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</div><h2>HL Paper 1</h2><div class="question">
<p class="p1">A particle performs simple harmonic oscillations. Which of the following quantities will be unaffected by a reduction in the amplitude of oscillations?</p>
<p class="p1">A. The total energy</p>
<p class="p1">B. The maximum speed</p>
<p class="p1">C. The maximum acceleration</p>
<p class="p1">D. The period</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">Which of the following graphs shows the variation with displacement \(x\) of the speed \(v\) of a particle performing simple harmonic motion.</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_14.17.52.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/12"></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 travelling wave of period 5.0 ms travels along a stretched string at a speed of 40 m s<sup>–1</sup>. Two points on the string are 0.050 m apart.</p>
<p>What is the phase difference between the two points?</p>
<p>A. 0</p>
<p>B. \(\frac{\pi }{2}\)</p>
<p>C. \(\pi \)</p>
<p>D. 2\(\pi \)</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="specification">
<p class="p1">Diagram 1 represents equally spaced beads on a spring. The beads are 1 cm apart.</p>
<p class="p1"><strong>Diagram 1</strong></p>
<p class="p1"> </p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_09.45.09.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/14+15_1"></p>
<p class="p1">A longitudinal wave propagates along the spring. Diagram 2 shows the position of the beads at a particular instant.</p>
<p class="p1"><strong>Diagram 2</strong></p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_09.45.56.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/14+15_2"></p>
<p class="p1"> </p>
</div>
<div class="question">
<p class="p1">Which of the following is the best estimate of the wavelength?</p>
<p class="p1">A. 2 cm</p>
<p class="p1">B. 4 cm</p>
<p class="p1">C. 8 cm</p>
<p class="p1">D. 16 cm</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 responses to this question showed that students had not been carefully introduced to the physics of longitudinal waves and the meaning of their typical <em>displacement-distance </em>graph.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The wavelength of a standing (stationary) wave is equal to</p>
<p class="p1">A. the distance between adjacent nodes.</p>
<p class="p1">B. twice the distance between adjacent nodes.</p>
<p class="p1">C. half the distance between adjacent nodes.</p>
<p class="p1">D. the distance between a node and an adjacent antinode.</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>Unpolarized light is incident on the surface of a transparent medium. The reflected light is completely plane polarized. The refracted light will be</p>
<p>A. unpolarized.<br>B. partially plane polarized.<br>C. completely plane polarized at right angles to the reflected light.<br>D. completely plane polarized parallel to the reflected light.</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 class="page" title="Page 9">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Candidates found this question to be the most challenging on the paper. At the Brewster angle the reflected light is plane polarized but that does not mean that the transmitted (refracted) light is plane polarized. There will still be some light in the same plane of vibration as the reflected light but there will now be less of it. The transmitted light is therefore partially plane polarized. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>Properties of waves are</p>
<p style="padding-left: 60px;">I. polarization<br>II. diffraction<br>III. refraction</p>
<p>Which of these properties apply to sound waves?</p>
<p>A. I and II<br>B. I and III<br>C. II and III<br>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 class="p1">A standing (stationary) wave is set up on a string at a particular frequency as shown.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_09.42.13.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/13"></p>
<p class="p1">How many nodes will be on the string if the frequency is doubled but nothing else is changed?</p>
<p class="p1">A. 2</p>
<p class="p1">B. 3</p>
<p class="p1">C. 7</p>
<p class="p1">D. 8</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">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">Light is incident from air on the surface of a transparent medium.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_09.49.35.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/17"></p>
<p class="p1">When V is equal to the Brewster angle, which angle is equal to 90°?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\({\text{V}} + {\text{W}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>W only</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\({\text{X}} + {\text{Y}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>Z only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">The diagram clearly states that the angles are not drawn to scale. Despite this, many candidates chose response A, presumably as those angles looked as if they added together to make a right angle. But it was good to see that the majority of candidates were not fooled by appearances and selected the correct response of C.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Unpolarized light is shone through two identical polarizers whose axes are parallel.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_17.05.21.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/19"></p>
<p class="p1">The ratio \(\frac{I}{{{I_0}}}\) is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>100 %.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>50 %.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>25 %.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>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>The phenomenon of diffraction is associated with</p>
<p>A. sound waves only.<br>B. light waves only.<br>C. water waves only.<br>D. all waves.</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 standing sound wave is set up inside a narrow glass tube which has both ends open. The first harmonic frequency of the standing wave is 500Hz. What is the frequency of the sound wave if the length of the tube is halved and one end is closed?</p>
