCpDZPcAQrLIErJqtVc5NVKyqw3VGC9m7hfR4oXvpBgTmaAvVkPRF29wZxBmYAwhHJB5asmLXxJgA/i4ngsUE0+fIUEMiWAeC8kAEUiZypfNalB/o4fN04uhtesW8dFXk1Exr6CwPqCggJX/XOkeKFFNHz06BFXjfNmvQSgTFD5Ss8cXw7qbDTExbGQAAm4IzA7kc2eyldNhlC6rJb1sB7iXXNk0X8FeeoQWI9E8m6KY8ULDaMDTJjnBr/+e6l81WRuVbrwZcFCAiTgDQEqX9U5pipdtKxX52P6X/CIoOR36OCqq44VL9Ww6oirXvBmrQRSla+4Ks8QgiOfH5G0dFHp0voYsrGYEKDydWeiEUjfvVu3ZAwpla7wfQBOnjghO+3WSulY8VINq46ED2G8e2xVvvr06hW73Y5QNmHux7FKiOmi0hXvzwNH7y8Bq/L1xODBsYsxRQYAFUiPcA8qXf4+b37VjvAq5DF1WxwrXmgYHWCcl9spCO5+fPg/2v6x7MBjhYUC+WTiUCAEoWzCWgshyJiuOMw6xxg0AShfarfjwP79Y7PYw/mLjw8cJPFjdzmVrqCfRGftq/guN4lTVcuuFK/CRx9lnJciGdKfsFxCGCDJKnbZTJowIdKrUasQhNJJIRjSB5fdDiUB7HZ8f8MGUVlZKbDYi/KJGiqUQZ2/+Gl5OXcvhvKpvdNpFValwqzcDMWV4pWfny/bPvzpYTd94L0BE0CqifcS276xA2nH9h0Cq9GoJcdFfAVcHBCCsNRCCCp3ecD42TwJxIoA8nzt2bcveaIG4iyjFmeKI8cQz6VCGT7cto15ukL+lCOsCmm0vPjecKV4qXxeJ/5+PORI2X0cqg1XgFqNwjSO3X5YtYW5oP+wcmF1jRULzkJb++46CsEwTyr7HnoCSD4JZUQdrA3XPz6nYS9QIOE1eHb4cJGVlSVDORjKEPZZvdP/3bt3uc7fpUi4UrxQSd++/aSVRFXIn+EmgNUorEE4Nwx5rbBqC6tARMwarHfKyvXZ8WM8Cy3cjyd7HzECcD3+Zf9+0aJFC/k5LezZU8BaFLaiFnhQIOE1wIad7Tt3emIdCRuLKPYXHhOc/NLzkUJPhuda8erYqZPsSBg/LJ4QjGAlsH4tXb5crtasAjEswffoJwQ4YtZQEEAPK5ebIx4iOM0cEgkYQQCeE1i/YI1G7BesRXA/hiHcQSlcWKBigdeuXZ5UJGHlghxliQaBXbt2yYEgFtqL8pPbieKmIjx4//v+38r4IG7Jd0PS3HuhyCxftlRupLjnN/ckrEZFomjoUKMEC57D8sPlyX7CFz+2uNi4fpo7y+wZCQRPAJ/jsi1bxKqSEmlhwBfdcwklzLRNMHAp7tm9O9lPyMVXE6EZ8BiwRI8A4oNRsEDworhWvNAJ+LRxftH+Awe86BPrMJSAVQFDFxGM3yNhWQpS2MAEvGnjRgH/O0zBEIAjR40Wvfv0NkoxNHRK2S0SMJJAqgKGhdRTTw8T/fr1C3RnIDw7OxK7oeFORMFGnUGJL2XTFEMjJzWknYKS/WDnLjIeEa5xL4onihe2BM+YNk2aWGE2Zok2AbgAdu3YKWPAMFIIRcT6QQnLa5/nu8ID4Xfy5Enx5317pRUOfUBMGvzvFICgwUIC0SGABd/HCUsDdgiiYHH1x169E0rPw77HUClLOna0qcWdknf9BvT3vf3ozGJ4R+KHfuOJ4qU0QgQUcgdHeB8wuz1XQunA3/YnV4CoA+6BLr9/ULRp00a0atXK1QoVz1bF5Qpx6dJFcfzY8aTwVe08/sSToqB7AeO37E4eryeBkBGALEDqoo8+/EDuUFbdh9UJSS2RXyk7O9uVLIAF/fLly+LixYvi2OefVWtHLe66FXTzfXGpxsafwROAm/GHH37w1KPnieIFNH50Lnjk7EGmBKCEnT1zVlqiUgUW6sAqtXnzu0Xjxo3qPNn92r+viatXr4obN36oJvRUHQ891FVgQweFX6Yzw+tIIHoEoIQhPQwsUTg95Zuvv6k2SCz+Gjf+pWjWrJnI+XVOtfesf1w4fz4ha26Kb7/9V9o6sIDs2LFjoOEU1v7yd70E/DIqeaZ4+WGO04uYrXlNAC7Jy5cui6qqm9Jahfq/+OKsjMWqrS2Y8bEzCKXtffeJnJwc0ap1K5Gbm8tVZm3Q+DoJxJwAFn4VFRXi9KlT4ubNKnH+q68kEeWerA2PWhDifVjNmjbNEdlNs+lCrA1YzF73S6/xTPHCg8/djTF7KjlcEiABEiABEogoAb88ea7zeCneyFkCHzgCEFlIgARIgARIgARIIKwEEO8HdzZ2yXtdPFO80DHsKsOWfiZT9XqaWB8JkAAJkAAJkIAuAippKjZveV08VbwQ8IwYHeQ5YSEBEiABEiABEiCBMBLYvGmjzNPmx4knnipecDeqsxuxG4CFBEiABEiABEiABMJEAF47eO+QHNeP4qnihQ4+PWyY7CfyrbCQAAmQAAmQAAmQQJgIwGsH7x28eH4UzxUvZK7HFt21a0r96C/rJAESIAESIAESIAFfCMBbhyOh4L3z66BzzxUvkJgwcZJMRscge1+eC1ZKAiRAAiRAAiTgAwEcfo6ivHc+NCF8UbwYZO/HVLFOEiABEiABEiABPwmsKimRQfV+njvti+LFIHs/HwvWTQIkQAIkQAIk4DUBHMjuZ1C96q8vihcqH1M8VraxedNm1RZ/kgAJkAAJkAAJkICRBN57d52MUe/Vu5ev/fNN8ULuC5waj1wYOE6IhQRIgARIgARIgARMJICzhZGpfkhRke/d803xQs/HjX9Bmu3KtmzxfSBsgARIgARIgARIgAScEFi54h2ZQqJo6FAnt9u6x1fFKy8vT7TPby+2lpXZ6hQvJgESIAESIAESIAEdBJBC4tDBg76mkLCOw1fFCw099/wImVoCQWssJEACJEACJEACJGASgdUlq2R3VGy63337ye1E8buRwp49ZRP7DxzwuynWTwIkQAIkQAIkQAIZEYC168HOXcTwZ54Rs+fOyegetxf5bvFCB1VCVVq93E4X7ycBEiABEiABEvCKgG5rF/qtxeKFhmj1AgUWEiABEiABEiABEwgEYe3CuLVYvNAQrV6gwEICJEACJEACJGACgSCsXRi3NosXGqPVCxRYSIAESIAESIAEgiQQlLULY9Zm8UJjyuq1tWwr/mQhARIgARIgARIgAe0EFi9aJNvUtZPROkCtihfS8N/zm3vE4jcXMZu9dRb4OwmQAAmQAAmQgBYCyFK/Y/sOuZMRp+zoLloVLwzuzSVLmM1e9yyzPRIgARIgARIgAUlAZamfNGVyIES0K17IZo8zHBe8MV/Ax8pCAiRAAiRAAiRAAjoIHCk/IrPUjy0uFg0aNNDRZI02tCte6MG06dNlR9SOghq94gskQAIkQAIkQAIk4DGB1xJJUhHypONMxtq6Hoji1TK3pfStbli/XsDXykICJEACJEACJEACfhJYu2aNPMIQG/2CsnZhfFrTSViB3rp1S3Tv1k20aNFCfLhtm/Ut/k4CJEACJEACJEACnhFAaFOfXr1Eu3Z5Yu276zyr10lFgVi80FFom1NenirOnD4jmF7CydTxHhIgARIgARIggUwIIH1E5X8qk6FOmdzj1zWBKV4Y0JCiIaJ9fnuml/BrdlkvCZAACZAACcScgEofMW78eIFQp6BLYK5GNXAAeXzgIDFg4ACxdPly9TJ/kgAJkAAJkAAJkIArAghrGti/v6isrBSflpcHGtulBhKoxQudQHoJaKFIZoZtniwkQAIkQAIkQAIk4AWBsi1bZED98rfeNkLpwpgCOo5YiwAAEnRJREFUt3ihEyrQPisrS2zfudMYOOgbCwmQAAmQAAmQQPgI/LPin+KxwkKZOzTogHorvcAtXugMAu2hjX7z9TeidHWptX/8nQRIgARIgARIgARsE5g+barI+lWWmDf/Ddv3+nmDEYoXBti1W1cZ57VyxQrm9vJzxlk3CZAACZAACUScAHJ2IWsCsicEcR5jXXiNcDWqDtLlqEjwJwmQAAmQAAmQgBMCproY1ViMsXihQ1aX4+xZs1Qf+ZMESIAESIAESIAE6iUAA46pLkbVeaMUL3QKLkfuclTTw58kQAIkQAIkQAKZEkCcOFyMr70+zzgXoxqDUa5G1Slr3o09+/YZC0/1lz9JgARIgARIgASCJYCUVM8OH258XlAjFS9MnfLRIrM9z3IM9mFm6yRAAiRAAiRgMoEwxYgb52pUE4u0/vMXLpQmQ+xOYCEBEiABEiABEiCBdARe+p8X5VmMby5ZYnwuUGMVL4DFWY4P9+ghFrwxn1nt0z1pfI0ESIAESIAEYk4AxplDBw+K6a/MkKfhmI7DWFejAsd4L0WCP0mABEiABEiABKwEVFwXjDQmZae39jH1d+MVL3TYGu/13vr1xpsRUyHzbxIgARIgARIgAW8JfP/996JPr14ibMcNGu1qVFOEeK8VK1fKeK+li5eol/mTBEiABEiABEgghgTgDRs/bpyM6ypZtTpUBplQKF54pnr17iWGP/OM2JCweG0t2xrDx4xDJgESIAESIAESAAEkWUe+LhhlYJwJUwmN4iVBz50jkF5ixrRpPM8xTE8Z+0oCJEACJEACHhFAMP2O7TukMQZGmbCVUMR4WaGqXB14rWzrB6HTdK1j4e8kQAK1E0BsZ9WtKnnBrapb4tKli7VenN+hQ/K97OxsJl1O0uAvJBAtAvv27pMuxjAF06fOQOgULwwAArloyJOhC6hLhc+/SSDuBBAce/36dXH61Clx4fx5cePGTbkt3AsuWb/KEu3a5YlmzZqJnF/nCChnubm5oYoF8YID6yCBqBCIyka7UCpeeIjUFlK4HrnTMSofK44j6gSgaCEu4+SJE+Lo0SPim6+/SQ45VVFq2jRHZDfNTr6fl5eX/N36C6zgFRUVyZcuX7osqqpuimv/viauXr1aQ5GDzOjy+wdFx44dRV77PCpiSXL8hQTMJaAMLuhh2L1doVW8AF+ZHAcMHCCWLl+Ol1hIgAQMIwCBuWvXLnHs88+k0oXuQckqKCgQ97Ztq8USBYWv4nKFdFceP3a8mjIGl0Xho4+Kgu4FdFEa9uywOyQAAlhcPZfYXHflypXQK10YT6gVLwxg2dJlYuWKFTLIbnYi+J6FBEggeAIQlHv37BUfffhBUtmCpemxP/xBdO/+sBGxmbCanzx5Uvx5396k5Q2LuJ6PFMpd1MFTZA9IgASU0qV2MIYxmD51FkOveGFAc2fPkWkmkG6CylfqFPNvEtBH4OzZs2LXjp3y84hW7/nNPWLkqNHGW5OUVW7zpo0yLxAsck89PSzx7ylawfQ9PmyJBGoQeGLw4GTaiCgoXRhgJBQvDGTShAlyeylyekRlcjAuFhIIAwEoXCtXvJN04WER1G9A/1Ccm5bKFyEMH2/bVm0sY4rHUgFLBcW/ScBnAsqoMn/hQnl2s8/Naas+MopXFM2R2p4CNkQCDglYFS5YicYWF4uioUMjEbCOuLDVJauS1jvEgk2bPt0IN6nD6eJtJBAaAkrpiqInKzKKF54mKl+h+UyxoyEnEGWFK3VqUhUwfBHQApZKiX+TgHcEoqx0gVKkFC8MiMoXKLCQgD8EoIQsXrRIuvWjZuGqj1iqAjb9lRmRse7VN3a+TwK6CERd6QLHyCleGBSVL1BgIQFvCeCYjgVvzJeVjhs/XoweMzoSLkW7lKCAzZzxiowBg/L52uvzGFdqFyKvJ4E0BOKgdGHYkVS8MDAqX6DAQgLuCcCt+PLkyTLlAuOcfuSZymXe/DcYgP8jHv5GArYIxEXpApTIKl4YHJUvUGAhAWcE8PlZuniJDC6nZad2hlZLINyPI0eNqv1ivkMCJFCDQJyULgw+0ooXBmhVvqK4OwJjZCEBrwkgueiEl16UOa3wuZk0ZXIs3YqZcrW6H5EodsHCRdz9mCk8XhdbAvh+ful/XpRu+zh9P/+vOYkS5Vn/+c9/noi/6C2+TxzEu7Vsq/ih8gfR/eHuUR4yx0YCjglAEE6fOlUsXLBANG3aVKx5d50MIMfniKV2Ag0aNBD9+vdPuBqzxd69e8Sa0lLxi1/8QrTPz6/9Jr5DAjEmoIwixz7/XMBSPHHSpNjQiLzihZnElwaOKoHStWH9evmzQ8cO8vXYzDQHSgL1EEDM0sjnn0+cqXhMHsH1duIorubNm9dzF9+2Erj//vulAnblmyvi/2zYIP5x7h+i0wMP0FpohcTfY08AFuIxCZe8OgZoSFFRrJhE3tWYOpvKlwx3wHsJJQwrVRYSiDsBFaeEWK7lb70tunbrGnckrsdvZcqdj65xsoKIEMDxXEVDnpRhDHE9aSZ2iheeXRwJMn7cOHmOXMmq1YzFiMgHmsOwTwArT3wWsPLEjsW3/vQ2FyP2MdZ6B75kiseOkTtCGStXKya+ERMCKnYUwy3b+kFsv3t/GpP5rjZMnOUITbuyslJq3nCxsJBA3AhACPbp1UsqXTgLbW0inosWYG+fgpa5LcX2nTul6xZhDs8lNipAGWMhgbgRQIz1s8OHi6ysrFgrXZj3WFq81ANPk6ciwZ9xI7Bs6bLEodYraPXVOPGwtL86a2asXSwacbMpgwgwxKf6ZMRa8QIKtbMCrpY4bWet/hjwr7gQsLoWBwwcIOa+/jqtXBonH4u96dOmSisjXY8awbOpQAjw+zU99tgrXsCCh0MlikTQPdyQTZo0SU+Mr5JASAmo+IrK/1QKuBaHFA0J6UjC3e1UecOcX+GeT/Y+PQGrR4nypjojKl4WHvBBz5g2TWBn15p160ReXp7lXf5KAuEloHbY3fObewQ3lJgxj8r1iN5w16MZc8JeeEOA36V1c6TilcLHqqXz+I8UOPwzdARgXVGZoblr0bzpg7xRux5x8PjESRPN6yR7RAIZEoC8mT1rltixfUcieTC9R7Vho+KVhkzqlxUPv00DiS8ZTwC7dUeNGCGDubmIMHe6+GVl7tywZ5kT4CIic1ZUvOpgpdwzTCpZByS+ZSQBtWuRbnMjpydtp6zuGboe0yLii4YS4HelvYmh4lUPL6sWz11I9cDi24ETwPOqds1x12Lg02G7A5w/28h4Q4AErIfDI5SB3qHMJoOKVwac4ApQux4RnPzmkiUMvM+AGy/RS8BqMZny8lTuWtSL37PWIG9KV5fKPGu0tnuGlRV5TADyZvGbixjK4IArFS8b0Kzb8REIO3rMaOZAssGPl/pDwLrqZECrP4yDqBUxei9PniyPG6K8CWIG2GY6AqnyhulQ0lGq+zUqXnXzqfGuNRCW1q8aePiCZgIqtgLNMoBeM3wNzVnlDa1fGoCziToJ0MpVJ56M36TilTGq6hdarV+M/arOhn/5TwDWkPnz5iUPt542fXpsD5z1n3bwLVitX4jdmzJ1KpM8Bz8tsekBYg8XLlggDh08KNNE0MrlbuqpeLngZ439wmqUO5FcwOStGRFIjf9hLFdG2CJxEec+EtMYqkHgmSvbskUseGO+TCw+trhYjBw1KlRjMLGzVLw8mBXrahQ7O8aNf4HB9x5wZRXVCahM5zjyh1aP6mzi9Jd15yNi+mbMnEl5E6cHQNNY4dV5be4cGWPIHYveQqfi5SFPxNusKimRuzzofvQQbMyrsroVGVcY84fBMnxrvA0VcQsY/uqKgNWtCHnz6uw5omu3rq7q5M3VCVDxqs7D9V/Y8bG6ZJXYsH590jRbNHQodz+6Jhu/CvAsLV60SB6/AVc2zfzxewbqG7E13AHXYoMF5U191Ph+OgL87kpHxZ/XqHj5w1XASrFyxTsyGBGrhgkTJ4levXv51BqrjRIBaywPxkXraZRm15+xWK0UUNIZ++cP5yjWquK4rN6aMcVjuXnDx8mm4uUjXFRt9ZNTAfMZdsirTxWAjKsI+YQG0P1UtzQXfAFMQkiaTCdvGJ+sZ/KoeOnhLBAYvXzZUhmoSAVME/SQNEMBGJKJClE3KW9CNFmau0p5oxl4muaoeKWB4udLFIh+0g1X3RSA4ZqvMPaW8iaMs+ZPn1PlDQPn/eGcSa1UvDKh5MM16QRit4JuDML3gbVpVaog1t27d8kdsExBYtoMRa8/qfJmSFERg/CjN81pRwR5s2f37uSOe8ibZ559ljsV09LS8yIVLz2ca23FKhDVzrU+ffsysLFWYuF9A/E3u3bslDteMQoqXOGdy7D2PFXePPX0MPHU009R3oR1QuvoNzZcbNq4kfKmDkZBvUXFKyjyKe0iCH/9++/LXZB4CzvZ+g3oz8SIKZzC+Ce+7N57d5083kfNLXcNhXEmo9Nn665rjAp5wIYNH055E4Ephrz5eNs2fpcYPJdUvAybnNRVCjJTP/f8CEE3pGETVU93YN7fvGlz4t9G6U5EPAXdO/VA49vaCaS6vfGcjhw1WvTu05thD9pnw3mDyp24taxMbuCi98Q5Sx13UvHSQdlBGwiE3Ltnr1i7plR+kFAFrWAOQGq8BXNWfri82moT7sRBgwczh5vGeWBT9gnUJm969OzJWCD7OLXdkWrdUgt15ozUNgWOGqLi5Qib3ptSY4OwKv1jr96iX79+omVuS72dYWs1CMBNfPDAAaGC5dX8MHamBiq+EAICSt6o5xnWE8SCUd6YMXmp8obzY8a82OkFFS87tAK+VllUrPFCyjWQn59PJUzj/KQKPzQNiyQtBBongU35SkDJG2u8kFpUUAnzFX2NyhGCsmvXLvHnfXuTHhDE5Q0YOIgWyRq0zH+Bipf5c5S2h/DpH/70sPjoww+SQdsUimlRefIivoTOnjlbzbKFiiH8ej5SyBg8TyizElMJ1CVvHu7xMIPyfZi4dIs7yhsfQAdQJRWvAKB73WQ6oQjzc9++/UTHTp2oFDgEjlXm6dOnxYm/H5cHVatqKPwUCf6MI4H65A3ijJo0aRJHNK7GrLhS3rjCGIqbqXiFYpoy7yQ+vGdOnxEH/ra/mrIAYdjl9w+Kjh07irz2edyxlAapYnfyxAlx9OiRpEkflsSHHupKN2IaZnwp3gSUOxLy5vDhw3IHL4hQ3tT/XNQmb9SiGWELlNX1cwzjFVS8wjhrNvqMQNlDBw+JY59/lnRJ4nYlGNu0aSN/j+MKFWwuX7osLVrnzp1LKloQfAUFBaLTA50FY+dsPGy8NPYE8Jk6feqUOH7seDKPFKBA3tx//2+lBb5Vq1axjEdVFvSLFy5UW9iBD3Y/Fz76KOUNYMSgUPGKwSSrIao4pZMnT4rzX31VTTBC2WjXLk907tJZNG2aI6ImHJWSBaH35Zf/qKaEWhWtVq1bMV5FPTD8SQIuCEDeVFRUpFXEUC2Ujbb33Sew+Mtumh2pz52SN9euXatT1uZ36BCpcbt4XGJ1KxWvWE13zcEqAZFOIcHVWKnedddd4t62baVCBgGZnZ1tZAwHVpRVt6qkFUsJvG+//VfSkqVGbxX4GF8crX2KBX+SgE4CVqtP6gII/cDnsXHjX8oFYMOGjQQWQmGQN1VVN6WVrz55E7UFrc5nJ0ptUfGK0mx6NBYoY9e/uy6+++5arcIETSH2qXnzuxOCspFUzPCaEpb4HcWt0FTK1J3ahFw94/ebN6vkShK/f/HF2WRsCf5Wxao0tm6dWFUnFEbmPVN0+JMEzCBgV96g17DMo+iSN2gL7lMUyhuJgf+5IEDFywW8uN2qlCDEcKBcOH9e3LhxU6Rb5elgo1bHzZo1Ezm/zjHeIqeDCdsggagQUPIGcZiwKJkmb5TS53ZxGZX54jgyJ0DFK3NWvDIDAtipc/369eSVSmgmX7D5C+LN4N5UJTc3lzsyFQz+JIGYE/Bb3lCpivkD5tPwqXj5BJbVkgAJkAAJkAAJkEAqgZ+mvsC/SYAESIAESIAESIAE/CFAxcsfrqyVBEiABEiABEiABGoQoOJVAwlfIAESIAESIAESIAF/CFDx8ocrayUBEiABEiABEiCBGgSoeNVAwhdIgARIgARIgARIwB8CVLz84cpaSYAESIAESIAESKAGASpeNZDwBRIgARIgARIgARLwhwAVL3+4slYSIAESIAESIAESqEGAilcNJHyBBEiABEiABEiABPwhQMXLH66slQRIgARIgARIgARqEKDiVQMJXyABEiABEiABEiABfwj8fy+Xs1y82TAOAAAAAElFTkSuQmCC" alt></p>
<p>Possible sources are</p>
<p>I. two equal masses</p>
<p>II. two equal charges of same sign</p>
<p>III. two equal charges of opposite sign.</p>
<p> </p>
<p>What is/are the possible source(s) for the equipotential lines?</p>
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II only</p>
<p>D. III only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows the electric field pattern due to two point charges X and Y. Y is a negative charge.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVEAAAE7CAIAAADreyUpAAAgAElEQVR4nO2dv47syHWH9SYzwLyEvd7V+AKWBUurRLB6x4BWsC2tAfbakANJBth2bLEfoPkA7JydMxEUMGZcMdO6IdNy8NOUiZ6eHrL+1+H5MIGgndvD7q6v6tSpqlM/UAzDbIkfxH4AhmGCws4zzLZg5xlmW7DzDLMt2HmG2RbsPMNsC3aeYbYFO88w24KdZ5htwc4zzLZg5xlmW7DzDLMt2HnmNvWpjv0IjBfYeeY2Tw+PsR+B8QI7z9yGnacKO8/chp2nCjvP3Iadpwo7z9yGnacKO8/chp2nCjvP3Iadpwo7z9yGnacKO8/chp2nCjvP3Iadp0pCzkspD2VZn+pL217aVgghhJimKfZzbRR2PhbTNKHxQ4T6VB/KUkrp6vUTcl4pJYTouu7StuemOZTloSyfHh6fHh73RXEoy3PToC8YxzH2k9KHnQ/AOI5wGw3+ZbdDg0fjR4Pvuk4I4fCPpuX8e+huDx/Np+dndATHqrq07TAMDntBBrDzzhnHcRiGS9seq2pfFE8Pjy+73Xwwc+v2e+Th/E2EEH3fz3sBfHx933MgYA87b884jrqJPj08fnp+PpTlpW37vg+j900ydv4KKSVigWNV6S4AUQAnBQxg5w2QUg7DoCV/2e0QiiaVmaLj/BVvP/36VPd9z7OAhbDzC5FS9n1fn2rMxtMfacg6fwWygwgB2P8lsPN3gOdoTp+en49V1XVdLjPKrTg/ZxzHK/9T7pVjwc5fMU2THs+z83zOFp2fgxQAkqiHssz0W/QBOw/GcZy3kEvb5t5Ctu68ZpqmYRjQi+vBP/ZDxWTLzuvGQDISZOdvMO/aj1XV9z2Z73s5G3Qe0fuxqrD7g2rQx87fQ0rZdR0y/1uTfzvOv/2WaSd32flFzEeAjchP3vlpmrqu22A0x86vYzvyU3V+O9/ge7DzhuhR4tPzM8mEHz3nkZZD+n2DqmvYeVuklJe2Rbb/3DRkpoJknB/H8dw0yMB3XUfmCzKGnXeGEAKrO/uiIDCM5O48YngdiJHMwJvBzjsGTQ1H/bJuavk6j85Xx/CxHyc52HlfSCkRUmY67GfnPHpbTLIubcsx/Huw897Rw35es/2MnB/HEbMqHtiXwM4HYt4us0jyZ+F8pv1pXNj5oGCFD/Fn4gF/ys5n9DEmCDsfh2EYMEAlO/NM03mdJTmUZcTyUlnDzscEAf/Tw2N9qlMzPzXnU/6s8oKdj0+aY1c6zgshEo+J8oKdT4Vpmi5tm475KTiPFB3W3njS7gp2Pi10dirKshPKh+P6lH/65gX/I0phZr3SzmtvzmHnEyVYo8d2dBwpxX1BUF3/HMpS/9dz0/jeWci2+4adTxp/AsyXu85N8+GWgatyUT5WyNj2MLDzGQAZHM7zu66z2R2kd8K4kpNtDwk7nw1OzB/HcV8UL7udffchhHjZ7fZFYRPtIyfPtoeEnc+JeW7fwLSu654eHi9t6/CR8DwGxuoVOLY9MOx8fmjzV+1OwVTcRwZOCIGHWfj7UkpcKMIrcFFg53NlmibsS1tiTn2q90XhTzAp5b4oPtR+1TMznmDn80aPmV3Xvfc7voUH0zTd0d4sNmF8wM5TQAiBzNzbPDxq9YUZVKdputn7OF93YGxg5+mg1dKTdsy0Q9bnGsfx6eFR/8VxHJGWz6JkwEZg50mBEPrp4fHcNJ8/f0al18DPgK0+nz9/RtbQ7TIBYw87TxBM8r/+yU8PZRnlAQ5l+fVPfspT9zRh52kipZzH2IERQvztVz/kzHyasPM0qU/18gVzTw/AUX2asPMEQf58SVwtpRS3mAcIb//rklcex/HT87PNu2A8wc4TBGdgFv7my2739PA4/0GNCv0756aZ/86+KBYm4VHY3/A9MN5g5wmC61aX/z6W97XVb4dxIcTTw+On5+dVS25d1x2ravnvM2Fg5wly09v7SCk/PT/D+bfzcNzcvHZHDV5z1T9hAsDOUwODttk/hPNXuQCcxjOL0p0c2mXcws5T49K2xhn7c9NAe50OwL464xc8VlX4TUHMfdh5apybxniRbJomna7rug75f7OoAaCinvE/Z3zAzlPDvpCOjvBxebvN1prlKwhMMNh5atgfX8OOffxYvhSK4di8AuMcdj5dpmnS22B02fl5CeqbP//6z/9inzbTS3eWkbkQ4lfffnvzOY9VdfWObu4IYpzDzsdEW41Gf6wqXUxeb4DRklwZMgzDzS10v//d7yydxxY6/QyWJS7/87e/vfmcXdfN3865afQ71TkFVP47lCV28nZdxz2CPex8OPRwDbfnViPxhhtjhBA2U2jL2B7lblDxRj+h8atZxvZ6azD6hfpU6x4B3QH6gmEYuCNYDjvvCynlMAwIwtFM90WBgBZuezp2tnYT3tt/jjIb8xy+cYSPAdz4Ye4wjiOCBQQICEzQVWGawKf63oOddwYCdUj+6fkZAxEMDzkK2SyPYfuN3mCrd+kYR/g2C4drweffdR3q/+HgQH2qu67jKGAOO28FbnSa3/d2bpq+7yPWihiGwSychuFXw7LepWMW4RtfleME3QUgYEEXzPsC2XkThBDa89Raktkud+Tt3nYWlhH+08NjIjG2lLLve+0/Nghus4wPO7+UaZr6vsd0d+G9jrFYu8tdJ+pvOjAMg47wV2UKhmGwyf/5A/7Pv8p0uuwAsPMfoFXHkJ7F4HBumoU75HERtVZ6GIarYVlKOd+ig733C6fH9an2lMBzCEK2l90OtfeT7ccdws6/i1YdmfBEYtQlYNxe8sBvt8pcjeTzZfP5z4evvLxWTyKg+9PyE077sfPXjOOIIs37osA5k9hPZMJbewOD9YuID2CMlh+VwjPqthbCzv8FxPA4VXJumty/aRS9ivXXMcjnPkkehkEHerm/lznsvJJSnpsGWWsy9duEEL/65S9jnWO9tO2vfvlt7v0mQEYDw35eU7z32LTzQgjsMKV0+4KUEpuC6tMpyowap3H/+L9/JHbbNM4FE3hTG3Ue+8AJfH9zpmlCEl6/KWwiCPwY+6JAfKF7HzLRk1JKCIFFvnwngJtznqTtSqm+7z89Px+rat4Q798P7QPse53/P0KIq5szCSClRISYYyvakPP6qvYcv6c76Ltfb+aZsC0vzEjbdd17a4S4fP7cNJQ+eZifXYvahPPTNOXbK98HG2bu5+qwXO9bewQadwZzhPr07qVGn5vRFIa+8xh8roJeAqCm9cKYGdr72xWH4W7JkwzDgK+DWOeLKcy+KNJf1aPsPKzI4mtYC0LlVWWkx3FEH+FWNoze+6JY3qVO04RJFrEBX70OMPWpTrlHo+k8MtiYaMV+FsdA3VWOaTDHcRiFoombzdIx4CeuhwE6bZRsj0bQeZ0oJhbMq9eaFpYd2Z///Oe//7sfWYY/wzB884vdP/z4x5Z1uDDDp5TSBylPYag5j+Gd3t0pDvVA+T1szl27pVxK2XUd/uGf/vQnJwk5Jx1ZgiQ7haHjvE3QmzhCCFdhMFTXr6PPDuoKP1eV5FBwqu97XSPkWFXz4lmWl14AT7mGFMCAn9QiJRHnsVBEb6xQr+k6JzPwO0dfdLnOeaVtfXfdnVpAx6pycuG0zjXQi/N1mjORt0bBecTz9JLzCA4dTnfrU73cz6eHxyW/5vYIHeJ8elMz9dp3pxDn5+28LsZOL55HuOswCbQ2Dl/ovFIKM3zT57oGWwlC7hcOBuL86NFoxs6P44hixunMlFwBP91uodFHXxay3HmlFIL/9Q91G92V0/tm0ZXHbbS5Oo/RIHqX6QPkJtxu5DQoobHKeVfJvDmoUZvIHNgh0Xu0LJ3v+35tDdZc8JHHMptyr3JeKVWfaucBOebA9DI16vUAYhTt83Mew2AKuRDnoB04H9nMStOtdR4H+Jw/PPfvzsnM+Q8Pb2WKv3jPWMW1zitvdS/DnAuMApacArfnnJynLbynHSnGIbeB8/5KX/o+FxiR8K06G+dpC+9paUpK+d7tNB9i4LzyWeKa8BoejioFa9t5OM/Cm2GTVzNzHvfbecq6SSkDl/oKRsiUXgbOo44qvaSdb+FtBnll6rx6rQ9r9m8/JHyFv2AE0z5156nmbwK0XcvFM2Pn1fpLMldBWPtjVQW4/Cdp5/Ht0tt4E6DVWg7yys75ruu8tl2qO7LCdGdJO38oS5LdOTbSe/0T9jtkbJwPcHcV4QDQ9/tK13kc2Ka34zrAtM3JnbA2ziulLm3ru1+jqj0SWP4y1ok6jxNI9E7LhenInPhm6XyYu6jRTugt6OCooqd2kqLzaC70EvXBVhydxNWWzis/O/Dfgk+V3vDgqhjJW1J0nuQ0HgFbgOMiuFHb/nXsnce23wCzs4jnVfyBnQ4+yock57zXqCYWARIzmn1ROPlD9s4rpQ5lGaboDclxAieUnYcwaTmPkYHe2clgLRJpLScv5cT5YRgcltC5g79RMS7npnG+6pmW8yjDHPspHHNp22CRZ32qXX2ATpxXnvfnzPGd7o4C+jK3EWJCzmNMIBbVIzwL0xDdpspdOX9p22BRN8mJofMaRKk4j/6MWK7eRyd9B1fZO+DKeewIDOYhyVDxWFUO31Qqzvs7gxkRf8stNzmUpcP+xZXzyvWD3YfkQq/bGkRJOO+prFJcsF0k2PjmfDh16LzbAORDSE4SHQ6KSTgfZvNGSMJPVbqucxtTOHR+mibLAz9rcRsMp4DDIwzxnbc/AZYgPpZY7rMvCrddjEPnlVLHqgq5kEZy0dfVUB/feXqDfPheDE3c7Wu6dX4YhpDhvaKYIXI11Ed2nuQg7/ZSlyV0Xee833TrfPjwXikVctEkDE46ssjOh1y8DYOPG10+xNV+2zlunVfBw3sVcBdgMDDUW2a7IztPb9IVcl0KYAh13ss4dx533bt9zQ8JH3P55tw0lsNkTOcDL+EEQAgRfmDxVHPSufPom9y+5odECbu8Yr8oG9N5HxFpXMIP8kqp+lT7iJl9+Ol8cWEJwc72BcNylhTN+WCHq4MRZZBXSnnazuTD+XPThF82j/W9+MNyESSa8/bTktQ4VlX4qaPDw7NX+HBeCBFlNkcvorTp6KM5T+xETeCTJBrn2+80nubeUT4lr9dsRMHm0HQc5/2NTrGItejobwHMk/OHsozS1xOrmWezDBnHeXqB/ctuF+WMkL+/68n5S9tGWTyLkkrwinF4H8f5KPlbf8TKEmFC4enFPb3yMAxRwuxxHIll8ozXayI477WlRsFhRapVePXH03cU8duPFYt5wjhJEcF5egmVWI3p0rb++hp/ZsaqlUAsvDfe4xTB+fpUU9oOGTFoPFaVvyUof87HSuPRC+/3RWGwdT2C82YPmiwRjwl5/ST9OR8rjafIZe/PTWPwSUZwnthkPtaopTx/kv5ePMphG+A1MgqP2TQ5tPOxdmL5I8omE+U/UvXnvBAiVkLHR6GBiJjtcwntPL0PPdYU0bc5/pyPcsAO8JCjwjtvNgNJlohhqu88QqYTh5T/tA8OZbk2pxPaeYNHTJmI6Sjff9qrGxHzuMRSyAabr0M7H+z2sjBE7MI8HZvXeHU+4udGLI1n0PWHdp5YZLUvilhbu3xr4/WbiihexNDMBwYHK9l5KyK+naydjygesSyyQSo3qPMks6ax/rTveSlV5yOuFPogA+cpfdxx93L67m7Y+SwwuM6EnTcn7tth580g1gjV+m+KnTeHnTem67pYR9xwLUSUP+0Jdj4c7LwxtD+6wLDz4aDdcL2+fqxqOYCdDwc775Csnfda7eM+Ukpip+jZ+XCw88ZwDs8h7Hw4fNz6vhzfZ3jZ+SwwWDAO6jy94kS8D88Mdt4Vqe/JUZtPnziEnTf+05QqYebhPKV7KSOeD8va+YgFxYidsTEooxDaeXqnl2O1Xd/VR6iepY3Y3fggg7O0/Inn8qe9Oh/xegliN1scynLtqeTQzhOLrCLuLfFdlotkbayIpfg8YRA4h3Y+YgE5H0Rcrsu3BibhDy08Bl9TaOfpLdfFuibBtzkka13TS9ob2BTnTgtKqfuIZZ68fpL+nI9YqYZYOsmgMJaK4jx/7q7wmv3253zEeufExhuzOqgRnCd2PWjE2anX0rde76iMslA3DAOx0mxmaxARnKf30e+LIkrk4vVaC3/OPz08RsmA+K4OHhjjwSaC81gvoRRinZsmygTVa01RT86bXbHmBGKX0hpPKiM4r4w2EqRMxPDe62js42VjLdbSiy6Nk8dxnI+Y9/LEviii9GL+9jJ7cj5WAs/gjqeUQbBsFrbEcV5KSSy8N7sJ3J76VHtSyJPzUQ5c0JtO9n1vHLbEcV7FGxg9gWqq4aeL/voaH87H2vrq+w7f8NiELdGcpxfe16c6fMNCxOTjlX28bKzjCcRuRrUJ7FVE5y2fO0GQyQsfQHqKln04728mcodY0y5/WI6X0ZxXSh2ritIZOxWpTXva4+TD+SjnWF92O0qzSGU9L47pvNkJgZSJMtR7WoVy7nyUlfm+74m1MSGE5ccY03lFsQ+OMtT7mCU5dz7K0ZqX3Y7S4Q7looFFdp7eXAtJtcB5Ch+Lz86dD79Sc2lbbl1view8lrgo5VSVUuemCbwk4WNzm1vnw+/IINm0nKwNRXZeUeyMw7c2H3tO3Doffmk2ytKpV1yFkPGdJ9kfd10XOHXkvHSHW+cDB/ZIdFFaCVbuerH4ziuKQ71S6lCWIZN5Npsxb+LQ+fCB/b4oKO2uV07zREk4P00TvfzqOI5PD4/BlqOd73Fy6HzgwJ7kEHKsKldTlSScVxTXUZVSl7YNeX7T7TKhQ+dDdujYBUCpgr16naq4CpRScV4FD4bDcCjLYIXAhmFw2G+6cj7kVhwEjMSieuV6qpKQ82gcxPIu2JkXbJRzeJjElfP1qQ7W69Wnml5U33Wd22gxIeeVUuemofedDcMQrC9zeGjUifMhjxj3fR/ljJNXMGa4XdVKy3mqsdm5acJM7B1myJ04H2yfJYJEYiu+ys/cMC3nFdGVVaXUvijCbBFxdVrRifNhzlNQHSqwy8N55JKc8yrgqBgSRLkB2qWr04r2zgc7NxmsPw2Jv8glReeVUvuioJfDx7cYIJ/nZNObvfNh6iPUp3pfFMSm8dM0+VMgUeeD6REY5Jl8rx472ZNn6XyYUgKXtvUR/UbH6wJEos6rsOnukITR3n7RztL5AEdcwnyS4fG9AJGu8+p1Yk+yF/c9OtnvP7VxPkARAarCB9iynbTzSqljVRErjwt8z0LtTyvaOO/7Mq++758eHulN/TCl9b3SkbrzSGbQy8oq/9pbDvXGzvvehxNGjPCgqQfYs5i68+p19ZVeGl951t5yqDd23usFErSFDzO2ZeC8ovtNK8/a2wz1Zs4jXe9pkMccnl4zgPDB5rB5OK9YeyNshnoz5/2l6zGH5wZgTzbOK+rae8pCGw/1Bs77S9djhKeXtJumKfyeopycV6S1PzeND+2NaxAZOO9pkL+0LcllOYT04VejM3NevWof7Eh2SDzNV81qEK113m0tF42/CCguEP5QluG3n+TnvFJqHMeX3Y7kAh60d34Ux6DQylrnnZc5mqbpUJYkN2VJKSOuQGfpvIraTfoGgYzbBmEwCK9y3nk5Q1hxrCqq32/EQDVX55VS0zQdq2pfFFQDP7dD3NrCqcudd162GD0UT988kbHzAAkeqhldh1PZtVWWljvvtqJZ13XRrfAE0rTRi/lk77x6PYFHcqNe13UOF6WX1N4Wrzw9POr/fef3cSbEyfocArcod9T7RgduKZwTpeC8UmocR0zvU/hM3aKn907i/LeVGKZp6vseR/2eHh5fdrtDWc5/9P9fn+q+768ew1VpB/0N0pvAY0xKZ6pCxHml1DRNiJ1IxvnIYNsPgPOC4kKI+lQ/PTwiq39/PBdCoOjy08Njfarxy67KMCOcoReppdkm6TgP0KeSzPde2vbp4dF+Ge/cNN/v94eyxIRobWQkpUQO5Q+///3f/NVfW3ZDOp6PPst1DsoBJhh7UnNevTaj1DpXJ2Bjgk0zwofzwy+/urStTbc4TdOlbZ+//Mpm0oH8PL0OWg/vaZbiJeg8wEVOCfayltiEi84dk1KaZd3SDHqdkH7DI+u8mjUsyzEtQRA3rrLX37m0tYsLyQa9lkgpMWNKfKGRsvNgHEcknxP/JtayKoD0XT1u4dmnxINeYzDTeXp4PDdN+qMLfeeBjriI5YqWjJlhykV+qD3V9CoymhmFLVtxHmCPFzHz9SBzcwoTsj7se7cSIOgNeQt9GHDKILvmtC3n1ash9MzXXs1H2vBXg6CL0SMegvn3+qN8ydR2sDnnwdx8SvP8qylMmDqqV+jt9zqqyiXo/RAaA8ZGndegw8atpmQGIrTL7379m2+CXBF5xTRN3/xi948///m+KPIV4wopJY48ZW072LrzYBgGrLLUp5rGAY/Pnz9/+cUXsVqnEOLLL76g0Yf2fa/bBo2AhZ3/f6SUWEnCva5ZN1n7u6sscV42JzDjOJJpDFew8zfo+/5YVU8Pj8eqynS2H/2cdrDL590ipcTBIUpB3xXs/Ltcff3DMOTS2S+vVIVzclc/V2k/pOLv/MJ7ZLQ4p79rdPS5PLYZ7PzHXDWIvu8Tn9cdq2r5Rjdswtc+33xrqH6FU7fL37vvmyrtGccRdUT0N5tLt24DO78CKaUO+7EMluaAsPb2KFTFwc/NGcE0TSibsUoJ7A5Y/vthwJeIJDwKgaT5JfqDnTdkGIZz02CIQL5KCJHCKIHztmv/FXbO4L28/a/Y52cwuU2kNL32HNHKoSy7rkvhwaLAztsyTdPcf9Qt7/s+VpPqus7gtkMdvb8ty4HimWZ7e2IlQadpEkJc2hZHfbGujn45/MOkBjvvmHlTw5BSn2pUngoTBVza1myRTEf4V5XwsaXX7OGNH2Yt4zgOwzD/5KN3vsnCzntEjzb1qT6UpQ6e61N9adthGHx0BIeyNJ6g6ghfRwo4dW88PCL9YfZv30NKieJ82IOA8Aoj+blp+r7nwfw+7HxQrtqr7ghQ8hV9ge4OzHoEm82huLsaj4S1SZx+NXs1pZQQwmBrED4lIUTf9/hA8Fnh2aD3saoubcuGG8DOJwGaOPoCnFGZ9wg6QJj/6A7i6uc/vv93Gw2GYdARPsoK2kQiQoh/++67m895rKr525nvFIDVWmztNkfpTmDn8wDThDnoIN7+fF/sLYc+LEbixzIDJ4T4za9/ffM5ofEcmz/ELIedp4b9wS+sxmPGYfkwZrE94xV2nhpOKgLcWatfRdd1iW/F2yDsPDWcLI+5cj7YWh2zHHaeGk6Wx1w5b7NwyHiCnaeGk13urpxfu/OfCQA7TxD7Xe5w3vIAvNnOf8Y37DxB6lNtXPpSV6q1X6s7N006FzAzGnaeIMY1alD77e2PWdSQyKE65gp2nibR7+paXquHCQw7TxOM2BEfIHqnw7wHO0+TaZp+9tOvY1nX9/3Pvv46hQoizFvYeYLgTov/Ofy35QkZM3Aa77/+8Ad698/SgJ0nBbJ3+gKZY1U5P77+IfqPXj0MkwjsPBFwR+XVbdAYckMOtl3XXRXVwa11x6rizTmJwM5nzzRN9al+7+7XcRztj8Qu5L17r6neTpsp7HzG6GtS71+lBhV9B9ioonVnd72UEkU4+NRNXNj5XFl1BTqE9DfaL399nKjnlbyIsPP5oe/PXjV0474aH5thcZfjqi13eAuc3osCO58TloOklHJfFPuicLUlVgiBFzTLz60KVRhXsPN5ANudJOGXpAA+REqJ658sJ+c6JcHmB4OdTx1tu8OkN4x9eng0uK1tGAb9b10tv7H5IWHn08WH7XOklJe2xdVO9698Gcdxfq/jpW19LLaz+WFg51PEt+1X4EpmfesTKuR8v9/rAvsvux3utw5wNpbN9w07nxbDMIS0/Sa4RgZXVsV6BjbfH+x8KugVuEQWrp8eHmM/wl/Mx6peIh8LAdj5yEzThD3q6dgOUnBeM+8QefeuJex8NKSU2M2SZvialPMghYkPAdj5CAgh9HJXshXjEnQeZPHppQw7H5S+7/dFgZEq8bOlyToP5lFSUnOi9GHnQ4CV8E/PzxnlohJ3HkzTpKf66XejicDO+2UYBlztXJ/qBCftd8jCec084M/rcw4PO+8FvcXtZbfrui7HhFNezoOrj52H/Zuw847BFZEEBpwcndfo8OpYVXxJ5hXsvBvGccR29H1RZDqwX5G180DvfUDhAE7yA3beCikl1VZFwHnNVY+88ZifnTcBA8i+KMyOo2YBJec1OubHCh+BcMwAdn4FWBnSE0XajYak82BT3+Nb2PmPkVJusIkQdl4D+RGvbeebZeffBXP1rTUIzRac18xH/kNZ0p7zs/PXCCHOTTOvHrMp1TWbcl6j5UfC79w0WS+43oSdV2oWvaP2E8lvei3bdH7OMAxXvT+NwX+7zk/TpL9URO+0I7q1sPMazPIQ+WPwH4Yh3+hvW85rzzFL3xfFpW15SL8JO38TTP3Qfg5lmWP7oe+8lPLK89z76TCw8/d5O37k0q5oOi+EmBdy1f1x+t9HOrDzy4H/l7ZFpWBdJjjNEICC89M0QfL6VOtO937BduZD2HljxnHsuu6qNaILSGHUyc95GN513blpUB0NI7n+WGM/IBHYeVegudanWkcBCDz7vo/SCyTt/DiO+LwQqOsrFg5leayqS9sOw8CZdk+w854YxxETgZtNGuOW1/g0IeellIeyPJQlIiLdI9anOmKnuFnY+WDgEpG+73VHoC8U2hcFugOHLT8h5xG0g9jPwrDz8fFkRELOM0nBzlOFnWduw85ThZ1nbsPOU4WdZ27DzlOFnWduw85ThZ1nbsPOU4WdZ27DzlOFnWduw85ThZ1nbsPOU4WdZ27DzlOFnWduk8ud2cxa2HmG2RbsPMNsC3aeYbYFO88w24KdZ5htwc4zzLZg5xlmW7DzDLMt2HmG2RbsPGn7rTAAAAAwSURBVMNsC3aeYbYFO88w24KdZ5htwc4zzLZg5xlmW7DzDLMt2HmG2RbsPMNsi/8Dah/kpR+YwT4AAAAASUVORK5CYII=" alt><br>Which of the following correctly identifies the charge X and the direction of the electric field?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An electric field acts in the space between two charged parallel plates. One plate is at zero potential and the other is at potential +<em>V</em>.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>The distance <em>x</em> is measured from point P in the direction perpendicular to the plate.</p>
<p>What is the dependence of the electric field strength <em>E</em> on <em>x</em> and what is the dependence of the electric potential <em>V</em> on <em>x</em>?</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two negatively charged particles are released from rest half-way between two oppositely charged parallel plates in vacuum.<br><img 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" alt></p>
<p>The particles take the same time to reach the positively charged plate. The particles must have the same</p>
<p>A. charge only.<br>B. mass only.<br>C. mass and charge.<br>D. ratio of mass to charge.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 13">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Same time....same acceleration......same (F/m). Hence it can only be D. Many </span><span style="font-size: 10.000000pt; font-family: 'Arial';">candidates directly identified force with acceleration and chose A. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A particle of charge <em>q</em> is at point S in a uniform electric field of strength <em>E</em>. The particle moves a distance <em>w</em> parallel to the field lines and then a distance <em>y</em> perpendicular to the field lines to reach point T.</p>
<p><img 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" alt></p>
<p>What is the change in electric potential energy of the charge between S and T?</p>
<p>A. <em>Eqw</em></p>
<p>B. <em>Eqy</em></p>
<p>C. <em>Eq</em> (<em>y</em> + w)</p>
<p>D. <em>Eq</em> \(\sqrt {{y^2} + {w^2}} \)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which graph shows how the total energy <em>E</em> of an orbiting satellite varies with distance <em>r</em> from the centre of the Earth, where <em>r</em><sub>E</sub> is the radius of the Earth?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An isolated hollow metal sphere of radius <em>R</em> carries a positive charge. Which graph shows the variation of potential <em>V</em> with distance <em>x</em> from the centre of the sphere?</p>
<p><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation of the gravitational potential <em>V</em> with distance <em>r</em> from the centre of a uniform spherical planet. The radius of the planet is <em>R</em>. The shaded area is <em>S</em>.</p>
<p style="text-align: center;"><img 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"></p>
<p>What is the work done by the gravitational force as a point mass <em>m</em> is moved from the surface of the planet to a distance 6<em>R</em> from the centre?</p>
<p>A. <em>m</em> (<em>V</em>2 – <em>V</em>1 )</p>
<p>B. <em>m</em> (<em>V</em>1 – <em>V</em>2 )</p>
<p>C. <em>mS</em></p>
<p>D. <em>S</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A positive charge <em>Q</em> is deposited on the surface of a small sphere. The dotted lines represent equipotentials.</p>
<p style="text-align: center;"><img 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h3ahSEEnbazGJCTowHYnP+z9z5eZz/88EPFCepeY9Ls1auX/uvb1lOOYdq0adK9e/ekF963ngfwwXxUiAmwlXfeeWdSC8MACjQYLsIJAoACyrZhw4YJ4pAtyRTAGoH5Ep0D1iHoBVj4XTwDBmY80r9jibAlPQXmzZuntP5XXXWV3HHHHekvCtlRQALuh4I4xItvSzIF8IjEVImoyFqYS5cuTb7Ah3+eihKWpcw+wqkKvexXh++sHf/MY0a2pzlz5qh8DVdccYWghPQz9bxnHAMkcbKYmUkUjzOAAF6fmBl1SVXo6eNR2TrHHw7ywgsvtOLFL4OLqfnggw9WClxyc/rNNXji4MRH4NRgR+VFL7QfzJxawYSDSxwL7wO5EREvCLcniC7OBaUjHELt2rUVGXBWIw8n+hk/inGOAVDAkckqnpKHlw/hhRdeiK0iFmDAS5NUZyhctRiVTKV4/TvssMOSOrxq1aqk/17+Ma5jYNBxo/WbNfKSqPZZlgKFUmD69OnKDR0lJOZqOEs/cnAa5xgABbTscS6IDiQGtVxT9W/Byy+/rDiI6q+M5hW8J+gYEDExW/r1zhgHBhaOOeWUU6I5ijn0iihGUB+vQL/kxRyaGahLevfuHdsVyNAz4ATIGpisnk26fz8WATIODCxEG2fFI45K6BPuvffeWNMhV+ThfcEzltgLYkPiWMiXgbs0nCagoNcE8ZIWxnUMXnbGPis6FMCcyYQSx0lFR17q0cQz0uv4E2McA0pHfnEsIL0txVEAF/A4ggJUS02/p02XxVE0v7uNAAOmJ5SOfmhT8+u++1ejPEOX4JfSyP0e+V8jYgXOUHEyaTqzZsFBeP0+GQEGFlB9/fXXVVy+/6+Vdy0AFEjbhcOOc2C9a0E0n0QsAXEE5AiNS2FSRYTA14VFcQGGXFYrd4s+RoCBxs2aNSt2rCDmJRYUibsXn1svp64HV2rEUjgHwDcu5aCDDlJKSPoM14AnpFfFKh+9onQAnsOsQ/LXtWvXqhyQmqtB0UcWob333lu1ElEoiPI97QxL+Lkbw62VkPfcc48yd5OyQLvSu1F/tjqMcQzZHmrPmaUAHxCzTOrsSlzCkUceqezjJHnVBbCYMGGCilvgGufMBJgERZkaJ1BgbFBCIlKwDsWhhx6qsjsBFl4U14GBl5EXMy4F9jZIa2OQHBYHGXQdqQk/KisrhR8xCvgL6AKrjhzLOUDC6YiFLwH/8cij7iAUlJDQPA7KSPwZ9thjDwUS0D7bSuVujo2rwAAg8EJ61Xg3CVFIXXqFbjIu+VUAYucHAv1JjMJHXoiuI9V3YMiQISpVG7km69evn9RN53OTTnjwh9ibv/71rx48yd9HkGbeWRADPSmVLpZnn322snXr1i7WGOyq6Ou4ceN8aeRLL71U2b1790oRqVy5cqXnbVizZo0a61mzZlVu3brVl+fTd965qBdoPGrUqMp+/fpVTpgwoXLbtm3Gu+wqx4ACq5BZyhMENPCQqVOnyoABAwzUnL1KZurLL79cTjzxRDWbO5PGZr/TvbMoLuEi8FeBY/JafOT5hGxrhal7PQteTXpdUcRWr6wTrloleGH5xU1J5MWrBF2DaCmgXfitOHUWXtAjTs9gZeyHH35YxowZI926dZPTTjvN+KpVrnIMvLhRBwU+BK9nRywDzMpBDCpizJ2ggAWDmc0W9yhApiucnVi7Y9u2bZ4EVbkKDO6RIrg1kcn55JNP9qyBgAEmRHJDBmltw0wEYJFWrBdeujCjBIY+gHZUC5YjJgfExu+//17gIkwW14AB81Gq3dxkw/2oG06BXAFeJ55Blh4xYkQgRYnUceDFxUsRPwlycXhRAM5PP/1UAO2ollRdymeffWa0q67oGEBq8jpiJtPedEZb7VPlzIQLFixQNn+fmhCax+rZ2yu9CGCEIpTYAq+e6eVgECfhjBXhO+vYsaOxJrjCMegFRaIMCowAFojJkycbGwwq5oOC+wqKt2GhneXjdH6gpvtDljCsJFEtLEiDFyRiEytkm/YVcgUYGAwiCqNeeNFNKlcBhcsuuyxyHAkiJj7+JsGBsTnppJOSwChq7yN6hnr16qlIS9N6BleAAbkyTv4Lpl64mTNnqvBi2GJegqgUrBYoB02DQ1TolakfuLo3bNhQ1q9fLyRvMWkdcwUYMnUkKsf5UFmU1XQh70DUQEHTDIcsEuIuWrRIHzKy5WPxYqyMNL6aSgEFAqsGDhyoFqZB4WqqFK18hP3lZ5LFNtX5XOslgAhLhFchr7m2y15XlQIAAzPrSy+9lORfUfXKcB65//77lbmS1qNzMPVOFs0x4PXmpV3f6+FEPiYbVbt27Yw8GlCNupnXCOEyVMoERbKcJ554IsMV4T5MpKUun3/+ud51fVs0MBDaa+qjcb23BVTYtGlTNfuY4oiw9ZeXlxfQsvDewqyOA5QpGRklJJ6CUSzonn788Uf54osvVPdMOToVDQwsiIGrZlQLA+F0+XWzn5ieRo4cqfIjuFlv0OsCZHGAwu/ARMFsjkNYFAu0w6dh1KhRRhWQRa92jXmN5B625E8BYuuvv/76SDuFZaIKyWLwWDzrrLNiu7BvJtpkO15SUpJI2rJlyxbhZ6IUDQxRMqulEhjZH1HCVB9NKY5S+xHE/8zquHqnJiJxs62IKqmOVm7W70ddBFRR4GKJS+FnohQtSrjbqK9k0fBSqVGjRuZf4xGyaNN2dx+bpjaUgmRDMkX4NI+M3SF0AaZ0NxATpfiSJUtcput22bJ8rLSvcaicO/ktqTpfb5LVkwdI48ZDZPaGH1x+9s/VYY3o0qWLNG/eXL799lsjzygKGAgHdlej3kA6jFmm0pLp/IQ/b3+Sze/+Q/o1aiTtrughbeoX1eycCKndvGF33S7QDf2CLWYpgNMdyYPcLTWlpNX5ckt5U3lgwFVy9/JvHNUDGpPk4gFL5ZTxZdKjyc6Oc+7t1qlTRylX8WkwZZko6gtD8eiJWWjLMrn74qtlfqcb5a5BpVLiHo0z1oT8f8EFFxhxscUBBzu7LT9TAHoAlm4XMmKT5Nb9squ0GvQXKW+3QsqG3i/Lt/zMwW7f8Lj8+Y/lIuWT5PZeTaWojytLo1NFWxML0RTVdjyvjJuFtq+X2X8eIGVresn4G86UFiVFNTkLuZNPIf/fcccdyQdd+McHAJjiImzLzxTA5GYiCQ0p0SZOnGiGzCVt5Iqp46X/mnIZevcy2bJ9vTz+l7/K5APK5BYPJi9MlprrNGGyLOorI8KrRYsWZgivav1BNjxeLkMmN5arp15tjDXL1AFndGCma/I9jpkOTiQV9fOtJ0rXn3feeSrrE3odNwv6C5P5MGs26SrXje8la8qGyyXnnye9550gs6ZeIq0MT164RpP7EdAjZsJEKcoqgcnJXEFeu1PO7j1bDih/XEZ0aGKMNTPXh6o1o0025RdR9WnhONKyZctEBiYTYGyOCjtLkx5lMr5/V+k9WaT/LHN6hdQ+aE4dMYKkLSgk3SxFcQxuNqRKXegVhpbLmv7jZeoVbTzRK+g2oFC1eQs1NcxvAQMckkxYKAj1NiGmaKpsr1guc+e9JSJvyby5y6XCvMFM8GUwXYriGIw1zqFXmDW1qzTxGL5w80axGsWC+fW1116TdevWJTTazD6INqWlpbLvvvtGqtv0t3PnzsrS5XrHtrwl/xiBXqFcFk4V+VvHIXL2gXvKk0PNTmRYIygk9GHsSBDrdikKGNAm4/norrys9QpNpXzZaOllyOSTjZCAwiGHHJLtkoLOQS/cx/1wbNq8ebPMmDFDrUu5fXvytIacyu/dd98VHGjwRmzQoEFBfSzmJhSzbi+oq/uBs5O7HMk3svzuq2TA/DYyadFA6dBiu/ymfLGUll0nd7efKkNbmY/V0OKEcx3SYujvvLfguZhBJPiHEFf3itYrvCCdJt0kgzwgbrq2AwooeNwuixcvdl0WzKWNzJoEa5HgIxUUnPf/9NNPyqELa8yqVaucpzzZx2eEaF03i5603HVU+0EqFt0uQ8vWS//xf5HzWrB0X3oTppt9cdalQcF5zM39goFBN8JVZVFCr3Ct3HDeIZ7qFXR/2OIYg1eem4UZi/BtXKy9LHwQrGT93//+N6/HkjBGO3nldWMRF5eVlSXEmyKqqXIrq3e7mY90+4an5Jqz7xG5+jYZ3cPhr1BSKoPuulH6YcK8YaFRfQPriBJhmbpwcZXOF3igYGAgKzQD6V7ZLpuWPi63La6Qism9Zc9amdyiS2X4ovz9w7H1shDqwoULjbx8udBh1qxZLotd1T91+vTpeYMCtcJZIHqYcJ7J1Go4tVdffTXTadWWN954Q+bOnavEnlzbprmGjBXnc2LLUrnt7CE/+yuM6CiNkr6gmlLS4ky5ARPmjVfINY+vl2ShLZ8HVX8tfkRVObvtsmnRCGmcIayg8bm3yOzlFdW2q+gMTtU3PxhXID/DyutC8A4+GPvtt58+FLktLw1ghFt5oYV0c17l24CrIlI39UMGABg/xAySoOoCZ6cVcfpYXLaA45w5c+Sjjz6Snj17ysUXX/xL1wGGa6RFx+fknIXPyJgOTl0RcRyXS4cBn8sVy7LrQZLwLspETY3iwzkLMxYzqpMdw7yFkjAKBSAsBhSggftBSJkpi3LQCQoAAhzCQw89JK+88koSKGC3zxUU8BB0N6Yncx+Cfaa+tDivTEaftELKRsyW97KwM7EBBl4iZphUawPaeCdAMGOZyKgE4JhMn576QvJRuaFwA1g2bNiQWr3R/9kAYZdddpFjjjlGunbtmnMbiHvxJKYn5xYVfyE0IpX8Pvvso7wg867xzQ/kX7/EeKS7tyBzJY268cYbFQrDxkShaIBAmWrCMxFNP6ZK54xokm6YsFikhLEqpqC0RMnVpEmTYqrJ6V5EiWeeeSZrKDGiBNwDv1wLHAMs91133ZXrLYG/Dgc8rY+B0+rfv39e5thG55wopVmilAviGGC9kfdMpq/2a2Tw1+/Tp49fj3f1ucWCgm6MqZh/Xb/ewpm4weXo+qK6ZRLToEAfAdSnnnqq+u5ur5Clt98o1zzXUq44vaVgZM1UCgIGXjhmViwTUSxR8/4rdox22qkgxjLvx9aqVUslOs37xmpuIKFJ+/btq7kqPKdr165dpbE6s9OOE8vl5o67Jyc8qtVKhn92rNy17F65ohofoYJHHJaYhBGUVMXejsYFc4/INGbBdLZ9dBBHHXWU6w3HQ9RrIOUFIjy32OKuE1vm1gBArMt49dVXu7o2Y65KyswtC9YZ+tO3b1+llKVlhx56qJx44okpjWwlw6pYJVIuyfK3YGDAzKdNfaSZCkPB0YUEKbBiqQVAIMrP1EvklW5B9wudgBugwMe6++6762qNbnFCwgSHzExmIrIvpVu8lYmIuA63IwqNds7lyqEBY/PBBx8okHDV0VAkEpHMOZEc8Qc5LBUUAASsFccdd5wCBVy9yTkZheKGtx9WAB1v4AVNdDyDzmtIXEkqRwpY5LPUHaZKLy1CXtCJZzAuprjQgnQMqR2HNQ96gVtwllRA0Of0R+D2i4SCCDdjLwtydc2ahQ8x9/q9ylgmgADgc81chKkSr9eoFTh2rIKAt9ulYFGCgXn++edVw8htb4oFd6vDEBHbNx9os2bNMrZXz1hur5WBtr13795FOxzlQw/ECbiG1atX53Nb4lpocdhhhyX+m94BOAGCdOZiDRCIGCQmgYuoqnAz3cJg1u9cts6tFhY0nWj7+Pz5891qhyf1ENLLisvVgRiLwGjOwa2G8WwKooqX5U9/+lNBfUF+JfzayzJv3rxq41gACMYwH1DAYS0+lqaaUr/DDfJp5bIUd+j8RrIgYGAmARwoYRAj8iOJGMkmhHKodevWamm2fNtTzPWM06BBg5QCMVexAuAcPHhwQYBSTFvvu+8+Ix8wYqSJZQCK6Wux96JnwZfB6c5fbJ3O+wsWJYgH79Spk9J8I0qA5LZkp4Bfci7gcOmllyqLDOIfeRcy5WXA3ZjAKYwNq98AABprSURBVA382Xvk3ll0Ot27d6+iaHTjCV5bhNxocy51VFRUGNEv8OyCgYGbtTu0qfXzciGOqWvwgHTbBGSqrbnWy8pa/IgdYKbRpkDEJnQR6GF23mmjLH9yisz4+1/l5sUVqupG/crljnO7yckd9jeWI4OP18waELlSJ3zX4apOhLAJ4CsIGPKR78JHblExIHxAxUYmBrXvyNvpZO7tFfNlxFkXy/9vM1z+55bl8lOrRlJTfpCK5Y/I34eeKneumGY8n6HbNEOnQ9xIOoWm28/yqj5tjUHp2KhRIyOPLUjHkMpmRs2/XWdZcttkyQiSwNPzDNTbV8vkzo2l8fBFsinTa0QCEkDh/90l0268ULorUODinaVRq3Pkxqk3y763DZa/FZAkJ9Mj9XG4M7fXlNB1o7cwJYfrZ3i91TEwcOyI9KnfoxvtKQgYeDC2U9xXiVxzJs9wo1F+16FZM3Ikul1g/bz2Z6i+DyQ2vU7K5BK5pUpWop/vrtnkeOl7jsiDz67KDC7VPyjtFVgjTjjhhLTnij1ITgrtoVtsXUG5P1V01yZ2N9tXMDBoNoZw1k2bMs5DbrbV07pwndacg5sPJhsSDjd6eTE36y64rk0rZMZtK+Skc06RIzOuolQiex6wr1Q8uECWubzaOBzUkCFDCm5+phvxWfEjz2am9rh1PBUY3KrXWU/BwADHoD2uUt2MnQ8I6z4yqeYc3OwD6P7ss88a0b4ntXPTIhne+Je8mbUOlAHPVUjFzR3lNzoXYOMRskh94Ntl07IF8mDFsdLn2L0995EHIAHKfBKvJPUzyx9ojZ7IxDhmeazxU6wjQaq7e+65Rz3LhEWwYGBAk924cWOVQYbWRdGfwdQIk4HaBPuX1N76HWTMp5Xqw6j86V2ZdFIjaTRsoXxb+cuxT2+QDlkSdSTVZfAP/gVwZ8bpYbAPXleNMhVwMOHxqPtSkFWCm1kmi4bpxsHeVOdRqB8alq32UnQjGCksfc7Yzu3r5KVHXpJG5wzKmvkn4/0ZTmASjpLFIEM3XT2M6I4Ij0UiNcDMrQcVzDGkrp+H/3rUCrkgH330USPdQgt/4YUXeu4iXbUzNaVkz2ZyqKyVNf/aUvX0L0e2f/CKPPJcYzmn82FZM/9krCDNCVOWCB6FiNKjR480Tw3/IUR3YlgIh2d9CROlYGDQvgyIEPyiqIDEl2HkyJFGTGnMlNDQROLZKi9KzRbS/9lP5dMxHdJ+1DX37ybDh4k8+NCLskFnDt6yVG45d4RMYQ0C1mi8fqy82X+EXNbOmY68ypNyPgDomrJE0AjEkzZt2uTcnrBcSBAZBUsLv8ABA7ZTlI8M8JtvvhlJYDjiiCNUfIPby6bpl/Cqq64S7OzQ0N/SQNr9z41y3tphcvbVD8ryih9ESo6QvpcdKO8MbSW16h0q18hQWXR7D1cWGIZTuOaaa4xYIqAj9WPpMAk8fo1XqkXClG6mYB0DhEG/QPpq5B3tXusXwUw9l6zFpohPvStXrvQ8WCkdrWo26iQ3PPm0LHruBZlx1t5SqtyhG0m7YX+RSW2ekgelpvxn839FSn4OnktXR67HJk2apBTXp512Wq635HUdwEDyHTJyRa1s3LgxoehHp2fq3SxqJSoWA2EZM7z5WB/xjDPOyCscNmqDFt3+bJL3Zt8i16/tKne6sMQ7Hy4veNTMiF6MPytQ8c0RQIXn444VqNx9elEcAwpI5OQrr7xStQqHEq17cLeZ8agNK0gwLSD1Zf9e18kUl4YB/YoFhcKICWcOKJi0SNCygpWP3AwbAzujXU6ZBaJYtIabmc5UIS4Dm77/+gYzPaR/XsSIkN+RCSqKRQdPkSAJYDWZpLcoYIA70N6PDISJoKMgDDAfLIvr4NNvqjDQaNI7d+4cuXUWAdRrr73W+DqYAAKWJLwCo1i0S8CIESMUZ24qshLaFQUMVIACEnMlg4EpRUd+RWlgYH2xINx0001GTJeaVjj6jBs3LnLRgKypQWGZPpNl2rRpKtlLVB2mdBQzk4hJxSNjVJSOgQpoJPn/eaFvv/12lbnXhO+2yRcql7pPOeUU5e2Zy7XFXGMimKiY9rhxL6n5iYUAYE2WBQsWSFlZmclH+Fq3kyMn3Nqkp3HRHEPDhg0TbtFwDCZClX0djV8ezktNjIPpl9vZV1jwKOgcMB2aMqs56UUGqKhyC3DleDyi72IhISZkk6VoYNDcAfkfQTQnqplseBzqXrNmjdI5YA42qfh0m5YoAHFHDlOb3aaB2/WhXwAYJk6cqER3AhhNlqKBgcZhYoNVZJn3qOoZ9CCg4OKl9wIA8bwkwzEzoZbTdTuCuAUIADEUgKwg5RV3BRBFvaxbt06ZKUmdjxgBp26yuAIMoJdzBd7UVZ9MdsDrumGJAULTijTdL1jGF154ITSyM5mw4XQQH7woiFoAkRdA7UV/Mj0D/wXEdDKAmdYv0IailY9UkopemPa0b0Omjob5OLM3C8iwwjB6B9OFmdfp+MTHgOIpCPI0HJTWH9BOLzM9w6EQczFlyhTjMrfpMc5WP1w46RNZLhD9ghffliscA/4MoBhJN5ndWIE3yoVZHJ+Dgw46yJduIm8ySyLSoIzyo+ClOWzYMNltt91887sguA1u1VTMhR90TfdMp0Ifztyk/4J+vivAQGUaxR555BHZvHmzko31Q6K4ZbY2rRnORDfYdLxM4VhYW8DrwkytV3ZCbPCLc+G5cChe6TK8prN+njPLNQ6FerlDfd7E1hVRgoY5fbeRh1CWeNEBE0TJt04nO53vvYVeD/ue6vOAiDFz5kzBb4DVpNwALvqG8xqcIB53FD5EgEmLEIX2wd5XPQVwg8YaQX7HLl26qHGt/q7ir3CNYwAE6tWrp5ROderUibw4oUnPhwM77RdLr9vBtrS0VIEC6emxCjgLrL/+OY/rfZR3nHeaGKmHvl1++eXqMuc5v0CBNowfPz7yykY9Lu+//77qK5HMiOx77723PmV2W+liefHFFysnTJiQ+H388ccu1h7cqsaNG1fZunXryk8++SQwjdy6dWtSW2ifiKgf7dVl48aNieOcnzVrlj5VSR1r1qxJ/A/CzvXXX69oTbvjUKZNm1bZp0+fyrZt26rvatu2bZ502zVRAvgCzd56660EksVFnIClB9GRd1PZ+wQxPN5Jlbv1grpwOM7CzI+eoG7dulVED+pwWkOc9/mxT3QmqfYwh/vFsXjZby1GEI+EWMhYmFh1Kl2fikrUkq7C6dOnq7UCMbE0a9ZM+vbt61ln0rXHq2OwuKkfo1fPjstzEHcIJMLxKw5lyZIlSRMtToRe6e1c0zHogcI6ASjgAYeCKsrOTrrPbC0oOKlhZp9ZMy6gAAWdZn+vrBF65FwHhubNmyu2B9dNFCerV6/Wz4rNFpYXBZktxVMAd+eoezWmoxImSiZWbaqE+/ayuA4MaE4JrDrqqKPktddeU0liiQyLU8FUCDiELfgpaGMEKODItWjRoqA1zXh7mFCZWPW6JocccojxZzof4DowUDncwsEHHyxnn322epap9OvOjgRpH5YXUx/KSOREW/KnAOZfQIE8H17FXeTfSjN3oHTEF4iJlYxeTLRMuF4WI8CgfRp0IglkpShmdso2UIADqee9iKXI1o6wnsOzksV/g2Ll8ZKOWPbwaMXShWjOROt1MQIMmFScMhEBIFpW8rqDfj7PaVLDahFHWblQ+qPMjSOoMoECDJgoyYiGg5lXlgjnWBkBBh6gF/vAlZZfEDwDnR33eh9XZQY4DrkDCqEtoMlannGnjzORLQFTiORe+S44x80YMCBG4JABS01gFUt3x5Fr0MRGTp41a5aSm71Io66fG4YtYKBduA888MAwNNlIG+EW0McRWq0LwOBHMQYMdAZNKn4NTZs2lbffflu0950fHQ3CM3n5WZKOlYpt2UEBJgx0Cffee28sPBp39Dx5D58fTJR//vOflY6B70fr6ZKvNP/PVZfo1OaiTf3DH/6Q8H4kSozO+yEzpbbNr/+pDjoELkGPODtIxc3qkOndY+Ik4zrKRnQMXpsone0yyjHwIGZHxAk6Slm1apXz+bHfJ9kJqzLHRbYmVgP/Dvptyw4KwDVt2LBBid3k2WBC9dpEuaM1Liw446ws3T6zIdmddME+Gxc3ad3nbFtiS5gxsdlHIVV8tr7SP7TszIwXXHBBtktjdw6aIDawDiziNyH0fhbXg6jSdQY05KXQlol27drJmWeeme7S2B6Lg0hBH4m4jaMZMtuLjSVi8eLFiUvgFkjK4mcxLkrQORCQzlJwWom7hSLdgGPBceoZYLX58TGFsSAy4P3p5ILoowWF5NHEEvHqq68mHfSbW6AxngADD6KzmF4QK1555RXFTsbNGzJp9Kv5o1ltPADDFpClMz9Zs2w1gyyi0uaR3HfMmDEqhRvgqRdxqv5uc1d4Ikro5s+dO1eBwrZt2xQXccwxx/ji7qnbE4YtMy85CHhhKPxHTwNgODkMP/uCcxIKZl20ItWvJLG6HUHfElwIeD722GOqqT179lT6Jr9MlE56ecYx8FC4Bl4gRAsKzhxxi7x0Ej+XfdyqNShwPaBw5JFHqoxLaPcBCj8Kz4WTIYU9CmanyAMgWFCoflQQIYiJmD9/vqKXn34Lqa31FBhgkZy2WWIoUuWr1Aba/8kUwA9i69atal2L+vXrJ3ENzNSw8XykbgIG9aErcH78tAGQGjx4sLIyOcErucX2XzoKkMwIemKSvPTSS5UOjlQFQSmeihJ0Gg5hxowZKjsNMRSkfsMjMAhyVVAGpdB2AArz5s2T++67T1q3bp3kaQpo8DJSoLVzRuc+XVLP1ahRQ52ivrFjxybdp++x2/wpgJkahz9dgiZWG/V81J12bpGfCLDC9RPZFBMmCklrvnRSqbB9AJYfrsWpkZyYjHWiXrg2JzA4ubbUcySKjbtnZmGjkfkuwqmxzOn1Xnn//QitztxCEc85Bt0YEBPbLct6l5eXS6dOnQJHHN1Wu7UUcIsCmmPm/Ud/hNdrEDlmT3UMTuKS/gx5Ga8/wkoxYZK5xhZLgShTgMmQxEUoHIkkhUMLohjtGzBAjFatWsnRRx+dYKmef/75KL8Ttm8xpwAejihsH3roITUh4vQXJIWjc3h8AwYaAcfgjKNALkb+ssVSIGoUQITQupzzzz9fTYoES/mRhCUX2nqufHQ2CqIQPPTUU0+pLE+Y2FDI+B1Z5myj3bcUcIMChAJgnqcQaYx5F6VuUIuvHANEgTiIFGhlkbuwUpBE1bpLB/WVse3KlwJwwWvXrk2YJ1k8hhXJg1x8BwaIg0jBupcDBw5UVgpMOaTOtsVSIOwUwHcExTpLCRASQAmyCKHpHQhgQKQ4+eSTFUDg5os4gc0d27stlgJhpQBc79NPP624YBzMCKXGChFkEULTOhDAQGNwDcX7y6mMfPHFF60JU4+U3YaOAojG6BXId4rbM4FvQbVCpBLXV+VjamPQM2CZwKSDuyjekchjvXv3Dqz2NrUP9r+lABQgIxPvMQW3f97j9u3bh+Y9DgzHoF8nPCAhIpl+br31VhVoAvLaYikQFgogAi9fvjypuccff7yvORyTGpPDn0BxDLQXfQOhvLBg3bp1k/vvv1/lwiOSMOia3BzobS+JOAXw3kUEJkDwN7/5jdKboVfQqQbC0v3AcQwQDn0DKcA6duyoPCNZgMMqI8PySsW3nSgbsT6wdgiLLDVo0EC5O4dxQgskMPBqgbAkJCHIRCskyQlgM0zH98MLcs8BBRz1SNPGCt0oG1m/tWvXrkFudsa2+RZdmbFFKSew/WolDgrJhg0bKlHDz5z7KU20fy0FlI+Cfk/RMZDfFJE4rO9pYDkG/a6hjCTgCl/zESNGKDYNds1GYmoK2a3fFFiyZEli8qItcLthUzam0jDwwIAysnPnzmqhEhbjgE3DLmzdplOH0v73gwKAAjoFlI16MVr0Y2FTNqbSLvDAQIPJ+gRbBnvWp08f5euAWIFMZ2MqUofU/veKAhoUSFWoM2aF0QKRjl6B1zE4G4348PDDDzsPKTEDBQ+chS2WAl5RgMAoYiDIrQAosFo3Xo1htECko1mogIEOoNhxrm6E7mHfffdV2l8LDumG2B5zmwJ4NWoHJkChpKREpQ+ICihAr1CIEs6BRXbTy5wBEqxt8Oabb1qxwkkku2+MAogPGhR4COukkFMkSqBAv2qNGjVqlDEqGqqYJJr8EC1++uknufPOO1XE2nfffaeSvFjOwRDhY16t1ingoo/zEq77JBUijDpqJXAu0bkS2Mk56HuIfUcRFGb7se6L3QaLAhoUtKKRXKUoGqPGKWiqh07HoBuut6k6B46D5BYcNIXsthgKYPUCFFg1ijUmWYGLdytKisZ09Ak9MNAp3KQXLFigAq9QRr7//vsqxgInk7Dbk9MNmj3mDQW0m7NewQsTOaZzXPWjyiloyoZSx6Abr7dEsZEajnz9n376qfz9739XXAP6BzTGu+++u77Ubi0FcqIA+quZM2eq90nrrOBEyRkSdVCAQJEABjrCkvCAw6ZNm1SmHNZw3LJli+y0006Kk2jUqJHUqlUrp5fCXhRvCsCBkpINj8bRo0er5fwABaxh5CeNQwmt8jHd4BCwQranOnXqKE5BX0PINglmca2GFbTFUiATBbTjEi7OhE6ToJjAvbiJpZHQMaQOslNhpM+he9htt93k1FNPDeSSYLqddusPBVLfGWJxmjdvHvooyUKpGUlg0MTQ6I/SiMhM1snEzBS0Jcd1e+3WHwqgTwAIeE+chajeuHKZkQYGBllbLIjIfPTRR5Wn2umnn66sFe3atbOihfNLiOG+njxY6IgkKyxjQMFHAZOkVjzGjTSRBwYGlBmBBXPXrFmj1g/Ug49CCa+1MOT5j9uLabq/iJasPI0fDFG6eDOSdYkVqJkw2Ma5xAIYGGBkSFa3QhGpi46fJ5wbE1RcZwdNj7hsAQMStpJwmCAosoQRzo9Vi0kjrFmX3By/2ACDJprzpWD1YVjJnj17JnzeLfegKRW9LVwCY44XY2phkVk7OeygSmT8GHZ0KfsewVe8BMiTcAhsJ0+erCwV+EDwI2LO+jxkp2PYzr777rvCitNERj755JNKx8T4I0526NBBLaxsx3zHqMaOY9jRdVHcAsk2eGl4SbT7NC8L1ou4y5lOWoV1H/0SYwynuHDhQpkzZ45ar4SlCRhvq4BOP7KxBgZIohWT2h+eY1988YWyVpAApm3bttbvIf27E+ij6JSwNOjcCeiTUDK2bt1apXW3wJ99+GIPDJo8cA3InyikdLoubNi4wCJ68CJZr0lNrWBv0RutWLFCiYl6TRLdYjuWmhLZt7HTMWQiB4FWvDQke9ljjz2EJfGQSYm1IA6Dl62yslIFZFlZNBMV/T2OuMCYwSkQKn3HHXdIixYtVFIfAALTNEBvrU/Vj5PlGNLQCLFi0aJFsmHDBvUS1a5dO3EV+oeWLVsq/YN9wRJk8XUHQCAPo/ZcHDx4sIqC7NKli1Ik4+mKvsiOV+7DZIEhC62c4gWXkaiDgt6BlF4WILIQz4NTqYCgHwlAwCFYsUFTJP+tBYZqaIYSC4BAs41S8uWXX1ZecjjEsK4mHARrFAISVgdRDTFdOq0BgYhZXN0RH84//3wlAvIIQLu0tNQqjYugtwWGHImHcwwKLTwnAQgKughnYYbCx57gG1vcpQD0JxEPY4CCmP9kCKegJMZ7FfOjBQR36G6BIU86OgFC34qyC3drlFvMVigyUXLxolq5VlOpsC36HjwVAWRo7+TK4BygtwWEwmib7S4LDNmok+UcLylsLL+NGzfKsmXLVGIPUn9ddNFFiTvhIPDBt67WCZJUuwNt4Q7eeecdlWCHVaQxJSPGlZeXJ8DBigzVkrLgCywwFEy6n2/UOgj9EjPD4VKti57V4CKY2Uj+YYN0NHV2bKEjIfKYhZ3OZtDv1ltvVUFOgC5KRcCWn6XjDvq5vWeBwUWK8hKvXr06sSQ6M19ZWZl6AspK/WLzcgMSTZs2jbU+AvrADaxdu1ZtsSZAPw2iEE5HwHLsoIMOsmZHF9/XbFVZYMhGnQLPaTEDoEBzzstPSnssF1phyTXoH+rVq6fkZMQNcgs6ZegCHx/o2+AKKioqVLizkzPA2xRRAfAkv6KOU0Ghy8+KYt4OqwUGw/TmQ1i3bp2SmdGm66KTjXbr1k1xDvpDgJtAFGncuHHogQLxgFgUIljJewBAwgEACIAm5l5d+E9OTvqPVQd6WOWtpo73WwsMHtLcCRKbN29WHwofDL++ffsmWoI5FG6CjwQ/CbgMwEKv2RlErkKDwNdffy1fffWV4pScHAGdwx9k3Lhxqp+dOnVSK5Rrr1INBigUg9i/xODEZMcCg08DrVlqZkrtyqubMmbMGFm/fr3iJHQglz6nt3xAgAaLq7KoDj/AxKRCTn/8bAGAbdu2KQAAyDQ3BEeARYFjAB5cgVbGIj7BQfCfttOHuIhQetzCsrXAEICR4oOB3UbkgN3mIwMsMIOig9B6CY6R7ZrZFu4BdlufS+0GMzDra1A0gKRek+m/Tlijzzs/fOcx2gc40EbYfgp9mTp1qgI1dCZYYTQHABAAChy3TmCaksHcWmAI4LhooGC5PZSXmiVnNgY4EEMAEkLBETcocB6Y9YjjqFu3rrRv3z5xjg+buviAnUDDfYANHIAuTqChTpSmRJyykhfP0wWuhmdzPRGMWkeiz+tzcDQWCDRVwrO1wBCSsQIcWHKPHyw6s7pTBAFM+AEAFOdMzQe+atUq5UGIiDJhwoRErwkMI0OyLs5zOBXBEbA2qJMr0NfqLZwAYer8AAHEGevxqakTzq0FhnCOW6LVyOxa5mer5X4uYF9zG4kb8tjRik9ucYojiDFan2EBIA+ChuhSCwwhGiy3mgpnAeehi/7I9X+7tRSwwGDfAUsBS4EqFKhZ5Yg9YClgKRB7ClhgiP0rYAlgKVCVAhYYqtLEHrEUiD0FLDDE/hWwBLAUqEoBCwxVaWKPWArEngIWGGL/ClgCWApUpcD/AQbHEqPqC7EEAAAAAElFTkSuQmCC"></p>
<p>A small positive point charge is moved from point P closer to the sphere along three different paths X, Y and Z. The work done along each path is W<sub>X</sub>, W<sub>Y</sub> and W<sub>Z</sub>. What is a correct comparison of W<sub>X</sub>, W<sub>Y</sub> and W<sub>Z</sub>?</p>
<p>A. W<sub>Z</sub> > W<sub>Y</sub> > W<sub>X</sub></p>
<p>B. W<sub>X</sub> > W<sub>Y</sub> = W<sub>Z</sub></p>
<p>C. W<sub>X</sub> = W<sub>Y</sub> = W<sub>Z</sub></p>
<p>D. W<sub>Z</sub> = W<sub>Y</sub> > W<sub>X</sub></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following graphs represents how the total energy <em>E</em> of an orbiting satellite varies with orbital radius <em>r</em>?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which diagram shows a correct equipotential line due to two point charges X and Y of opposite sign?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Candidates are required to give the best answer. A is possible, but more importantly, B, C and D are patently incorrect to anyone who knows what an equipotential is. Hence A must be selected.</p>
</div>
<br><hr><br><div class="question">
<p>Two parallel metal plates are connected to a dc power supply. An electric field forms in the space between the plates as shown.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>What is the shape of the equipotentials surfaces that result from this arrangement?</p>
<p><img src="data:image/png;base64,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" alt></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p>B</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
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<div class="column">A spacecraft is in orbit at a distance <em>r</em> from the centre of the Earth. The engine of the spacecraft is fired and it moves to a new orbit of radius 2<em>r</em>. Which of the following describes the variations in kinetic energy and total energy of the spacecraft?</div>
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" alt></div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<br><hr><br><div class="question">
<p>A negative ion is held at point P in an electric field as represented by the arrowed field lines.</p>
<p><img 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" alt></p>
<p>Which of the following describes the effect on the negative ion when it is displaced in a particular direction?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 9">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The only reasonable distractor was B, with some candidates clearly not taking into account that it was a </span><em><span style="font-size: 10pt; font-family: 'Arial,Italic';">negative </span></em><span style="font-size: 10.000000pt; font-family: 'Arial';">ion. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>An electron is held close to the surface of a negatively charged sphere and then released. Which describes the velocity and the acceleration of the electron after it is released?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A satellite of mass 1500 kg is in the Earth’s gravitational field. It moves from a point where the gravitational potential is –30 MJ kg<sup>–1</sup> to a point where the gravitational potential is –20 MJ kg<sup>–1</sup>. What is the direction of movement of the satellite and the change in its gravitational potential energy?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
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<p>A negative charge moves in an electric field. Equipotential lines for the field and four possible paths of the charge are shown. Which path corresponds to the largest work done on the charge by the field?</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two charged parallel metal plates, X and Y, are separated by a distance of 2.0 m. X is at a potential of -150 V and Y is at a potential of +150 V.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">Point P is midway between X and Y. Which of the following gives the electric field strength at point P?</p>
<p style="text-align: left;">A. 150 Vm<sup>–1</sup> to the right<br>B. 150 Vm<sup>–1</sup> to the left<br>C. 300 Vm<sup>–1</sup> to the right<br>D. 300 Vm<sup>–1</sup> to the left</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div data-canvas-width="694.1737373513404">
<div data-canvas-width="694.3557484378152"> Many candidates chose D, despite the use of Vm<sup>-1</sup> as the units of electric field strength.</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A satellite in orbit about Earth moves to another orbit that is closer to the surface of Earth. When the satellite moves into the orbit closer to Earth, which of the following correctly describes the change in speed of the satellite and the change in its gravitational potential energy?</p>
<p><img 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" alt></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<p>D</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
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<p>A satellite orbits a planet. Which graph shows how the kinetic energy <em>E</em><sub>K</sub>, the potential energy <em>E</em><sub>P</sub> and the total energy <em>E</em> of the satellite vary with distance <em>x</em> from the centre of the planet?</p>
<p><img style="float: left;" src="data:image/png;base64,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" alt></p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with distance <em>r</em> of the electric potential <em>V</em> for a positively charged hollow sphere of radius <em>R</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which graph shows how the magnitude of the electric field <em>E</em> varies with <em>r</em>?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 8">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The question can either by approached from taking the gradient of the electric potential graph to provide the electric field strength, or by knowing that the electric field inside a charged sphere is equal to zero, they would be able to opt for the correct response. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A satellite is in orbit about Earth at a distance <em>r</em> from the centre of Earth. The gravitational potential energy of the satellite is <em>E</em><sub>P</sub> and its kinetic energy is <em>E</em><sub>K</sub>. The radius of Earth is <em>R</em><sub>E</sub>. Which graph shows how both <em>E</em><sub>P</sub> and <em>E</em><sub>K</sub> vary with <em>r</em>?</p>
<p><img 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/3TeokXAggggAACCCCAAAIIIIAAAggggAACCCCAgGcF/sWzLaNhCCCAAAIIIIAAAggggAACCCCAAAIIIIAAArYAgVx+CAgggAACCCCAAAIIIIAAAggggAACCCCAgMcFCOR6fIBoHgIIIIAAAggggAACCCCAAAIIIIAAAgggQCCX3wACCCCAAAIIIIAAAggggAACCCCAAAIIIOBxAQK5Hh8gmocAAggggAACCCCAAAIIIIAAAggggAACCBDI5TeAAAIIIIAAAggggAACCCCAAAIIIIAAAgh4XIBArscHiOYhgAACCCCAAAIIIIAAAggggAACCCCAAAIEcvkNIIAAAggggAACCCCAAAIIIIAAAggggAACHhcgkOvxAaJ5CCCAAAIIIIAAAggggAACCCCAAAIIIIAAgVx+AwgggAACCCCAAAIIIIAAAggggAACCCCAgMcFCOR6fIBoHgIIIIAAAggggAACCCCAAAIIIIAAAgggQCCX3wACCCCAAAIIIIAAAgggEGaBM2fOyPzhhQACCCCAAAIINFXgW/+0Xk09OejzytZpTNenpWc2adHgS4M+jQOjI7Br5y7dM2KEdu95W23bto1OI7hrLYGMtHSVHCuttZ0NCCCAAAIIIBAPAhU6tuhu9Zq+t5GdSVXeuB/rhtYXK+eOW5WdktTI8zk8UgJ3DB6sfUX7mM9FCpz7IIAAAgggEIcCEcjI9alsxxbtqijXrs17VBaHiPHWpV8+9aTdpYXzF8Rb1+gPAggggAACCCDgUYFkpY1ZZQf5Svav0aO9Ul3ttIK109aoyPoLXfOXupV/jqho/Vw9OuVGnVz8jGZOf1BDOvXQmN/k65jPdSofPSGwedNmO4hrGmM+80IAAQQQQAABBJoiEP5Arm+/lszdoQqrdRU7V2t9ydmmtJNzIiRgJpZHS47ad1u+bJlOnDgRoTtzGwQQQAABBBBAAAFbICVH9/7sRzoXyr1EN9ycpZQaPElKyR6g0ffP0tqt8zQs63xr73EVPD9ed49bRTC3hlX0v8z97Ry1at3Kboj5zAsBBBBAAAEEEGiKQNgDub4Db2nTcRPGtV4VRfrPNe+LJIFKDi/+00wsr8y4srppZOVWU/ABAQQQQAABBBCImEBSSmtVhv0avmVSej/9cu4EZSebYyt0Yuuv9PDSg8y5G6aLyBFOosT948bZ9zNJE2TlRoSemyCAAAIIIBB3AmEO5H6m155faeUGOK8KHd/4lg4QyXVAPPXuTDIffGii3a4RI0eKrFxPDRGNQQABBBBAAAEEAgokZdytaaM7VO37WsXLXmPOHVAq8hudbNxhw4fbNzdJE2TlRn4cuCMCCCCAAALxIBDeQG7ZHr2506fsn96jXDtDwCI7/qZeLTwZD3Zx1wcnG7df/35238aOu99+JyvXG0PNQmfeGAdagQACCCCAgDcF/lXt2l8hZ8qt40Uq+rjqqThvNjghWuUkSphs3JYtW9p9NkkTZOUmxPDTSQQQQAABBEIuEMZA7jcqXrxQBeqqu8aO0q25TlWvj7ThlV0sehbyoWzeBZ1JppONa67Wtm1bkZXbPFfORgABBBBAAAEEIiOQpAtatVJSZG7GXYIU8M/GNaeZpAmycoME5DAEEEAAAQQQqCEQvkCu7wPlb/xYqaPH6vY2l6p7vy7VGQIVO7eosIz6CjVGIspf/LNxneaQletI8I4AAggggAACCHhZoEKflpSqelnh5BS1viB8U30vS3ilbU6ihDsb12kbWbmOBO8IIIAAAggg0BiBMM3ufCrbsFBLj7dT/1uutjIDktRmwFiNSq162Ktih55dvJ8FGBozUmE81plkurNxnduRletI8I4AAggggAACCHhYwFeit948WN3A5Nw+6t6G/NxqkCh8CJSN6zSDrFxHgncEEEAAAQQQaIxAmAK5X6hw816p11jdl31eZXuSrlbvW9Or2saiZ40ZpHAfW1c2rnNfsnIdiei+Z6Q5//5Etx3cHQEEEEAAAQS8JnBWxzbM04v7vq5sWHJXPTy1n9p4rZkJ1B4nUSJQNq7DQFauI8E7AggggAACCAQrEJZArq/4P/XsNqlbv66uCeR5yrolT6lOy44XKP/AN8433qMk4EwyA2XjOk0iK9eR4B0BBBBAAAEEEPCSgBXALXhZCyfdqT4T39AJ07S2vfXoquc1OqOFlxqacG2pLxvXwSAr15HgHQEEEEAAAQSCFQhDIPcbHdhaoOOpw/Q/B1xaox1J2T/Rz3s5i54d0tLnt7DoWQ2hyH9pKBvXaRFZuY4E7wgggAACCCCAQKQF9mpmzw4yT+fU/HO1eo16TLNXHVCFaVLq/Vqz+wWNziYXN9Ij5L6fkyhRXzauczxZuY4E7wgggAACCCAQjEDoA7llW/T7xaVKvfVmZdUqy3Uxi54FMyoROsaZZNaXjes0haxcR4J3BBBAAAEEEEAg0gJd9Oj2Qyo5Vhrgz7taM+dxTRqapeTjCzQkI0sDJq1UcTkLC0d6lJz7BZON6xxLVq4jwTsCCCCAAAIIBCMQ4kCutcjZji3apR76+ehO1hJn/i9r0bNed2hAW2fRs716c8cX/gfxPUICwWbjOs0hK9eR4B0BBBBAAAEEEPCKQBtlD75XY2e/qk3TuipZX+u9VY9qSJ/HtJ1gbsQHyUmUCCYb12kcWbmOBO8IIIAAAggg0JBAaAO5vv1aMneHVN8quSk36c6BzqJN5SqY+58qJmGgoXEK+X5nkhlMNq5zc7JyHYnovJssHF4IIIAAAggggEBggRbKGPWwRqVWJUycWKFxE1+jjFlgrLBtbUw2rtMIsnIdCd4RQAABBBBAoCGBkAZyfQfe0qbjFarYNlHX16rh5dT0ukZD5h861y4WPTtnEcFPjc3GdZpGVq4jwTsCCCCAAAIIIOAxgaQMdbnxXH3cim0LtaSYxYUjNUpOokRjsnGdtpGV60jwjgACCCCAAAL1CXy7vp2N2/eZXnt+pbXImbXIQuFkZdeuq3Ducr6DWnzHUM3c97W1rVSvrditn2b3lrMM2rkDE+3TNyqeNbBmoLuxBC2GavF7s9SzKhkj0OnOJPO5efMC7a53mzsr1wR1zXdeCCCAAAIIIIAAAl4Q+K7SMy+3GnKiqjF/0+Gj5VL2eV5oXBTbEJk59rq1a9WqdSsNGz680X01Wblzf3ulzDXMZ14IIIAAAggggEAggdBl5Jbt0Zs7pbwHf1J/ENe0IilTA+82NbzMq0In1q9WQRn1FaTzlD35j9YiFu9q1bjsKh9j1EFj178fYHELa8GLkgItnjZU368K3CbfdIOy6gni2lfr0EEjRo5s8iTRBHAHDBygli1bmsvxQgABBBBAAAEEEPCkwFmdPHXGky2LbKMiM8ceec89WrRkSZPnyPMXLNSgwYMjS8PdEEAAAQQQQCCmBEIUyLX+lnvxQhWoi/r2uDgIAGvRsx591M0JOFaw6FlNtDbKGdpXHZ2NqXnqnVVHJkVSunqOmaW1W6YqOzlF3fp11bkH6pwL1Hxvn9leTzz1ZM2NjfhmsnDnzJ3b5ElqI27FoS6BDKtcCS8EEEAAAQQQQKBugQqdPvWla3cLXdSav3g/BxLeOXa33G7Kzs4+d7tGfjJzdLJxG4nG4QgggAACCCSYQGgCueW79er6j5U6eqxub1NfTQWXbptuumvgFVUbyrXrlU0qISm3GshXfkqnq74lX5Wpdg2wJmV0V5/v/zDIQHr1bfiAAAIIIIAAAgggEDcC5So99LdzvUkONsni3Cnx/ok5dryPMP1DAAEEEEAgvgVCEMg9q5LVS7XhRDv1v+VqNRBvdGlepNzhfZVataVi3ytaVHjStT+RP/pUfrREX9gEwWXZ2oe276LOwQbSE5mXviOAAAIIIIAAAnEnYM0fC57XnG1WTVz7ldy4JIu48wjUIebYgVTYhgACCCCAAAKxI9DsQK6v5D81efYeVdT3+H8dHknXXq8ftHB2fqTVU+dqe3nttFxf6WZNuy1LGWkddNNPV+lY7UOci8TJ+xcq3LzXqh5sXpm6ofNFQfSrg0bPHqG0II7kEAQQQAABBBBAAAFvC7gzRxtuqRWgLF6qR6auqV7mLLnzI1r6cE6tJIvEm1e79ZhjuzX4jAACCCCAAAKxJ9CMQO5ZHStYpGkPPqdiE3E8/oZ+v7RITg5AwxRlKn5phXaddR15YoXGjXhMq4vLXBsr9MlbL2nlga+tbdbCaFvX6K2PK0OcroPi62PFh3pnd5Vkao5y2jnFhOOrm/QGAQQQQAABBBBAIIBAeZFefP4NHa/e9bn+a9UKbS91T5zNThPA3aDFs8aq/8AZKjhh5sjn6/tDZ2rF0lHKqPWoXALOq6sNrQ/Msd0afEYAAQQQQACBGBT4dtPafEiLb7tdMw+4J5PHVTB9iHKmSy2GLtX+2T1VV/ixomCyOo1aJffZTjsqDqzQlIHWn6yp2vb6GCvDNFmX33yPhm08aAVzz6rtLUN0c5wHNn1/eUdvV+G0uPF6