<p>A. 250 Hz</p>
<p>B. 500 Hz</p>
<p>C. 1000 Hz</p>
<p>D. 2000 Hz</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">A standing wave is established in air in a pipe with one closed and one open end.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.20.33.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/15"></p>
<p class="p1">The air molecules near X are</p>
<p class="p1">A. always at the centre of a compression.</p>
<p class="p1">B. always at the centre of a rarefaction.</p>
<p class="p1">C. sometimes at the centre of a compression and sometimes at the centre of a rarefaction.</p>
<p class="p1">D. never at the centre of a compression or a rarefaction.</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 majority response of A showed a basic misconception of what these standing wave patterns represent. Indeed, the correct response was chosen by the fewest candidates! The standing wave is longitudinal with air molecules moving parallel to the sides of the pipe. At the antinodes they are moving with maximum amplitude, while at the nodes (X) they are not moving (amplitude is zero).</p>
<p class="p1">At adjacent antinodes the molecules are out of phase such that when a molecule to the left of X is moving to the left, then a particle to the right of X will be moving to the right creating a rarefaction at X; half a time period later the directions are reversed and a compression will be formed at X.</p>
<p class="p1">Teachers should emphasise the dynamic nature of the standing wave with the traditional representation being essentially a graph of amplitude against distance.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Horizontally polarized light is transmitted through a polarizer whose transmission axis is horizontal. The light enters a container with a sugar solution and is then incident on a second polarizer whose transmission axis is vertical.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.28.09.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/17"></p>
<p class="p1">When the second polarizer is rotated by a small angle, no light is transmitted through the second polarizer. The explanation for this observation is that the sugar solution</p>
<p class="p1">A. causes destructive interference.</p>
<p class="p1">B. rotates the plane of polarization of light.</p>
<p class="p1">C. can only transmit vertically polarized light.</p>
<p class="p1">D. refracts light so no light is incident on the second polarizer.</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>Unpolarized light of intensity I<sub>0</sub> is incident on a polarizer with a vertical transmission axis. The transmitted light is incident on a sheet of material X. After transmission through X the intensity of the light is \(\frac{{{I_0}}}{2}\).</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>It is suggested that X could be</p>
<p style="padding-left: 30px;">I. a polarizer with vertical transmission axis<br>II. a polarizer with horizontal transmission axis<br>III. non polarizing glass.</p>
<p>Which of the above suggestions is/are correct?</p>
<p>A. I and III only<br>B. I only<br>C. II only<br>D. II and 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">
<p>This was another question that elicited a number of critical comments from teachers, although the statistics showed two-thirds of the candidates choosing the response A. The amount of light reflected from a glass surface is negligible (and unquantifiable within the parameters of the question), so clearly A was the best response.</p>
</div>
<br><hr><br><div class="question">
<p>The lowest frequency emitted by an organ pipe that is open at both ends is <em>f</em>. What is the lowest frequency emitted by an organ pipe of the same length that is closed at one end?</p>
<p>A. \(\frac{f}{{\rm{4}}}\)</p>
<p>B. \(\frac{f}{{\rm{2}}}\)</p>
<p>C. \(2f\)</p>
<p>D. \(4f\)</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 point source of light of amplitude <em>A</em><sub>0</sub> gives rise to a particular light intensity when viewed at a distance from the source. When the amplitude is increased and the viewing distance is doubled, the light intensity is doubled. What is the new amplitude of the source? </p>
<p>A. 2<em>A</em><sub>0<br></sub></p>
<p>B. 2\(\sqrt 2 \) <em>A</em><sub>0</sub></p>
<p>C. 4<em>A</em><sub>0</sub></p>
<p>D. 8<em>A</em><sub>0</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>An unpolarized ray of light in air is incident on the surface of water. The reflected ray is completely polarized. Which of the following are separated by an angle of 90˚?</p>
<p>A. The incident ray and the reflected ray</p>
<p>B. The reflected ray and the refracted ray</p>
<p>C. The refracted ray and the incident ray</p>
<p>D. The refracted ray and the surface of the water</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>Progressive (travelling) waves <em>S</em> and <em>T</em> have the same frequency and are in the same medium. <em>S</em> has amplitude 2.0 m and <em>T</em> has amplitude 4.0 m. What is the ratio of the intensity of <em>T</em> to the intensity of <em>S</em>?</p>
<p>A. \(\frac{1}{4}\)</p>
<p>B. \(\frac{1}{2}\)</p>
<p>C. 2</p>
<p>D. 4</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">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Not enough candidates recognized that intensity depends upon the square of the amplitude. Option C was nearly as popular as the key D. </span></p>
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<br><hr><br><div class="question">
<p class="p1">Which of the following is a correct comparison between standing waves and travelling waves?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_09.50.29.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/18"></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<p class="p1">Diagram 1 represents equally spaced beads on a spring. The beads are 1 cm apart.</p>
<p class="p1"><strong>Diagram 1</strong></p>
<p class="p1"> </p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_09.45.09.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/14+15_1"></p>
<p class="p1">A longitudinal wave propagates along the spring. Diagram 2 shows the position of the beads at a particular instant.</p>
<p class="p1"><strong>Diagram 2</strong></p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_09.45.56.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/14+15_2"></p>
<p class="p1"> </p>
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<div class="question">
<p class="p1">Which of the following is the best estimate of the amplitude?</p>
<p class="p1">A. 0.4 cm</p>
<p class="p1">B. 0.8 cm</p>
<p class="p1">C. 1.6 cm</p>
<p class="p1">D. 3.2 cm</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The responses to this question showed that students had not been carefully introduced to the physics of longitudinal waves and the meaning of their typical <em>displacement-distance </em>graph.</p>
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<br><hr><br><div class="question">
<p>A string stretched between two fixed points sounds its second harmonic at frequency <em>f</em>.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.33.18.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/13"></p>
<p>Which expression, where <em>n </em>is an integer, gives the frequencies of harmonics that have a node at the centre of the string?</p>
<p>A.<span class="Apple-converted-space"> \(\frac{{n + 1}}{2}f\)</span></p>
<p>B.<span class="Apple-converted-space"> <em>nf</em></span></p>
<p>C.<span class="Apple-converted-space"> 2<em>nf</em></span></p>
<p>D.<span class="Apple-converted-space"> (2<em>n</em> + 1)<em>f</em></span></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<br><hr><br><div class="question">
<p class="p1">In two separate experiments monochromatic light is incident on a single slit. The diagrams show the diffraction patterns obtained on a screen far from the slit. In the top diagram the wavelength of light is \({\lambda _1}\) and the slit width is \({b_1}\). In the bottom diagram the wavelength of light is \({\lambda _2}\) and the slit width is \({b_2}\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.26.10.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/16"></p>
<p class="p1">In each experiment the distance between the slit and the screen is the same. Which of the following may be deduced?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{{\lambda _1}}}{{{b_1}}} < \frac{{{\lambda _2}}}{{{b_2}}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{{{\lambda _1}}}{{{b_1}}} > \frac{{{\lambda _2}}}{{{b_2}}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\({b_1} < {b_2}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\({\lambda _1} > {\lambda _2}\)</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<br><hr><br><div class="question">
<p class="p1">An optically active substance is a substance that</p>
<p class="p1">A. has a refractive index that depends on the plane of polarization of incident light.</p>
<p class="p1">B. completely absorbs incident unpolarized light.</p>
<p class="p1">C. rotates the plane of polarization of incident polarized light.</p>
<p class="p1">D. polarizes unpolarized light.</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<br><hr><br><div class="question">
<p>Water is draining from a vertical tube that was initially full. A vibrating tuning fork is held near the top of the tube. For two positions of the water surface only, the sound is at its maximum loudness.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>The distance between the two positions of maximum loudness is <em>x</em>.</p>
<p>What is the wavelength of the sound emitted by the tuning fork?</p>
<p>A. \(\frac{x}{2}\)</p>
<p>B. <em>x</em></p>
<p>C. \(\frac{{3x}}{2}\)</p>
<p>D. 2<em>x</em></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>Which of the following gives regions of the electromagnetic spectrum in the order of <strong>decreasing</strong> frequency?</p>
<p>A. gamma-ray, microwave, visible<br>B. radio wave, infrared, microwave<br>C. ultraviolet, infrared, microwave<br>D. visible, gamma-ray, radio wave</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">Electromagnetic waves pass through a slit in a metal plate with minimal diffraction. The slit has a width of 0.25 m. What is the wavelength of the waves?</p>
<p class="p1">A. Much less than 0.25 m</p>
<p class="p1">B. Between 0.10 m and 0.40 m</p>
<p class="p1">C. Equal to 0.25 m</p>
<p class="p1">D. Much greater than 0.25 m</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Look at the responses given before trying to work out the answer.</p>
<p class="p1">If there is “minimal” diffraction then candidates should know that the wavelength is less than the width of the slit. The only response that fits this requirement is A. There is a reminder on the first page of the paper that candidates should give the most appropriate or closest answer.</p>
<p class="p1">The closest alternative response is C, but candidates should know that if the slit is the same size as the wavelength then there will be noticeable diffraction.</p>
</div>
<br><hr><br><div class="question">
<p>A ray of light passes from the air into a long glass plate of refractive index <em>n </em>at an angle <em>θ </em>to the edge of the plate.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_10.40.22.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/13_01"></p>
<p>The ray is incident on the internal surface of the glass plate and the refracted ray travels along the external surface of the plate.</p>
<p>What change to <em>n </em>and what change to <em>θ </em>will cause the ray to travel entirely within the plate after incidence?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_10.41.08.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/13_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>The air in a pipe, of length <em>l</em> and open at both ends, vibrates with a fundamental frequency <em>f</em>. What is the fundamental frequency of a pipe of length 1.5<em>l</em> and closed at one end?</p>
<p>A. \(\frac{f}{3}\)</p>
<p><br>B. \(\frac{2f}{3}\)</p>
<p><br>C. \(\frac{3f}{2}\)</p>
<p><br>D. 3<em>f</em></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>Around the same number of candidates opted for A, B and C. The better candidates clearly favored the correct response, A. A quick and simple sketch reveals the answer immediately – this should be the candidates’ natural reaction given a resonance problem of this nature.</p>