XVtrEm5N24vn6fGjAzV98KUOHe9xLlByrDTOe0j3EEAAAQQQSGSBCh1bdLd6Td8bAMGaZ89/wv4TYKe1yQRvH9K9ma2UcfMQ9UyvfuTN7/DEm1e7AZhjuzX4jAACCCCAAAKxKNDEQK71GP/rH2h0E3ucnDdL7x+bFfTZSen9NP1160/QZ8Tygd/owNaCqgyMFN14w1UBAuIntXNFsS4cfm8sd5S2I4AAAggggAACCFQLJCttzCqVjKneEJYPiTWvdhMyx3Zr8BkBBBBAAAEEYlOgGaUVYrPDnm+17wPlb6zKvAy40rD1CF3Rcj37TqZ6Z53n+e7QQAQQQAABBBBAAAEEoi7AHDvqQ0ADEEAAAQQQQKD5AgRym28Y2iuUf6TDX1TVAL44Q+kprroKvlJtXzRV9wx7XgczMtXOtSu0jeBqXhTISEv3YrNoEwIIIIAAAggg4H0B5tjeHyNaiAACCCCAAAINCjSxtEKD1+WAJgn4VLZji3Y5a7kdX6AhGQsCXClFef26qk2APWxCAAEEEEAAAQQQQAABtwBzbLcGnxFAAAEEEEAgdgXIyPXU2H2hws17VRnHtYK1c3bLLHBV/Wf/Gj3aK9VqcaZu6HyRp1pOYxBAAAEEEEAAAQQQ8KYAc2xvjgutQgABBBBAAIHGChDIbaxYOI+v+FDv7C6vvEOg+rgpORo9+0HlpeUop11yOFvCtRFAAAEEEEAAAQQQiA8B5tjxMY70AgEEEEAAAQREINdDPwLfX97R22crG5Sc20fd2wQugvudG6/XtYF3eag3NAUBBBBAAAEEEEAAgegLMMeO/hjQAgQQQAABBBAIjQCB3NA4huAq3+jA1gIdt6/UQh27XhuwBq7v48+VknOVyMcNATmXQAABBBBAAAEEEIhzAebYcT7AdA8BBBBAAIGEEmCxM68Mt+8D5W8srWpNO914namFW/uVlD1e07Nrb2dL/AuYWsm8EEAAAQQQQAABBBohwBy7EVgcigACCCCAAAJeFyAj1ysjVP6RDn9RucyZUvPUO+s8r7SMdiCAAAIIIIAAAgggEJsCzLFjc9xoNQIIIIAAAggEFCCQG5Al0ht9KtuxRbvsOG6yUm+9WVnUwI30IHA/BBBAAAEEEEAAgbgSYI4dV8NJZxBAAAEEEECAxc688Rv4QoWb96oyH/e76tD+EgUfxz2p7VOf0roynze6QivCJpCRlh62a3NhBBBAAAEEEEAg/gSYY8ffmNIjBBBAAAEEEluAjFwvjH/ZHr25s7yyJcld1LfHxUG2qkxFs8br6Qt/pNvbBB/6DfLiHIYAAggggAACCCCAQOwKMMeO3bGj5QgggAACCCAQUIBAbkCWSG50P/Jl3ffqLuocTFC2vEiL7xugoYuTdNeQaxqRwRvJvnEvBBBAAAEEEEAAAQSiIcAcOxrq3BMBBBBAAAEEwivw7fBenqvXL3BWx/Jn6YEp+VVlFayj/1aq0nKf0lICZNiWF2vd6nd18vAbmrvqgHVOstoOfVxDMlrUfxv2IoAAAggggAACCCCQMALMsRNmqOkoAggggAACCSZAIDcqA16u7ZP6avSqE7XvfmKFRndaUXt7wC3pun34TUoJuI+NCCCAAAIIIIAAAggkkgBz7EQabfqKAAIIIIBAIgp865/WKxE7Tp/rFzALa5UcK63/IPYigAACCCCAAAIIIIBA0ALMsYOm4kAEEEAAAQQQCCBAjdwAKGxCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQS8JEAg10ujQVsQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEAAgRyA6CwCQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8JIAgVwvjQZtQaAeAVNTjRcCCCCAAAIIIIAAAggggAACCCCAQGIKEMhNzHGn1wgggAACCCCAAAIIIIAAAggggAACCCAQQwIEcmNosGgqAggggAACCCCAAAIIIIAAAggggAACCCSmAIHcxBx3eo0AAggggAACCCCAAAIIIIAAAggggAACMSRAIDeGBoumIoAAAggggAACCCCAAAIIIIAAAggggEBiChDITcxxp9cxKFByrDQGW02TEUAAAQQQQAABBBBAAAEEEEAAAQRCIUAgNxSKXAMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEAijAIHcMOJyaQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIBQCBHJDocg1EIiAQEZaegTuwi0QQAABBBBAAAEEEEAAAQQQQAABBLwoQCDXi6NCmxBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAZcAgVwXBh8RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEvChDI9eKo0CYEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMAlQCDXhcFHBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAiwIEcr04KrQJAQQQQAABBBBAAAEEEEAAAQQQQAABBBBwCRDIdWHwEQEvC5QcK/Vy82gbAggggAACCCCAAAIIIIAAAggggEAYBQjkhhGXSyOAAAIIIIAAAggggAACCCCAAAIIIIAAAqEQIJAbCkWugQACCCCAAAIIIIAAAggggAACCCCAAAIIhFGAQG4Ycbk0AqEUyEhLD+XluBYCCCCAAAIIIIAAAggggAACCCCAQAwJEMiNocGiqQgggAACCCCAAAIIIIAAAggggAACCCCQmAIEchNz3Ok1AggggAACCCCAAAIIIIAAAggggAACCMSQAIHcGBosmooAAggggAACCCCAAAIIIIAAAggggAACiSlAIDcxx51eI4AAAggggAACCCCAAAIIIIAAAggggEAMCRDIjaHBoqmJLVByrDSxAeg9AggggAACCCCAAAIIIIAAAgggkMACBHITePDpOgIIIIAAAggggAACCCCAAAIIIIAAAgjEhgCB3NgYJ1qJAAIIIIAAAggggAACCCCAAAIIIIAAAgksQCA3gQefriOAAAIIIIAAAggggAACCCCAAAIIIIBAbAgQyI2NcaKVCCgjLR0FBBBAAAEEEEAAAQQQQAABBBBAAIEEFSCQm6ADT7cRQAABBBBAAAEEEEAAAQQQQAABBBBAIHYECOTGzljRUgQQQAABBBBAAAEEEEAAAQQQQAABBBBIUAECuQk68HQbAQQQQAABBBBAAAEEEEAAAQQQQAABBGJHgEBu7IwVLUUAAQQQQAABBBBAAAEEEEAAAQQQQACBBBUgkJugA0+3Y0+g5Fhp7DWaFiOAAAIIIIAAAggggAACCCCAAAIIhESAQG5IGLkIAggggAACCCCAAAIIIIAAAggggAACCCAQPgECueGz5coIIIAAAggggAACCCCAAAIIIIAAAggggEBIBAjkhoSRiyCAAAIIIIAAAggggAACCCCAAAIIIIAAAuETIJAbPluujEBIBTLS0kN6PS6GAAIIIIAAAggggAACCCCAAAIIIBA7AgRyY2esaCkCCCCAAAIIIIAAAggggAACCCCAAAIIJKgAgdwEHXi6jQACCCCAAAIIIIAAAggggAACCCCAAAKxI0AgN3bGipYigAACCCCAAAIIIIAAAggggAACCCCAQIIKEMhN0IGn2wgggAACCCCAAAIIIIAAAggggAACCCAQOwIEcmNnrGhpgguUHCtNcAG6jwACCCCAAAIIIIAAAggggAACCCSuAIHcxB17eo4AAggggAACCCCAAAIIIIAAAggggAACMSJAIDdGBopmIoAAAggggAACCCCAAAIIIIAAAggggEDiChDITdyxp+cxJpCRlh5jLaa5CCCAAAIIIIAAAggggAACCCCAAAKhEiCQGypJroMAAggggAACCCCAAAIIIIAAAggggAACCIRJgEBumGC5LALhEFi8aJHuGDxYRw4fCcfluSYCCCCAAAIIIIBAmAXMXO7EiRNhvguXRwABBBBAAIF4FCCQG4+jSp/iVuCqqzpqX9E+DbtzKMHcuB1lOoYAAggggAAC8Sxg5nI/6tdPmzdtjudu0jcEEEAAAQQQCIMAgdwwoHJJBMIl0C23m/6Yn29fnmBuuJS5LgIIIIAAAgggED4BM5dLT0/XhPHjNfHBB3XmzJnw3YwrI4AAAggggEBcCRDIjavhpDOJINA+s71WvrrK7qoJ5u7auSsRuk0fEUAAAQQQQACBuBAwc7kXly3T+AkTtGH9BvXIzVVxcXFc9I1OIIAAAggggEB4BQjkhteXqyMQMoGSY6XV13KCua1atdI9I0bwaF61DB8QQAABBBBAAAHvC7Rs2VIPTXxIa9avsxs7ZOAg/XbOb8nO9f7Q0UIEEEAAAQSiKkAgN6r83ByBpguYYO76115T55zO9qN5ZiE0XggggAACCCCAAAKxI5Cdna0dO3dqwMABmvfccxp4++1k58bO8NFSBBBAAAEEIi5AIDfi5NwQgdAJmGwO82iemfzPnD5DTz3xZOguzpUQQAABBBBAAAEEwi5g5nNz5s7VS8uX6/Tp0zLZuWZOR+3csNNzAwQQQAABBGJOgEBuzA0ZDU5UgYy09IBddyb/I0aO1HIrqHvH4MFM/ANKsREBBBBAAAEEEPCugFnU1mTnOnM6UzuXtRC8O160DAEEEEAAgWgIEMiNhjr3RCAMAk889aSemzdP+4r22Y/lHTl8JAx34ZIIIIAAAggggAAC4RIwf0Fv5nSmdq6zFsLoUffpxIkT4bol10UAAQQQQACBGBIgkBtDg0VTEWhIoF//fvbE3zyWN+zOoSyC1hAY+xFAAAEEEEAAAQ8KmNq5Zi2ER6dN1faCAv2oXz+xHoIHB4omIYAAAgggEGEBArkRBud2CIRbwEz8V766Sunp6fYiaGYFZF4IIIAAAggggAACsSVgsnNHjxmjP+bnq1OnbHs9hN69erEYWmwNI61FAAEEEEAgpAIEckPKycUQ8IZA+8z21YugmRWQzSN5LJjhjbGhFQgggAACCCCAQGMEzLxu8dIldgktZzG0iQ8+SLmFxiByLAIIIIAAAnEi8K1/Wq846QvdCKGAWVir5FhpCK/IpaIl8OrKVzV1yhS1at1Ki5YskcnY5YUAAggggAACCCAQeYHmzrHNX8y/sPAFmb+oN3O7+8eNs7N2I98T7ogAAggggAAC0RAgIzca6twTgQgK3DnsTrturrnlkIGDqK8WQXtuhQACCCCAAAIIhFLAlFt4aOJDtcotbN60OZS34VoIIIAAAggg4FEBArkeHRiahUAoBUwW7o6dO9UzL8+ur0aphVDqci0EEEAAAQQQQCCyAu5yC+bOE8aPt0tpFRcXR7Yh3A0BBBBAAAEEIipAIDei3NwMgegJmAwOU1/NWf24R26udu3cFb0GcWcEEEAAAQQQQACBZgn0699P+du22fO7/fuL7aevqJ/bLFJORgABBBBAwNMCBHI9PTw0DoFzAqamWiheZvXjNevXqVWrVrpnxAj9ds5vWQgtFLBcAwEEEEAAAQQQiJKAmd+Zp69GjBypDes36KauP9BTTzzJHC9K48FtEUAAAQQQCJcAgdxwyXJdBDwsYEotrH/tNQ0YOMBeLGPg7beLR/E8PGA0DQEEEEAAAQQQaEDAPH31xFNPaveet+2A7vJly2SewFq8aBEB3Qbs2I0AAggggECsCBDIjZWRop0IhFjATPbnzJ2rl5Yv1+nTp1kILcS+XA4BBBBAAAEEEIiGQNu2be2ArnkCq1OnbHt9BAK60RgJ7okAAggggEDoBQjkht6UKyIQUwLdcrvZj+KZ7NyZ02fojsGDyc6NqRGksQgggAACCCCAQG0B8wSWWR+BgG5tG7YggAACCCAQqwIEcmN15Gg3AiEUcGfnlpaW2tm51M4NITCXQgABBBBAAAEEoiRAQDdK8NwWAQQQQACBMAh865/WKwzX5ZIxLmAW1io5VhrjvaD5TRE4c+aMnnjsMXuhjCszrtTs3/xG5n8AeCGAAAIIIIAAAgg0T8ALc2yzLsK8557X9oICtWrdSvePG6dhw4fL/MU+LwQQQAABBBDwtgCBXG+PT9Ra54VJZtQ6z41tgV07d+mX1oIZR0uO2ouiPTJ5skzNNV4IIIAAAggggAACTRPw0hzbP6B7190/1l1338V8r2lDy1kIIIAAAghERIBAbkSYY+8mXppkxp5e/LTYZOe+sPAFK2vjOTtj45FJk3XnsDvjp4P0BAEEEEAAAQQQiKCAF+fY7oCuoRgxcqTGjrufgG4EfxfcCgEEEEAAgWAFCOQGK5Vgx3lxkplgQ1Cru9EckyOHj+iZmTPtR/Aot1BraNiAAAIIIIAAAggEJRDN+VxDDTxx4oQWzl+g5cuW2Yf2zMvT+Ak/o8RWQ3DsRwABBBBAIIICLHYWQWxuhUCsCrTPbG+vevzcvHk6ffq0vRjaxAcflJnw80IAAQQQQAABBBCIfQFTQusJq6zW7j1vWwHcCdq/v9ie8/Xu1UubN22O/Q7SAwQQQAABBOJAgIzcOBjEcHTBy9kC4ehvLFzTK2PiLrdg3B6dNpUFMmLhB+S5Nn6j4lkDNWT+oaa3rMVQLX5vlnomN/0SnIkAAggggEAkBbwynwumz2bOt+mNTVq86AV7zQRnYbQf3XorZReCAeQYBBBAAAEEwiBAIDcMqPFwyViaZMaDdzB98NqYmGzcX0ydVr3iMfVzgxlFjqktUKaiWWN09/xiVdg7O2js+vWalH1e7UN9pdq+dIGenb1K71kHJ/eao91LBqlN7SPZggACCCCAgCcFvDafCxbJZOSuW7vWnveZc0wd3dsG3E7ZhWABOQ4BBBBAAIEQCVBaIUSQXAaBRBMwj98tXrpEa9avU3p6uqZOmSIevUu0X0Eo+ttGOUP7qqNzqdQ89c4KEMQ1+5PS1XPMLK3dMlXZySnq1q8rQVzHjXcEEEAAAQTCKNCvfz973vfH/Hw7iGvq6A4ZOKh67meyd3khgAACCCCAQPgFCOSG35g7IBDXAtnZ2VptZWiY+rnmNWH8eN0xeLDMCsi8EAhGwFd+SqerDky+KlPtkuo/Kymju/p8/4fq2+Pi+g9kLwIIIIAAAgiEVMCsm2Dq6P6vv7ynGc88Y1/bzP165ObqqSeelFkglxcCCCCAAAIIhE+AQG74bLkyAiEVKDlWGtLrhfpiJlMjf9s2u2ZuaWmpnaUxetR9BHRDDR131/Op/GiJvrD71Ygs2/Zd1LlNAxHfuLOiQwgggAACCHhDoGXLlrpz2J323M88ndW9e3eZLN3/6N3b/gv9V1e+KrJ0vTFWtAIBBBBAIL4EqJEbX+MZst7Eav2ukAFwoWYJmIn7yhUrtGD+fJ0+dVo98/Ks1Y9/Rh21ZqnG68mfad19/fXItnKrg1306PZXNDqd1cvidbTpFwIIIJDoAvE8xzbrJxTuKKxeHM2Mtamlm9erl7rldkv0oaf/CERAgMWEI4DMLRCIugCB3KgPgTcbEM+TTG+Kx2erCOjG57iGtFcV2zXl+6O0+qx11dT7taZwsrJJtA0pMRdDAAEEEPCOQKLMsU2Jrdc3vKaNG1+3/1L/yowr1bdff911910y6yzwQgCBcAqwmHA4dbk2AtEWoLRCtEeA+yMQpICZ+Mfayzx2N3rMGO3YudMuubB/f3F1yQWz+jEvBHx/eUdvmyCu9Wpx4/W6NkAQ11c8T9PWflZ5EP9EAAEEEEAAAc8LmDUUTC1dMwc06yikpKRo3nPP6aauP6D0gudHjwbGvgCLCcf+GNIDBOoWIJBbtw17EEAgRAKBArpmYYze1qN2BHRDhByTl/lGB7YW6Ljd9hTdeMNVql1U4aR2rijWhVemxGQPaTQCCCCAAAKJLGDmgGYdBbMw7u49b9t/sV9eXq6pU6bof1z7fU188EF7Lkg93UT+ldD3cAiwmHA4VLkmAt4QIJDrjXGgFQgkhIAT0H133z47O8N02gR0r+vc2aqntohFMRLiV+DqpO8D5W+sWsQvuYv69rjYtdN8tBZCK1quZ9/JVO+s8/z28RUBBBBAAAEEYknAlFQwT2qZxXH/mJ9vrZ8wQYWFhfZckKBuLI0kbfW+AIsJe3+MaCECTRcgkNt0O85EAIFmCJjsDDORN4/bdeqUrZnTZ9iZGU898aTMYhm8EkCg/CMd/qKisqMXZyg9xVVXwVeq7Yum6p5hz+tgRqbauXYlgAxdRAABBBBAIK4F2me210MTH5L5y/2Xli+3F0UjqBvXQ07nIirwhQo371XlLDtTN3S+KIi7d9Do2SOUFsSRHIIAAtEVYLGz6Pp79u6JshCDZwcgQMPifUycRTGWL1tm975nXp4GDR5sP44XgINNMS/gU9nacbppYn7VJLOuDqUob84mLRp8aV0HsB0BBBBAAIGYEYj3+VxzB2LXzl0qsP6i31kkzVxvwMAB6nVzb+V2z5V5uosXAgg0IMBiwg0AsRuB2BYgkBvb4xe21jPJDBstF25AwGTj/uGVP1h/Xq5e5fjOYcP0o1tvZZXjBuxia/dnWndffz2yrdxqdoBgbXmRFk98QDO3XaJHt7+i0em1q+fGVn9pLQIIIIAAAhJz7OB/BfUFdTvndGZeGDwlRyaYgK94lvIGLrDXoWgxdKn2z+5Zax0Ks5jw40cHajrJEgn266C78SBAaYV4GEX6gEAcCZj6ac6jds4qx6bsglnl2CyIYSb1vOJAoOJDvbPbBHGtV6D6uCk51uNdDyovLUc57QjiVkLxTwQQQAABBBJHoFtuNz3x1JM1yi8cOHDArqlr5oV3WE9uvbryVR05fCRxUOgpAg0KsJhwg0QcgECMC3w7xttP8xFAII4FTB1d88dM0F95+WX7MbsN6zfoyowrRZZubA+87y/v6O2zlX1Izu2j7m0CF8H9zo3X69rAu2IbgNYjgAACCCCAQNACJqhr/piXmRe+/vrrenPzJk2dMsXeZuaGP/xhN+X16lV9nL2DfyCQaAKNWEz4iZksJpxoPw/6Gx8CZOTGxzjSCwTiWsAsiGEyMnbs3GkvjpaSkmIvjmayMUaPuk+bN23WmTNn4togvjrnzhRooY5dr1WbAB30ffy5UnKuqvUoWIBD2YQAAggggAACCSLgLJRmFs3dvedtzXjmGV1xRZrMOgv3jBhhl68wT3GZbF0W0E2QHwXdPCfAYsLnLPiEQJwKUCM3Tge2ud2ifldzBUN/PmNS09TJxnBq6bZq3Uq33nobmRg1mbz5zVek2d2Ha+Fxs5ZuB41dv16TsskI8OZg0SoEEEAAgVAKMJ8LpWbNa5m/1C/eV2wvlvanP+3S0ZKj9gHubN3sztksmFaTjW9xJcBiwnE1nHQGgToECOTWAZPom5lkun8B36h41kANmX/IvTHw57a9NPa+Hupy8xD1TG8R+JgmbmVM6oYzdXM3rF9n/dlgH2Qm7H379ddtt90mk7XBy2MCZes0putEFZg4bur9WlM4WdmUT/DYINEcBBBAAIFwCDCfC4dq4Guav/QvKipS/tat2l5QUH2QWSjtP/r0Uc511yk7O7t6Ox8QiH0BFhOO/TGkBwg0LEAgt2GjhDyCSWbtYfeVbtbjP5+ilQe+rtrZRY9uf0Wj081CTGd1rOA/teB3z2m1vT9VedN+p1+PyVFK7Us1aQtj0jCbycTYWbhT69aurZ6wE9Rt2C2yR7gzBZKVOm6FCibniDhuZEeBuyGAAAIIREeA+Vx03J1s3b179+rtP+/WvqJ91Q0ZMHCArr+hq3JyckgAqFbhQ0wKVGzXlO+P0mqzDkVyb/16z3wN8l+HwiRUDD6s/7mNRIqYHGMajYAlwGJn/AwQCFIgKb2ffvnUe/rTwAU6bs5JzVFOOxPENa8WSssbo2c6p0l9xmv1ieMqmD5Rz2Ss1jN5F9lH8I/wC7Rs2dJeHM0skGZqohXuKNSa1as077nn7D8EdcM/Bg3f4QsVbt4rk4wrfVcd2l/SiCDuSW2f+nudnviL2pPShm/MEQgggAACCCCQoAJmjli9YNrEh+x5ognm7n3nHZkyDM5TXaZUV/fu3QnsJujvJNa7zWLCsT6CtB+B4AQI5AbnxFEI2AL/OH1K/21/sjIJb71ZWf5phCk36c6B6Vptl2H4SBte2aVH8gYFXMgJ0vAKtG3bVncOu9P+U19Qt2deTx6rC+9Q1Lx62R69ubO8cltyF/XtcXHN/XV+K1PRrPF6+sLJyrczC9yPjrlOcko1lLvKNzi768pMcPbzjgACCCCAAAIJIWDmieYv/s0f8zJzxboCu506ZavrD6yMXUoxJMRvI3Y72ZjFhLuymHDsDjQtR0CUVuBHEFCAx74CsbgfCa97gaaKgsnqNGqVVWzBehE4CgQZ1W3uoK7zWJ17oTQWwQjn8Lj/HbLukzVV214fo7SGbllepMUTH9DMnal6dMuLGp3hqj/tO6jFdwzVzPe61n58rGpRtaWtB+rhB+7XvXnpjcj+bahR7EcAAQQQQKDxAsyxG28WjTP8A7vOwmmmLT3z8vS9a65Rly5dxLwxGqPDPQMKsJhwQBY2IhCPAmTkxuOo0qcwCbgeCU++Qu3b/WvD96ko16mv/iH51yZq+EyOCJOAO1PXqam77a18LV+2zP5jbmsm6L1vuYVaaSEdA6uOdP4sPTAlv6qsgnXxv5WqtNyntBT/1HZrX3mx1q1+VycPv6G5qw5Y5ySr7dDHNcQdxDXtS7pArVsFOF9WBu9vfqd3cn+nLU/3U1qgQ8z5vBBAAAEEEEAAAT+BujJ2Dx48aNfYNWW7nJcp3fXDH3ZTx6uvZu7ooPAeeYHyj3T4i8riZUq1/l8m67zIt4E7IoBARAQI5EaEmZvEhYDrkfDk3D7qHjA469NXp0/L53S4Rh1dZyPvXhFw19SdM3eudu3cpYJt2+xaaVOnTLGb6UzO83r1IuuiSQNXru2T+mr0qhO1zz6xQqM7rai9PeCWdN0+/KbgFg80GbyTFqr0jl/q1d5k4QbkZCMCCCCAAAIIBC1QI7Br1dg1yQCHDx9W0bvvas/be7Rx4+vVCQHmou6s3cwOmTLn80IgfALWU287tmiXHcetowRg+G7OlRFAIMICBHIjDM7tYlfA9/FhHbL/45iibv261lH31pW1a2UQBqyjG7sEcd/y6kUwrJ4eOXxERUVFyt+6tUa2bueczvqPPn2okxb0ryFFPWe/rZLZQZ/QjAP/YSXyLtWU509oyC/+f41Od5VgaMZVORUBBBBAAAEEEHALmGSA7Oxs+8/oMWPsXWbueOjQIXsBtb/85T17oV3nHFPGy6m1e9VVHUVw15HhPTQC7v8HZTHh0JhyFQS8K0Ag17tjQ8s8JeAuHv/vyrwyJUDrfCoveF5ztjkLOeXoJ0OuCVlNTmqqBSAP46b2me1l/pgF00zWRfG+Yu3du1dvbt6kmdNnVN95wMABrGxcrRHND1/onYXjNOfFU7p95SLdTBA3moPBvRFAAAEEEEg4AWfu6CygZgCKi4vtrN0P/vpXHThwQNsLCqpdCO5WU/ChuQKuJ0fVrMWErYaUBVgw2CQojVuhgsmdVL52nG6a6CqVZp2S3GuOdi9hge/mDiPnIxCsAIHcYKU4LrEFfB8of2NppUHAmkNWELfod7pn7ArZD5AnZ2vsyudrLsqU2IIx3XuTdeFk6z5kPU7nvwDGhvUb7P6ZCXn37t119fe+R8ZuxEfcqpXb+jtSRbEWDrMyY6xg7qScNhFvBTdEAAEEEEAAAQQcASdr1/nuLslQX3DXLKbWsWNHXXLpJXbWr3M+7wjUFnCXVbD2Xt1FnQOWAPQ7s8Ziwq7kozaDtOjwIPlKFunOPjP0l9yaQdo2g1/Q+1fOUt7AV9Rq6AT9fNxP1JMECj9cviIQXgECueH15erxIvDxPv35uKmr4F8uwQrgFm/Umq1v6MX52+wgbnLWcD391ETdkU0QKV6G378fNeqkWTvrCuya80yNtK4/6GoHdjMzM2WCwrzCIfD/qf0dv9ErFyXp7olvWMHcUfry97/TL6mRGw5srokAAggggAACTRBwl2RwTneCu4c+PKSDH3wg/7IM5jhT2qtdu3Z2sgClGRw53qUwLSZs0SaltFGrQMTlb2vO0/v1w0WvMc8O5MM2BCIgQCA3AsjcItYFrL/l3LdXB+1uVOj4/CHqMN+vT217aey0qboo42aNyGNxJT+duP/aUGDX/RidmYhfe+331eX669WhQwe7fEPcA0Wsg/+qtMG/06a0NN0z7HmtHDNCZXNe0rzBGSErcRKxrnAjBBBAAAEEEEgIgUDBXdNxp+buZ599ai+oVlhYKOcpMAfGJAxcfvnluiz1Mjtp4JJLLmFhNQcnrt+jsJiwtZx39VoUc16kjFlc/77onNcFCOR6fYRonwcEXMXjk3vr13vma5B5XMVdP+jbmeo9aoyyrc28EPAP7Do1dj/88KA9EV++bFmtlY1N1i4ZFqH47SQpJecBvbRSdjA3f+I9uv/U7/TrMTkKVNk6FHfkGggggAACCCCAQKgFnJq75rrOgmru7N1PP/1Uf33/fW3c+LpOnzpd4/YmwHvhhRdUZ/CaAK+5Hq94EYjkYsLGrEzFi36l35f21rQXxiiN/+eNlx8S/YhRAQK5MTpwNDuCAq7i8cm5fdTdqTnUpqv65qaowCxudrxA+QcmWDWszgtbw0qOVdXoDdsduHC4BNw1dp2JuMmyKCoqqn6Ezr2AGotfNHckTDB3otZuvVzjh/9C+dPv1T2nFuqlyT8gmNtcWs5HAAEEEEAAgagJ1JW9GyjAGyiD98qMK3XFFWkyNXgvu+wydbiqg8jijdpwxsaNT+7Wovvm6qWTA/TK8v8giBsbo0Yr41yAQG6cDzDda76A7+PDOmTK46qFOna9Vucq316s7v26KHmbWbWzVJu2fqCJ2Tk8wt188oS4gjvLwulwfSsbm2NMdgWLXzhaVe++r3TqtM9vY+XXpPQf6pZrvqv8E+V6b/5I9T80Tr/6xTgWZAioxUYEEEAAAQQQiFWBhgK8n3/2uZwSDV9+Wa55zz1Xq6um/NeFF6bYazucf/4FdpD3/Jbnk8lbSyrBNrT6N7WyMnArDjyvu0fICuY+oJwUUnIT7FdAdz0m8K1/Wi+PtYnmeEAgIy1dZICagfhGxbMGasj8Q9bnDhq7fr0mubNu3eUVUu/XmsLJlFfwwO83nppggrvuxS/2Fe2r0T2TWZGVlZWAj859pnX39dcjJiPe/ar+97CO/VZObt6cTVo0+FL3WXxGAAEEEEAgIgLMsSPCzE2CEDCL9X7++ef2PPPrr7+yy3+ZIK//XNNcysnkderxmnJgLc9vKRbyDQI6Vg+p+v/cXblztPuF/6HCcffoka3HlZx1j55/djI1cmN1XGl3XAgQyI2LYQx9J5hkVpn6ijS7+3AtPG6l5FYHiNzermCRu36u+5AQfWZMQgQZB5fxX/zio4+O6WjJ0Ro9c69ufOmll+mSSy+xSn9k1ziGLwgggAACCCAQWQHmc5H15m5NE/AP8n7w17/qyy+/knsBX/eVnWxe8+TYBRecL2fuSdkGt1KMfXYHcpcMsp5KLVPRrDG6e36xKtr+SL9e8WsNSm8RY52iuQjEhwClFeJjHOlFuAQ+3qc/myCu9Uq+KlPtaj1FkqL0Dv8umazAir16c8cXGkSmX7hGg+tWCbjLMjg1d80uk73rfnTuwIEDtVY3djIqnIl2znXXicfm+GkhgAACCCCAAAIIOAJm4V7zp64kADPnNK+id9+13/e8vcd+D1Sywexw1n9wFmAz28wc1LwI9toMMfCPNsqZvEivyARz39Ajw/+3Ts2fqdHZ5woPxkAnaCICcSFAIDcuhpFOhEfAp7J9e3XQvniKuvXr6qqP69zxPGXdkqdUq/TCcZVr1+Y9Khts/saSFwKRFzCTbWfCXVeA18moCDTR9g/yOo/NOdeMfI+4IwIIIIAAAggggIDXBJy5ofPunneatjqBXlMezJRtcOafgZIMnL45wV7z3Uk4cGr1mm2UcTAK0X6ZYO4ftKX9I7p74huaOfS/dWrlIk3K4f9+oz0y3D+xBAjkJtZ409tGCXyhws17rYXMzCtTN3S+KODZSVk3q3/qErv8QsXOLSosu12D2tRK3Q14LhsRiISAmWQ7E233/fwfm2som8IstmZeXX/Q1X53MimYWNsc/AMBBBBAAAEEEEDAEnDmnc67P8qZM2d0+PBhe7OT1fvp8U/1ySefWCUcAi/G5lzDHfB1avaafU4Cgvlc133NPl7BCfjKy3Q64KEtlNajp76X/IZOVBRr4eABOvyzxzXtwd5K43+BA4qxEYFQC1AjN9SicXI96ndZAxn0QmbuBdHOV/a0VXp1TEe5/zvmK56lvIELrKzdBl711NllTBqwY3dIBZwJ9pmvz+jDDw/qq6++1l/ff9+eXAdaBMPc3KmP5p5UE+wN6bBwMQQQQACBGBdgPhfjA0jzIypg1oX4+szXcuaj5uZOwNd8rqtmr9lnXu6gr7usgzvT1xxH4NcoVL3c/w/sbFOyUsetUMHkHCUF3G8dWM//x1Zfhg8IIBASAQK5IWGMv4swyTyrkkX3qv/0PXZGbouhS7V/dk/rP2GBXzUCtW2Ha/GWp9UzxR3KNedZpRrWjtNNE/eq25xNWuRXS9dXulmP/3yxLnzqZU3KPq/WjRiTWiRsiKKAf6DXNMXJ6N2/v1inTwX+O3z3hDrQY3PUSYvioHJrBBBAAIGwCzCfCzsxN0hAAWdearrurBdhPruDvoEWBzbH+L+cxASz3R38Nd/dWb+sMWFEeCGAQDQEKK0QDXXu6XGBMhWvmqOnZlcGcU1jz+5coWXFWXUWc3eXV9CJFRo3wqeHH7hf9+al18jMra/jSen/oYdG/i8tq+OgkmOldexhMwKRF2jZsmV19kK33G52A/zrozmlG8xO57E5p0aa2RaoTq/Z7rycmr3muxP0NZ+dlZDNZybRRoEXAggggEB0BKw549qVenXZQq0+8LXVhPP1/aFjNWL4MA1iAaDoDAl3TUgB97w0mOxa9xzVne1r8JzEBPO5sLCw1sLBZnuglztZwex3P6FmvvtnAZttwbTVHMcLAQQQcAuQkevWiNvPjZ9kJma2wGdad19/PbKtvJ5fQhc9uv0VjU73z80t1/ZJfTV61Qm/czto7Pr1VRm29Wfk+p3IVwQSRsA9mXYWxTCdd0+kG3p0zsFy6via7/4TaHcWhdlPbV+jwAsBBBBAoEkC5UVaPPEBzdzZWsN+/zv9srf1l/e+Ur312AP62R9Oqdu03+nXY3KU4nfxxJxj+yHwFYEYFHBn/ZrmuzN/zXd3soL5Xt8TamZ/oJc7icHZ7z+fNdvdSQ3OceadwLBbg88IxK8Agdz4HdvKnjHJ9NAI1xfItersLn1dGjlM2f4VGTzUA5qCgBcEnJWQTVvcgV+njq/TxsZOoANNnp2F3Zxrmnen7q97G0FhtwafEUAAgTgX8B3U4juGauY+K3DivzZC9b4L1XvOS5o3OKPG01kEcuP8t0H3EKhDwJ24YA7xzwQ22/yDwWZbY+ez5hz3yz9T2L0v0DzX7A+UPew+j3mvW4PPCERegEBu5M0jd8fqiSSTzMih13enegK55fmaMuqA7lw9sc5ALhP/+mzZh0DDAu4AsDnaKffgnOk/eTarJte1sJtzTkPv7jpr/sfWNXk2x9WVaeG+BvWE3Rp8RgABBCIlcNJ6CusO6ymsj6TU+7WmcHKtuVv12gnJXfXolhc1OqNFdeOYz1VT8AEBBJoo4CwC5z49UGDY7HfXCXYfH4p5rvt67s+BkiPc+53P9c2FnWOcd/8n65zt9b1Tgq0+HfbFsgCB3FgevXrbziSzXp6o7HQCufn2Amq1mlDH/ww4xzHxdyR4RyB6Av6P1TktcWcGO9vMu7s8hHt7OCfP7vs4n+vLxnCOqe/df7GP+o716r4ePXqqfWZ7rzaPdiGAQIwI+EoW6c4+M1Rc4VrF3b/tviLN7j5cC49XKLnXHO1eMkhtqo5hPuePxXcEEPCagH/2sH/7/JMh/PfXFTz2Py7Y0mn+50Xju7t8WzTuH6jERjTaEeiew4YPl6lTzStyAix2FjnriN7JV7JB89ZbmQKyJpm33qysAI/rn1uga49+M2OzBrommRFtbMLdLEV5czZp0eBLq3vuK12l8RM/qf7OBwQQ8KaAezENdwvrqknmvwCc+5z6Pjc0gTbn+tdmq+96/mUn6js20L4vv/xKM6fPCLQrZraZjOs5c+dGvb1mbN/YuFE/uvVWtW3bNurtoQEIINAYgW90YM0aK4hrzklX/1uurlE2ofpKSRnqcmMbLbTWTqjYtlBLivtUrZdQfQQfEEAAAc8KmPlJfXOUuua94exQoCzkYO7XUNA5mGuYY4INTgd7vcYe98knn+hPf9qloyVHG3tqWI83ySJeSZZ4deWrOvjBBxo77v56f79hBYnQxQnkRgg6srdhkhlZ7+bfLSn9Rxr7I6tGLi8EEEDAEmhoAm2QojGJZnCaL/D555/bQXETGB8xcmRCTDabr8YVEPCIgO8D5W8srWxM8hVq3+5f62jYd5Weebm1zyyCW6pNWz/QxOycwEHfOq7AZgQQQACBcwJNfaqK+fI5w3j/9Omnn2r5smX2n3ifY/9LvA9mQvav0ZNMo1Q5yfQlJJgXOn2eskex0JkXRoI2IIAAAuEUMP9DsXvP23YQ10w2b+r6Az31xJMymbrhe53VsYKXtXjRIuvPc5pyW5Y63rdOZdU3tPbnP6UBmenqOGiRSpgMVMvwAQG3gO/AW9pklUuwX0mt1OqCAI+82TuTdVlGuior41bo+O594rkrtySfEUAAAQQQCK3AQxMf0pr162TKYERmjh29+TUZuaH97Xjiao2fZO7VWatqa+UkM0dpnuhFojaiTEWLNunvd9yt3JSa/3NQcqwqAyRRaeg3AgggECcCJuP6iaeetLNxF85fEN7sgdJFGtBzht6rYWdK/HStqtlp/Xdn1hjdPb+4sn77vnxt//geZaQn1ziDLwggUKFP3i3ScQeiQ3vV96/Jv7RqrX+zjrWPP3REpVb8N41/rRw93hFAAAEEEAi5gEmYWLx0icwi1/Oeez58c+woz6/JyA35TyfaF2zaJNNuddUkM9o9SNj7lxdr9aQxeuTUNbrJL4ibsCZ0HAEEEIhjASegG9YM3fQx2mD9RWDJsfe1ZlyHSs3kLurb42Lrs18Q1+xNTlHrC5geVkLxTwTcAhU6ferL6g3JF7XR+dXfan9ISmmtVhPP0+UAAEAASURBVM7ms9a/g04mr7ONdwQQQAABBBAIi4AT0A1bhm6U59fM1MPys4nmRZlkRlO/rnv7imepe1p7XT8x38p4KlfBxJtkVi2u8afTIE1Z9Xf1qWvhjLouznYEEEAAgZgWiEhA1/pvT+mhv1U6Xd1FndtI5QVz9NDum/TK/ne1eGjlwmvJuX3UvU3NJ0JiGpfGIxAygf+j8rKvqq+W1KaVLqj+xgcEEEAAAQQQ8JpA2AO6UZpfU1rBa7+0ZreHSWazCcNwgaTsySo8NjkMV+aSCCCAAALxIuAEdM1quyEvueD7XEc+/LtFlazUmzrrspKlGv649OQbDygnxQrq9umptqv+rG53d6squRAvqvQDgVAJfKPTZWebeLFPdKTU+vcv3fqXjRcCCCCAAAIIRFTACeiGvORClObXZORG9OcTiZuFYJIZiWZyj0YLmOxdXggggAAC8S/gBHRDWXLhXP38dPW/WVr26H+pz7LH1dMu5ZOklLwZ2n1sh57Juyj+gekhAk0SOKNTJ5sayL1ArVt9p0l35SQEEEAAAQQQCI2AE9ANVcmFaM2vCeSG5vfgoaswyfTQYNAUBBBAAAEEmixQX0C3cRf9Rge2FlQuupTaQ51LXtZbvR/WvRktGncZjkYgoQX+XRkdm5pRe6Fap7DSWUL/fOg8AggggIBnBOoK6C5etKgRbYze/JrSCo0Yptg4tGqSeeBEE5pbc5JJBmgTCMN8CmMSZmAujwACCMSAwPJly3T3j3+s9pntg2ut7wPlbyy1jrXKKtz4f/XWW1maPr+jqIQbHB9HIdAUAV/5KZ2u40Tmc3XAsBkBBBBAAIEoCsycPkOjx4wJrgVRnF8TyA1uiOL2qPommSXWKte8vCNgJv2MiXfGg5YggAACkRA4c+aMVq5YoQXz5+v0qdPqmZen8RN+FnwQ1zTy43368/EKu7nH1/9V7bc8ogyiuJEYPu4RVwLfVXrm5VaPKpMlfGWnZZY+s9YNDPj6x+lT+m9nTwtrgdvUcxm5zOccGN4RQAABBBCIjsDmTZs197dzdLTkqK7MuFIPPjRR/fr3C74xUZxfE8gNfphi5MjQTTJjpMM0EwEEEEAAgbgTqCuAax4Fa9zLp7J9e3XQPsnKyB1NSYXG+XE0Ao5Asi6/Lkep2muXKak4WaavrV2BA7k+fXX6tHxVpybfdIOyzsVxnQvyjgACCCCAAAIRFvAP4D43b17jArh2e6M7vyaQG+EfTfhvxyQz/MbRuQPZG9Fx564IIIBAJAVCF8B1Wv2FCjfvlZ2Pm9xDPx/diZIKDg3vCDRSIKldpjpYAVk7wf3QEZVa/2KlBQzQ/kNfnyqv/PfOKmlycYcr1NTquo1sIocjgAACCCCAQACB0ARwnQtHd37NYmfOOMTRuzPJtLtUNckM3L2mTjLLVLx2nqbcliXzuH9GWpYGTJqndcVlgW/DVgQQQAABBBCoV8AEcM0CCz1yc2Xqc3XqlC2zou7ipUvU+Cxc163K9ujNneX2huTcPurehpoKLh0+ItA4gTbddNfAKyrPObtfe//yTR3nn9S+PYcr9yXn6CdDrgnyL1CYY9cBymYEEEAAAQSaJGACuL179dKE8ePt800Gbv62bU3IwnXdPsrzawK5rrGIm4/hnGSWF2nxfQM0ZMpWJU14TYesOrolJa/pZ9/eqqkDB2jMoiJV/u9i3GjSEQQQQAABBMImELYArt1i67GvHVu0y07H7aBRP+tTx2PgYeseF0YgzgQuUu7wvlZ5BfP6WH9+93jg/vk+15EP/27vS869QwMzWgQ+zr2VObZbg88IIIAAAgg0SyAsAVy7RdGfXxPIbdZPw6snh2mS6TuoxaPu1cxtXyp70iz9snd6ZXZBUrpufnqWHu78pQqmP6Apa0uqa4J5VSgW28UKx7E4arQZAQQQCCwQ3gCuc8//rY+PfFT5eHdqnnpnnefs4B0BBJookJQ9Sk8ONVm5Z3XwzUKVOIVwXdfzHXhLm0z9heSuenhqv4b/AoU5tkuPjwgggAACCDRdIHwBXKdN0Z9fE8h1xiLO3kM/yTyp7Y/er5n7rGUdUu/WtFEdaz4iltRR9z52t5WhcFz5U36hF0vOxpko3UEAAQQQQKD5ApEJ4Fa10/eB8jeW2l+Sr8pUO6oqNH8AuQICukg9p07THW2TVbHvFS0qPFnTxArKvvj0K9aMOFW9n/mV7m0wG5c5dk1AviGAAAIIINB4gV07d4W+hEKgZnhgfs1iZ4EGJi62VU0yd47XanuSOUDP5F10rmeNnGT6SjZo3vqPrPOtFa9vvVlZAf5nMCnrZvVPXaKFx/foNzM2a+CSQQ1nIJxrEZ8QQAABBOJUwAQvDx+uqhcZpT5mZmaqZcuWUbr7udvuLNxp18DtmZen8RN+1rz6t+cuG/BTdVagtcxSt35d+W9yQCU2ItAEgZTemr7iVyof/gutnvqo/n3GNP08L10qzdezv/ql5u27UL3nvKR5gzNqJj4EuBVz7AAobEIAAQTiTKC4uDikPTrz9Rl9+OHBkF6zqRcbNny4J+bYBVbdW/MyNXD79e/X1O40eJ4X5tff+qf1arClHBCzAr7SVRpvTTLzlavx/pNM63de1yTTPMZfYtW/rXx9o+JZAzVk/iHraweNXb9ek7IDPZ5Zru2T+mr0qhMNHFd1Wd4aJVBzTBp1KgcjgEACChw5fERfn7GeovB7HfrwkL7++iu/rZVfPz3+qT755JOA+5yNX35Zrn1F+5yvMfM+YuRIPfHUk55o74kTJ9S2bVtPtIVGIIBAMwR8pdq+dIGenb1K79m1qFOVN26M7ho6VD3TA9fFrTmfY47dDH1ORQABBGoImPnV559/XmOb8yWYwOeet/c4h9f7vr2goN79ibbzpeXL1S23W6J1O6r9JSM3qvzhv3lS+lAt2N2lcpI5Nk/zXJPMxb+oe5JZo2Wu1HElX6H27f61xu5zX76r9MzLra8mkFuqTVs/0MTsnAYzEc6dzycEEEAAAf+/sS96990aKB/89a/68suagdhQTig753TWhRem1Lin+4vZN37CBF1wwfnuzQ1+Pv/8C9Thqg4NHheuA0xGrldeBHG9MhK0A4FmCljrRPQcM8v+06QrMcduEhsnIYBAbAsESjbwn++aHtaVYLB/f7FOnzodcoSG5sDODZsyD77qqo5qeX5onwzLzs52msR7ggkQyE2EAW/mJPNc6riFldRKrS4IUFfBdkzWZRnpaqG91vIPFTq+e58+UY7SEsGYPiKAAAJ+Au5yAv5ZAO6/8f/oo2M6WnLU7+y6v7Zq3UqdOtWcuJls08tSL6txUn2BUyZ+Naj4ggACCERFgDl2VNi5KQIINEPAPb81l/n8s8/12WefVl/RP/janCe5As15zY1uvfW2WvNes72+ua/Zz/zXKPCKBwECufEwimHtQ4U+ebfIWrCh6tWhvdKTnS+13/+lVWv9m7XZPv7QEZVaGcBp9Rxf+wpsqUvgXKmLuo5gOwIIRELAySJwB2fdWbLBZMdemXGlrrgizW6ueb9z2LDqpl966WW65NJLqr9fcsklPIZfrcEHBBBAIF4EmGPHy0jSDwRiVcCZ05r2u0tvffXV1/rr++9XdyuYua1zsH/w1TzJ9ei0qc5u+91/rms2Mt+tQcQXBOoVIJBbLw87ZWXWnj71ZTVE8kVtVN/DtEkprdXKOtoO5J4tVcnxCqtGGJHcakA+IICApwWcCa0zmXWyChrKJnBPWt3Zse7HqLyy2JanB4DGIYAAAgkjwBw7YYaajiIQIQF3tqw7U9adcBBsWQKzKKvzcs9tzbac665zdun8luerfWb76u98QACB8AsQyA2/cYzf4f+ovOxcLcakNq10QYz3iOYjgEDiCvgHap0SB/VlGpiJrLsurDuLgEe0Eve3RM8RQACB5gkwx26eH2cjkDgC7gCtU0vWSTYwCvXNY81+95Ng7rIE7jktAVkjxQuB2BAgkBsb4xTFVn6j02Vnm3j/T3Sk9O9Set2L5jTxwgl5Ws1VjhOSgE4jEJSAE6w1E13n0bC66tA6E1sn08CZ0DKZDYqagxBAAAEEmizAHLvJdJyIQBwJOEFad8kuJ9GgoexZJ2vWmccaFidblrlsHP1I6AoCfgIEcv1A+OovcEanTjY1kHuBWrf6jv8F+Y4AAgiERKC4uLh6gQUz4a2r/IGZ5GZlZdl1aJ1FEKjDFZIh4CIIIIAAAk0WYI7dZDpORCCGBE6cOKHPP/+8es7qZNLWlWRguuYkGnTv3l1Xf+97dm+dAC1z2BgafJqKQJgECOSGCTZ+LvvvyuhoZdQeONGELl2o1inUx20CHKcggIBLwD9gG2ji60x4zWIKTrCWmrQuRD4igAACCHhMgDm2xwaE5iDQZAEzV3Uyaht6GszcxCQZuBe7dYK0zF2bPASciEBCCRDITajhDn9nfeWndDr8t+EOCCAQhwLOo2WmJIJZlOHjjz/WvqJ9NXraOadzdXatWUjMZCWwwEINIr4ggAACCMShAHPsOBxUuhRTAqZ0l8ms/fDDg3KyausqfRAoUEupg5gabhqLgKcFCOR6eni80LjvKj3zcqshlRm5vrLTMkuftamjaf84fUr/7exrka6MVDJyHQ7eEUDgnIB/0PbAgQM6WnK0+oBWrVupU6dsmQxbp24tC4tV8/ABAQQQQCDmBZhjx/wQ0oG4E3Dmp4c+PKRPP/1Uf33/fQV6Esx03ARrndIHzlyVjNq4+0nQIQQ8KUAg15PD4qVGJevy63KUqr06bjWr4mSZvrbeAwdyffrq9Gn5qpqffNMNyiKOG7LBLDlWGrJrcSEEIi1gHjkzk+J3/muP/IO2piyCU8PWPFpG7a9Ijw73QwABBBCIvABz7Mibc0cEKgWcgK15Cqy+7Fr3k2AEa/n1IICAVwQI5HplJDzcjqR2mepgBWSPV1iNPHREpdZ7WsAA7T/09alymcOkZF3c4QpZ1XV5IYBAggmYyXHxvmLt3bvXzmTYXlBQLeBk2t45bJi9qi6ZC9U0fEAAAQQQSDAB5tgJNuB0NyoCTjKBk2EbqByCya699dbbdFnqZfb8lKSCqAwVN0UAgSAFCOQGCZXQh7XpprsGXqGCVR9JZ/dr71++Uc/s8wKQnNS+PYcrtyfn6CdDrlFSgKPYhAAC8SVgVuM1tWz3vvOO/vSnXTVKJJhMhvETJqhjx44yn9u2bRtfnac3CCCAAAIINFWAOXZT5TgPgVoCZj56+NBhu4atWWvB/wkwcwIB21psbEAAgRgUIJAbg4MW+SZfpNzhfZW6aoFVXuFj/fldq8hCdofazfB9riMf/t3enpx7hwZmtKh9DFsQQCDmBeoL3JoJspNtS03bmB9qOoAAAgggEFYB5thh5eXicSvgDtrueXuP/LNsTdmuK65Is+ekLI4btz8DOoZAwgoQyE3YoW9cx5OyR+nJoW9qtJWVe/DNQpWM6qAMv3Rb34G3tMnUX0juqoen9qujjm7j7svR5wQy0tJFndxzHnyKnIBTKqFg27YaGbemTIJZ5GH0mJ8qJydH7TPbR65R3AkBBBBAAIE4EGCOHQeDSBfCKtBQ0NY88eUsOmbWWqBsV1iHg4sjgIAHBAjkemAQYqMJF6nn1Gm6Y+d4rd73ihYVDtAzeReda7rvoF58+hUrYzdVvZ/5le4lG/ecDZ8QiEGBI4ePaMeO7frjli122QSnC07GbY8ePQncOii8I4AAAggg0GQB5thNpuPEuBQwNW3NImSByiOYoK2pZdvx6qvV4aoO4umvuPwJ0CkEEGhA4Fv/tF4NHMPuBBSoK/vTV7pK44f/QvnK1fgZ0/TzvHSpNF/P/uqXmrdN6j3nJc0bnEFt3DD8ZuoakzDciksmoIDJut1ZuNOuc7tx4+s6feq0rWAmzD+48SZ16dJF3XK7JaAMXUYAAQQQQCB0AnXN55hjh86YK8WOgFOu6+DBg3r7z7trJA+Y8ghZWVm6+nvfY4Hc2BlSWooAAhEQIJAbAeRYvEVdk0y7L75SbV+6QM/OXqX3rEoKsrJw88aN0V1Dh6pnOnVxwzXe9Y5JuG7KdeNawEyeC3cUKn/rVm0vKLD76pRL6HVzbxYni+vRp3MIIIAAAtEQqHc+xxw7GkPCPSMoYJ74Kioq0jv/tafWYmTmqa/vXXONnTyQ2SGTBXIjOC7cCgEEYkuAQG5sjVfEWlvvJDNireBGbgHGxK3B56YKmAn066+/rjc3b9LRkqP2ZUzGQ99+/cm6bSoq5yGAAAIIIBCkAPO5IKE4LC4ETJmEQx8esgO3hYWF1U98OYkDTrYtJRJCNdzfqHjWQA2Zf6jpF2wxVIvfm6WeyU2/BGcigEB4BaiRG15fro5AyARY6CxklAl3oUDBW1MyYcYzz7BIWcL9GugwAggggAACCCAQHgF3xq07cGuSBkxt2y7XX68OHTqwzkJ4+K2rnqfsyX9UyeQyFc0ao7vnF8t+gFYdNHb9ek3KPq/2nf2eBEi+6QZlEcSt7cQWBDwkQCDXQ4NBUxBAAIFQCdQXvO3eo7sHHlcjYyBUY811EEAAAQQQQACBaAg4ZbpMqYS6ArcmeaBt27bRaF4C37ONcob2VUcrkPueUUjNU++sAEFcsy8pXT3HzFJuXnvd2ef3atWvq9qY7bwQQMCzAgRyPTs0NAwBBBBonICZTL+xcaNeXbmyumyCk3nrjeCtuz9kDLg1+IwAAggggAACCHhdwL047p/+tKt6vumUSmCNBe+MoK/8lCqXLpaSr8pUu6T625aU0V19vn9ArXtcXP+B7EUAgagLEMiN+hDQAAQQQKDpAs6E+sWlS6pX+vVu8DZQP8kYCKTCNgQQQAABBBBAwAsC5imvHTu2649btlTPNU27BgwcoNFjfkqZLi8MUq02+FR+tERf2NtT1C3YLNv2XdS5TQMR31r3YgMCCERagEBupMW5HwJNFGBxjCbCxelpu3bu0ob166w/G+wemtpj4ydM0F133xVzj6+RMRCnP1K6hQACCCCAAAIxJ+AkCex95x1t3Ph69QJlJlHAzDV75vUUi5N5fVi/UOHmvVX1cTN1Q+eLgmhwB42e3SGI4zgEAQSiLUAgN9ojwP0RQACBIAVM6YQ/vPIHvbl5k/0om3mMbcTIkbptwO0xPKEmYyDI4ecwBBBAAAEEEEAgLAJOrds1q1dVZ91SLiEs1JG5aMWHemd3eeW9UnOU047VyyIDz10QiIwAgdzIOHMXBBBAoMkCmzdt1rq1a7W9oMC+Rs+8PD340ETlds9Vy5Ytm3xdb5xIxoA3xoFWIIAAAggggEAiCQRaGNd5wqtLly7qltstkTjiqq++v7yjt89WdqnFjdfr2gDVEnzF8/T40YGaPvjSuOo7nUEgEQQI5CbCKNNHBBCIOQH/hctMVkSslk6oF5+MgXp52IkAAggggAACCIRKwJTmKti2rVbJhBnPPEOt21AhR/063+jA1gIdt9uRohtvuEq183FPaueKYl04/N6ot5YGIIBA4wUI5DbejDMQQACBsAkUFxfr9Q2vafmyZfY9nOzbfv37he2e0bwwGQPR1OfeCCCAAAIIIBDvAoGCt2ahsl4395ape9u2bdt4J0is/vk+UP7G0so+J3dR3x4X+/XfKmtWtFzPvpOpJ2ae57ePrwggEAsCBHJjYZRoIwKWQMmxqv8goxGXAqZ8wotLl9h1yZzat3f/+Mdqn9k+Lvtb2SkyBuJ4cOkaAggggAACCERJoL7gbXyU5ooSbCzctvwjHf6iorKlF2coPcVVV8FXqu1LF+jZ2at0MHeO2rl2xULXaCMCCFQKEMjll4AAAghEScCsCrxyxQotmD/fXhHY1CV7dNpUDRs+PA5q3waBSsZAEEgcggACCCCAAAIINCxA8LZho/g/wqeyHVu0qyqOq+MLNCRjQYBupyivX1e1CbCHTQgg4H0BArneHyNaiAACcSZg6t8unL+guj6ZKZ8waPBgxWv5hDqHj4yBOmnYgQACCCCAAAIINCTgLFj2h1detpMCzPFO2QQybxvSi8f97kWErWDtnE1a5F7MrLxIiyc+oJnbLtENnS+KRwD6hEBCCBDITYhhppPxIJCRlk55hRgfSCeA69S/NRPtH48Yoezs7BjvWVOaT8ZAU9Q4BwEEEEAAAQQSW8DMJwt3FGrxohd0tOSojeEkBRC8TezfhtyLCAeqj5uSo9GzH9R/DT6snHa1l0BLcD26j0DMCBDIjZmhoqEIIBCrAmYBs5eXL9eG9RvsLowYOVJjx92f4ItLkDEQq79n2o0AAggggAACkRUw5bh2Fu7UurVrtb2gwL65WahsxjPPqHuP7gk+p4zsWHj5bu5FhJNz+6h7m8BFcL9z4/W6NvAuL3ePtiGAQJUAgVx+CggggECYBEwAd95zz1dPuAnguqDJGHBh8BEBBBBAAAEEEKgtYOaSr294rbocl1kQd/yECbrtttvifEHc2hZsaUjAvYhwC3Xsem3AGri+jz9XSk5XkY/bkCf7EfCuAIFc744NLUMAgRgVcAdwzYQ7oRYwC3LMyBgIEorDEEAAAQQQQCChBEz27aY3NtUonWDKcQ0YOEjdcrsllAWdbYSAexFhtdON16UGPDkpe7ymJ2JVt4AabEQgNgUI5MbmuNFqBBDwoICpWfbrWbPsEgoEcOsbIDIG6tNhHwIIIIAAAggknoCTfeuspXBlxpV26YT+P+qvli1bJh4IPW6cgHsR4dQ89c46r3HnczQCCMSMAIHcmBkqGooAAl4V8F/EjBIKDYwUGQMNALEbAQQQQAABBBJBIFD2rZlH3jbg9gRdDDcRRj0cfXQvIpys1FtvVhY1cMMBzTUR8IQAgVxPDAONQKBhgZJjpQ0fxBERFTCT75UrVmjm9Bn2fQngBslPxkCQUByGAAIIIIAAAvEocOTwEb3y8ssi+zYeRzcafXIvIvxddWh/iYKP457U9qm/1+mJv9CgOhZHi0aPuCcCCNQtQCC3bhv2IIAAAnUKLF60SAvmz9fpU6fVMy9Pv5oxnRWD69Ry7yBjwK3BZwQQQAABBBBIHIHNmzZr3dq1NRbCJfs2ccY/bD0t26M3d5ZXXj65i/r2uDjIW5WpaNZ4PX3hZOU7QVxfkWZ3H66FxysCXON8fX/oWI0YPkyDstsE2M8mBBCIhMC/ROIm3AMBBBCIF4FdO3epd69edhZup07ZWrN+nRYvXUIQN+gBbm7GwFNaV+YL+m4ciAACCCCAAAIIRFPAPMFlEgDM/HHC+PHav7/YXgh395639cRTT1JCIZqDExf3didJWB26uos6O0HZ+vpXXqTF9w3Q0MVJumvINecyeJNyNOlPh1RSNEd5yVJyrzl6x3oytOTYERWtn6qOBxfqkaFjNLuorL6rsw8BBMIoQEZuGHG5NAKhFMhIS7f+A0p5hVCaNuZa5hG4Z2bOtDMozOITz82bp379+zXmEhxrBEKWMfCNimcN1JD5hwK6JmcN1YMjh+nOwdlKCXgEGxFAAAEEEEAAgfAJOGsobNz4uv0EV+eczswfw8edoFc+q2P5s/TAlHxV58/+rVSl5T6lpQQorlBerHWr39XJw29o7qoD1jnJajv0cQ3JaBGEX5JSsodp+tyvdaTPDC38+WL1Lpys7AC3CeJiHIIAAs0QIJDbDDxORQCB+BcwWRQvLHxB8557Tq1at7IzKIYNH87qwU0a+mZkDEx8QDN3purRLU7GwHnKnvxHlUz+TOvu669HdnbRr/fMr6ztZU1SV894Uo9NHKk3jyzUS5N/QDC3SePFSQgggAACCCDQWIHi4mK9vHy5NqzfYJ86YOAA/XjECDJvGwvJ8fUIlGv7pL4avepE7WNOrNDoTitqbw+4JV23D7+pUfPkpLTOuv7iZBUfL1D+gQnW7/q8gFdmIwIIhE+AQG74bLkyAgjEuICpY/b4Y7+wsyjMJPyRyZMpodDkMY1gxkBKtu6YOUtfHhmqmfOf1Au3rNckJplNHjlORAABBBBAAIGGBdz1b81f/rMIbsNmHNFUgRT1nP22SmY39XzOQwCBWBYgkBvLo0fbEUAgLAL+ZRQWLVlCFkWTpaOUMZDUTjk3XCLtK9WmrR9oYnbOudpfTe4LJyKAAAIIIIAAAjUFTAB37m/n6GjJUZ7eqknDt3gUKP9Ih7+wCjmk5ql3Ftm48TjE9Mn7AgRyvT9GtBABBCIkEKiMwugxYyJ093i9DRkD8Tqy9AsBBBBAAIFEFnAHcJ31E3K751J+K5F/FPHY95OlOmbV3G1j1dz1lVpPK/78SRVUpKr3g0OURX3ceBxx+hQDAgRyY2CQaCICRoCFzsL7OzD1zCY9/LCdTUEZhfBaR+bq5So99DfrVunqf8vVZONGBp27IIAAAgggENcC5i/9V65YoVdXrrTnjE4AlwVw43rYE7pzFQee19BOz1cbmAWFH116v+7NS2d+Xa3CBwQiK0AgN7Le3A0BBDwmYCbkTzz2mL0ghaln9pK1OEW33G4eayXNaVjgv3XkWLnUpo2sdAG99dgDmrrt72p7y30aymNfDfNxBAIIIIAAAgjUKeAEcBfMn2+vnUAAt04qdsSZQHKvOdq9ZJCsGTYvBBDwiACBXI8MBM1AAIHIC+zauUsPPvBze0I+fsIE/XTsT3kcLvLDEJo7VhRr4eDrtNC5WnKW7pi2UPeP6qk0HvtyVHhHAAEEEEAAgUYKLF60SO4A7i+f/pXIwG0kIocjgAACCIRMgEBuyCi5EAIIxIqAOwvXZFSwmFmsjFw97UzurV/vma9BbYja1qPELgQQQAABBBAIUsC/Bi4B3CDhOAwBBBBAIKwCBHLDysvFEQidQEZaOnVyQ8BJFm4IELkEAggg8P/YuxcoK6szQdhvhtDjsukJ6GRC9+K3KQqMPTGOBTHaSYMCYRIxiaAEsJOGREDkJ7QXVG4qEpWLiJcQBhW8wHRGMCqkVTpKLBTG0TGBym+SMRGKIj2ubuyMwkwzrvw/i8lf34EDByigLqfOOd/5ntOLrsv5vr3f/eyzljtvvd/eBAgQIFClAscmcJcuW6YCt0rn2rAIECCQRgGJ3DTOmpgJEGizQFKF+8jDj8SypUtDFW6b+dxAgAABAgQIEKhqgcKDb+2BW9VTbXAnEziwNe65+Kp4+N39B696eXp8tvfM6DXlyaifMcABZyez8x6BEglI5JYIWjcECJRPYMf2HTHl2sm504VHjBwR8+6801645ZsOPRMgQIAAAQIEKkYgSeAuW/q92FRfH8nBt/MXLowxY8dUTHwCIVBSgS4D4pb//E7cUtJOdUaAQFsEJHLbouVaAgRSJ5AcULHg7vm5hfkTq1fHwEEDUzcGAbck8GE0LBoZo5a/c+jNjXHzgL5xc69r4+lXZ0SdrXJbQvM7AgQIECBA4JDA7t274+HlD8XqVaty68RZc2bH2Kuu8sd+nxACBAgQqGgBidyKnh7BESDQXoFkK4Xr//q6XHXF4CFD4q75d0fPnj3b25z7Kk7g9Kib8WI0zqi4wAREgAABAgQIVLBAskZc8+STuT/0J2GOGz8+pt98kwRuBc+Z0AgQIEDgiIBE7hEL3xGoaIHGXU0VHV8lBZc8IjdpwoTY88GeSKorJk6aVEnhiYUAAQIECBAgQKAMAslBZrffdmtujegP/WWYAF0SIECAQIcFJHI7TKgBAgQqSaBwK4Wn1z0bdXV1lRSeWAgQIECAAAECBEoskPyRf/5dd8W2rdsceltie90RIECAQHEFJHKL66k1AgTKJHDsVgoPfPdBj8iVaS50S4AAAQIECBCoBIFkH9zFixbF+nXrHWRWCRMiBgIECBDosIBEbocJNUCgNAK1vWvC9gotW+/YviPGjhltK4WWefyWAAECBAgQIJA5geQprYeWL8+tD+2Dm7npN2ACBAhUrYBEbtVOrYERyIZAstfZtKlTc1UWtlLIxpwbJQECBAgQIEDgRALJNgq33HRT7GzcGck+uDNnzYq+/fqe6HK/J0CAAAECqRKQyE3VdAmWAIFCgXlz74jVq1ZF/wH9Y+myZdGzZ8/Ct31PgAABAgQIECCQEYFkm60li+/NrQ17nNEjtzYcftnwjIzeMAkQIEAgKwISuVmZaeMkUEUCyUL9W+PH5w6sSB6VmzvvjioanaEQIECAAAECBAi0RWDtmrWx+J5FtlFoC5prCRAgQCCVAhK5qZw2QRPIrkDhfrjzFy6MMWPHZBfDyAkQIECAAAECGRZIDjO7dfac2FRfn3tCa8Wjj0ZdXV2GRQydAAECBKpdQCK32mfY+AhUkUCyH+7tt92aG5H9cKtoYg2FAAECBAgQINBGgeQwswV3z8/dNWvO7Jg4aVIbW3A5AQIECBBIn8C/SF/IIiaQTYHGXU3ZHPihUSeL9eRQs5qamliz9inVFpn+NBg8AQIECBAgkFWB5Omsr115ZS6Jmxxm9tobr0viZvXDYNwECBDIoICK3AxOuiETSJtA/lCzZLH+wHcfjG7duqVtCOIlQIAAAQIECBDooEC+Cjc5zMwWWx3EdDsBAgQIpFJAIjeV0yZoAtkQSA41u/6vr8vte+ZQs2zMuVESIECAAAECBI4VSKpwZ82ckTvoNvnD/l3z746ePXsee5mfCRAgQIBA1QtI5Fb9FBtgtQjU9q6JLG2vkCRxvzV+fG7Bbt+zavkUGwcBAgQIECBAoG0CqnDb5uVqAgQIEKhuAYnc6p5foyOQSoGk6mLKtZNjZ+POWLpsWQy/bHgqxyFoAgQIECBAgACB9gns3r07dz7Ctq3bQhVu+wzdRYAAAQLVJyCRW31zakQEUi2QJHHHjhmdG8MTq1fHwEEDUz0ewRMgQIAAAQIECLRNYO2atbH4nkWx54M99sJtG52rCRAgQKDKBSRyq3yCDY9AmgQaGhpi0oQJuZDXrH0q+vbrm6bwxUqAAAECBAgQINABgWRrrbm33Rbr162P/gP6h/VgBzDdSoAAAQJVKfAvqnJUBkWAQOoENrywIUaNvCIXt0V76qZPwAQIECBAgACBDgkkf9C/ZNCgXBJ36rRp8YNnnvFH/Q6JupkAAQIEqlFAIrcaZ9WYqlKgmg86S5K406ZOzVVePL9hg0V7VX6CDYoAAQIECBAg0LJAcqBZ/g/6T697Nm6cfmPLF/otAQIECBDIuICtFTL+ATB8AuUWKEziPr5qVXTr1q3cIemfAAECBAgQIECgBAKFB5qNGDki5t15p7VgCdx1QYAAAQLpFZDITe/ciZxA6gUkcVM/hQZAgAABAgQIEGiXwJbNW+KG669zoFm79NxEgAABAlkVkMjN6swbN4EyC0jilnkCdE+AAAECBAgQKJPAfUvui2VLl0af2j4ONCvTHOiWAAECBNIpYI/cdM6bqDMoUNu7pmpGLYlbNVNpIAQIECBAgACBVgvs27cvvnbllbkkbrKVwrof/tDZCK3WcyEBAgQIEIhQketTQIBASQUkcUvKrTMCBAgQIECAQEUINDQ0xKQJE2ylUBGzIQgCBAgQSKuAity0zpy4CaRQQBI3hZMmZAIECBAgQIBABwXWrlkbo0ZekWvl6XXPxpixYzrYotsJECBAgEA2BVTkZnPejZpAyQUkcUtOrkMCBAgQIECAQFkFkq0Uliy+N1avWhX9B/SPx5u/duvWrawx6ZwAAQIECKRZQCI3zbMndgIpEZDETclECZMAAQIECBAgUCSB3bt3x7SpU2Pb1m0xbvz4mDvvjiK1rBkCBAgQIJBdAYnc7M69kadMoHFXU8oiPhiuJG4qp03QBAgQIECAAIF2CxTuh7t02bIYftnwdrflRgIECBAgQOCIgD1yj1j4jgCBIgvs2L4jV4nhUboiw2qOAAECBAgQIFChAskf8fP74b64caMkboXOk7AIECBAIJ0CKnLTOW+iJlDxAkkSd+yY0dHjjB6RVGLYD63ip0yABAgQIECAAIEOCcybe4f9cDsk6GYCBAgQIHByARW5J/fxLgEC7RDIJ3GTW9esfSp69uzZjlbcQoAAAQIECBAgkAaB5FCziVdPyCVxk/1wHWqWhlkTIwECBAikUUBFbhpnTcyZFKjtXRNp2Cc3WchPuXZybo6SJG7ffn0zOV8GTYAAAQIECBDIgkDhoWaz5syOiZMmZWHYxkiAAAECBMoiIJFbFnadEqhOgSSJ+63mKoydjTvjidWrJXGrc5qNigABAgQIECCQE8g/hbXngz25rbQcauaDQYAAAQIEOldAIrdzfbVOIFMC1//1dbFt67bcQn7goIGZGrvBEiBAgAABAgSyJLBl85a44frrckNODjXzFFaWZt9YCRAgQKBcAvbILZe8fglUmUByuMWm+vpIHqlTjVFlk2s4BAgQIECAAIECgQ0vbIhvjhsXNTU1ufMQJHELcHxLgAABAgQ6UUBFbifiappAVgTWrll7+HAL+6JlZdaNkwABAgQIEMiiwH1L7otlS5dG/wH9HWqWxQ+AMRMgQIBAWQVU5JaVX+cEWi9QqQedJRUZs2fOzC3m5867o/UDciUBAgQIECBAgECqBJInsJIk7oiRIyRxUzVzgiVAgACBahFQkVstM2kcBMogkBxwcftttx6uyChDCLokQIAAAQIECBDoZIHkQNsli+89/ASWP953MrjmCRAgQIDACQQkck8A49cECJxcIFnQjx0zOnfRgoWLolu3bie/wbsECBAgQIAAAQKpE0jWfN8aPz53oO245q+SuKmbQgETIECAQBUJSORW0WQaSnUL1PauiUrZXiG/oN/zwZ54et2zTimu7o+e0REgQIAAAQIZFciv+bZt3RZLly1zoG1GPweGTYAAAQKVI2CP3MqZC5EQSI1A8mhdfkFfV1eXmrgFSoAAAQIECBAg0DoBSdzWObmKAAECBAiUUkAit5Ta+iJQBQJr16w9vD/a8MuGV8GIDIEAAQIECBAgQKBQIDkHIb+dgkrcQhnfEyBAgACB8grYWqG8/nonkCqBhoaGmD1zZu5wM/ujpWrqBEuAAAECBAgQaJVAksRNzkFIttCSxG0VmYsIECBAgEDJBCRyS0atIwLpFti9e3dMmjAhepzRIx5ftSrdgxE9AQIECBAgQIDAcQL5JG7yxosbNzoH4TghvyBAgAABAuUVkMgtr7/eCaRGYNrUqbnKjGRR361bt9TELVACBAgQIECAAIFTCxQmcdesfUoS99RkriBAgAABAiUXsEduycl1SKB9Ao27mtp3YxHumjf3jtzhZvMXLrSoL4KnJggQIECAAAEClSQgiVtJsyEWAgQIECBwYgGJ3BPbeIcAgWaBDS9sOHy42ZixY5gQIECAAAECBAhUkYAkbhVNpqEQIECAQNULSORW/RQbIIH2CyQL+9tvuzV3uNn0m29qf0PuJECAAAECBAgQqDgBSdyKmxIBESBAgACBkwpI5J6Ux5sEKkegtndNSYPZt29fzJo5I9fngoWL7ItbUn2dESBAgAABAgQ6V0ASt3N9tU6AAAECBDpDwGFnnaGqTQJVILBk8b25fXGXLltmX9wqmE9DIECAAAECBAjkBXbv3h1jx4zO/ehgs7yKrwQIECBAoPIFJHIrf45ESKDkAoX74g6/bHjJ+9chAQIECBAgQIBA5wgkT11Nmzo19nywJ17cuNEf7DuHWasECBAgQKBTBGyt0CmsGiWQXoGkQiPZF7dPbZ+wL25651HkBAgQIECAAIFjBZIk7rfGj/fU1bEwfiZAgAABAikRUJGbkokSJoFSCeQrNJLH7Lp161aqbvVDgAABAgQIECDQiQLHJnE9ddWJ2JomQIAAAQKdJKAit5NgNUug2AKNu5qK3eRx7a1csSJXoTF/4UKP2R2n4xcECBAgQIAAgXQKSOKmc95ETYAAAQIEjhWQyD1WxM8EMirQ0NAQC+6eH4OHDIkxY8dkVMGwCRAgQIAAAQLVJ1B4iK1K3OqbXyMiQIAAgewISORmZ66NlMAJBZIqjVtuuil6nNEjHvjugye8zhsECBAgQIAAAQLpEpg3945YvWpVjGveG1cSN11zJ1oCBAgQIHCsgD1yjxXxM4EMCjzy8COxs3FnPLF6tX1xMzj/hkyAAAECBAhUp8B9S+47nMSdO++O6hykUREgQIAAgQwJqMjN0GQbaroFanvXdMoAtmzeEsuWLo0RI0fEwEEDO6UPjRIgQIAAAQIECJRWYMMLGw6v8SRxS2uvNwIECBAg0FkCErmdJatdAikQSLZUuOH666JPbZ+Yd+edKYhYiAQIECBAgAABAqcSSP5QP23q1Og/oL813qmwvE+AAAECBFIkYGuFFE2WUAkUW2DubbfFng/2xIpHH7WlQrFxtUeAAAECBAgQKIPAju07Dv+h/vHmvXG7detWhih0SYAAAQIECHSGgIrczlDVJoEUCCSVGuvXrY+p06ZFXV1dCiIWIgECBAgQIECAwMkEdu/eHWPHjM5dsvyhhyVxT4blPQIECBAgkEIBFbkpnDQhE+ioQOGWCtdMvqajzbmfAAECBAgQIECgzALJ+i7ZTiF52urFjRujb7++ZY5I9wQIECBAgECxBSRyiy2qPQKdJNC4q6loLS9ZfK8tFYqmqSECBAgQIECAQPkFrv/r62Lb1m2xdNkySdzyT4cICBAgQIBApwjYWqFTWDVKoHIFGhoaYnXzfmnjxo+3pULlTpPICBAgQIAAAQKtFpg3947YVF8fs+bMjuGXDW/1fS4kQIAAAQIE0iUgkZuu+RItgQ4JJI/c3XLTTdHjjB4x/eabOtSWmwkQIECAAAECBMovsOGFDYf/SD9x0qTyByQCAgQIECBAoNMEJHI7jVbDBIorUNu7psMNPvLwI7GzcWfc/8CDDr/osKYGCBAgQIAAAQLlFUietEr2xe0/oL8/0pd3KvROgAABAgRKIiCRWxJmnRAov8CO7Tti2dKlMWLkiBg4aGD5AxIBAQIECBAgQIBAuwWStd2kCRNyT1o93rxtVrdu3drdlhsJECBAgACBdAhI5KZjnkRJoMMCs2bOyC30b54xo8NtaYAAAQIECBAgQKB8Asl2WcnaLnmtWfuUJG75pkLPBAgQIECgpAIfLWlvOiNAoCwCa9eszZ1iPH/hwujZs2dZYtApAQIECBAgQIBAcQTm3nZbbm23dNmy6Nuvb3Ea1QoBAgQIECBQ8QIqcit+igRIoGMCScXG4nsW5fZOGzN2TMcaczcBAgQIECBAgEBZBVauWBHr162PqdOmxfDLhpc1Fp0TIECAAAECpRVQkVtab70RKLlAUrGx54M9seLRR0vetw4JECBAgAABAgSKJ7Bl85ZYcPf8GDxkSNw4/cbiNawlAgQIECBAIBUCKnJTMU2CJBDRuKupzQzJScZJxca48eOjrq6uzfe7gQABAgQIECBAoDIEdu/eHTdcf130qe0TD3z3wcoIShQECBAgQIBASQVU5JaUW2cESisw/667cgecTb/5ptJ2rDcCBAgQIECAAIGiCSRbZU2bOjX3lJXDzYrGqiECBAgQIJA6ARW5qZsyARNonUD+gLObb5nhJOPWkbmKAAECBAgQIFCRAksW3+tws4qcGUERIECAAIHSCkjkltZbbwTaLVDbu6bV9zrgrNVULiRAgAABAgQIVLTAhhc2xOpVq3JbZTncrKKnSnAECBAgQKDTBWyt0OnEOiBQeoGkasMBZ6V31yMBAgQIECBAoJgCO7bviNtvuzX6D+gftsoqpqy2CBAgQIBAOgVU5KZz3kRN4IQCyYI/qdoYMXKEA85OqOQNAgQIECBAgEBlCyRPWM2aOSMX5IKFi2yVVdnTJToCBAgQIFASARW5JWHWCYHSCSxcsCB3wNnNMw4u/EvXs54IECBAgAABAgSKJWBf3GJJaocAAQIECFSPgIrc6plLIyEQWzZviU319XHtlCnRs2dPIgQIECBAgAABAikUsC9uCidNyAQIECBAoAQCH/l986sE/egiZQLJwVqNu5pSFrVwhw0dGnv27IlXNm/2+J2PAwECBAgQIECgwgRas8bevXt3fHn48KipqYnHm7fL6tatW4WNQjgECBAgQIBAuQRsrVAuef0SKLLA2jVrY2fjzli6bJkFf5FtNUeAAAECBAgQKJXAtKlTc4fWrln7lDVdqdD1Q4AAAQIEUiJga4WUTJQwCZxMIDkMY/E9i6JPbZ8Yftnwk13qPQIECBAgQIAAgQoVWLliRWzbui3mL1wYffv1rdAohUWAAAECBAiUS0BFbrnk9UugiAJrnnwyV7mx4tFHi9iqpggQIECAAAECBEol0NDQEAvunh+DhwyJMWPHlKpb/RAgQIAAAQIpElCRm6LJEmq2BZI91Vp6JfuoPbR8eW7RX1dX19IlfkeAAAECBAgQIFDBAsnTVbfcdFP0OKNHPPDdBys4UqERIECAAAEC5RRQkVtOfX0TKILAw8sfylXjTp327SK0pgkCBAgQIECAAIFSC8y97bbcWQdPrF5tX9xS4+uPAAECBAikSEBFboomS6gEjhVIqnFXN59mPG78+FCNe6yOnwkQIECAAAEClS+wZfOWWL9ufUydNi0GDhpY+QGLkAABAgQIECibgERu2eh1TKDjAkk1bvKaPOXajjemBQIECBAgQIAAgZIKJFsq3HD9dbkDa6+ZfE1J+9YZAQIECBAgkD4BWyukb85ETCAnkByIka/G7dmzJxUCBAgQIECAAIGUCSRbKuz5YE8kB9Z269YtZdELlwABAgQIECi1gIrcUovrj0A7BRp3NR1157Kl38v9rBr3KBY/ECBAgAABAgRSIbB2zdrDWyrYIisVUyZIAgQIECBQdgGJ3LJPgQAItF0gqcbdVF8fs+bMDtW4bfdzBwECBAgQIECgnALJOQeL71kU/Qf0jxun31jOUPRNgAABAgQIpEjA1gopmiyhEsgLJNW4Pc7oEWOvuir/K18JECBAgAABAgRSInDr7Dm5LRXWrH0qJRELkwABAgQIEKgEARW5lTALYiDQBoF8Ne61U6bYS60Nbi4lQIAAAQIECFSCQLKlQv7Jqr79+lZCSGIgQIAAAQIEUiIgkZuSiRImgdreNTkE1bg+CwQIECBAgACB9Arkt1SYOGlSegchcgIECBAgQKAsArZWKAu7Tgm0TyBfjZvsjetk4/YZuosAAQIECBAgUE6BPR/siRWPPlrOEPRNgAABAgQIpFRARW5KJ07Y2RT4m9Wr7Y2bzak3agIECBAgQCDlAvv27cuNYOq0aVFXV5fy0QifAAECBAgQKIeAitxyqOuTQDsFvjFuXCT/VOO2E9BtBAgQIECAAIEyCeTXb9dMvqZMEeiWAAECBAgQSLuARG7aZ1D8mRJQvZGp6TZYAgQIECBAoAoF8gndKhyaIREgQIAAAQKdLGBrhU4G1jyBYgk07moqVlPaIUCAAAECBAgQIECAAAECBAgQSJmARG7KJky4BAgQIECAAAECBAgQIECAAAECBAhkT0AiN3tzbsQECBAgQIAAAQIECBAgQIAAAQIECKRMQCI3ZRMm3OwK1Pauye7gjZwAAQIECBAgQIAAAQIECBAgkHEBidyMfwAMnwABAgQIECBAgAABAgQIECBAgACByheQyK38ORIhAQIECBAgQIAAAQIECBAgQIAAAQIZF5DIzfgHwPAJECBAgAABAgQIECBAgAABAgQIEKh8AYncyp8jERIgQIAAAQIECBAgQIAAAQIECBAgkHEBidyMfwAMnwABAgQIECBAgAABAgQIECBAgACByhf4yO+bX5UfpggJECBAgAABAgQIECBAgAABAgQIECCQXQEVudmdeyMnQIAAAQIECBAgQIAAAQIECBAgQCAlAhK5KZkoYRIgQIAAAQIECBAgQIAAAQIECBAgkF0Bidzszr2REyBAgAABAgQIECBAgAABAgQIECCQEgGJ3JRMlDAJECBAgAABAgQIECBAgAABAgQIEMiugERudufeyAkQIECAAAECBAgQIECAAAECBAgQSImARG5KJkqYBAgQIECAAAECBAgQIECAAAECBAhkV0AiN7tzb+QECBAgQIAAAQIECBAgQIAAAQIECKREQCI3JRMlTAIECBAgQIAAAQIECBAgQIAAAQIEsisgkZvduTdyAgQIECBAgAABAgQIECBAgAABAgRSIiCRm5KJEiYBAgQIECBAgAABAgQIECBAgAABAtkVkMjN7twbOQECBAgQIECAAAECBAgQIECAAAECKRGQyE3JRAmTAAECBAgQIECAAAECBAgQIECAAIHsCkjkZnfujZwAAQIECBAgQIAAAQIECBAgQIAAgZQISOSmZKKESYAAAQIECBAgQIAAAQIECBAgQIBAdgUkcrM790ZOgAABAgQIECBAgAABAgQIECBAgEBKBCRyUzJRwiRAgAABAgQIECBAgAABAgQIECBAILsCErnZnXsjJ0CAAAECBAgQIECAAAECBAgQIEAgJQISuSmZKGESIECAAAECBAgQIECAAAECBAgQIJBdAYnc7M69kRMgQIAAAQIECBAgQIAAAQIECBAgkBIBidyUTJQwCRAgQIAAAQIECBAgQIAAAQIECBDIroBEbnbn3sgJECBAgAABAgQIECBAgAABAgQIEEiJgERuSiZKmAQIECBAgAABAgQIECBAgAABAgQIZFdAIje7c2/kBAgQIECAAAECBAgQIECAAAECBAikREAiNyUTJUwCBAgQIECAAAECBAgQIECAAAECBLIrIJGb3bk3cgIECBAgQIAAAQIECBAgQIAAAQIEUiIgkZuSiRImAQIECBAgQIAAAQIECBAgQIAAAQLZFZDIze7cGzkBAgQIECBAgAABAgQIECBAgAABAikRkMhNyUQJkwABAgQIECBAgAABAgQIECBAgACB7ApI5GZ37o2cAAECBAgQIECAAAECBAgQIECAAIGUCEjkpmSihEmAAAECBAgQIECAAAECBAgQIECAQHYFJHKzO/dGToAAAQIECBAgQIAAAQIECBAgQIBASgQkclMyUcIkQIAAAQIECBAgQIAAAQIECBAgQCC7AhK52Z17IydAgAABAgQIECBAgAABAgQIECBAICUCErkpmShhEiBAgAABAgQIECBAgAABAgQIECCQXQGJ3OzOvZETIECAAAECBAgQIECAAAECBAgQIJASAYnclEyUMAkQIECAAAECBAgQIECAAAECBAgQyK6ARG52597ICRAgQIAAAQIECBAgQIAAAQIECBBIiYBEbkomSpgECBAgQIAAAQIECBAgQIAAAQIECGRXQCI3u3Nv5AQIECBAgAABAgQIECBAgAABAgQIpERAIjclEyVMAgQIECBAgAABAgQIECBAgAABAgSyKyCRm925N3ICBAgQIECAAAECBAgQIECAAAECBFIiIJGbkokSJgECBAgQIECAAAECBAgQIECAAAEC2RWQyM3u3Bs5AQIECBAgQIAAAQIECBAgQIAAAQIpEZDITclECZMAAQIECBAgQIAAAQIECBAgQIAAgewKSORmd+6NnAABAgQIECBAgAABAgQIECBAgACBlAhI5KZkooRJgAABAgQIECBAgAABAgQIECBAgEB2BSRyszv3Rk6AAAECBAgQIECAAAECBAgQIECAQEoEJHJTMlHCJECAAAECBAgQIECAAAECBAgQIEAguwISudmdeyMnQIAAAQIECBAgQIAAAQIECBAgQCAlAhK5KZkoYRIgQIAAAQIECBAgQIAAAQIECBAgkF0Bidzszr2REyBAgAABAgQIECBAgAABAgQIECCQEgGJ3JRMlDAJECBAgAABAgQIECBAgAABAgQIEMiugERudufeyAkQIECAAAECBAgQIECAAAECBAgQSImARG5KJkqYBAgQIECAAAECBAgQIECAAAECBAhkV0AiN7tzb+QECBAgQIAAAQIECBAgQIAAAQIECKREQCI3JRMlTAL2JZKkAABAAElEQVQECBAgQIAAAQIECBAgQIAAAQIEsisgkZvduTdyAgQIECBAgAABAgQIECBAgAABAgRSIiCRm5KJEiYBAgQIECBAgAABAgQIECBAgAABAtkVkMjN7twbOQECBAgQIECAAAECBAgQIECAAAECKRGQyE3JRAmTAAECBAgQIECAAAECBAgQIECAAIHsCkjkZnfujZwAAQIECBAgQIAAAQIECBAgQIAAgZQISOSmZKKESYAAAQIECBAgQIAAAQIECBAgQIBAdgUkcrM790ZOgAABAgQIECBAgAABAgQIECBAgEBKBCRyUzJRwiRAgAABAgQIECBAgAABAgQIECBAILsCErnZnXsjJ0CAAAECBAgQIECAAAECBAgQIEAgJQISuSmZKGESIECAAAECBAgQIECAAAECBAgQIJBdAYnc7M69kRMgQIAAAQIECBAgQIAAAQIECBAgkBIBidyUTJQwCRAgQIAAAQIECBAgQIAAAQIECBDIroBEbnbn3sgJECBAgAABAgQIECBAgAABAgQIEEiJgERuSiZKmAQIECBAgAABAgQIECBAgAABAgQIZFdAIje7c2/kBAgQIECAAAECBAgQIECAAAECBAikREAiNyUTJUwCBAgQIECAAAECBAgQIECAAAECBLIrIJGb3bk3cgIECBAgQIAAAQIECBAgQIAAAQIEUiIgkZuSiRImAQIECBAgQIAAAQIECBAgQIAAAQLZFZDIze7cGzkBAgQIECBAgAABAgQIECBAgAABAikRkMhNyUQJkwABAgQIECBAgAABAgQIECBAgACB7ApI5GZ37o2cAAECBAgQIECAAAECBAgQIECAAIGUCHy00+Lc2xDP/uDN2PHG38TDL797dDc9h8bkCRfGGV36xhfGD47e//x63HPNS3HB9+fG4K5HX+qn0gvs2L4jvjhsWLz2xuvRs2fP0gegxxYFanvXROOuphbf80sCBAgQIEAg/QL762fE+Vc/Fb9r01B6xZAp34gLz/gX0aX2CzFuSE10adP9Li6VwMoVK2LB3fOt50oF3sp+rLFbCeUyAgQIEKgIgeJX5DYncH9wy+VxzvlXxM2P/iTiosmxctPbuQVLkoRq3PV2vDz/kvjY9ufj3u9cHUNra6L2/L+Mh9/8ZTS+u78iULIexMIFC3IEDy9/KOsUxk+AAAECBAgQKJlA1yGL4pfJevlnT8esob0K+k2StfOOWVM3X9dYHytv/0b0e+dvcgnCu64eEmf3uzxmrtgUuw4U3O7bsgvs3r07N0dJIA0NDWWPRwAECBAgQIBAOgWKmMj9XezaOC9GXHBFzHyqKc75y2Xx8msr45ZJ34jBNacV6JwWvYd8Iybf82y8sW52DOmpBLcAp+zfJgvLTfX1uThWr1oVyaLTiwABAgQIECBAoIQC3QfEt7795TiSyv3juHD0VcesqZvj6VITg6+eHLc8+kpsza+r978VP7j76vjSyHnx46a21faWcISZ66qwQGLZ0u9lbvwGTIAAAQIECBRHoEiJ3OYk7jM3x9cnPRE/3/9H8ekpD8cT84dH75M+19UlutdNioe+f3PU5XK5/zM+2KsitzjT2v5WkoVljzN6HG6gcNF5+Je+IUCAAAECBAgQ6FSBLt3PiCMrslN1dWhd/eQDMfa8P8pdvP+tJ2LyVd+JTXuV5p5Kr7PfTwojkgKJcePH57pKiiZU5Xa2uvYJECBAgEB1ChQhkXsg9m5dFtfPfD5ytZu9vh5zb/rz6N5Kry61fxWLbrkousb/ig/2/H+tvMtlnSGQr8a9dsqUXPODhwzJLTpV5XaGtjYJECBAgAABAsUV6FIzPL5z/7RDRRLNbe9+MqZc/Vg0yuUWF7qNreULIyZPufbwnapyD1P4hgABAgQIEGiDQMcTuQd+Fo9c93BzJW7Sa/cYcsNfRd1JK3GPje60qL36pri6V+edu3Zsj35uWSBfjTv2qqtyF0yd9u3c1/zis+W7/JYAAQIECBAgQKBSBI4USRyMaP+2/xAL1/9DpYSXuTgKq3HzhwgnlbmqcjP3UTBgAgQIECBQFIEOJnIPxPvrH47H8oeU9Rob//eIP2l7YF0+FVeOr40djf/U9nvdURSBwmrcbt265dqsq6sLVblF4S1KI8lhgV4ECBAgQIAAgZML5Isk8udQ7I36+/9jNKjKPTlbJ72bL4gorMbNf68qt5PQ29isNXYbwVxOgAABAmUV6Fgit7ka99H7X4n8zrZdP9kvzmpTNW5+7M0LziuujM+26958G752RODYatx8W6py8xK+EiBAgAABAgRSItDlz2LYV2qOBPtufWx868MjP/uuJAItVeMmHSeVuapySzIFOiFAgAABAlUn0KFE7oG3fhwv5Ktx47Q456Jz48z2Ep35lbjl6rPbe7f7OiDQUjVuvjlVuXkJXwkQIECAAAECaRE4Pc694Pzm1Xn+1RQvvPR2KMrNe5Tma0vVuPmeVeXmJXwlQIAAAQIE2iLQgUTu/vjvP90a7x7urXucU/tvDv/km/QInKgaNz8CVbl5ifJ+re1dUFlT3lD0ToAAAQIECFS4QNeavtHvcIz74713fhN7D//sm84WOFE1br5fVbl5ifJ/tcYu/xyIgAABAgRaL9CBRO7/jqbt/72gp38VZ/T4g4KffZsGgZNV4+bjV5Wblyj/12S+tmzeUv5ARECAAAECBAhUtkCvvnHOkZLc2P/b9+OfKzviqoruZNW4+YGqys1LlO9rknD3IkCAAAECaRLoQCL3w9jz/u8KxvqxOKN7/lCFgl/7tqIFTlWNmw9eVW5eorxf/2b16rjh+uti37595Q1E7wQIECBAgEC6BN7ZEU35gy3SFXnqoj1VNW5+QKpy8xLl+7r9ne25zje8sKF8QeiZAAECBAi0QaADidx98cFvCxO5bejVpRUh0Jpq3HygqnLzEuX9+o1x42LPB3tizZNPljcQvRMgQIAAAQLpEvjXZ0T3Dqz80zXY8kbbmmrcfISqcvMS5fk6cNDAXMf337ekPAHolQABAgQItFGgA8u5bnHGxwue14r/GR/s9Wf+NvqX9fLWVuPmg1SVm5co39d8Qv2h5ctV5ZZvGvRMgAABAgTSJ3DGGdGjS/rCTlvEra3GzY9LVW5eorxfdzbuDFW55Z0DvRMgQIBA6wQ6kMjtHjVnFx5u9k+xfacjFFrHXv6r2lKNm482n0RcvWpV2E8qr1K6r427mnKdJQl1Vbmlc9cTAQIECBBIpcC7O+JXBQ/Pdf34mfFHqRxIuoJuSzVufmSqcvMS5fmarLH71PYJVbnl8dcrAQIECLRNoAOJ3H8ZZ/X90ziyK+7/jnd2/GMcaFv/ri6TQFurcfNhqsrNS5Tvaz6hriq3fHOgZwIECBAgUOkC+5t2xMHdP5NIT4tzLjo3zqz0oFMeX1urcfPDVZWblyjf1xtunB6qcsvnr2cCBAgQaL3AR1t/6bFXdokzL/lSDOy6MepzOyrsj3ef+3G8ddOAqPPY1rFYrfz5w2hYNDJGLX+nlde3cNlpo2PlzxfF4CMZ9uMuylfjzpozO7p163bc+yf7RT6JmFTlJtUDycLTq/QCSUJ91MgrYsnie2PuvDtKH4AeCRAgQIAAgQoW+DB+8ZOfxZGC3LPic5/pVcHxdnZopVljt6caNz/yZF2drK+Tg22T9bZXaQWGXza8uSL3YFVu8r0XAQIECBCoVIEOVOQ2D+nMi+LSQd2PjO3d+tj41odHfm7Td7+NTfeujoZMl/SeHnUzXozGXT+Np6bUFVQ7nx2T1/2y+fdNx/9rrI+Vc0bHpw8lbrt+/sI47yRJ3GRK9v3zvug/oH+MveqqNs1Q/uIkiZg8fuRVPoHChLptLso3D3omQIAAAQIVKXDg7dj43MEtmZL4ug6dHBPqTq/IUEsTVGnW2MlYkkKJ9hQ6JPck9/6rf/Wx0pDo5TgBVbnHkfgFAQIECFSgQMcSufEncfm3x8aRv++/E4/d+f1obHMy9nfRuGJOrK35gmre3IfkzBgw+tI4J/+B6TUkhp13gsV3l5oYPGlRPPOj2VHXtXsMHH7RKR+bS05n/cEzz7S5GjcfTpJE3Pjyy+1apObb8LXtArW9a466aeasWbmf89UfR73pBwIECBAgQCCjAs3r6sfujcfezR9CfHZc/e0vnXJ9mA2szl1jJ09JTZw0qd2Uyb2etGo3X7tvzK+xk0pce+W2m9GNBAgQIFAigQ4mciO61F0dd4z+08Ph7t+2NKbf+3q0/tizA7G3/jtx9d9dEDeP+JPD7WT9mwN7P4g9hxC6frJfnHWK7Sq61F4cX/r0X8Sll3wi63SZGX/ffn1j3PjxucfwVOVmZtoNlAABAgQInFTgQON/jBn3vBEH07h/FJ+eckdck+lq3KO5rLGP9vDT0QL5qty1a9Ye/YafCBAgQIBAhQh0OJEb8fEYvOChmNU/fw7uP8fPl4+PyyasiIa9pyrN/V3seub6uGx2xB2PXR21p0hWVohZCcJoTm7vbIz3cj21rso2d2nfC6L/mRBLMEEV00X+lGNVuRUzJQIhQIAAAQJlEzjQ9FRM/friaMhlcbtGz39/azxw059HwUZoZYutMjq2xq6MeajcKPJVuYvvWRT79u2r3EBFRoAAAQKZFShCIrfZrss5MfGxx2PW0PwmC/tj98vzY9T5l8SkRQ/H4/VNcVRK90BTbHpsacz86mdj6OKI6U/eHoO7H5+APNC0IeZ89byo7X12fP6ap2LXUY1U85y9F69u+MmhSop+cWH/j7disGfHxHvGRe9WXOmS6hHIn3KcHI6RHGLnRYAAAQIECFSHQGHl6KlH1FwcUX9/XHvVrbFxd5LFba7E/csH4vvLR0fv45fYueayuc62xj71Z8kV99x7b+z5YE+sefJJGAQIECBAoOIEipPITYbVfUBMfHR9PH3PVYcP3op4N+qXL4y7rh4SZzfv75nsP5T7VzskJn5naWz5+LR4+kcPxBU1p7UAsz/++4+fiDVv/XPze82J4Zeejh//fX6vrxYur6Zf7f91vPnaoc0peg2IAWed4vSyahq7sbRZIKnK7XFGj1i29HttvtcNBAgQIECAQAUK7N0aj3/v+eaVdP71j/Ffn3oinm14P/+Lg19zxREPxz0ThsXQq78b9c1J3K7nXRUL122K9fOHnzCJm6ytM7nOtsY++vPjpxYF8ocKP7R8uarcFoX8kgABAgTKKVC8RG5uFGdG3ej5sX77T+PpJbfHrClDo+exo+s5NCbPuT0Wr3s9Xnt0UtS1UIl78Jau8X994Zsx9rxky4bk0bBR8YWMJDQP/OLNeP13BxVO+9xn49wWKikONCyLOc/8w7G6fq5igcZdR06fLhxmUpV77ZQpsam+XlVuIYzvCRAgQIBAygT218+ITyWFD+ePigUvH0njHiyOmB83j/zMkcKI5LpcccTfxPazvxGz5twZKze9Hb/62/nxtbozTzHybK6zrbFP8bHI6NstrbGnTvt2rip3yeJ7M6pi2AQIECBQqQIf+X3zq1KDy2ZcH0bDopExavk7zcPvHkOWvBArrjz2ELjfxqZbZsVPrvpu3NJJh1ckldMtLWqyOSeVP+pkD69LBg2KHj16xMaXX678gEVIgAABAgQIECipgDV2SbmroLPpN9wQ69etj9feeD2SwgkvAgQIECBQCQJFrsithCGlPIYDb8fG5w5VXna9IC695BPHDKj5kIatq+PBN/vFsPNOP+Y9P2ZVoFu3bnHzLTNiZ+PO2PDChqwyGDcBAgQIECBAoGUBa+yWXfz2hAI3z5iRe+/W2XNOeI03CBAgQIBAqQUkckstfqr+9v4mtr93aC/gT9RGTeHWE8k+aCtmxzfHfi9+Vdsvzmphy4VTNe/99AokVdIne40ZOyb61PaJ22+71X5eJ4PyHgECBAgQIJA9AWvs7M15K0d8ojV2UoU7ddo025e10tFlBAgQIFAagY+Wphu9tE7gQLz/yo9iS/5Mt3cfilG1D7Vwa/OWC8MvilPtftbCjX5V5QLJKbujRl6RO2V34qRJVT5awyNAgAABAgQItEbAGrs1Sq45XuCaydfEf/r+38T8u+6KHzzzzPEX+A0BAgQIECixgIrcEoOfvLv34tUNP2k+Rzh5JfvjvpbbpzbZqzb372dPx6yhvZrf6xcX9v947ir/j0ChQP6U3QV3z4/du3cXvuV7AgQIECBAgEBGBayxMzrxHR52fvuybVu32b6sw5oaIECAAIFiCEjkFkOxWG3s/3W8+dreg621tD9u9wEx8Z4bYkjvATHgrK7F6lU7VSYwc9as3IgWL1pUZSMzHAIECBAgQIBAOwSssduB5pa8gO3L8hK+EiBAgEAlCEjkVsIsHIrhwC/ejNd/d/CHroO+FBef2fImuH/wuc/GuS2/VUGjEUq5BPr265vbzys5ZbehoaFcYeiXAAECBAgQIFARAtbYFTENqQ4i2b5szwd7ctuXpXoggidAgACB1AtI5FbMFH4Yb71UH+/m4jktzrno3Bb3wD3w9/8Y3Qd8MtTjVszEVWQgyX5ePc7okdvPqyIDFBQBAgQIECBAoCQC1tglYa7yTmxfVuUTbHgECBBIkYBEbqVM1oG3Y+NzTYeiOSs+95lkL9zjX13qpsbdV/7J8W/4TdULJPskt/ZVuJ/X2jVrW3ub6wgQIECAAAEC1SVgjV1d89kJo2ntGvuu+Xfner919pxOiEKTBAgQIECgdQISua1z6vyr9v4mtr938Jiz6DUkhp13euf3qYeqFkj28+o/oH8svmdR7Nu3r6rHanAECBAgQIAAgRYFrLFbZPHLtgv07NkzZs2ZHZvq62PL5i1tb8AdBAgQIECgCAISuUVA7HgTB+L9V34UW3J53K7R6ytfiPPsgdtxVi3E7Ftvze3ntWTxvTQIECBAgAABAhkTsMbO2IR3+nDHXnVV9KntE9+Zd4dCiU7X1gEBAgQItCQgkduSSsl/9168uuEncbAe9w/j7L5/HK3P4/42Ns2eF8++f6DkUeuwtAK1vWva3GGyn9e48eNj9apVDj5rs54bCBAgQIAAgXQLWGOne/5KE31b1tjJ9mW3z70jdjbudPBZaaZHLwQIECBwjIBE7jEgZfnx/Tfi7zbvPdh11wvi0ks+0cow3o+ti6bGnR/7clx+ZutTv61s3GVVIjD95pscfFYlc2kYBAgQIECAQBsErLHbgOXS1goMHDQwBg8ZEgvunh87tu9o7W2uI0CAAAECRRGQyC0KY0caKXzkq7mdP7sg+rcmKbt3a6ycMCJGr+wSfznqU22o4O1IrO5No0DhwWcrV6xI4xDETIAAAQIECBBoo4A1dhvBXN4GgfzBZwsXLGjDXS4lQIAAAQIdF5DI7bhhB1r4XezaeFdMmLnx0LYKzU39U1M07T3BNgl7G+LZ5kTcw7dcHuecPyoWvPxe9Bx5dYyqPa0DMbg1CwLJwWdJ5cBDy5fH7t27szBkYyRAgAABAgQyK2CNndmpL9HACw8+2/DChhL1qhsCBAgQIBDxkd83v0CUWmBvbLrl0pj4VEcTamfH5HXr4pa604s+gGSvqMZdTUVvV4PtF+jonCSPfn1x2LBcQnflY4+2PxB3EiBAgAABAgQqUsAauyKnpcKD6sgae9jQobFnz554ZfPmSJ6C8yJAgAABAp0tIJHb2cIpbb8jC5qUDjkTYSdbKyT7eT2xenUk+3t5ESBAgAABAgQIlE7AGrt01qXoqaGhIUaNvCJGjBwRS+6/vxRd6oMAAQIEMi5ga4WMfwAMP1sCY6+6KvrU9okbrr8u9u3bl63BGy0BAgQIECBAgACBIgrU1dXF1GnTYv269ZEkdb0IECBAgEBnC0jkdraw9glUkEDyyNc9994bez7YE3Nvu62CIhMKAQIECBAgQIAAgfQJXDP5muhxRo+45aabFEqkb/pETIAAgdQJSOSmbsoETKBjAoWVA1s2b+lYY+4mQIAAAQIECBAgkGGBpFDi/gcejJ2NO+ORhx/JsIShEyBAgEApBCRyS6GsDwJFEEj2VCvWK1858J15d6gcKBaqdggQIECAAAECBFInUIw1dnL2RLJP7rKlS22xkLpPgIAJECCQLgGJ3HTNl2gJFEWgsHJgyeJ7i9KmRggQIECAAAECBAhkVWDenXfaYiGrk2/cBAgQKKGARG4JsXVFoJIE8pUDq1etClssVNLMiIUAAQIECBAgQCBtAoWFErZYSNvsiZcAAQLpEZDITc9ciZRA0QWSyoE+tX3ihuuvs8VC0XU1SIAAAQIECBAgkCWBfKGELRayNOvGSoAAgdIKSOSW1ltvBCpKIKkcuOfee2PPB3ti7m23VVRsgiFAgAABAgQIECCQNgFbLKRtxsRLgACBdAlI5KZrvkSbYYHGXU2dMvq6urqYOm1arF+33hYLnSKsUQIECBAgQIAAgUoVKPYau3CLBYUSlTrr4iJAgEB6BSRy0zt3IidQNIFrJl9zeIuF3bt3F61dDREgQIAAAQIECBDImkCyxYJCiazNuvESIECgNAISuaVx1guBihZIKgeWP/RwbouFW2fPqehYBUeAAAECBAgQIECg0gUUSlT6DImPAAEC6RSQyE3nvImaQNEF+vbrG7PmzI5N9fWxcsWKorevQQIECBAgQIAAAQJZEVAokZWZNk4CBAiUVkAit7TeeiPQboHa3jXtvre1N06cNCkGDxkSC+6eHzu272jtba4jQIAAAQIECBAgkEqBzlxjK5RI5UdC0AQIEKhoAYncip4ewREovcBd8++OHmf0iCnXTo59+/aVPgA9EiBAgAABAgQIEKgSgcJCiYaGhioZlWEQIECAQLkEJHLLJa9fAhUq0LNnz7j/gQdjZ+POcNJuhU6SsAgQIECAAAECBFIjkC+UuOWmmxRKpGbWBEqAAIHKFJDIrcx5ERWBsgokJ+2OGz8+1q9bHxte2FDWWHROgAABAgQIECBAIM0CCiXSPHtiJ0CAQGUJSORW1nyIhkDFCEy/+aboP6B/3H7brfbLrZhZEQgBAgQIECBAgEAaBZJCianTpuUKJdauWZvGIYiZAAECBCpA4CO/b35VQBxCqDCBZNP/xl1NFRaVcEotkBx4NnbM6KipqYnHV62K5PRdLwIECBAgQIAAgfYJWGO3z62a7vralVfGtq3b4sWNGyM5DM2LAAECBAi0RUBFblu0XEsgYwLJ4vI7d96VW2zaLzdjk2+4BAgQIECAAAECRRdYumyZg4WLrqpBAgQIZEdAIjc7c22kBNolMPyy4R4Da5ecmwgQIECAAAECBAgcLVC4X+71f33d0W/6iQABAgQInEJAIvcUQN4mUCkCyaN45XrdOP3G3H65s2fOjIaGhnKFoV8CBAgQIECAAAECRRUoxxo72S931pzZsam+PlauWFHU8WiMAAECBKpbQCK3uufX6AgUTSDZI7fHGT1i0oQJsW/fvqK1qyECBAgQIECAAAECWROYOGlSDB4yJBbcPT+2bN6SteEbLwECBAi0U0Ait51wbiOQNYHkoLMVjz4aez7YE98aPz5rwzdeAgQIECBAgAABAkUVeOC7D0af2j5xw/XXRXLIsBcBAgQIEDiVgETuqYS8T4DAYYG6urqYv3Bh7vCzeXPvOPx73xAgQIAAAQIECBAg0DaBpFBi+UMP526aNXOGp97axudqAgQIZFJAIjeT027QBNovMGbsmBjXXJG7unmrhbVr1ra/IXcSIECAAAECBAgQyLhA33594zt33pUrlHD4WcY/DIZPgACBVghI5LYCySUECBwtMHfeHQ4/O5rETwQIECBAgAABAgTaJTD8suGHDz+7b8l97WrDTQQIECCQDQGJ3GzMs1FWgUDjrqaKGkXh4Wf29KqoqREMAQIECBAgQIBAKwUqZY2dHH42YuSIWLZ0aWx4YUMro3cZAQIECGRNQCI3azNuvASKJJDs6bVm7VO51qZcO9meXkVy1QwBAgQIECBAgEA2BebdeWfuqbdpU6dGQ0NDNhGMmgABAgROKiCRe1IebxIgcDKB/J5eOxt3xrea9831IkCAAAECBAgQIECgfQJJoYSn3tpn5y4CBAhkRUAiNyszbZypF6jtXVORY0j29Jq/cGHugIZ5c++oyBgFRYAAAQIECBAgQKAlgUpbY3vqraVZ8jsCBAgQyAtI5OYlfCVAoN0CY8aOiXHNFbmrV60KBzS0m9GNBAgQIECAAAECBCJ56u3+Bx6M/FNv+/bto0KAAAECBHICErk+CAQIFEVg7rw7HNBQFEmNECBAgAABAgQIZF1g4KCBsXTZstxTb3Nvuy3rHMZPgAABAocEJHJ9FAgQKJpA4QENTtstGquGCBAgQIAAAQIEMiiQbGGWPPW2ft36sIVZBj8AhkyAAIEWBCRyW0DxKwIE2ieQP6Ch/4D+cfttt8aO7Tva15C7CBAgQIAAAQIECBCI5Km3/BZmK1esIEKAAAECGReQyM34B8Dw0yPQuKspFcEmydwFCxflYh07ZrRkbipmTZAECBAgQIAAgWwKpGGNnSRzBw8ZEgvunh+eesvm59SoCRAgkBeQyM1L+EqAQNEEkgMa1qx9KteeZG7RWDVEgAABAgQIECCQUYEHvvtgJE+9TZs6VTI3o58BwyZAgEAiIJHrc0CAQKcIFCZzp1w7OZy22ynMGiVAgAABAgQIEMiAQOEWZpK5GZhwQyRAgMAJBCRyTwDj1wQIdFwgSeZ+5867YmfjzvhW80ENkrkdN9UCAQIECBAgQIBANgXyydw+tX2cR5HNj4BREyBAQEWuzwCBtAjU9q5JS6hHxZmctrt02bLYtnWbZO5RMn4gQIAAAQIECBAot0Da1thJMnf5Qw/n2GxhVu5Pj/4JECBQegEVuaU31yOBzAlI5mZuyg2YAAECBAgQIECgkwQKtzCTzO0kZM0SIECgQgUkcit0YoRFoNoEJHOrbUaNhwABAgQIECBAoFwCkrnlktcvAQIEyisgkVtef70TyJSAZG6mpttgCRAgQIAAAQIEOlFAMrcTcTVNgACBChWQyK3QiREWgWoVkMyt1pk1LgIECBAgQIAAgVILSOaWWlx/BAgQKK+ARG55/fVOoNUCjbuaWn1tpV8omVvpMyQ+AgQIECBAgEA2BKphjS2Zm43PqlESIEAgEZDI9TkgQKAsApK5ZWHXKQECBAgQIECAQBUKSOZW4aQaEgECBFoQkMhtAcWvCBAojYBkbmmc9UKAAAECBAgQIFD9AscmcxsaGqp/0EZIgACBjAlI5GZswg03vQK1vWvSG/xJIj82mbtj+46TXO0tAgQIECBAgAABAsUTqLY1dmEyd9TIK2LDCxuKh6UlAgQIECi7gERu2adAAAQI5JO5TU1NMXbM6JDM9ZkgQIAAAQIECBAg0D6BJJn7yubN0X9A/5g2dapkbvsY3UWAAIGKFJDIrchpERSB7Akkydw1a5/KDVwyN3vzb8QECBAgQIAAAQLFE+jWrVs8vmrV4WTu2jVri9e4lggQIECgbAISuWWj1zEBAscKFD4KliRzPQp2rJCfCRAgQIAAAQIECLROoDCZO3vmzJg3947W3egqAgQIEKhYAYncip0agRHIpkA+mVtTU+NRsGx+BIyaAAECBAgQIECgSAL5ZO648eNjdXOFrmRukWA1Q4AAgTIJSOSWCV63BAicWCBJ5hY+CnbfkvtOfLF3CBAgQIAAAQIECBA4oUCSzJ07747IJ3O/duWVsW/fvhNe7w0CBAgQqFwBidzKnRuREThKoHFX01E/V/sP+eqBESNHxLKlS1UPVPuEGx8BAgQIECBAoAwCWVpjJ8nc+QsXxrat2+JbzRW6u3fvLoO4LgkQIECgIwISuR3Rcy8BAp0qkCRzl9x/v+qBTlXWOAECBAgQIECAQFYExowdE0uXLcslc788fHjs2L4jK0M3TgIECFSFgERuVUyjQRCoboHC6oGRl19uwVnd0210BAgQIECAAAECnSgw/LLh8eLGjbkevjhsmAOGO9Fa0wQIECi2gERusUW1R6CTBGp713RSy+loNqkeeGL16tizZ0+MHTM6tmzeko7ARUmAAAECBAgQIFCxAlldYydnUjy/YUP0H9A/d8DwyhUrKnaOBEaAAAECRwQkco9Y+I4AgQoXGDhoYKxZ+1T06NEjvjluXKxds7bCIxYeAQIECBAgQIAAgcoU6NmzZ+6A4eRMigV3z4/pN9zgELTKnCpRESBA4LCARO5hCt8QIJAGgaR6YN0Pf5irHpg9c2buEDSn7qZh5sRIgAABAgQIECBQaQL5MymmTpsW69etzx2CZt/cSpsl8RAgQOCIgETuEQvfESCQEoFkwfmDZ545fAiaU3dTMnHCJECAAAECBAgQqEiBG6ffmDsErampyTZmFTlDgiJAgMBBAYlcnwQCBFIrkByCVnjqrn1zUzuVAidAgAABAgQIECizQHIIWuE2ZvbNLfOE6J4AAQItCEjktoDiVwQqUaBxV1MlhlX2mPKn7ub3zbXgLPuUCIAAAQIECBAgkBoBa+yjpyq/jdngIUNy++ZOvHqCfXOPJvITAQIEyiogkVtWfp0TIFAMAQvOYihqgwABAgQIECBAgEBEso3ZyscejVlzZsem+vq4ZNCgsG+uTwYBAgQqQ0AitzLmQRQECHRQoKUFZ0NDQwdbdTsBAgQIECBAgACBbApMnDQpnl73bG7wXxw2LDz5ls3PgVETIFBZAhK5lTUfoiFAoIMChQvOUSOvsODsoKfbCRAgQIAAAQIEsitQV1cXr2zeHLZayO5nwMgJEKgsAYncypoP0RA4oUBt75oTvueNowWOXXB+7corY/fu3Udf5CcCBAgQIECAAIHMC1hjn/oj0NKTbw4ZPrWbKwgQINAZAhK5naGqTQIEyi6QX3DOX7gwtm3dFl8ePjw2vLCh7HEJgAABAgQIECBAgEAaBfJPvuUPGb5vyX0OQkvjRIqZAIFUC3zk982vVI9A8J0ikPxl2gmunULb7kbNSbvpcoczzJo5I5fQHTFyRMy7887cIQ7tb9GdHRf4MBoWjYxRy99pf1OnjY6VP18Ug7u2vwl3EiBAgACBUgpYz5VSu3V9mZPWORVetW/fvph7222xft366D+gfyxYuCiSw4e9CBAgQKDzBVTkdr6xHggQKLNAsrB8fNWqmDptWm7BmZy863GwMk9KnB51M15s/oPRT+OpKXVxJBd7dkxe98vcH5KSPyYd9a+xPlbOGR2fPnRx189fGOcdubHcA9I/AQIECBAgQCATAsmTb0vuvz+WLlsWTU1N4SC0TEy7QRIgUCECErkVMhHCIECgcwWSBeeN02/MnbzrcbDOtW5b62fGgNGXxjn5m3oNiWHnnZ7/6eivXWpi8KRF8cyPZkdd1+4xcPhFcebRV/iJAAECBAgQIECgRALDLxsez2/YcPggtORcih3bd5Sod90QIEAgmwISudmcd6NOoYCtLoozaclBaOt++MNItlhYtnRpjLz88mhoaChO41ppl8CBvR/EnkN3dv1kvziry8mb6VJ7cXzp038Rl17yiZNf6F0CBAgQIECAwCkErLFPAXSKt3v27BkrH3s0knMpVOeeAsvbBAgQKIKARG4REDVBgEC6BPKPgz2xenXs2bMnRo28IqbfcIPDGsoyjQdi787GeC/XdxuqbPteEP3PPEXGtyzj0SkBAgQIECBAIHsCY8aOUZ2bvWk3YgIEyiAgkVsGdF0SIFAZAgMHDYxXNm+2d25Zp+O9eHXDT2J/LoZ+cWH/j7cimrNj4j3joncrrnQJAQIECBAgQIBAaQROVJ2bHI7mRYAAAQLFEZDILY6jVggQSKlAS3vnTrx6QuzevTulI0pZ2Pt/HW++tvdg0L0GxICznF6WshkULgECBAgQIEDgKIFjq3NtZXYUjx8IECDQIQGJ3A7xuZlA6QRqe9eUrrMM9pTfO3fWnNmxqb4+vjx8eKxcsSKDEqUd8oFfvBmv/+5gn6d97rNxbgu7JRxoWBZznvmH0gamNwIECBAgQCATAtbYnTPN+ercY7cyUyzROd5aJUAgOwIfzc5QjZQAAQInF0iqcydOmhSXXDI4Fi5YEAvunh9r16yJe+69N5JEr1exBT6Mt16qj3dzzXaPz134yTi+Hve3sfnJhvjYVd8qdufaI0CAAAECBAgQ6GSB/FZmjzz8SO6g4VdffTWunTIlt+bu5K4z2PyH0bBoZIxa/k77x37a6Fj580Ux+PhFefvbdCcBAkUVUJFbVE6NESBQDQJ9+/XNnb67dNmyow5DU0FQ5Nk98HZsfK7pYKNdL4hLL/nEMR00H4S2dXU8+Ga/GHbe6ce850cCBAgQIECAAIE0COS3Mntx48Y4//y6XLHEsKFDo6GhIQ3hpyjG06NuxovRuOun8dSUuoICibNj8rpfNv++6fh/jfWxcs7o+PShxG3Xz18Y50nipmjOhZpFAYncLM66MRMg0CqB4ZcNP+owtM9f9Oe57RYc2NAqvlNftPc3sf29g8ecxSdqo6Z7wb4KB5pi04rZ8c2x34tf1faLswreOnXDriBAgAABAgQIEKg0AcUSpZqRM2PA6EvjnHx3vYacuCiiS00MnrQonvnR7Kjr2j0GDr8ozszf5ysBAhUpIJFbkdMiKAIEKkUgX0Hw2huvx+AhQ3IVBJcMGhQbXthQKSGmNI4D8f4rP4oth/K48e5DMaq2JpJ96nL/aofExLufip/vt6BM6QQLmwABAgQIECDQooBiiRZZivrLA3s/iD2HWuz6yVMXRXSpvTi+9Om/aOEJuaKGpTECBIogIJFbBERNECiFQPIojFf5BPIHNjy97tno0aNHTJs6Nb525ZUeCWv3lLwXr274SRzM43aPIUteO/pRr589HbOG9mpuvV9c2P/j7e7FjQQIECBAgACBkwlYY59Mp/PeO1GxxNo1azuv08y03Lw92c7GeC833jYURfS9IPqf6TG4zHxMDDS1AhK5qZ06gRMgUA6B5NCzjS+/HPMXLoympqYYNfKKmHj1hNixfUc5wklvn/t/HW++tvdg/C3tj9t9QEy854YY0ntADDjLRl3pnWiREyBAgAABAgROLFBYLFFTUxOzZ86MZP9cT7+d2OzU7xQWTLS2KOLs5rX3uOh96sZdQYBAmQUkcss8AbonQCCdAmPGjsntnztrzuz42c8a4ovDhsW8uXeEA9FaN58HfvFmvP67g9d2HfSluPgEf/3/g899Ns5VGNA6VFcRIECAAAECBFIqkBRL/OCZZyI5bDh5efqtAxNZWDDRS1FEByTdSqAiBSRyK3JaBEXgeIFk31CvyhJIHgmbOGlSPL9hQ4wbPz5Wr1oVyYFoErqnmqcP462X6uPd3GWnxTkXndvioQoH/v4fo/uATxacuHuqdr1PgAABAgQIEGibgDV227w6++pk/9zk6bekWKLw6beGhobO7rpq2i8smDjtBEURBxqWxZxn/qFqxmwgBLIkIJGbpdk2VgIEOkUgeSRs7rw7IjkQTUK3FcQH3o6Nz+X3fD4rPveZZC/c419d6qbG3Vf+yfFv+A0BAgQIECBAgEBVCyTFEq9s3pxL6CZPv+W3M5PQPdW0FxZMdI/PXdhSUcRvY/OTDfGxPt1P1Zj3CRCoQAGJ3AqcFCERIJBOAQndVs7b3t/E9vcOHnMWvYbEsPNOb+WNLiNAgAABAgQIEMiKQP7pNwndNsx4YcFES+dQRPNBaFtXx4Nv9rMGbwOrSwlUkoBEbiXNhlgIEKgKAQndk03jgXj/lR/Fllwet2v0+soX4jx74J4MzHsECBAgQIAAgUwLSOi2YfoLCyY+URs13QsW2geaYtOK2fHNsd+LX9X2i7MK3mpDDy4lQKDMAhK5ZZ4A3RMgUL0CJ0vo7ti+o3oHftKRFZ6i+4dxdt8/jtavIX8bm2bPi2ffP3DSHrxJgAABAgQIECBQfQInS+hueGFD9Q24zSMqLJhovvndh2JUbU0k+0Dn/tUOiYl3PxU/3989Bg6/qMUzKtrcpRsIECi5gERuycl1SIBA1gRaSuh+cdiwmHj1hMjcPl/vvxF/t3nvwY9Ai497nejT8X5sXTQ17vzYl+PyM5PU74fRsOiLRxam+QXqoa/nfHVGPPxMQxzq6USN+j0BAgQIECBAgEDKBFpK6E6bOjWGDR0a2U7oFhZMdI8hS16Lxl1NR/797OmYNTQ5m6JfXNj/4ymbdeESIJAXkMjNS/hKoMIFkv8Ie6VboDChO3XatMgf3PC1K6/MyKLzmCqBP7sg+ueSsqeY171bY+WEETF6ZZf4y1GfOlTBe3rUzXixeWH6Wiwe2nxQQ9dhsXjrjoML1Z89G3ee86u4f/r4+Oai1yVzT8HrbQIECBAgkGUBa+z0zn4+ofvTbdti6bJluYEkCd3P9O8fK1esiH379qV3cO2JfP+v483XTlIw0X1ATLznhhjSe0AMOKtre3pwDwECFSAgkVsBkyAEAgSyJZAkdG+cfuPhk3j37t0b+SqC6l10/i52bbwrJszcGIeOOYv4p6Zo2nuCbRL2NsSzzQvwh2+5PM45f1QsePm96Dny6ubHw0479Yele118bcGiuKl/xM+X3xGPNHx46ntcQYAAAQIECBAgkFqB4ZcNj40vv5xL6J5/fl0suHt+/LtzPx3z5t4RWdnS7MAv3ozXf3dwCrsO+lJcfIKCiT/43Gfj3NbvbZbaz4TACVSrwEerdWDGRYAAgUoXyFcRTJw0KVeR++wzz+QWncnCc9z48fH1b3wj+vbrW+nDOEV8e2PTLZfGxKd2H3/d7idj4vlPHv/7Fn9TE5df9florr1t3avLWTHgwj+O2NYUL7z0dkyvG9CGvXhb14WrCBAgQIAAAQIEKksgSegm/5Lty/52/Q9j9apVuX+DhwyJK5qfgkveq87Xh/HWS/Xxbm5wp8U5F53b4h64B/7+H6P7gItCPW51fgqMKhsCErnZmGejrAKBZIN6j35VwUSeYAgnWnT2H9A/vtW8l+6giwdFkvhN36t7DL7n9Wi8J32Ri5gAAQIECBCofgFr7Oqc47q6ukj+TZ5ybTz/3HPx0PLlsam+Pu6/r0+MGTs2vvyVr0TylFzVvA68HRufy2/Fd1Z87jPJXrjHv7rUTY27647/vd8QIJAeAYnc9MyVSMsmkByqNDJGLX/n1BH0HBqTJ1wSF3xhVAyuacUj4Kdu0RUZE8gvOqfffFOsefLJWLtmTW7bhR5n9IivfOWrVVKlW4pJ3RtN7/xTc0c1cdm//zPVuKUg1wcBAgQIEGiTgDV2m7hc3C6BJFmbPP3W0hNwI0aOiBEjr4iBgwa2q+2Kumnvb2L7e4c2MOs1JIadd3pFhScYAgSKJ2CP3OJZaqlqBQ4eqvTOpmUx9rw/KhjlBTFr0zuHTgF9O15+bHZ87d+8GQ/ffVtMHDwsJq3Y6pClAi3ftk0gv+1CstfXE6tXx8UXX5x7LOyLw4ZF/nC0zB3gcFLC/xE7dh063OFAU/x49pSY/fL/jp7/fkKMtpA9qZw3CRAgQIBAeQSsscvjnt1ekyfgVj72aLy4cWNuG7NXX301vjluXAwbOjTuW3Jf7N7dwlZgqeAqPFC4a/T6yhfiPHvgpmLmBEmgPQISue1Rc08mBbrUDI/vzPt6HH5IpVfhaZ+nRe8hk2Lh6iXxtZ7JjkPvRv3d02Nh/W8zaWXQxRVIqgSW3H9/vPbG6zFrzuzIH46WP8Bhy+Ytxe0wja3tb4iHr/xMJI9H1tYOick/iBgx5+H4/vLR0dtCNo0zKmYCBAgQyIiANXZGJrqChpmcQTF33h25g4eXLlsW3bt3j2VLl8bnL/rzmNi8pdmGFzZEugom3otXN/zk0IHCfxhn9/3jNjyN9tvYNHtePPv+CQ4grqB5EwoBAgcFJHJ9Egi0QeD/7Pkg/kfu+hP8pbP752PMyJpDLf4m1n9/S7zfhvZdSuBkAvlHw5Iq3afXPZurJEgOcCisJMjKqbzHOXUdFou37jhUId8Ujdt/GAsnDZbEPQ7KLwgQIECAQOUJWGNX3pxkIaLkCbikSvcHzQcOJwUTU6dNi9/8ZlduW7NUFUy8/0b83eZDT6Z1vSAuveQTrZy+92Proqlx58e+HJefeajy4f1nY1K/5sKIpDji8L+z4+JFW+NA8/+9/8w1cc7h3x+85pwJz/rfvK0UdxmBYghI5BZDURsZETgQ/2vPnub/fCWvE+27eXqce8H5kd8dd//mH8WrRfrrpoPOMvIxa+Uwk710k0qC/+cXP4+kkuBP/7R3rpIgv/XC2jVrU/x4WCsRXEaAAAECBAhUgYA1dhVMYuqHkBRM3Dj9xshvazZu/PjctmZJwcRn+vfPbb1QmQUThdsqNE/Dn10Q/fNJ2ZPNyt6tsXLCiBi9skv85ahPHangPfOKWLG9Kd55eXbUNT9o2nXoknhz1zvx6owBzdd0iTOvfCR+ue7a5qdU/yg+PXp2rNz0dvzq0SvizJP15T0CBIoq4LCzonJqrLoFCh5Z6fqn0fesf3nq4e7fGx/8r/8T0Zr/mJ66NVcQOE4gX0mQVBMk+3q9+sqr8fQPnorZM2fmru0/oH+M+trouPiSi6vrZN7jJPyCAAECBAgQSKeANXY65616o062NUv+JYcPb351c7z84425golk+4U+tX3i0uGXxVe/+tVItmgo7+t3sWvjorh+5sZD2yo0R/NPTdG090D07t7C3mJ7G+LZH/w0frv9+bj/qbea7+kaPUffHqNq82VIR0bTpfuZ0ePIj0e+2/t6LLnzZ/EXK34Y3xlWcyQBfOQK3xEg0MkCErmdDKz5KhIoeGSl66AvxcUtJmcLKwqax37UPrpVZGEoFSmQVBKMGTsm9y+pGPjbv/3b+LsNL0jqVuRsCYoAAQIECBDICVhj+yBUqEBhwcS8O++MF55/IVcwkSR0y5vU3Rubbrk0Jj7VwuFsu5+Miec/2UrRmrj8qs9H91ZdfSD2NjwWM7+3O0YteTy+UHN88rdVzbiIAIEOC0jkdphQA1kROPD32+Od/clou8fA4Red4PGRgoqC5r9wOjE0K5+OyhtnUiGQPB6W/DtRUvfPP/f5CqkmaI/fh9GwaGSMWv7OoZs3xs0D+sbNva6Np1+dEXUtFCG0pxf3ECBAgAABAp0rYI3dub5aL45AktTNF0wUPgWXT+r2OKNHfOUrX40hQ4fmqnmL0+uJWukeg+95PRrvOdH7xf79+9Gw4q74D03DYs4jk5xBUWxe7RFoo4BEbhvBXJ5VgQ/jrZfq493c8P9N9OvT0t8tm/9KWf+9WPJyfqP5AfFXhfsNdZAu2WzePrkdRMzo7ccmdbdu3XpcNcFf/MXAEi08izUJp0fdjBejcUax2tMOAQIECBAgUHoBa+zSm+uxowKFT8Ht27fv8PYLySHEyb8kqXvxxRfH0C8Mi0EXD4okCZza129fixUT7o8nfjsivr/6i5K4qZ1IgVeTgERuNc2msXSewIG3Y+NzTQfb7zUkhp13+jF9NSdxtz4Q35z8ZOQecOlaF5PXfC8mtrDf0DE3+pFASQWSpG7yL6koyFcTvPlf38gtOpOFZ/IaMXJEfPbCi+yrW9KZ0RkBAgQIEMiggDV2Bie9uoZ87PYLyZ66P3nzzXjuub+N9evW5wabnFnxxS99KS65ZHAF7KvbRv8e/zp6ND/ptv+t78XXx0VzMvf6GNDS/rttbNblBAi0X+Ajv29+tf92d1argOrPY2a2aUWMGDw/fp5slzDlyajPndqZXJPsFfRcPP3S8/H48pdzSdyu510Vd86bHl+rK+7ZnebkmDnxY1EFkmqChm0NUf/yy/Gf//OW2Nm4M9d+/kCHCy64IOr616W7oqCoYhojQIAAAQJtF7CeO8bMGvsYED9Wk0BDQ0Nsqt8Ur/+X12Lb1m25oeW3YLjgs5+NJMGbVPdW5Ov9Z2PSRdNjy6Al8doj/y5enfLNuPmld6Pred+M7z04wx65FTlpgsqKgERuVma6jeO0yCwEOxDvPzMlPj+94DTQwreT73sOjckTLoyP134hxg3pnNM7zcmx6H7uTIFkX91kC4aNL73UvACtP9zV4CFD4qI/vygGfOYzUVdXd/j3viFAgAABAgROLWA9V2hkjV2o4fvqFkiehEuSuS//eGO8+uqrseeDPbkBV2zRRGEi99Erms+HeT+2LpoUX1/eEPt7fjkWP7k4rnDgWXV/aI2uYgVsrVCxUyOwyhEoOMCs67BY/MbyuOLM5udLDv3HrT45AO2j/WLY1ZMcsFQ5kyaSDgoUbsGQr9b9yU9+kqsoWHD3/MOtS+wepvANAQIECBAg0CYBa+w2cbk41QJJ5e3wy4bn/iUDSYomXnllU7zx+huRHJiWfyVVusmBxJX3NNyZMWDGivh+JMnc5+Pmq/7f+GD5gphY5KdQ8w6+EiBwYgGJ3BPbeIfAQYH334i/23zwALOug74UFydJ3OR15kVx6aDuzY+iN7/3bn1sfGtac4XisXvnHry0GP/fQWfFUNRGewSSvb8GDhp48ATe6Tfm9tZNKgqS/b+SbRhaqtj95CfPsRVDe7DdQ4AAAQIEsiJgjZ2VmTbOFgTyRRMTJ03Kvbtl85bIF020lNg955xzKmArhiSZ+5/iR31vjq9Pfz4WjP4f8cGaFXHLgOJuKdgCl18RIFAgIJFbgOFbAi0JHPj77fFOUnUbp8U5F53b/FhJ/vWJuHj4BdH15WTLhaZ44aW3Y3rdgDiU5s1f5CuBqhM4tqIg/6jYr371q+MqdpOqgnPP/XQk+4CdffbZ6Tvgoepmz4AIECBAgEBlCFhjV8Y8iKIyBAqLJpKn4bZv3x5bf/rT4yp2k60YzjvvvNzBxGd/8uxO2+rswN734+DmD8f6nBa9mw9t+7ddn4/d+xvi4StHxPZv3x5zbhgWvf0P4WOx/EygUwTskdsprOlv1P5d+Tn8MBoWjYxRy99p/sXZMXndurilsOq2cHuFXtfG06/OsL1Cns7XzArkt2L49a9/lVt8FlbsJgc8nH9+XW6f3aRqt9/Z/Sr3kIfMzqCBEyBAgEBnCVhj52WtsfMSvhJojUBycFqS2H37v/23o/bYTe7Nb8eQVO12uHCi8H/fHg6s4MDvFt9vvrBwC8LD9/mGAIHOEFCR2xmq2qwegQNvx8bnmg6Op9eQGHbeMVsnFG6v8F5jNO09EHX5rReKrGDhX2RQzXWaQOFWDPnHxfKHp/3q7bfjF7/4eRTusyu522lToWECBAgQIFCZAtbYlTkvoqpYgeSQ4cKDhgufiPtvv/zlUfvsJoNIzrH4t5/6VLQ5ufv/t3cv4FVWd77Hf22aDsdGJTCOoFETk6D2wmOIKKMFJMqMwlgBlUvtwGih6okcUeSuAiKXoLRamgINqPCcDogXaC1oRYJArYyYxIOdESEhqCg4DiRK6uEcTtrzrp28YWdn75DLu/d+L9/9TNh7v5f1rvVZu+Pa/73e/+o+QiX7R8R2ON3+2GeyBwEEHBIgkOsQJMX4VOCjcv3xUCivglIvydWFLW4X6aqsXn8nmTy5J3frlTc+04hbzvMpBs1CoOMCdh4wu4TwW8bMzII9e/Y0y7VrjrMHoOeff77ieeuYXSeeEUAAAQQQQCBBAoyxEwTNZfwqEJnqzLQzcuJEeK5ds99OeXZ+xvnKv+IK5ebmykzA4IEAAt4SIJDrrf6itgkVqNfR8t3aG7pmV/Uf0i8sP65dkTPU+x8KlGGlXjikWu3cvEtHbxkR5Tj7eJ4RQMAImEFj5MwCO7i774N9MjN3P/744xazC0xesIsuygylZjjvvPPV87yezWYnoIsAAggggAACbhdgjO32HqJ+3hSInDhhWmGCu/v2WWNray0LM3P35Zd/q5pjp7Lf2nfGmdm79uQJArze7H9qHRwBArnB6Wta2m6Bz7R9e/6EYgAAQABJREFU825rITPzyNVVfc6JWkJK7+s1NGOVVlgzd0/ueFXbj96sEXFKrxC1AmxEwCcC0YK7pmlmAHr48GHZOXc//PBgi9m7doA3fBDas2dP8u/65LNBMxBAAAEE/CTAGNtPvUlb3C1gB3eHDB3SVFGTlsGMrU3O3U8OfRJ18oQd4L3gggtkz+A9M+1MFi5uUuQFAskTIJCbPHuu7HaBo7v0yg4rZYJ5ZOQr/8LUhteR/6ZcpsE3ZWmFWRDt5C7960v7dfOESxWehaG+okgFw5dbs3ZP8yBJ/GmA2B1EAXsAalbztXPuGgez6EPd8bpQgNekZ/joo49azOA1x5nbyM4+u2toFu+ZZ54VStPAQNTI8EAAAQQQQCAJAo6NscMXTGu9HanXLdGbq7hrrnUl9gZFwKRlMH/hOXdN26MFeNesXt2CJXwCxVlnnSmzgHHamQ1327U4mA0IIOC4AIFcx0kp0B8CJ1T10vPa2TAdV12uvlLfDY/MNmtkeHqF46pYtUY7bpunQV1PnZCSN03bDz6ooy/eo2sm71b/JZtUEpFLt756sx65b6UqP/o/UveIRdWaXY83CCBgBOzBpwnwhj/sQahJ0XD8+Jfa9dYuffFFbbMF1uzj7dkGZ599li779rdlB3rNfrt8+1ieEUAAAQQQQKCzAk6Osc9Q3rTfq2rap3rpx0M1ZUdfPb5rWcSdcSd0cEuRJs3fr4/qrSH2qeF5ZxvC+Qj4TiBWgNdOf3b408P69NNPZCZQfPHFl1EnUBgUs86FefT7+36hZ5OP1zxI2RBi4B8EOi1AILfThBTgP4Gjqli/RHMX72pMqyCd2LFWqyt6a3xe96jNDU+voCNrdc/Yej046W7dUZDVbGZu1JMbN6Zk/aMeGPe/1PI3z4YDqg5Wt3Y6+xBAoFEgchAaPovXDvJGDkS3b9+ujRs2RjW0Z/Tat5aFB3sZkEYlYyMCCCCAAAJRBJIxxu6izMETNHbbhij1adjEGDsmDTsQCAnESn9mdtpBXvsuOTtVQ7RUaDanPaPXnkhhttvBXlKj2Uo8IxBb4Gt/tR6xd7PHHwLWoOnFdXpu9Qo9v+e41aQz9b2Rd2nsmNEaESMwmZ2ZpeANahp/zd/amE4hauf31Yxtv9b4rMg0C7XaNvVGjV9/JOKsXrprwwZNzTMzbK2FHVqZkRtxIm8RQCAJApGB3i+/PB5aGMJUZVtpaas1smcfhA9K7QXZzIkMTFvlYycCCCDgQQHG2G3rtHiPsVubkdu2GnIUAgjERyAy0GuuYu6WM493361otvBaaGPYP/ZkCrPJnt0bPqHCbOcOOqPAI2gCBHL93uO1ZVo5eZIW7uim0b98Uo8OtmaI1lfr9Ycn6d5/Pab+s57U4xPy1TXCIZiB3AgEx9+2Fsi1cnw9/Vtp3GjlccuX4/IUiICTAnaw15RpFokwD3v2gXl9ukGpOcZO6WBem4dZpM3kGLMf9qwE+z2DVFuCZwQQQMAlAoyxXdIRphqtBHLrK/SMdbvb2Dvz2nyXnIsaRlUQCISAHew1jbVTo4VPpjCzew9UHTithT2pwhxo30lnn2Tn8bXfc1edLcGzFwVIreDFXmtrnev3auWdd2hhufVL1ayShiCuOTclS9fPK9KDe0daOSMnaXq3Z1V8SzaDm7a6xuO42jf13O8+0ahxsQsnuB7bhj0IJFLATt1grnm6AGvl/kodrzN3QpwamJrX4YFfk7+3eOlSs7nNj/AZCvZJ9kwF+715Dp8RHL6dxd7CNXiNAAIItFOAMXY7wZJ1eL1qt7+kTZ8P09hWqsAYuxUcdiGQAAE7dYO51OnG1uETKuxUaea88MCveR9tkTazPdbDTvcQvj9yooXZFzkjOPz409U9/FheI9AZAWbkdkbP1ed+bt3qf5t1q/+HUsbdemH7tBYzPesrilQwfLkOpfbTjFef0fjsLk0tYkDTROHgC3tG7pam3LvNCo/RT/Yx9IktwTMC/hYIH6CaloYPUs37yIGq2dbWmQrm2LY8wmc0xDo+cqZDrOMit7c2AI481sn3zLxwUpOyEAiyAGNs9/V+a6kbUpVxz1qVTsuPOWmFMbb7epQaIeCkQPiMX1Ounc83/Bp2ugd7m5loUV5mzYhz6BFtEkZk0eHp2SL3tfY+WWNr0sa11ivx3ceM3Pj6Jq30+qqNKt5gBXFlDV5uul69o9yuf2qBrl16YsFmDV81QtGX8kpaM3x64a4qWLJJJbec19S++ur1Kpz8cdN7XiCAQHAFwmf8GoXO/LpfUVERFdJOCRFtZ/hs4Wj7zTYzuD1dzuBY5yZr+9hx4zR77pxkXb7puvaXic70a1NhvEAAgYQLMMZOOHnbL5g6WI/vWqYR3e0vPid08MUZerCy7UVwJAII+E8gfMav3br+A/rbL0PP4YsjN9sR8Sb8brvwXXZKiPBt9utokzDsfeHPZuHlWIsvhx/nltdmFvOWrVvdUh2ZvjGPnNwc19QpXhUhkBsv2aSW+5X2vPCCKk6aSmRp6D9cFv0X6JRs9b26u1ZYC3Sd3LpCqypuaFyUK6mVD+TFU7L+SXf9k5UjlwcCCCDgoECsYGGs7Q5eOmpRdhAz6s44bzQzct3w2LF9hyYWFsoMfu9/YLKGDB3ihmpRBwQQaJMAY+w2MbnmoC7KHDZWQ60cuTwQQAABJwRiBQmTNbY2bYo1ccOJ9rZWhpmR66bHsl8WhwLh5s7Cwon3dmoyjJvaFa0uBHKjqXh9W/372vJydUMrUi9SzoV/E6NF31JW7gXWviPWX7U2vfa+JufFvu0oRiFsdkTgDOXdOdqRkigEAQQQcKtAtBkRbq1rvOrVELgt1s9+uiQU0P3ZTxMR0LVmpZW+oNer/rfVrBOqfLlEG8+Zozeb7sSx9m8p0qT//qz2fm+mNj0/Qdn2hLZ4QVAuAl4UYIztvV5LydMdd3qv2tQYAQQQaKtAMoPIba1jIo6bO2+eLvv2t7V82TLdOnyE4h/QTd74+uuJAOUaiRWo3/O6Nh0KTce1FjZLV/pZsb6Nper87Cw1ZMY9qUNvloub+xPbVy2vdlRlJWu0o7a+xa6qg43B+RZ72IAAAggg4CUBE8w1t6ItLS4OVdvM0B183XXavGmz882oLtGwzMt03Z0PWwucLrD+fqrn96So/5B+jemUrP/uFP1QN0x4Vu9ZQ4eT5Vu07aPGMYTztaFEBDwtwBjbw91X+7ZWlvxBtVGawBg7CgqbEEAAAY8JmAkjJkXGGzt2aMasmXr33YpQQHf8nT92ftZyksfXBHI99uE8fXVP6uN3ynTIPrBXjrJS7Tctn7+e3k1/a2/eV6lqvrvZGol/rq3Q81MnaMqx7+iarrGC74mvFldEAAEEEIiPQEICulkTtNH6IbDq4L/rhXt6NTQkta9uvPZc67UJ4k7Q7csqTi3CmdpV3c5ieBifHqdUbwswxvZm/9WrtmKdpo9dpGNX9FFXbzaCWiOAAAIItFEgIQHdJI+vGam38cPgncNOqubYF03VTT2nu85setfyRUrXbkq3N5+wvujZM3ntbTw7IlBfUaSBmTm6cvIW68tyrUonXyOzQm6zv8tHaPr6P+uGWDmNHakJhSCAAAIIuE0gIQFd67891fv+s6Hpl/VVH2t109rSJXrgzWv063ff0cqRPUL7UgfcoIFNCwW5TYr6IJBMAcbYydSPfu2vVFH0j9Z4+hpN2WrNtT25RVPyc5qPr63xd/7wGXr+2FUa3PuM6MWwFQEEEEDAdwIJCegmaXxNjlzffVz/r2qPftnUqpTu6Tqr6R0vkiWQkjdN2w9OS9bluS4CCCCAgAcETEDX/JkUC47n0K0/rMoP/mwppCrjmj46v+ppjXlEmvO7Scq3pqjV3jBIPdb/Uf1v79+YcsEDYFQRgYQKMMZOKHebLmatMTHt96piiN0mLQ5CAAEEgihgB3RHjxmjdWvXOptDN0nja2bk+u6T/JVqjp7oYKs+VmW1+ZLHw40CZvYuDwQQQAAB/wvEY4buqdyeWRp6vbR6xr/phtWPaFAolU+KuhYs0JsH39CignP8D0wLEeiQAGPsDrF54CTG2B7oJKqIAAIIdFLADug6mUM3WeNrArmd/DC47/Q6Hfu8o4Hcs9Qt/ZvuaxI1QgABBBBAIIACzgV0v9Ke10ob8udnXKs+Vf9Trw9+UHdkNyx3GkBamoxABwQYY3cAjVMQQAABBBBwlUBrAd3K/ZXtqGvyxtekVmhHN3nj0L9T9qXWPZJ7jnSgumerW9dTK6Px63QHCON8Cn0SZ2CKRwABBFwucKDqgCYWFqrneS8pLy+vbbWtf19bXq62jrXSKlz9//T66701f9mlYlnNtvFxFAINAoyx/fxJYIzt596lbQgggMDpBbaVlsr8VVmLBLfpkcTxNYHcNvWQfw+qrz2mmhjNa/MHOMb5bHZWwAww6RNnTSkNAQQQ8IKAnTPXBHEvzr5Y9z8wue1BXNPAj8r1x8bFTA9t+A/lvDpF2URxvdD11NHDAoyxvdN5jLG901fUFAEEEHBK4MiRI1qxbLnWrF4dKnJQQYGmz5jR9uKTOL4mkNv2bvLIkd9SVu4FVl0bZuTWH62RWfrMWpw66uMvNcf0X/aeLlnKzjg1I9fezDMCCCCAAAIIJF4gMoC7tLg4tBha+2pSr6Plu7U3dJI1I3c8KRXa58fRCNgCjLFtCZ4RQAABBBDwqkC0AG7hxHvbN0lCyR1fE8j16qcvZr1TdcEV+crQ7lAuvJOfH9Vx69jogdx6fVlTY30EGx6p11yl3sRxY8omewezcZPdA1wfAQQQSIyAMwFcu66fafvm3Tpp3qZeq/vGX05KBZuGZwTaJcAYu11cHjqYMbaHOouqIoAAAh0UcCaAa188ueNrArl2P/joOeXCXPWyArKhuyj3Vara+vaWGTVA+xcdP1bb8OXOypt3bq+LZGXXbcPjqCpeXKfnVq/Q83tMmPhMfW/kXRo7ZrRG5EUPGbehUA5BAAEEEEAg0ALOBnAbKY/u0is7akNvUgfcoIHdyakQ6A8Zje+UAGPsTvFxMgIIIIAAAgkXcDaA21j9JI+vv55wRS4Yf4Hu/fXD4Rc1XOfEu9r9p69iXPNzle/a37AvNV//fOt3Tj9Lp7ZMK388TLdOf00pE3+jfVYi6Kqq3+jeb7ymmcOHaUJJmRq+Lsa4JJsRQAABBBBAoJmACeAOvu660CJmZodJobBl69YOpFFoVqz1xrrt641XtTM0HbeX7rz3hhh36ESex3sEEIgqwBg7KgsbEUAAAQQQcJuACeDOnT1H1/T7+1AeXJMD94UNL2nl06vamUYhsmXJH18TyI3sE1+8P0cDxtxopVcwj4/0x3cORW9V/WFVfvDn0L7UAbdpeHaX6MfZW+v3auWdd2jh1i+UN7VIjw7Oagj8pmTp+nlFerDPFyqdP0nTX6xqStdgn8ozAggggAACCDQXiF8A177O/9FHlR823HmTUaDBvc+wd/CMAAIdEmCM3SE2TkIAAQQQQCBBAvEL4NoNSP74mkCu3Rc+e07Ju1NzRppZuSe095XtqrIT4Ya1s37P69pk8i+k9tODM4ecZpbO59o2424tLLdSKWTcrll3Xtp89m7Kpbrj4dut4PEhbZn+kJ6pOhF2JV46IWBW1OWBAAIIIOB9gfgHcBuN6t/XlperQ29SL8nVhWRV8P6HhxYkXYAxdtK7wPEKMMZ2nJQCEUAAgYQLxD+A29gkF4yvyZGb8I9Xoi54jgbNnKXbdhTq+fJfq2T7MC0qOOfUxa3Ztc/M+7UVds3Q4EWP6Y7TzMatr9qo4g0fWudbK17fdL16R/kymNL7eg3NWKUVh3bpiQWbNXzViNMEh09Vh1cIIIAAAv4TMAOqw4cPu6Jhubm5SktLS3pdTBB3YmGhLs6+OJRCYcjQIXGrU9MPtlYG/P5D+vHf5LhJU3CwBBhjB6u/aS0CCCAQDIHK/ZU6XmfWQGr748y0M5WTm9P2E+J45ONFRdq4YaNMCoXCifd2Mn1C7Iq6YXz9tb9aj9hVZI/XBeqr16twzEPaogEqXDBL9xVYszqrt+ipxx5V8VZp8JJnVXxLdvPZtVajzS/Tp1Zw/UoVRcN167J91p5eumvDBk3Ni3Z7Zq22Tb1R49cfOc1xXldNTv2b90ly6sBVEUAgPgJ1dXXav78xZ3mMS5S9806MPc03v/8f/6Evvviy+cbTvPvww4M6UHXgNEd5e/fYceM0e+6cpDfC7uu8vLyk14UKIIBAxwUYY3fczm1nMsZ2W49QHwS8JVBRURG1wnXH6/TBB3uj7rM3tmfc/sUXtSovK7dPdc2zyTvrhnGtmUBizN0SWI5nBzEjN566Lig7JWuklr/ZV9ueXq6n7ipQcWjBkwwV3DNBKx8aqUFZp8mLa9oQNnVcqRcp58K/idGybykr9wJrnwnkVmvTa+9rcl5+iyBxjJPZjAACCLhWINrM0sOfHtann37Sos6xBmSJCpb2ye+js8/u2qJerW34/vf7a9To0a0d0qF9+Vdc0aHz4nGSmZHrhoeZFeyGwa4bLKgDAl4WYIzt5d6j7gggEGSByHF9tDH9rrd2tSB6990K1RyrabG9sxvMDNK2PMz43kxMOD/j/LYc3qFjzjvvfPU8r2e7znXLuLZHjx6S9X9BeBDIDUIvW4uRDZpQFPrrSHNPTR23zk5JV/pZUfIqhApO1fnZWeqi3VZm3pM69Ga5Pla+MjtyUc5BAAEEHBKIvE0ocmZrZOC1s792m1vmL7oos0Xte/fuHTNYeuaZZ6nXJb1anBO+wS2DpPA68RoBBBAItABj7EB3P41HAIHkCoQHZCNnv4YHYjsymSK9W7ouv7z53VMDBw7UZd/+dotGtxb87Nmzp0IBxhZnsQGBjgsQyO24XUDOPKmP3ymzcuk2PnrlKCvVftPy+evp3fS31ubQ8fsqVW3NAM5s5fiWJbAllsCpVBexjmA7Av4WsG9JN610crAWGXg1v3bPmDWzGWa0QKubckI1qyxvEEAAAQQ8IMAY2y2dxBjbLT1BPRCw7u0NW1/Bnnzx5ZfH9R///u8hnrYGZcPH92aCRfidZ9HG9UyY4NPnJQECuV7qraTU9aR1+8AXTVdOPae7zmx61/JFStduSrc2hwK5J6pVdeiklb6BSG5LKbYggIARCJ8tG6/BWuSv5PwyzmcPAQQQQCD5Aoyxk98H1AABBBIpYI/77VQG4QHabaWlrVbFTh0WGZQNT+NFMLZVQnb6SIBAro86Mz5N+b+qPXpq0ZyU7uk6Kz4XolQEEPCRgP1revjMWTuFQVtSF9i5ohis+ehDQVMQQAABBMIEGGOHYfASAQR8IGAHavd9sE/Hj38pO71Ba7ll7TF/eO5XOzjL5AsffChoQlwECOTGhdVPhX6lmqMnOtigj1VZ/Wcpq32L7nTwYr4/jRV1fd/FnmmgneIgPEjbloGafYtTeOqC8NmyZjEqsxAUDwQQQAABBPwvwBjbLX3MGNstPUE9vCBQUVHRlOLsk0Of6OOPP1asQK099r/pph+EFuiyUxqQnswLPU0d3SxAINfNveOKutXp2OcdDeSepW7p33RFK6gEAgi0TyB8kGbf9tTaTFr7dqfIgZq5KgHa9tlzNAIIIIBAEAQYYwehl2kjAl4UsO+sMzNrP/nkk1B+2li5ac2MWnsRMHuCBjNpvdjr1NlLAgRyvdRbSanr3yn7UmtG7Z4jHbj62erWlfy4HYDjFATiLmDPqrVzVNlpD2LlpzKDtPCZtPYtTwRp495VXAABBBBAwJcCjLF92a00CgEPCdjfB0zAdu/774dm10b7LmC+B/Tu3Tu0YJgdrOU7gIc6mqr6ToBAru+6NLkNqq89pprkVoGrI4BAmIDJVXX48GF98MFe2bc/RRugpXdL1+WX58nOT3XJJZcq7cw0ZtOGWfISAQQQQACBZAkwxk6WPNdFwB8C5jvBvn379Omnn4Ry10ZLh2ACtvZ3ATNpg5m1/uh7WuE/AQK5/utTh1v0LWXlXmCV2TAjt/5ojczSZ91jXOUvNcf0X/a+LlnKzmBGrs3BMwLxFAgP2JrZtR999JHKy8qbXTJWsJYVXpsx8QYBBBBAAIEECDDGTgAyl0AgkAJ20Hbv3r2htAiRkzhMSjQ7HQIB20B+RGi0xwUI5Hq8A+Nf/VRdcEW+MrRbh6yLnfz8qI5bz9EDufX6sqZG9Y2VSr3mKvUmjhv/LuIKgRKwc1aVvfOOYgVs7YUFZsyaKXtRAW5/CtTHhMYigAACCLhegDG267uICiLgAQHz3cBM3ogVtDWzbAsnTtSll16qnuf1FBM4PNCpVBGB0wgQyD0NELullAtz1csKyB46aWnsq1S19ZwZNUD7Fx0/VitzmJSqc3tdJCu7Lg+HBKoOVjtUEsV4RcD+NT3WLVD2DFsGZ17pUeqJAAIIIIDAKQHG2KcskvmKMXYy9bl2ewXMgsT2hI7t27er5tipxIZmpq39vaBXr17Kyc1pb/EcjwACHhAgkOuBTkp6Fbv31w+HX6TS9R9KJ97V7j99pUF5Z0Sp1ucq37W/YXtqvv751u8oJcpRbEIAgZYCdtA21q/pkbdAeX+G7VeqKBquW5fta4nR1i1dRmrle0UaFPWHpbYWwnEIIIAAAggkSYAxdpLguSwC3hAwi5FVlFdo9+7dLVIkmDvwTHqEK6/qp16X9GKmrTe6lFoi4IgAgVxHGP1eyDkaMOZGZaxfbqVX+Eh/fOeQlNerZaPrD6vygz+HtqcOuE3Ds7u0PIYtCCAge1BmFiDb9dYuRS42YIK2ZqGBSy+7zMcDszOUN+33qpp2VGVFE3T7sorG2fy9dNeGDZoa7cei+mpte3q5nlq8Xu9ZU/9J38L/mBBAAAEEvC3AGNvb/UftEXBWwP6OYAK3b/3xzWbrXdizbfv27avcXrnq0aOHsxenNAQQ8IwAgVzPdFVyK5qSd6fmjHxF461ZuXtf2a6qO3spO2K6bf2e17XJ5F9I7acHZw6JkUc3ue3w8tWzM7PErV/e7EEz27asrEx7339ff/jDTh2oOtDUEDMou+mmH/g8aNvU3Cgvuit/5I261Arkvmf2ZhRocO9oM/6tfSlZGjShSAMKcjTqhl8qfUg//v9MFFE2IYAAAgh4R4AxdvL7ijF28vsgyDWwUyX8/tVXYwZu8/rkKS0tLchMtB0BBMIECOSGYfCyNYFzNGjmLN22o1DPl/9aJduHaVHBOadOqN+rZ+b92pqxm6HBix7THczGPWXDq8AJ2AOyyNm2dk7bUaNHy6wQ6/30CM50bX3tMdnZvVIvydWFET8SRV4lJXugbvjeHnW79tzIXbxHAAEEEEDAYwKMsT3WYVQXgU4JmMXJtr+xXW//2y5t3LCxqazwGbcEbptYeIEAAlEECORGQWFTDIGugzV/7WOqHfOQnp85Q3+3YJbuK8iSqrfoqcceVXH52Rq85FkV35JNbtwYhGz2p0B44HZbaWlTI03uKjPbtu+VV4oFB5pYIl7Uq/ZAlT4Lbe2q/m2dZZvTV326nybiG3El3iKAAAIIIOBKAcbYruwWKoWAUwI7d+wM5bl9ZfOmpjvzzPcEk0rNfE8YMHAAM26dwqYcBAIgQCA3AJ3sZBNTskZq+Zt9G/JU3lWgYiuTgnUvtArumaCVD43UoCzy4jrpTVnuFIgVuLVz25oBmXlN7qq29N9n2r55d2N+3Fxd1Sdspn/M03tp/OIoebpjHs8OBBBAAAEE3C3AGNvd/UPtEGiPgJl1W15Wrq2vb2k263ZQQYHGT/iJ8vPzlZOb054iORYBBBBoEvjaX61H0zteINAoQK4o930U6JPk9Un4LVDbt29XzbGGRADml/Tvf78/v6R3pmtObtP0792p509YhWTcrRe2T1MeE207I8q5CCCAAAIuFmA8577OoU/c1yderJH9feGF59c35bo1adXM3XkF110n0iV4sVepMwLuFGBGrjv7hVoh0EKAhc5akMR1Q7RboOzBGDNunaOv/9PbessEca1Hl6uv1HejBHHrK4r1yIHhmn/LeQ0H8i8CCCCAAAIIIOCQAGNshyADWIxZ0Pi3v/2t3vrjm03BWzPRo3DiRP3gBz9g1m0APxM0GYFECBDITYQy10AAAdcLtHYLlFmc7NprBzEYc7wXv9Ke10qtRRLNo6uuvuoSpba4xufasbZCZ4+5o8UeNiCAAAIIIIAAAgggkEgB853hX3/9rwrPd2tSqi1YtEgDrx2Y5NRqX6miaLhuXbav4yRdRmrle0Ua1HJQ3vEyORMBBBwVIJDrKCeFIYCAlwTMr+hvvLFNv3/11aZf0c2sW7PwALdAJaAn69/XlperGy6U2lc3XntuxEWthdDK1uipt3M1e+EZEft4iwACCCCAAAIIIIBA/AWipU1wT/A2vP1nKG/a71U17ajKiibo9mUVjetQ9NJdGzZoal6U8XR9dcP6N4vX6z1r/ZvUa65Sb4K44ai8RsB1AgRyXdclVAgBBOIpYN8CFfkrOrdAxVM9Rtm1H2r/Z6EVE6Vzs5XVNSyvQtigcu+AJbowbFeM0tiMAAIIIIAAAggggIAjAnV1ddqxfYdeevFFbSstDZVp0ia4Y+bt6ZrYXfkjb9SlViD3PXNoRoEG944SxDX7UrI0aEKRBhTkaNQNv1T6kH7qbrbzQAAB1woQyHVt11AxBJoLsBBDc4/2vIsVvPXGQKw9LfXSsfU6+sar2tkYx9Wh5bo1e3mUBnRVAQPKKC5sQgABBBBAAAEnBBhjO6HonzLMOhmlW7dqzerVoUZ5Nedtfe0xNSzPbM2yvST3tJMiUrIH6obv7VG3FnfI+advaQkCfhEgkOuXnqQdCCDQTCBa8HbY8GG6/4HJMrdC9ejRo9nxvEm0wGfavnl34+1eVrB2ySaVhC9mVlumlZMnaeHWnrqqzzmJrhzXQwABBBBAAAEEEAiIgEmd8LuXX9Zz69bpQNWBUKvtVGv9B/T3oIKVnuxAlT4L1byr+rd1UkROX/Xpzm1wHuxwqhwwAQK5AetwmouAnwWiLT4wqKAgFLwdMHCA0tLS/Nx8b7Xt5Ad6+83ahjpHy4/bNV/jF9+vf7tlv/IvJFGXtzqX2iKAAAIIIIAAAu4XMLNvN254yfrbGKqsmeyxtLhY3v/eED5hIreNkyJ6WWPvXu7vNGqIAAIikMuHAAEEPC1g8ldt+t0mvfD8+qYFy9y5+ICnmR2vfP2f3tZbJxqKTR1wgwbG+PX/m1dfqe8yMcBxfwpEAAEEEEAAAQSCKBA5+9YsdOy7tTLCJ0xk5DMpIogfdNrsawECub7uXhqHgH8FIn9Bt/NX/fD2H5I2wfXd/pX2vFaqQ6F6dtGl/b4bdVGF+o8Oq2t+PzEf1/UdSgURQAABBBBAAAFXC1RUVOi3G3/TlPvWnn07ZOgQV9e7I5ULnzDRJcakiPqKYj1yYLjmh6c268jFOAcBBBIuQCA34eRcEIGOCVQdrO7YiT46K9ov6CZ/1Q+G3ay8vDwftdTnTal/X1tetj/PF+rqKzKiNjglr1Dz6daoNmxEAAEEEEAAAWcEGGM74+jWUjZv2qxnnl7VdOee+e5w+49+pJzcHLdWuZP1Cp8w0VVXX3VJlEkRn2vH2gqdPeaOTl6L0xFAIBkCBHKToc41EUCgXQJm9u3qZ5/VttLS0Hn2L+jez1/VLgb/HFz7ofZ/drKhPRkFGtz7DP+0jZYggAACCCCAAAIIJFXApF5bt3atli9bpppjNTJ37s2YNVOjx4zx/5oZ4RMmoq1DIWshtLI1eurtXM1eyBg8qR9ULo5ABwUI5HYQjtMQQCC+AtFm35r8VaROiK97/Euv19E3XtXOUBw3VRk3Xa/e5MCNPztXQAABBBBAAAEEfC5gvj+sWLZcL7/821AA1yx6POKWW+TH9AkxuzJ8wsS52crqGjbQrq/WtqeX66nF67V3wBJdGLYrZnnsQAAB1wkQyHVdl1AhBKILZGdmKQi3fgUpf1X0nvb71vBVdL+lXjk91fYx5OfaNvOXqpn8kEbEWBzN73q0DwEEEEAAAQScFQjKGNtZNXeVZgdw16xeHarYsOHD9KOxYwOYei18woRFcWi5bs1eHqWzuqpgSL+oa1REOZhNCCDgMgECuS7rEKqDQFAFTP6ql158sSl9gv/zVwW0p4/u0is7ahsaH/V2r1guR1VWVKh5Z0/TllAQ91O99OOhmrK1sSz7tIy79cL2acqrfUkT+k1WaWMGh9Du1MF6fNcygsC2Fc8IIIAAAggggICHBcwEkOKlv2j2/eGue+4O8MLH4RMmrGDtkk0qCV/MrLZMKydP0sKtPXVVn3M83PNUHYFgCxDIDXb/03oEkipg8ldt+t0mrSz5lQ5UHVB6t/Tg5K9KqnyyLh4xS+CyvurTlpm19qBzR4ZmvPqdxhm852nEqgqNqN+rlbeN1ML3+jUP0nYfoZK9F2nxwDF6uttwPTjpbt1RkNWO2b/JMuK6CCCAAAIIIIAAAq0JhAdwzfcH0q81ap38QG+/2cqEia75Gr/4fv3bLfuVf2Fqa8TsQwABFwsQyHVx51A1BPwqEG0BgqXFxcHKX+XXzo3ZrhM6uKVIk6ZvUdMk2f+sVnVtvTLDc3fZ59dW6KXn39Hn+3+nn63fY52Tqh4jH7FuD+tiH9HwnHKWuqVHS85gzeB94km9PeBJvTpviDKjHdK8JN4hgAACCCCAAAIIuFggMoAbmAXM2tgn9X96W2+daDg4dcANGhhjwsQ3r75S32Vs3EZVDkPAfQIEct3XJ9QIAd8KROavMgsQFE68N4D5q3zbxVEaVqttU2/U+PVHWu47slbjL1/bcnvULVm6ecw16hp1X8RGM4N36gpV3/aonhvMLNwIHd4igAACCCCAAAKeEqjcX6lFCxeGUihwB1+srvtKe14r1aHQ7i66tN93o+bArf/osLrm97OmSPBAAAGvChDI9WrPUW8EPCQQGcA1+W9/MOxmArge6sOOV7WrBi1+S1WLO15C28/8i2orntb0XxzRrQ/9XOOzImbvtr0gjkQAAQQQQAABBBBIskD4dwgCuKfpjPr3teXl6saDLtTVV2REPSElr1Dz86LuYiMCCHhEgECuRzqKaiJQddD+D7N3LMIHX6bWJoAb7AUIvNN33qvpZ3p7xT1a8swx3byuRNcTxPVeF1JjBBBAAAEEkiDgxTF2EpgSekmThm3J409ozerVoevyHaIN/LUfav9njQnMMgo0uPcZbTiJQxBAwIsCBHK92GvUGQGXCxDAdXkH+bJ6Vq7cbt+UTlZoxegJkhXMnZrf3ZctpVEIIIAAAggggIAfBSLX0SCA29ZeDl9QOFUZN12v3uTAbSsexyHgOQECuZ7rMiqMgHsFzODrVyt+peKlS0OVZPDl3r7yX83+m3Jue0K/PidFt0/+nRXMvVNf/PJJPUqOXP91NS1CAAEEEEAAAd8JbN60WT/76RIdqDog1tFob/d+pu2bdzcuKPwt9crpqbbHcT/Xtpm/VM3khzQixuJo7a0NxyOAQHwFCOTG15fSEXBMIDszS2699Svy13Mz+HpswXz16NHDsfZTEAKnF/gbZd7ypDZlZupfRv9C6yaM1dElz6r4lux2DGZPfxWOQAABBBBAAAH/CLh5jO0f5dgtqaio0ILHHlN5Wbkuzr5Yz65Zo/4D+sc+gT0tBY7u0is7ahu2p/bVjdee2/KYqFuOqqyoUPPOnqYtdhC3vkyLB47RikONaRqanXemvjfyLo0dM1oj8rjzrRkNbxBIoMDXE3gtLoUAAj4UML+eXztggBbOX6DLL8/TCxte0sqnVxHE9WFfe6NJKdZKvJP07Lp79b3UQ9oy+V90d0mZGoe23mgCtUQAAQQQQAABBHwuYFKxzZ09R7cOH6Hq6motWLRIW7ZuJYjb7n4PT6tgnXxZX/Wxg7KtlVVbppU/HqaRK1P0w1u/c2rSQ0q+pv5hn6rKlqggVUq9bonettZqqTpYqbINM3Xp3hWaMnKCFpcdba109iGAQBwFmJEbR1yKRsDPApG/nv/syacYePm5wz3VNhPMnawXX7tAhWMe0pb5d+hfjq3Qs9P+Xl091Q4qiwACCCCAAAII+E9gZUmJli9bpppjNaHFkCdPeVBpaWn+a2jcW3RCB7cUadL0LY1pFawL/me1qmvrldk1SnKF2gq99Pw7+nz/7/Sz9Xusc1LVY+QjujW7Sxtqao2v80Zr/s+Oq/KGBVpx30oN3j5NeVEu04bCOAQBBDohQCC3E3icikAQBcyv548XFWnjho1K75Ye+vV81OhRQaSgzW4QqP9Sx2rqo9YkJev7+ofvfEtbjtTqvWXjNHTfPXrsoXs0KKstg9WoRbIRAQQQQAABBBBAoIMC4RNBTCq26TNmKCc3p4OlBfm0Wm2beqPGrz/SEuHIWo2/fG3L7VG3ZOnmMde0a6JDSmYfXXluqioOlWrLnonKyzsjaslsRACB+AkQyI2fLSUj4CsBOw+uSaFgHoUTJ+ond/2EX8991cteasyneunHQzVlq500YYum5OdoSsbdeiE0OyBy/0kd2fpzjd+6RgVLNqnklvO81FjqigACCCCAAAIIeFbAfI9Y8vgTWrN6NRNBHOnFrhq0+C1VLXakMApBAAGPCRDI9ViHUd3gCiRzobOdO3bq0blzmlaRZSGz4H4O3dPy8zRiVYVGxKzQ6fbHPJEdCCCAAAIIIBAggWSOsYPAbL5H3D/pPtIo+KWzaz/U/s+shdAyCjS4N7Nx/dKttMNbAgRyvdVf1BaBhAqEp1FgFdmE0nMxBBBAAAEEEEAAAQQ8K2C+Rzw0c5a2lZbKfI8oWbXKug0/z7PtCWzFP6/WQSvnbncr52599WY9ct8clZ7M0OD7b1Vv8uMG9mNBw5MrQCA3uf5cHQHXCjy37jk9vrgo9Os5aRRc201UDAEEEEAAAQQQQAABVwmEf4+YMWumRo8ZQzo2V/VQ2ytzcs8vNPLyXzSdkNp7pGY8fbfuKMgScdwmFl4gkFABArkJ5eZiCLhfoHJ/pWZMn6bysnL1ye+jdc+tZxEC93cbNUQAAQQQQAABBBBAIKkC4bNw+R6R1K5w7OKp1y3Rm6tGqLtjJVIQAgh0VuDrnS2A8xFAIDEC2ZlZcb/QypIS/ePgwaqurtaCRYv0/IsvEsSNuzoXQAABBBBAAAEEEEiWQCLG2MlqWyKva2bh/tOQIaFUCmYWLt8jEqnPtRBAIEgCzMgNUm/TVgRiCITPwh1UUCAWM4sBxWYEEEAAAQQQQAABBBBoEqirq9Pshx/Wxg0buZuvSYUXCCCAQPwECOTGz5aSEfCEgPn1fOb06Urvlh6ahTtq9ChP1JtKIoAAAggggAACCCCAQPIEdu7Yqfsn3de0psYDkx9IXmW4MgIIIBAQAQK5AelomolApEB4Ditm4Ubq8B4BBBBAAAEEEEAAAQSiCZhZuL9a8SsVL12qi7MvVsmqVcrLy4t2KNu8JlBfpsUDx2jFoZMNNd86WVdmTlfGPWtVOi2fBc681p/U15cCBHJ92a00CoHWBcJ/PTc5rMZPmND6CexFAAEEEEAAAQQQQACBwAuEp2QbNnyY5s6bp7S0tMC7+AYgJV9T/7BPU33TIBqCgP8ECOT6r09pkU8Fqg5Wd7pl5tfzJY8/oTWrV4d+PV/33HoWM+u0KgUggAACCCCAAAIIeFXAiTG2V9ve3npv3rRZjzz8UOi0pcXFGjJ0SHuL4HgEEEAAgU4KEMjtJCCnI+AVgfBfz8eOG6fJUx7k13OvdB71RAABBBBAAAEEEEAgSQLhk0H65PfRwkVFTAZJUl9wWQQQQIBALp8BBAIgwK/nAehkmogAAggggAACCCCAgMMCTAZxGJTiEEAAgU4KEMjtJCCnI+B2gbmz54RSKfDrudt7ivohgAACCCCAAAIIIOAeASaDuKcvqAkCCCBgC3zdfsEzAgi4WyA7M6tdFTS3QN12yy2hIK5JpfCMlRc3JzenXWVwMAIIIIAAAggggAACfhZo7xjbzxbhbfvpkp9qYmGhsrKyZNbVIB9uuA6vEUAAgeQJMCM3efZcGYG4CZhboEaPGqmaYzVasGiRRo0eFbdrUTACCCCAAAIIIIAAAgj4Q8BMBpn0P+7TttJSDRs+THPnzWNdDX90La1AAAGfCBDI9UlH0gwEbAFzC5T59Ty9W7pe2PCS8vLy7F08I4AAAggggAACCCCAAAJRBcxkkHvuvksHqg5oxqyZGj9hQtTj2IgAAgggkDwBArnJs+fKCDguYG6BKl66VCYf7tLiYvXo0cPxa1AgAggggAACCCCAAAII+EsgPB/us2vWqP+A/v5qIK1BAAEEfCJAjlyfdCTNCLaAuQVq8v33h4K45hYokw+XIG6wPxO0HgEEEEAAAQQQQACBtgisLClplg+XIG5b1DgGAQQQSI4AM3KT485VEWi3QNXB6qjnmCDuHdZiZuVl5SqcOFEPTH4g6nFsRAABBBBAAAEEEEAAgeYCscbYzY/y77u5s+eEFkceVFCgJ3/+FPlw/dvVtAwBBHwiQCDXJx1JM4IpEJ7HyqRSYDXZYH4OaDUCCCCAAAIIIIAAAu0RCJ8MMtaaFDJ77pz2nM6xCCCAAAJJEiCQmyR4LotAZwVMEHf0qJGhYshj1VlNzkcAAQQQQAABBBBAIBgC5nvEjOnTQnf0LVi0SKNGjwpGw2klAggg4AMBcuT6oBNpQjAEsjOzmhq6c8fOpiDuuufWsxhBkwwvEEAAAQQQQAABBBBou0D4GLvtZ3n3SHsyiEnLZu7oI4jr3b6k5gggEEwBArnB7Hda7WEBs6Lsv4wdq/T0dJkgbk5ujodbQ9URQAABBBBAAAEEEEAgEQIVFRVNk0F+v2ULadkSgc41EEAAAYcFCOQ6DEpxCMRTwMzEnVhYqD75fbThN78hiBtPbMpGAAEEEEAAAQQQQMAnAmYyyK3DR4Raw2QQn3QqzUAAgUAKEMgNZLfTaK8KHD9+XMOGD9Mzq1ezoqxXO5F6I4AAAggggAACCCCQQAETxLUng7yxYweTQRJoz6UQQAABpwVY7MxpUcpDII4CQ4YO4RaoOPpSNAIIIIAAAggggAACfhJYWVKihfMXhO7oYzKIn3qWtiCAQFAFCOQGtedpNwIIIIAAAggggAACCCCAgG8F5s6eozXWnXyDCgr05M+f4o4+3/Y0DUMAgSAJkFohSL1NWz0tUHWw2tP1p/IIIIAAAggggAACCLhNwK9jbDuIO3bcOK18ehVBXLd98KgPAggg0EEBArkdhOM0BBBAAAEEEEAAAQQQQAABBNwmEB7EnT13jtuqR30QQAABBDohQCC3E3icigACCCCAAAIIIIAAAggggIBbBAjiuqUnqAcCCCAQHwECufFxpVQEHBfIzsxyvEwKRAABBBBAAAEEEEAgyAJ+GmMTxA3yJ5m2I4BAUAQI5Aalp2knAggggAACCCCAAAIIIICALwUI4vqyW2kUAggg0EKAQG4LEjYggAACCCCAAAIIIIAAAggg4A0Bgrje6CdqiQACCDghQCDXCUXKQAABBBBAAAEEEEAAAQQQQCDBAgRxEwzO5RBAAIEkCxDITXIHcHkEEEAAAQQQQAABBBBAAAEE2itAELe9YhyPAAIIeF+AQK73+5AWBESg6mB1QFpKMxFAAAEEEEAAAQQQSIyAV8fYBHET8/ngKggggIDbBAjkuq1HqA8CCCCAAAIIIIAAAggggAACMQQ2b9qsNatXa9jwYZo9d06Mo9iMAAIIIOBHAQK5fuxV2oQAAggggAACCCCAAAIIIOA7ARPEnVhYqD75fTR33jzftY8GIYAAAgi0LkAgt3Uf9iKAAAIIIIAAAggggAACCCCQdIHwIO4z1ozctLS0pNeJCiCAAAIIJFaAQG5ivbkaAh0WyM7M6vC5nIgAAggggAACCCCAAAItBbwyxq7cX6lHHn4oNBOXIG7LfmQLAgggEBQBArlB6WnaiQACCCCAAAIIIIAAAggg4DkBE8QdPWpkqN4LFxUxE9dzPUiFEUAAAecECOQ6Z0lJCCCAAAIIIIAAAggggAACCDgmUFdX1xTEXffceuXk5jhWNgUhgAACCHhP4BveqzI1RgABBBBAAAEEEEAAAQQQQMDfAiaIe8e4cao5VqNn16whiOvv7qZ1CCCAQJsEmJHbJiYOQgABBBBAAAEEEEAAAQQQQCBxArMffljlZeVaWlys/gP6J+7CXAkBBBBAwLUCBHJd2zVUDIHmAlUHq5tv4B0CCCCAAAIIIIAAAgh0SsCtY+y5s+do44aNKpw4UUOGDulUGzkZAQQQQMA/AgRy/dOXtAQBBBBAAAEEEEAAAQQQQMDjAps3bdaa1as11kqr8MDkBzzeGqqPAAIIIOCkAIFcJzUpCwEEEEAAAQQQQAABBBBAAIEOClRUVGhiYaH65PfR5CkPdrAUTkMAAQQQ8KsAgVy/9izt8p1AdmaW79pEgxBAAAEEEEAAAQQQSKaAm8bYlfsrNeHHP1Z6t3Q9Y83ITUtLSyYN10YAAQQQcKEAgVwXdgpVQgABBBBAAAEEEEAAAQQQCI5AXV2dZkyfFmrwuufWE8QNTtfTUgQQQKBdAt9o19EcjAACCCCAAAIIIIAAAggggAACjgrMfvhhlZeVa2lxsXJycxwtm8IQQAABBPwjwIxc//QlLUEAAQQQQAABBBBAAAEEEPCYwMqSEm3csFGFEydqyNAhHqs91UUAAQQQSKQAgdxEanMtBBBAAAEEEEAAAQQQQAABBBoFdu7YqYXzF2hQQYEemPwALggggAACCLQqQCC3VR52IoAAAggggAACCCCAAAIIIOC8wJEjR3T/pPt0cfbFevLnTzl/AUpEAAEEEPCdADlyfdelNMivAlUHq/3aNNqFAAIIIIAAAggggEBSBJI1xjaLm00sLFTNsRqxuFlSup6LIoAAAp4UYEauJ7uNSiOAAAIIIIAAAggggAACCHhVYMnjT7C4mVc7j3ojgAACSRQgkJtEfC6NAAIIIIAAAggggAACCCAQLIHNmzZrzerVGjtuHIubBavraS0CCCDQaQECuZ0mpAAEEiOQnZmVmAtxFQQQQAABBBBAAAEEAiKQ6DF25f5KPfLwQ+qT30eTpzwYEGWaiQACCCDglACBXKckKQcBBBBAAAEEEEAAAQQQQACBGAImL+6M6dNCexcuKlJaWlqMI9mMAAIIIIBAdAEWO4vuwlYEEEAAAQQQQAABBBBAAAEEHBMgL65jlBSEAAIIBFaAGbmB7XoajgACCCCAAAIIIIAAAgggkAiBnTt2khc3EdBcAwEEEPC5AIFcn3cwzUMAAQQQQAABBBBAAAEEEEiewJEjR3T/pPt0cfbF5MVNXjdwZQQQQMAXAqRW8EU30oggCFQdrA5CM2kjAggggAACCCCAAAIJE0jEGPuhmbNUc6xG655bT17chPUsF0IAAQT8KcCMXH/2K61CAAEEEEAAAQQQQAABBBBIssDKkhJtKy3VjFkzlZObk+TacHkEEEAAAa8LEMj1eg9SfwQQQAABBBBAAAEEEEAAAdcJVO6v1ML5CzSooEDjJ0xwXf2oEAIIIICA9wQI5Hqvz6gxAggggAACCCCAAAIIIICAiwXq6uo0Y/o0pXdL12ML5ru4plQNAQQQQMBLAgRyvdRb1DXQAtmZWYFuP41HAAEEEEAAAQQQQMBpgXiNsX+14lcqLyvXo/MeU48ePZyuNuUhgAACCARUgEBuQDueZiOAAAIIIIAAAggggAACCDgvUFFRoeKlSzVs+DANGTrE+QtQIgIIIIBAYAUI5Aa262k4AggggAACCCCAAAIIIICAkwImpcLUBx8MpVSYO2+ek0VTFgIIIIAAAvoGBggggAACCCCAAAIIIIAAAggg0HkBk1LhQNUBPbtmjdLS0jpfICUggAACCCAQJsCM3DAMXiKAAAIIIIAAAggggAACCCDQEYHwlAr9B/TvSBGcgwACCCCAQKsCX/ur9Wj1CHYGUsAk/a86WB3IttNoBBBAAAEEEEAAAQTiIcAYOx6q7ijTpFQYfvPNqqmp0Rs7djAb1x3dQi0QQAAB3wmQWsF3XUqDEEAAAQQQQAABBBBAAAEEEilASoVEanMtBBBAILgCpFYIbt/TcgQQQAABBBBAAAEEEEAAgU4KVO6vVPHSpRo2fJhIqdBJTE5HAAEEEGhVgEBuqzzsRAABBBBAAAEEEEAAAQQQQCC2wIzp05TeLV1Tpk2LfRB7EEAAAQQQcECAQK4DiBSBQCIETE41HggggAACCCCAAAIIIOCcQGfH2CtLSlReVq4pU6epR48ezlWMkhBAAAEEEIgiQCA3CgqbEEAAAQQQQAABBBBAAAEEEGhN4MiRI1q+bJkGFRRo1OhRrR3KPgQQQAABBBwRIJDrCCOFIIAAAggggAACCCCAAAIIBEngoZmzVHOsRtNnzAhSs2krAggggEASBQjkJhGfSyOAAAIIIIAAAggggAACCHhPYOeOndpWWqrCiROVk5vjvQZQYwQQQAABTwoQyPVkt1FpBBBAAAEEEEAAAQQQQACBZAjU1dXp0blzdHH2xfrJXT9JRhW4JgIIIIBAQAW+EdB202wEPCdQdbDac3WmwggggAACCCCAAAIIuFmgI2PsdWvX6kDVAT27Zo3S0tLc3DzqhgACCCDgMwFm5PqsQ2kOAggggAACCCCAAAIIIIBAfATMAmcL5y8ILXDWf0D/+FyEUhFAAAEEEIghQCA3BgybEUAAAQQQQAABBBBAAAEEEAgXMAucmcdjC+aHb+Y1AggggAACCREgkJsQZi6CQOcFsjOzOl8IJSCAAAIIIIAAAggggECTQHvG2PYCZzNmzVSPHj2ayuAFAggggAACiRIgkJsoaa6DAAIIIIAAAggggAACCCDgWQGzwFl6t3SNHjPGs22g4ggggAAC3hZgsTNv9x+1RwABBBBAAAEEEEAAAQQQiLPAypKS0AJnS4uLWeAsztYUjwACCCAQW4AZubFt2IMAAggggAACCCCAAAIIIBBwgbq6Oi1ftiy0wNmQoUMCrkHzEUAAAQSSKUAgN5n6XBsBBBBAAAEEEEAAAQQQQMDVAksef0I1x2pUOPFeV9eTyiGAAAII+F+AQK7/+5gWIoAAAggggAACCCCAAAIIdECgcn+l1qxerbHjxikvL68DJXAKAggggAACzgkQyHXOkpIQiKtA1cHquJZP4QgggAACCCCAAAIIBE3gdGPsRQsXhkjuuufuoNHQXgQQQAABFwoQyHVhp1AlBBBAAAEEEEAAAQQQQACB5ApUVFRoW2mpZsyaqR49eiS3MlwdAQQQQAABS4BALh8DBBBAAAEEEEAAAQQQQAABBCIEFjz2mNK7pWv0mDERe3iLAAIIIIBAcgQI5CbHnasi0G6B7Mysdp/DCQgggAACCCCAAAIIIBBbINYYe/OmzSovK9eUqdOUlpYWuwD2IIAAAgggkEABArkJxOZSCCCAAAIIIIAAAggggAAC7hf42U+X6OLsizVq9Cj3V5YaIoAAAggERuAbgWkpDUUAAQQQQAABBBBAAAEEEEDgNALPrXtOB6oOaGlx8WmOZDcCCCCAAAKJFWBGbmK9uRoCCCCAAAIIIIAAAggggIBLBerq6vT44qLQbNwhQ4e4tJZUCwEEEEAgqALMyA1qz9NuBBBAAAEEEEAAAQQQQACBZgLr1q5VzbEalaxa1Ww7bxBAAAEEEHCDADNy3dAL1AGBNghUHaxuw1EcggACCCCAAAIIIIAAAm0VCB9jm9m4y5ct06CCAuXl5bW1CI5DAAEEEEAgYQIEchNGzYUQQAABBBBAAAEEEEAAAQTcKmDPxi2ceK9bq0i9EEAAAQQCLkAgN+AfAJqPAAIIIIAAAggggAACCIQaRxAAAAPqSURBVARdgNm4Qf8E0H4EEEDAGwIEcr3RT9QSAQQQQAABBBBAAAEEEEAgTgLMxo0TLMUigAACCDgqQCDXUU4KQyB+AtmZWfErnJIRQAABBBBAAAEEEAiggBljMxs3gB1PkxFAAAGPChDI9WjHUW0EEEAAAQQQQAABBBBAAIHOCzAbt/OGlIAAAgggkBgBArmJceYqCCCAAAIIIIAAAggggAACLhRYvmyZBhUUKC8vz4W1o0oIIIAAAgicEvjGqZe8QgABBBBAAAEEEEAAAQQQQCBYAjfd9APd/qMfBavRtBYBBBBAwJMCBHI92W1UGgEEEEAAAQQQQAABBBBAwAmB2XPnOFEMZSCAAAIIIBB3AVIrxJ2YCyDgjEDVwWpnCqIUBBBAAAEEEEAAAQQQCAkwxuaDgAACCCDgJQECuV7qLeqKAAIIIIAAAggggAACCCCAAAIIIIAAAoEUIJAbyG6n0QgggAACCCCAAAIIIIAAAggggAACCCDgJQECuV7qLeoaaIHszKxAt5/GI4AAAggggAACCCDgtABjbKdFKQ8BBBBAIJ4CBHLjqUvZCCCAAAIIIIAAAggggAACCCCAAAIIIICAAwIEch1ApAgEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCCeAgRy46lL2QgggAACCCCAAAIIIIAAAggggAACCCCAgAMCBHIdQKQIBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgngIEcuOpS9kIIIAAAggggAACCCCAAAIIIIAAAggggIADAl/7q/VwoByKQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIiTADNy4wRLsQgggAACCCCAAAIIIIAAAggggAACCCCAgFMCBHKdkqQcBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgTgIEcuMES7EIIIAAAggggAACCCCAAAIIIIAAAggggIBTAgRynZKkHAQQQAABBBBAAAEEEEAAAQQQQAABBBBAIE4CBHLjBEuxCCCAAAIIIIAAAggggAACCCCAAAIIIICAUwIEcp2SpBwEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCBOAgRy4wRLsQgggAACCCCAAAIIIIAAAggggAACCCCAgFMCBHKdkqQcBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgTgIEcuMES7EIIIAAAggggAACCCCAAAIIIIAAAggggIBTAgRynZKkHAQQQAABBBBAAAEEEEAAAQQQQAABBBBAIE4CBHLjBEuxCCCAAAIIIIAAAggggAACCCCAAAIIIICAUwIEcp2SpBwEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCBOAv8f+67/04hk7iwAAAAASUVORK5CYII=" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<div class="column">A spacecraft moves from point X to point Y in the gravitational field of Earth. At point X, the gravitational potential is -14MJkg<sup>-1</sup>. At point Y, the gravitational potential is -2MJkg<sup>-1</sup>. Which of the following describes the direction of the motion of the spacecraft relative to Earth and the change in gravitational potential?</div>
<div class="column"> </div>
<div class="column"><img 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" alt></div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<div class="column">C</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p> </p>
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<br><hr><br><div class="question">
<p>Which of the diagrams below best represents the equipotential surfaces around two identical point masses?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br>