</div>
<br><hr><br><div class="question">
<p>A standing wave of frequency ƒ is established in air in a pipe open at one end, as shown.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
<p>Which of the following is the frequency of the next highest harmonic?</p>
<p>A. \(\frac{f}{{\rm{3}}}\)</p>
<p>B. \(\frac{f}{{\rm{2}}}\)</p>
<p>C. 2ƒ</p>
<p>D. 3ƒ</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 transverse standing wave is established on a string. Consider the following phase differences.</p>
<p style="padding-left: 30px;">I. 0°<br>II. 90°<br>III. 180°</p>
<p>Which of the following gives all the possible phase differences between the oscillations of any two particles in the standing wave?</p>
<p><br>A. I 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>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>This question concerned itself with phase difference in a standing wave. It appears not to be well known that particles within any one loop are in phase with each other and that two particles in <em>adjacent</em> loops differ in phase by 180°.</p>
</div>
<br><hr><br><div class="question">
<p>The diagrams show four different organ pipes drawn to scale. Standing waves in the fundamental (first harmonic) mode are set up inside each pipe. Which pipe produces a fundamental note with the lowest frequency?</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>The graph shows the variation with position <em>s</em> of the displacement <em>x</em> of a wave undergoing simple harmonic motion (SHM).</p>
<p style="text-align: center;"><img 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"></p>
<p>What is the magnitude of the velocity at the displacements X, Y and Z?</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 diagram shows the fundamental (first harmonic) of a standing (stationary) sound wave in a pipe open at one end.</p>
<p><img 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" alt></p>
<p>At any instant, all the molecules of air in the pipe oscillate with the same</p>
<p>A. phase.<br>B. amplitude.<br>C. velocity.<br>D. acceleration.</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 standing wave is established on a string between two fixed points.</p>
<p><img 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" alt></p>
<p>What is the phase difference in radians between point P and point Q on the string?</p>
<p>A. zero</p>
<p>B. \(\frac{{\rm{\pi }}}{2}\)</p>
<p>C. \(\pi \)</p>
<p>D. \(2\pi \)</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">
<div class="page" title="Page 9">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">B was a popular distractor indicating that some candidates thought that being „in phase‟ </span><span style="font-size: 10.000000pt; font-family: 'Arial';">represented a phase difference of </span><span style="font-size: 10.000000pt; font-family: 'Arial';">π </span><span style="font-size: 10.000000pt; font-family: 'Arial';">rather than 2</span><span style="font-size: 10.000000pt; font-family: 'Arial';">π</span><span style="font-size: 10.000000pt; font-family: 'Arial';">. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>The diagram shows a second harmonic standing wave on a string fixed at both ends.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQQAAABrCAYAAACR3fwxAAARpElEQVR4Ae2dbYxVxRnHh5foF3eJSUlsWK2kmMoKatukrGKxtYIFxFoBUdEWlyoiilil1Dds0VpRG14sii+s9INvYZfamGIAE4OFsJiattJdPtTYykJqAqkutUnR4m1+s87l7N27u+fee2bOzDnPJJs999xz5+X/PPOfZ555Zs6QQqFQUJIEAUFAEFBKDRUUBAFBQBAwCAghGCTkvyAgCIiFIDogCAgCxxEQC+E4FnIlCOQeASGE3KuAACAIHEcgGELo2r9fff2cc9W3J12ouru7j7fg86uXXnhRjTl9tLr37rv7fBfSjaeeXD9oOy6fcZnGAkwkCQKJIsCyYyjpxedfKHz5S6cXfjB3bq8q73///cLXzj6n8L1LZ/S6H+oH2kc7aW9peuThh/V36594svQr+SwI1IyAqjkHxxncc9ddfToLRAAhQAxZSIbgvvXNSYWPPvqo2KS977xTlhCLD8iFIFAjAsERAh2EjmIIoBxB1IiJFz831tAtN99crI8hvihJFL+UC0EgAQSGkEeicxAHme3auUv98Npr1amnnaaYR191zdXqwYceclCy2yJoI219fN06tX//fvXoypW6nbRXkiBgA4EgCQEgcL7RQSCFN97cYQOb1PPEeXrRpAtV/YgR6kh3tzr/gomaHFKvmFQgswgEs8pQKoHXtmzRt7AQGEWzmEaMGKGWLlumrSBIIYtWUBblFnKbgiQElhb/unevWrDwJkWn4XO5pciQBWPqPnX6NH05bvw43VZzX/4LAjYQCI4QiDfgj3k0o6cZQRcvWmQDH8lTEMgVAkERAtMD/Abjxo8vms8Qw8QLJuppA34FSYKAIFA9AkERwq2LbtEtfXzdr3u1eO26ddq5+PT69Xq+3etL+SAICAKxEQiGEG5dtEj7DZgisLIQTfgRcLjhRzCkEf1ergUBQSAeAsEuO8ZrnjwlCAgClSAQjIVQSaPkWUFAEKgOASGE6nCTXwkCmURgeCZbZaFR+zo71ZEjR8rmPKGpqex9uZk+AsgM2ZEOHTqkRo4cqerr69XYxsb0K+dhDYQQIkLZ096uOjs71cEDB1RnR8//gwcP6idGjRqlRjU0RJ4+fvnWnj36Q11dnVY0FK7xrEZ9DVnwWZI9BOjw27dt0zKDAJAH8tqxa6e+37apVR09elQdPnRIyxB5rH/mafWTO+5Um9va9LPIFpkhr8lTptirrOc559qpaBSpfXe7VqKxY8fqTtxwaoNWjEpHEjMamf/kSxnkg6JNOK9H2YQgqu8VYEuKYvhcS4v695EjurM3NDQUSTluKciIfBkQsByihADRmDzj5hfyc7kjBITf1tqqGDVQqsmXTOnprBZHcspsb29Xe3a3q9e3b1cXT56sy0XxooodsiLZrDudlY65cUOL2rdvn1r52KNq5qxZNoss5r129WqtK9xAVyg3y9ONXBBCVKEOHDigZs6elZpgTV22b92mRyRIYfHtS/QoVNRCuSgiQIdcu3qN+saECVpuaZFodCB55FeP9bIiipXNwEWmCYHOt7GlRT23oUWzuiECX+QGOW1ubdX1Q9Gpnzgoe0sHy4ARGbNdkgMEEjhkxcssWjZsKJw7bnzh6ivnFNp37/ayjqZS3d3dhTWrVun6Lv3xHYWuri7zVa7+d3Z0FLZt3RpUm6kveoa+ZSEFayEw+rc8+6x692/vqpNPPlktuHmhHkVwDOE9Zm5+7/3LgxpxoxbN9fOb1bzmZu3swsr54J8fqFO+eIq+l7XRknabuTrTp+ubmx0MhckVgc49+PMVWlZMJ0K28oIkBOZzMy//vvrkk0+KUh02bJg644wzFMuEEIErp1OxAgleMJVAwd5++4/qw3992CvnE044QbW98tvMOLaYEkDgdCLkFjLZsdqxdtVqFbKPIUhCmHLRd9R7773Xq6PwYejQoeqNP7yp15X7fBngja+MGaOO/e9Yn5qzmevtv/y5z/3QbkB8M6ZOC7oDlWKOtRPyylFVgUm8ECVuevcff4/7aOznypEBP/7ss89UZ0dHJggBM3TokKHqmOpLCB//52Md3xD68hfWwJ/2vhNb7iE8mAYZJNkfqyIEBPNUy8ZB5bOged6gzyT9AAydlfTpp5+WbcqJJ57Ybxh12R/IzdQQuOmGG7WsiIy0SRZJ9ccgNzeddNJJZQU8bPiwoB060UYNNPof/e/RINuJr+CaOVdFm5n5a/wJWEJMjfB9+Z6CIwScUMeOHdP+gii4+A+mT780aKdUtD2MJvOar+/TTpynXxg5UjviQrGGqCdEQIdgpMxTQo6Qwrz5zUUMfG5/1VOGNBpFyDHe9589sEJ3/Ed++bA6fPiwGjZ8uJr/o/lq7nXXpVEta2Xeu3y5Gj16tPrNcxv15hymCkt/ukxbB5iic+dcpZ5/+SWrpmitjYMMqCebh2ybzbXW1ebvWUqFHNg8N5D1Z7MOcfIOhhAMGbzw8ktFQNt+90qcNgb9DCRXjujAARPcd1IghoIOwCiZ9xTCUngQU4ZyZJB35aL9dDI6G6Tg6/Rh8ZIlQgYBKav3hCBkMLA2hUAKA7cgv99eOPECvfPWJwS8JgQhg3iq4hMpYKkgN0mDI4BPBZ+YT3h5SwhCBoMrVPQJH0jBOBBDWF6LYpfWNdM9fEE+kYKXhECU3rI7l2qwfPbIpqVI/ZULKdTV12tnY3/P2LzPygerCayOSIqHgHG4ou8+JO8IgdEFxeJUHCGDylUEM5QzIVmBcJkoj2PMICVJlSHAWRg2Qvwrq0XP014RAiYnASxsgQ1hiaYawG3/hrVuYhMI4GL3nYvEJiVk53tMhAssQi/DG0Iw80/YMrT98L4pAaTA3JStuBCD7URobp6DjpLGN00fjDeEgGOFJCZnMurFdIvzBTDl01SwZFqTr1zWrFrtfMpnEPaCEDBtcSRickpKDgGmXZy8BClggSWZyI+pgqTkEWBQxLJLYzkydUKACH6x4gExOZPXK50jkYJ4/pN2MuL4JSxZUvIImCkfKw+urbtUCYFRRlYUkleo0hwZcVAszi1MIpEPKwqQjSQ7CDDlu2f5feqBz6fSdkrpm2uqhAAZ6OPHHb10o2/z83GHEQenH8fRY5HVkvg9+UAy5CvJHgI413EOu0ypEYIZZXB8SbKPgHEyQsK1+BP4PTKTGBH7MkujhFQIQUaZNEStdGwHFhmdutqEZSAxItWi5//vnBOC8RvIKJOOcoA7kYzV+hMgFEnuEcAHxO7IWqy7OLV2TgjiN4gjFnvPGH8C70us1Z9gr5aScykCTNH4S3q1qLQcp4RAvAGjk/gNSsXg9jOKhQc7TnwCI5KrEGi3KIRXmlktsikPZ4SAySPxBv4oIR7sOPEJkAavsZeUPgJYd5ACIem2gsKcEAKjDIq1eMlt4p1OX6+KNWApkmlDfxFx3Od7lFCSHwjwyjub8nBCCDiw2KcvgSx+KJWphRlx2EdSOuLwmfuyacmg5c9/HLu23oFpnRB0TPamVqus5o+owquJDgybPauPswoymDl7VpAvhAlPCv7U2DohMFXAxLHFaP5AGW5NsNxKlyJvu32JnHwUgEhriSkp1zzrhMCcR9auy0Hvz73oUqTZTCORiP7Ix2VNrBOCTQeIS6CyXhYEgNOXEcd28EvWsXTZvqT7l3VCkC2yLtWj9rJ4LV61UYy1ly45VIpA0v3LOiEQESfJfwT0GYwbWtQTT61XbZtanRy95j8qftfQ7AlKspbWCcGX02STBC1reZk4EczPM888s3j0mkwd/JW0kRkHEieZrBMClcUEZbVBkp8ImP0lxvnLbkacwSIzP+VFrZANfp+kDyR2Qgjzmpu1CeriBGB/RehnzTA7y+0vwVrQJqkck+ad4GxGkDohBBMRB6uVRsR5h3bOKoQlsGPXzj6nHxWXIletdn6uX85EUFFzbUeQOiEEWtxfRFxFaMjDThGALIhWhMjFn+AU+n4LW3jDjVYjSJ0RAi0kIq7pvKZ+Gytf+IeAeU+jLEWmLxsjAyMTGzVySgiYobLByYYYK8sTXw6vzIubnnzmaVmKjAuWpefMEmPSgUil1XVKCKWFy2f3CDAHZQrAC1ziJvahoIjiA4qLWLLPMV1jJcjFsYOpEQKKaUygZOGT3AZCwMxBzRLjQM9Gv+N5/vi9JLcImGVhF4fbpkYITB+2b90mpOBQtxjhSdXOQY25+uCKnvdwOqx6bosCa16K4+rYwVQJAQVL4uUhudWWChuO6Vnr+zONP6G/U5YqrJI8PgAC0bNEGEBdpNQIgcYRaQXzYRJJfIJ9cSdx+pHxJ3CAitkqbb/m+SsBbLHoGDRdbkVPlRAQs3lDMV5USWEggC8BpyRELvEJycsMTI3jt1JfT621SZ0QaABLkS4cJrWCFeLvbZn2yIzAJUhBUrIIQAaciJ3GEr0XhJAsnJKbQQDF2rjB3ivbme7h8KIcSckgAJbsLTEO3GRyjZ+Ld4TA1EE2QcUXYH9PsqQLlrU6EfvLn/s4usgfedl8echAdcjSd1hzYInj1pUTsRQ/7wgBIBbeuEArc2ll5XM8BFAsVm+ScCIOViLy4pXlvDzE1vRksDpk4Xuww1ELlmkeSOwdIeBRXfnYo3puKl7s6lR92Z1LtWK58k5TDuRDuSKzymUGZpCBi0jEwWrnHSFQYRyMgEO8vSjYYCLs+z2nVLkiA1M6DkaIXGRmEIn3H/0GM/TdB8f68HjVdv8U4GCOyrKWe+yrLdEoNAqO6eualKqtd1q/840MwMFbQqByrtdg01KMWss1QV1pzj1NG4QUDBID//eRDKixl1OGgaGUb6MIoFgzpk7zamoFKciULyql3te+kgG1DIYQAPGr48/2SvF7i9n9J5aozPzTN2tKSKG8PvhMBkERAvNRM+pInILSS3wEsfjijCqn/oYUZkybLkuSqkdmhsDN1Kocbmne89qHUAoMIOJopCNwHn3SR1CXlufzZ0aaEBx3yKyxsVFbMkTgpRGO64McCdwiVoMIRN+suSg+wUwZTKUBk47AWQp5TpxpEIoXn3oamUHmeVo5MhuVCCEHA5/JgP4UHCFQaaNgeSKE0DsRMiPMmXbMzUl8CVYcbWUV6NXXtgRB4EMKhUKh0o415vTRsX/i4lVuKBngExyTxcS+BN6R+eqW3wehVIPJwJjPWZ72mTayTdz2NCnR/gghZCFNOn9i4eor5xS6urqy0Bzdhs6ODt2mS787tcB1lhLtoV1Zkxn6R5vQx/bdu4MTWZBThnIjECZZ41mNek0+C4e3spKCd573WIRibpaTS3/3mELQLtpHHEUWZEYbaAt6SNtCtFirmjL0J2Qf7rPld82q1VrRbJtqNtvLFKiuvj7VnW822xfNmzm2OQeAaYSvS3LROkev2anICgKHmtx3fzjO3mgbzHXmCME0LLT/EFmII0qSOIMBxEAKgRgMEYRS3ziyygUhMNqiaFfMnqVHH2IZfEiMjJtbW/VbkagTZqakngCetk2t+uSgefObvZIZDmyIwJxEFQJxVaJTuSAEAGFOjpK9vn27umLmTKsvzBxMACgVBEVdLp48WR9YmnfroBxmWAzIbHNbm5bZ5Et6XhZT7lnb96L6g8x4Ca7vMQXVYJIbQjDgMCojXKLmqn1hickr7n/KjO5ENKOMibyMm09enwMv0yHN8vKE85pUU1OTtWVYymlvb1d7drdr4h47dqy2MCGBqCyzJpPcEUJ/AuQNOYxGeL/xEuMgqkb4UcLp7OhUb+3Zo0aNGqV27NrZX9FyvwIEDDnQUbEg+IzMWK3ACUuYNNMv7sVJdHzy6Ozs1INEVGZYbRAP/7NMAlGchBAiaNCZURD+DnQdUA2n9j4KmyPHMfOjielH9IRcRjLCqvktioRi+uKziNY7K9d0ZuRlyIEOzUnQ+/bt69VESJl08ODBPvchfzq8kZn53OvBnHwQQqhC0ChVXV2ddPQqsEvrJ5A9KS8jfbU4CyFUi5z8ThDIIAKZiVTMoGykSYKAcwSEEJxDLgUKAv4iIITgr2ykZoKAcwSEEJxDLgUKAv4i8H+SeF9S9WF14wAAAABJRU5ErkJggg=="></p>
<p>What is the phase difference, in rad, between the particle at X and the particle at Y?</p>
<p>A. 0</p>
<p>B. \(\frac{\pi }{4}\)</p>
<p>C. \(\frac{\pi }{2}\)</p>
<p>D. \(\frac{{3\pi }}{4}\)</p>
<p> </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 person wearing polarizing sunglasses stands at the edge of a pond in bright sunlight.</p>
<p><img 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" alt></p>
<p>The surface of the pond is flat and the line of sight of the person makes an angle <em>θ</em> with the surface. The refractive index of the pond water is <em>n</em>. What is the value of <em>θ</em> for which the intensity of the sunlight reflected by the surface to the person’s eye is a minimum?</p>
<p>A. tan<sup>−1</sup>(<em>n</em>)</p>
<p>B. cos<sup>−1</sup> \(\left( {\frac{1}{n}} \right)\)</p>
<p>C. cos<sup>−1</sup>(<em>n</em>)</p>
<p>D. tan<sup>−1</sup> \(\left( {\frac{1}{n}} \right)\)</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>This was very poorly done with over half of the candidates opting for A. Simple recall of the Brewster angle, which involves tan of an angle, should cause candidates to eliminate B and C (which most of them did). To choose between A and D, though, it is required to look at the situation as depicted (rather than jumping to conclusions based upon familiar diagrams). θ is the angle to the surface – not the angle of incidence. So A must be incorrect.</p>
</div>
<br><hr><br><div class="question">
<p>The fundamental (first harmonic) frequency for a particular organ pipe is 330 Hz. The pipe is closed at one end but open at the other. What is the frequency of its next highest harmonic?</p>
<p>A. 110 Hz<br>B. 165 Hz<br>C. 660 Hz<br>D. 990 Hz</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>Light travels from air into glass as shown below.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The refractive index of the glass is</p>
<p style="text-align: left;">A. \(\frac{{\sin 30^\circ }}{{\sin 80^\circ }}\)</p>
<p style="text-align: left;">B. \(\frac{{\sin 80^\circ }}{{\sin 30^\circ }}\)</p>
<p style="text-align: left;">C. \(\frac{{\sin 60^\circ }}{{\sin 10^\circ }}\)</p>
<p style="text-align: left;">D. \(\frac{{\sin 10^\circ }}{{\sin 60^\circ }}\)</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 polarizing filters are set up so the transmitted light is at a maximum intensity.</p>
<p><img 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" alt></p>
<p>Through which angle should polarizer 2 be rotated so that no light is transmitted?</p>
<p>A. 45 º<br>B. 60 º<br>C. 90 º<br>D. 180º </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 the shape of the wavefront as a result of the diffraction of plane waves by an object?</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>A beam of unpolarized light is incident on the surface of a liquid and is partially reflected and partially refracted as shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>The reflected light is completely horizontally polarized. Which of the following is the refractive index of the liquid?</p>
<p><br>A. tan 40°</p>
<p>B. tan 50°</p>
<p>C. \(\frac{{\sin 40^\circ }}{{\sin 50^\circ }}\)</p>
<p>D. \(\frac{{\sin 40^\circ }}{{\cos 50^\circ }}\)</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>The majority of the candidates got the answer to this question but an almost equal number thought that the refractive index was given by the ratio of sines in option C. This shows clearly that candidates thought they were dealing with Snell's law and not Brewster's law.</p>
</div>
<br><hr><br><div class="question">
<p>Wave generators placed at position P and position Q produce water waves of wavelength 4.0 cm. Each generator, operating alone, produces a wave oscillating with amplitude <em>A</em> at position R. Distances PR and QR are shown in the diagram below.<br><img src="data:image/png;base64,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" alt><br>Both wave generators now operate together in phase. What is the amplitude of the oscillation of the resulting wave at R?<br>A. 0<br>B. <em>A</em><br>C. <em>A</em><sup>2</sup><br>D. 2<em>A</em></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 liquid in a U-tube is given an initial displacement and allowed to oscillate. The motion of the liquid is recorded using a motion sensor. Which graph shows the variation with time <em>t</em> of the velocity<em> v</em> of the liquid?</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>Light is diffracted at a single slit. Which of the following graphs best represents how the intensity <em>I</em> of the diffracted light varies with the diffraction angle <em>θ</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>Polarized light of intensity <em>I</em><sub>0</sub> is incident on a polarizing filter. The angle between the plane of polarization of the incident light and the transmission plane of the polarizer is <em>θ</em>. Which graph shows how the intensity <em>I</em> of the light transmitted through the polarizer varies with <em>θ</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>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Plane-polarized light is incident normally on a polarizer which is able to rotate in the plane perpendicular to the light as shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>In diagram 1, the intensity of the incident light is 8 W m<sup>−2</sup> and the transmitted intensity of light is 2 W m<sup>−2</sup>. Diagram 2 shows the polarizer rotated 90 ° from the orientation in diagram 1. What is the new transmitted intensity?</p>
<p>A. 0 W m<sup>−2</sup><br>B. 2 W m<sup>−2</sup><br>C. 6 W m<sup>−2</sup><br>D. 8 W m<sup>−2</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>A point source of sound is placed behind a soundproof barrier as shown in the diagram.</p>
<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPSMT';"><img 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BZFIYAAAggggAACDgECCB8EBBBAAAEEELBdgABiOzkFIoAAAggggAABhM8AAggggAACCNguQACxnZwCEUAAAQQQQIAAwmcAAQQQQAABBGwXIIDYTk6BCCCAAAIIIEAA4TOAAAIIIIAAArYLEEBsJ6dABBBAAAEEECCA8BlAAAEEEEAAAdsFCCC2k1MgAggggAACCBBA+AwggAACCCCAgO0CBBDbySkQAQQQQAABBAggfAYQQAABBBBAwHYBAojt5BSIAAIIIIAAAgQQPgMIIIAAAgggYLsAAcR2cgpEAAEEEEAAAQIInwEEEEAAAQQQsF2AAGI7OQUigAACCCCAAAGEzwACCCCAAAII2C5AALGdnAIRQAABBBBAgADCZwABBBBAAAEEbBcggNhOToEIIIAAAgggQADhM4AAAggggAACtgsQQGwnp0AEEEAAAQQQIIDwGUAAAQQQQAAB2wV8bS+RAhFAwCUEOjs71dHRIeunOyze3t6yHiwIIDA0BAggQ6MdOAoEhpzA1i1btG37dtXV1Q25Y+vPAaWkpGjRokWKjo7uz9t5DwIIDLAAAWSAQdkdAu4i8M233+qzTz9VWlqaIiIiXLpae/bsUZQJHuPGjSOAuHRLcvDuJEAAcafWpC4IDKDA6bIyJSYm6plnn3WEkAHcte27evuvf9WmzZvV3Nxse9kUiAACfQsQQPp24VkEPF7Ay8tLaenpmjplijIyM13aIzc3V/v275cZ0OLS9eDgEXAnAUZkuVNrUhcEEEAAAQRcRIAA4iINxWEigAACCCDgTgIEEHdqTeqCAAIIIICAiwgQQFykoThMBBBAAAEE3EmAAOJOrUldEEAAAQQQcBEBAoiLNBSHiQACCCCAgDsJEEDcqTWpCwIIIIAAAi4iQABxkYbiMBFAAAEEEHAnAQKIO7UmdUEAAQQQQMBFBAggLtJQHCYCCCCAAALuJEAAcafWpC4IIIAAAgi4iAABxEUaisNEAAEEEEDAnQQIIO7UmtQFAQQQQAABFxEggLhIQ3GYCCCAAAIIuJMAAcSdWpO6IIAAAggg4CICBBAXaSgOEwEEEEAAAXcSIIC4U2tSFwQQQAABBFxEgADiIg3FYSKAAAIIIOBOAgQQd2pN6oIAAggggICLCBBAXKShOEwEEEAAAQTcSYAA4k6tSV0QQAABBBBwEQECiIs0FIeJAAIIIICAOwkQQNypNakLAggggAACLiJAAHGRhuIwEUAAAQQQcCcBAog7tSZ1QQABBBBAwEUECCAu0lAcJgIIIIAAAu4kQABxp9akLggggAACCLiIAAHERRqKw0QAAQQQQMCdBAgg7tSa1AUBBBBAAAEXESCAuEhDcZgIIIAAAgi4kwABxJ1ak7oggAACCCDgIgIEEBdpKA4TAQQQQAABdxIggLhTa1IXBBBAAAEEXESAAOIiDcVhIoAAAggg4E4CBBB3ak3qggACCCCAgIsIEEBcpKE4TAQQQAABBNxJgADiTq1JXRBAAAEEEHARAQKIizQUh4kAAggggIA7CRBA3Kk1qQsCCCCAAAIuIkAAcZGG4jARQAABBBBwJwECiDu1JnVBAAEEEEDARQQIIC7SUBwmAggggAAC7iRAAHGn1qQuCCCAAAIIuIgAAcRFGorDRAABBBBAwJ0ECCDu1JrUBQEEEEAAARcRIIC4SENxmAgggAACCLiTAAHEnVqTuiCAAAIIIOAiAgQQF2koDhMBBBBAAAF3EiCAuFNrUhcEEEAAAQRcRIAA4iINxWEigAACCCDgTgIEEHdqTeqCAAIIIICAiwgQQFykoThMBBBAAAEE3EmAAOJOrUldEEAAAQQQcBEBAoiLNBSHiQACCCCAgDsJEEDcqTWpCwIIIIAAAi4iQABxkYbiMBFAAAEEEHAnAQKIO7UmdUEAAQQQQMBFBAggLtJQHCYCCCCAAALuJEAAcafWpC4IIIAAAgi4iAABxEUaisNEAAEEEEDAnQQIIO7UmtQFAQQQQAABFxEggLhIQ3GYCCCAAAIIuJMAAcSdWpO6IIAAAggg4CICBBAXaSgOEwEEEEAAAXcSIIC4U2tSFwQQQAABBFxEwNdFjpPDRAABBBBAwCHQ2VKtE8dLVN/Urk6va0HpkG94glITohUU4HMtO+K9/RAggPQDjbcggAACCAyeQE3xQa1bs10nCw6qqKJejS39OxYvdSh25mK9/MAcpcUG928nvKvfAgSQftPxRgQQQACBwRDwDojQyOwxigj3ldfmNfpsw3aVVdZ3H0qS5t46Q6lxYVJnZ6/D85KPGXTQ3FSnqpKj2rz7sCprm5QduVBPNrf32o5f7RIggNglTTkIIIAAAgMiEJY0RnPMQ1qoOROTlbfvhCpNAHF0hMRO1QNPvaCbxibJxwSQ8xHES17mdE1bS73OFh3RT0s/0ztfrJafj5e8rRdYbBcggNhOToEIIIAAAgMlEJmaoZEhodpmdugIIJFxio6JV2xsrPoe1RGrxOEjlToiXCXbDmu/yR7nQ8pAHRX7uRIBroK5EiW2QQABBBAYmgI+vgo2PRjnwkZruzo6Lh8pQpMmacHECHU216i+uY0QMgitSw/IIKBTJAIIIIDAYAsEaNy99+ruonTFhvkN9sF4ZPkEEI9sdiqNAAIIeK5Ae3OzOv38FDvxET01yV9+fj667qNAOlvV1NCklvYOMzbW9Nj4BCgwyM/89L5s2Z3tLWoyA2W9ff0U4N/ztd2p1pZmNTe3qNPbT4EBAfLzda2TGj018dxPIjVHAAEEEPAggXYdXfGJDoRN1OwpOYoL7Tp5015bqLXrdqmyoUN+5kvexwxOVXu7/CLTNWVSlqLCAhxBob2mwGx3QLUtbfLtCQNmu8DEHE0dm6qIYOfelM7mKh3N3an1u/appOyMmh0BxNuEhQAFBMQpe+okzZwxVnFhQedPI3W3RmtDtYrMpcbbduxR3vE6TZw9TzfPmyK/2hLt3bRJO3MP6ZQJU15efgobnqVpN92kadnJCnSRHEIA8aA/dlQVAQQQ8AQBawTIpUeB1GvPl5/qm+E+ysrKMAGk62uws7ND1eUntWfPHu0+VKiahmZzyUybAmOm6+/+4XeaMy7V8cXeYQLFyaO52rZ5swoq6tRoXcFrtku+7e+UPCLRKYC0VBzWZ0u+0drlP5kAkqfIzMkamxGvhqL92r6vQNX1ocqaNEmbHnxGz99zozKiQ+StVlUUHlPupo06erxA+/IOadvuAyo8FabFfklKS2rR/mVfa8lXa7Qn77hquhs0ICZFEw9W6OWnH9TC8QkXhZmh2O4EkKHYKhwTAggggED/BPy8HZfV9n1KpVVlB9drw4kzqhxmBp72GqzqG56im2+9W+lZaQp8/w19tOKAymtbpaPeKqmoVatJNIHmiHzD03XzHXcqKT5A7/7bu9p04rQazPOdZ2pN70av2NNZq20fva833vxUh09XafS8u7V48WLNGZus+qK9+vGzt/XRsl06snuVjpxtVMbIeMXdNE4RfnWO9327bbMOFJToeHFl19U9Jprs3b1cb5bUKnfLUTWHpeqGhakqyz+iI2a75oqT2vrdR0oZHqvRI+9XiguMayGA9O8jzrsQQAABBIaiQMtJ7di8Si2l0eYru9fS1qxTJwt0cNsKrS46pbiJcn7dnGCJiE/RBPMIKN6iVdvzugKI/M0r1n9di5eZBC0lc4JS0hN0avUq5Z0yAcR0llgnXnqX11p5WF8uW6diEz6kOC2471e6Y8F0xQebUz5paUoOr9e+fYVaX12slpObdbTotOpaOkwA8VXMiFFaOHKsJuTnaunX32lbQYXZR4X2bF2q8oxxmrHoV5pz41SNSgpUyZ61eveDz7VuT4FUk68D+3K1v/AXSsmJ7jrgIfx/AsgQbhwODQEEEEDgKgXKd+jzd09qeWDXmI1z725rUtnJIp1taJR11iTu3AsX/+IXGCxv73MX9l68gfWMd6hi43zNOA7zuwkgFy6tlUU61tygrvlZ45QQHa7gXvebicmeqLSwYdouE0DMmzvMOBJHj4xXmKY9+oSmmefqjg7XqRNmDIgjgEgjMqbo/ide0AO3zVdafLgj8EzIjFXN6eMqOFagIlNYVV2LmeG1jwO68ACHwDoBZAg0AoeAAAIIIDBAAvXxmjhptlKTQuTba4ZTLxM76qpO68DmlcrNPzNAhV16N37hccr0C9R+s0l9UpLCzCBTp4tU2r0VbPpVemJO0ek605NiTvno/NdyQESoAsJCuwuJ1IQZd+juuxcpI8pKPV2LT6gpJyleaeFyBJDW1ha1mjEp1smgnl6bnm2H2s/zNR1qR8bxIIAAAgggcLUCsZN0zxPP6+YpSY7TIufe3tmuhupyHViboH/6lw+6x1Wce3XAf/GLGqOHn3hWI+eUqiF5iqamx8nfq1MNZ0t05OAebdu+VZuLytTUXfLp8jo1tzjfk8aaSL7T3DCva4lQZFiceZwPH13PmytqzKW8PRfk1FTU6ExFtdrMi87X43TvZgj9IIAMocbgUBBAAAEErlEgMlAB5lJYf19zKa3TrnwVHpOsmXcu1rzP12il+Wpv6zVm1GnTgVjxGWZOpTypyW1m/g7vDlWV5mvNpxu0c99B7dm7WyfqW1VYXX/u7M2FY0guPgRzisaEqF7jZi/exDzTbG6w11TTfC629LnREHmSADJEGoLDQAABBBAYAAHrLEZPp0Ffu/NP1A0zpqrEN0aBftf7JIWXmqsKten7Fdqwe4u2mEtr60KzNc6cInpq2hgd+PpVLdt4WGd7ukH6Ot6rfs6a2Oz8oNmrfruNbyCA2IhNUQgggAACgy3gq9F3PqrQ9kglhV94OmNgj63y6CZ98vmXWvLhdzp0Okgz7rxLD912m+bMnKKUOH+tyftYW3dqgAPIwNbheu6NAHI9ddk3AggggMCQE4hOH6fzF6m2qyK/QK3DYhUdES5/awZUMxnYz01ldiUVajiVqw/eeUN/+XytyqqGacG9T+vF3z6kG7LjFOhrldGgdusc0M/11lxJQS68Te/Lll24Ghw6AggggAACVy9gTa3+0ftv6bttR1TV1DUI1M8/UF5mYGf/l1YdXfWRlvywwYSPBkWOnq8nfn2fpo2O7w4f/d+zO73zWoTdyYG6IIAAAgh4nEC9cr82QeHrXTpbaw0W7fpKDIsfId+AoJ/X6GxWbV27ueS1ezNrxGvPkJLOOh1as0+1ZgZVa4kdn6Ok2HAFXPCNa3V+XM9xsI7Ch/D/LuAYwkfKoSGAAAIIIHCRwAVfY2YqdnN3tou2uviJdhVu+1rvfvSVzoaO1+TMZEV038UtKDxCPubOs13LaRWdqTZzdPS6RLalSnuWfKiVe4pV2T3nV52ZDrXN3GjOsXSau9e2dahntTIvX+VVdWo5lzaaVXRgqzbkV557vynQEWCKD+zV8fIqM627WTV3zfVyml+1+5B+7ocVhJwv//m5rQf1NcaADCo/hSOAAAIIXItAR0Otis0soucuJKmqNLOBNqnVZIG+z6J0qqXhjI5s/Umf/PVNrTx0SplPTVZKYqR6LorxMtOhe3X3hkintfKLz5U+zF83jR+htipzzxUzBfvSDz/UpvwymU4Qx1K+Z6N27M5SS2GIojMT5BflIz9rjKsZTlK+d4X+9v5I+S6+WSkBpndk40atWrdcS3cUq6o7wJwuPKD1K1tUvG2T0u59SXfNnqjgxga1NVl3mrGWNrWaeppcc9Firs41M6n2evpK8levzQfrVwLIYMlTLgIIIIBAPwU61dRQr5qzxdq55Avlmnu7NPbs6fQOLXnvNRXuy9IwMzuXc/9Ii6qqa1RXWa6j29Zq88GTqm5M0XOTshRn5g/pWXyjMjVnVJyOHT2hivp25a35Wn9pOq0tWUlqrzypbRvylHrjdM2K2KZtB06Z6d3NkNIj6/XhWw1aFpqqe19+WikTxyt0zWEzn7p1v1ozNfznb6vx9C7FmZvN5W3YquCcicpOClaLCRhm2g6V5/6gdwvNPKjxEzXK9Hs0nynQ4Y1bdCg3v/uwarQ3b5827jiiBeOTTG+Nrzrb21RTfly7jp5UfnXPZsd14uAuHTyeoqykYQr097vAoKeWg/+TADL4bcARIIAAAghchUDt8U369PsNOnT0sHat2KCiCuuGbz3LSf305TvavDpSQX4XfvmaAFJp7mzber67IHLszZqYNlyh1qmb7sU7ZKQeefQhlRYX6pvtxSYg1OvAlpXmYTaITNOCBQ/q2efvVeVn/11HjpgAYp5OGTtaWZlZGpEyTpkJscrOeFQPHDezkn60TKfMnXJVn6/1P5gwEZtl3n+vHn70Xnlv/Yv+6Z0Vqikz/TeVJfLN/IUeefLXyqjfrk/f2KltG/cp9/Dp7qOq18Hty/XWf57VnimzNe/GHHXW5Gn1slXatmOnmdisZ7Pj2rL8QzWZ/d177+1aMP8GhQ/RUzIEkO424wcCCCCAgGsIdJoegsCgUMUPH61bfzX6mg56WM58jUmJOnf6pWtnXkqadqeeerlNwzfuV35JtZm63UsBIcMUmzFZty9aqJyUcB09eosWNGZqfliMcm64UTdMmajU2GFmFlYrzMTq0ad+rbD4bB0uKHWMCfH3D1ZI+ngtWjBXY5KjVBfdqqe803S8rE6+QeGaMPtW3Tw9W9V7TmhYXIam3mI9+qheSIi5CZ6/OgNDFDtitG63HhdtFmJufuc/ZHs/rMP16jTLRcfNEwgg4PECL77wguOmVn//P/6HMjIzXdrjzTff1Lvvvqt/+ed/1rTp0126Lhy8nQKdqq+q0BkzCLXJfFMGhkUqLmqYAvx8TBwxozJqK1Rc2aTwqFiFhwTIMYXIhYfX1qzqGjMA1Qze8PEPUnhYsHx7DU5pqjcDXM3lv/7BYQoK8LvEuJULd+oe6/SAuEc7UgsEEEAAgQEX8FKImaDMevS1+Jqej9Swvl7p9ZxvgCJ63b221yuOXwNDImQ6MjxyOX/SyyOrT6URQAABBBBAYDAECCCDoU6ZCCCAAAIIeLgAAcTDPwBUHwEEEEAAgcEQIIAMhjplIoAAAggg4OECBBAP/wBQfQQQQAABBAZDgAAyGOqUiQACCCCAgIcLEEA8/ANA9RFAAAEEEBgMAQLIYKhTJgIIIIAAAh4uQADx8A8A1UcAAQQQQGAwBAggg6FOmQgggAACCHi4AAHEwz8AVB8BBBBAAIHBECCADIY6ZSKAAAIIIODhAgQQD/8AUH0EEEAAAQQGQ4AAMhjqlIkAAggggICHCxBAPPwDQPURQAABBBAYDAECyGCoUyYCCCCAAAIeLkAA8fAPANVHAAEEEEBgMAQIIIOhTpkIIIAAAgh4uAABxMM/AFQfAQQQQACBwRAggAyGOmUigAACCCDg4QIEEA//AFB9BBBAAAEEBkOAADIY6pSJAAIIIICAhwsQQDz8A0D1EUAAAQQQGAwBAshgqFMmAggggAACHi5AAPHwDwDVRwABBBBAYDAECCCDoU6ZCCCAAAIIeLgAAcTDPwBUHwEEEEAAgcEQIIAMhjplIoAAAggg4OECBBAP/wBQfQQQQAABBAZDgAAyGOqUiQACCCCAgIcLEEA8/ANA9RFAAAEEEBgMAQLIYKhTJgIIIIAAAh4uQADx8A8A1UcAAQQQQGAwBAggg6FOmQgggAACCHi4AAHEwz8AVB8BBBBAAIHBECCADIY6ZSKAAAIIIODhAgQQD/8AUH0EEEAAAQQGQ4AAMhjqlIkAAggggICHCxBAPPwDQPURQAABBBAYDAECyGCoUyYCCCCAAAIeLkAA8fAPANVHAAEEEEBgMAQIIIOhTpkIIIAAAgh4uAABxMM/AFQfAQQQQACBwRAggAyGOmUigAACCCDg4QIEEA//AFB9BBBAAAEEBkPAdzAKHVpldqittUNeXl6Sl7d8fMxPp6VD7Z3espKatQkLAggggAACCFy7gMcGkKbqIh3YtVeb9uapvq5FJmPI29tbYTGpysweo5wxmUqIDFTt0WV6f0eUHrpzomJCA0QGufYPHXtAAAEEEEDAAwNIiwp3rdLnS3/S9k3btXHPETW3Biom2ktnK+sUHJXiCCBjRqcqZ1SGzm75UG/mL9TNN+comgDCnxgEEEAAAQQGRMDDAkiHirYu0Z9f+6s+/Wm/GprjNO/uhzU+LUOJCb6qOnNGZ0qPK3fdcn22uVHhCUlqLStTXea8AcFmJwgggAACCCDQJeBRAaSlfJ9ef/V1Ez7y1NCSoDuefEnPPHebJqcnKtDXnIPpaNXZ0wXaMz1H33+5RF9sPKLG9naHFKN1+SODAAIIIIDAwAl4UABp1+Ef39TXm46Z8NGhzLkP66XfP6IJSWHy7RnY4e2nqIRszX8oQ2mpyWqu+b/03Z4qNQ6cN3tCAAEEEEAAASPgQf+wr9Oe9RvV2tTsaPjxd9ystMig8+HD6ePgo9Tpd+mVFx5WWliwfPzMiz0hxWk7VhBAAAEEEOgS6OzsVGNjo8rLy3X27Fm1NHd93+DTt4Dn9IC0VOjoiXa1tHZB5JedVXNHR98qjmf9NGrR01rwzlc60fQzm/ESAggggIDHCliB4/jx4yrIz9fJkyd1xgSPuro6M6WDj8LCwpSQkKDUlBSlZ5ixhomJ8vOz/kXLYgl4TgDx8pW/qXBPR0bud+/ry5xYPbJwgiIDfM897/SxCBiuebMS9dEPnero6HR66VIrbc0NajbDRrzbWtVkOpiCgkMUYMaX9JR7qfcN5PMdrQ2qbzJlm6t2fB2Tl3Sooa5ebaYOQaHmlJO31yWOp0NN5g9TS0ubrNp6+wYqJMjfXJ58hUff0aL6+np1eJvLldvazKcrQMFX8/6BRGBfCCCAwHUUaDfjAw8ePKg1q1drz549Kq+oUGNDg0JCQjRs2DC1traqsrLSfHd0KCgwUCkjR2ratGmaO3eu4uPjHQHlOh6eS+zacwKIX6yyU3zknyfVW71ih1boL3/yVsmpx/XsffOUOixAF3/P+ilz2lxl7IuW70UTlPVu33aVnzig7VvW6WC+Sb9tneYLuEUtnT4KCI7XxBlzNGvmaEUFng867dUFWrp8m1q9g0wi9ur6kjdf2v5xObpxSpqCu0NRe9Vhs91+mRQjb5/uM2Zmu6DUKZo1drgC/M6fRWusLNXhfbu0bttena4N1xO/f0LpvjVa+/XX2nas1ByXt4LDJuihX92qtFhzaulcrmhR6ZFcrVu+WQXmD0xdc1c3ka9fkIJjMjRv4RxNSk+QvzVQt6+ls175O7fpx007zR/CSjOnihVAmtXpG6S4tEm6ad5sjUkOdwSfvt7OcwgggIArCdTW1mrFihX6/vvvVVRYqLFjx2rKlCmKM8HCChc9AaTChJIz5lFSWqqdO3fq3Xfe0b69e3Xf/fdrnHlPgAkmnrx4TgBRgDJnT5ff2qVS93m50p3L9NapClUX5Oneh+7WrJyUrqthen0iosffpxefbFNc2CUmIWs9o42ffKSl27Zp46Y1aggbp9T4YfJpPqVN2w+puSVI2dO2aMu0O/XY07dp9PAQxxd/R2e7qk4V6NDRQ9p+sMjMRWJ6Hcz5oZDh8xX5v/8PTUwa5hif0t54RvmHdujg7h3Kr2qWmbTVsV36o/+oCZkJJoC0qTzf7GP9OuXmF5jJ1XZqQ+4RNbVM1Yz7Zuvwys/0xnsfKPdUg1odnTgZ8ho9Rr+5ZZTCAkygaD6jDd9+oKU/bdKKpRsVNHa60uNDdObgDu0+eUatwSnasWubFt73Kz26YIx5j/NHpr22UCve/0Tfr1+t7zZUKGfyCPm1nNauffmm7m0KTRqnbbs26a5HntZtJlgF9gpMvZj5FQEEEHAJAev0yueff65PP/lEsbGxenzxYs2fP99xesXX1/nvx54KWb0h+/bt06pVq7Tsxx8dgeTXzz2nqTfcoICAgJ7NPO6nzz+YxTNqbWY5jR+us/l7dPB4uVrbu0+p1Jbq4K5cFZ2u0PHKVgWHRyo2wvQOdHeHeAfFKDMtzgQTnz5OW9Rr6/t/1L/9+6v6fkuesm5+TI89/qTuWrRAs6ZPUFK0v4r3HzTnBw9p57bDOtPQrhE5oxRrwoxf0DCNSB6uhLhhqj60QRtNaDhVcVanTrZp4eP3KC26K6h4+YUozpw3jA5t0p6la3WwuFTlppciaPydumf6SIX6V+mHf/pf+n7rei39fp0OnCxTW7s1tsUk69YSfff+lzp5tqHXlTyV8s5ZpFsnjVBIR7mWvfm6Xn39df2wtUUzH3xQjy1+QnffOk+TRiWrqXCHTpScVn7eXu09UaGknMnKiI8415PRUV+oL157TX/+j7/qoF+27nvgET362F2aO32iUhLDVL3/qE6dKdER0ytztKxKaZOnK3nYeVvP+Ny5bi2//eYbR/fx3DlzFBUV5boVMUdu/evT6ia/5ZZbNHz4cJeuCwc/eALWaZfvvv1Wb7/9tsaMGqVnTYhYsGCBoqOjHTNpX+rIrPEg1vgPq6ck0vxZWr9unY6ZMSOZmZmKiYn52fdeap/u8Hzfcc0datZHHYITJun5F15Uc9t/6hMzF0hjS9ccH1Ktti37VNt27tWB7Rs18caFumvhNI1KND0ZF5+XObfnU7u/M1/e72lzSb1ibrhbL/z295ozarj8u89tTMjJVrza9P/89TtV1R/T9++/qraQ4fqff7hVyeEBikxKdzx8j/6g77adMJcHW+eGzJgLa9yGlY/MD+/AKKWPMY9RCcr/YonydpqeDHPYfuZ1x6F1+io2Y4Jun/1LjY5/X699t1U1jVaiztc3Hx/TtDsW697MSBXs26JV63erMWqUpmTHm56TTh368Q398c/vaHdlg6bf99/0m98/pvEjusaIaMxoBZ4ywSj/JzXVtupM7g/6avvTWpAz3IQxaxBVuw4te1Ov/eVDHQoap9+/9Fs9c/tkRQf5OYLajJmTldpco79/b5kqzTmvw6u/1J/e/4Uy/+42pUQE9hHmzC5ZEEAAgSEskJubqw8+/FAjRozQM88+qxwTKC7V69FXNcLDw3XXnXfKCjKvvfqqlnzxhSOAWOHEExePCiBWAyfdcKdefMVHwxK/0ZKPl6uoocl8lXYvFXla85V5bNujo7nTNGfR3Vo0Z6JiA/0uHh/SVKwvX39XG4trzViPJN3xqxc1zUxo1hM+rD36D0vX/S88r1271+nzLU1qbK3Qsg/f0KLbJ+neqeZ0T3dQ8Q8K7boZXs9x9PXTO0IJiV7mw25ePHfA5nfvKM19/kXHO87Glun91XtMAOnaQczE2/Tib/6LFo6PU9mejZo8c6+ao7J088x0BTYc1etvf679tQ1qS5ypxS/ebcZpdIcPx9v9lD19jvwCNpl81jUmJL+srrt3xRxC1SG9+e5XOl7XqKlP/UqP/XLiufBhvd0nOFm3vvio3vt6o7aaAGKGpGrzF8t04un5Gh4eeInLnx0F8z8EEEBgyAlY4z4+MaddrIH6j7z4orJND8jVhI+eCvn5++v2227T0SNHtGLlSk2cPFm//OUvFRQU1LOJx/z0uABivhqVakLIy4npykjKML0Cy/XD5kNqbLa+IruXklx9/2Gudh3I14Ett+nRp+/SuOHWIMqeDaTKw6u1ZMMRM6DVpIHQCZo3OdWMdPY5v0H3b/4xY/XkvbO0bN9SNZoxHKrdqfe/262bTI/G8IhLjCu5aC9X9kRwtOkmNzfUk6rNI0a3PfmCZply/H18NWLyfD1pHl1Lhw4v+VirDtWp0VQ7afp9mpQcoYDzo1Idm4WlTdcjdy3Qut0F6vCJ0ORJyQry76pjxZ6lWnPEnNqx2AJqlLtls476dsi6Dr5r8ZVP2y4zFsXq1eleKrbpRHmNpo2ININ6e57kJwIIIDD0BXbs2KEdZqzfrSY8TJ06VYHXMIA0JDRUDz38sHbu2qXlZkzIhAkTNNJcJeNpiwcGkK4mDhueowdeGqkJZqxG1so12rpiqTYeKldLz9gQs1lp7k96N/eYyqrq9N/+zyc0ygzO7Jo1tUUHln+rUnPJlWMmkcRURQabq1T6/PT4KGveQxr9L+tUKTOI1Gyz0wSQihduVqIJIAP5PdxuBrZaZ2+6lkTNsQZ9XjBotOu1FuVtXKcWk+StZfLUDIUH+l90WsQnMke/fvEV3XC41HTnRCp74iiFBlhH3KLDW9eqpanr/du++lx++yJMXXqFOLPm01aqsoBQRZkrbqyl+Yy3mkxg67Quab4g7Dg24H8IIIDAEBToMKdMli9fLn/TezHHXEYbGRl5zUeZYeYFmT1rlr4yVykWFBQoOTm5Xz0q13wgg7gDjw0gDnOfYGVNu1WvjJ6s2ZPGaqKZKXXFxz/qUH1jr6/SE47TJgEZo/QPv5ql+BDzRd1Ro33rDptZVbu/cAODFOR16bk+AhJyNDvZT7vKzbhQ6/RJSb4qGltlZZ3r9z3s/zPzfZiZ+oprzHnIrt6K1JQo+fXu3jn3gfRWZMo43WwezkurSk8UO85jOnpaFtxs7qcTZnpanLcyXSO6xUy+0jOPSPMZf92YHuN0murCd7COAAIIDDWByqoqx5wfY8yYj6SkpAEZNOpl/rV4kxng/Y0JIIcPH9ZkcyrGunzXkxaPCiDNdbVqCzBzW/idn4/Damy/sHjdcOsTGj1lhiYmZ2vlluX6YvXeXqdlSvTNu+/pkUXjFJ0WI7/WSuUXd3SFCWsHPWcdrN/7WnxClZDkLd+95kXH+I2z5r0/NwtrXzsZwOdazupEabusucKs5cyZnrEdfffhdG3l/P9Oqyunu9433Hu/npyWqhAznwkLAggg4G4CRUVFqqmu1qjsbMfspgNVv1FmHEl4RITyzRUxDaZH3dMCyJV/4wyU+KDtp0W73nxNf1pzVNXWuI0+ltC4LC166Tf63R/+oJcfXaBQM4vnueWEucS1uLLrFI2Z8bPRfPueyx3N1qRj59bOveX8L22qO2VuttvrDIV1FmLQlvYm1dea2V27j2FvXpGZor5vk0sdo9XZ0RU3KlRQWm0Gpw5mhS51lDyPAAIIXLtAtQkf1lwe1iW0AzlvR6gZCxJsBp/WmwGuLS0t136gLrYHDwogrcpf9ZHe/mK7zja0nA8PFzWYn0aMX6iXfvM7PTI3U8H+PUS1qqxrMV/a5ovWL0ypVo9GzymHU/tUagaYmglQL7lY38/nXg6NVagZsNrTX+BlRob0ijOX3MeAveAXqbQkH/l1H//JTbtUVtfsOCV0yTJaTunLN75SQUW92a5DHaYHpCdzbV2yU2fMlS4/36fToN3LflTeqRozmdo5iUsWxwsIIIDAUBGwxoBYA+wH+j4u1mkYbzNHiPW9cn4A/1Cp9fU/jp5v1+tf0hAowd9cau21e6tO1Zgv28scT0jyVD338DyFhfSaKrcncPhGmpsLeZsPY/dOzJUt24+Um5k/L/UV7KswU7Z39wmv6AmTlWTu09Iz/sM3yMyLcX706GWObABe9o1QrLmk11wc41jq9i3Tyr1F5jLhSx2/VLbjC/3537/RyepGY+ej0MjYc1PDH175Sdf7z82rcvExNpfs0Bt//g9tLap0zOZ68RY8gwACCAxdAevv6OsZEmz9DhgizB4VQBzmpRu1bIeZ9KvpchFESsjIkq9/T8qQgs5dURKgrBtmmDkyrAm/rKVOK5ftVuWlelY66nW21Jzy6D4FM/uWyYoJNvee6XqzmZMk3YSB8+V0P+38w+yjypw2OTd0pCcMOW91hWt+Sho1Wr7nEtQJLfnre9px4ozTVUA9O2su36fX3/pCFSPTFRVsBrd6BSpt0gRj03OKKlcfvf5HrTlYbCZ56yPEtJ7WT2bOlDV7OxVmJir7ucndesrkJwIIIICAewv0fAe6dy2damemJ3/nda09fIkvy3Pbdujk/n1q6zkvFzZF2XER5oZs1okTf41a9Limx4cpoPs8St7qj7Rmf4ma+uhFaD51UBuLWtVoZZ7Uubprtjm147ictauwkGE983dY66U6UVZrBqn2Ok1h7tey5YO39dPhGvVceFPbaE559JwD6drNBf9vMXNwtF/itIi/Jt72oDKCzWXF3e86uvYzvfaffzGXIp88HyI6m1V6cJNe//Mf9d6qY5p8x2wziViQCU7eSp41T2MDg9UTm/JWf6JX/+Nf9cmP21VSaSZ3s06zmPM0lcV5+ubPf9KrH65S1GQzn4q5Tw63g7mgqVhFAAEEPFCg5/vHo6pesu1Lvf4fQWp88hndMmO0ws31o85nQFpVtGe13vxopWrqmhw2s+5/WhOGW1+eXYkj0Ezr/txDv9Dmf1+i5lqzjZlk673X3lFK3Cu6MSPu/KWmzWVa+eYH2lVjQoU1OdgTL2pyatT5183evUwvy/nutxItefs9jfB/2FzaGqnGsmNav9zcdfHdv2lzWYMZ7NrVVKWbV2pL7nAlmr3Gjp+o5Iggc5M6cwfac7mlVEfMzKULsjsUeG4cy/lmDs+ao0dvGa9Dn21SlSPV1GnNp2+ptfG0Nk6cpKz4QJ0qLNCJA9v19cpt8spcqCduHmPGrnR9ZMLSZ2vx3TOU+/5Kx5gaa887vv9IFcVl2rt5jGLM/W58vFpVe+q4Vn+1QvkNo/SH580Nm8wsqB6Yes/D8xsCCCCAgEPAIwOIVfMd332g+qpq7V03WZOmjVNmapIizXiPxipzc7qd67Vx9Qp9sbXYjIvo1JTbH9Vvn5urxLDeX54hmrr4JT13tll/+ttS1dY3ad/KD/VaRKtqHn3U3G8lTu2Vxdry/RK9+95K83qzZt73kl659wbFmtMYPQNQrWPxix2rRTnR+vBstaO83KXv6c9NRRozIkr1ZUe1Yc0hjb/zLs0//K3WHaw325iTPvuX6s1XKxXqnaRH/pAg38hmbftknRrN1OhdS4WWf/i5Jkc9oPHpSYqxei56pyyfaC16/nntr6rXB8v3qMExE2ydNn77kan7WqXG+qj4ZIm5usV02yTNNPfQ+a2mOgWnCM15/gU9Vl2rt7/eovom67pc6UTuKsej6xh6/p+k2xa/oHunj+w1qLfnNX4igAACCHiigEcFkJZac+XGiJl6YGamma38lA7t36J3Nq/VmvU5SktJMLOZmgBinj+wfbOOn2lWUMpU3TNvmu5/4lnNHGkm0Lrgn+4+w7L1orkJm19wtJZ/Y3o5jplehC/e1pnTJRqfFm8CSKE2rdykzpSJunPWVD3yzK80LiHUaUp360PnHZah5557XKUV/6qfDtSqub1OO1Z9qx3WizGjddeDz+j5Vx7Q4f9vrbYeMgHEPJ0xZaJSR6RrRGqO6la9q9dLirRpySrVmnEoPcu+79/Xqx0nlJVzj/7LC/MVZ26A1zv4RGQt0Asvdyg45lN9/PEKnTandRwdKHUlOlHXtZfsWXdo7p1P6IXbxp7r/ejZf2jyDL1g6h80LEFL3//uggncurYKTZ2qW395v5576RfmBny9A1zPXviJAAIIIOCJAh4UQLwUM+om3TH3dj1/13gF1JYr78Au7T9SqNOnz6i+sUG1Zra7ts4AjZp9p2bHxGvEuBt164KZSo0JOXfFyoUfkoDYMXr+pVc0MStJ63bl66SZK8R8I6uzuV4docN1y9MvadSkGzV79lSNiLzUfrw1ct7jerneS5lbj6mo3FwTbk71hITHKD57mu67Y6EyYs2VMjPu1SL/swqPS9CEG+frhok5Gh7pr4Nf/U1V3sG69eVs3XrhAVrr1pU8vZPHuW28NXzyLXopNslMA5yjvIITKm+QwgI71dgRoJjYGE252fS8TDWT71inqc697/wvMaPnmkuWk5STmKXtx0+qyNxZNzjU31zX3q6wWHO577i5uuO2mzTChJ/us1fn38xvCCCAAAIeK+BBASRAkx97QdmRqUqOCpZvUqJSRk3QQhMUzp49a04hNKvJnCZpN4MofM3daaNNAImy/sV+Bd+aviEJmnX3S5o8r1xlp86a2VbDFezdqBbfYEVGxCgs2Mf59EdfHzdzs7epd72grFmndeasmbHV3FQuMCxa8dHhZrxIV9fLuHuf12/ntys6Pl7hQedncx133/O6cLL0voq41HMRyeO0+OVMVZaZsht8FBLQpob2QMXGxyos4NJTzPfsLyg2U4vMPWNuPHNa5WcbFGiu8GlsaFVodKxihwWbq14u6DrqeSM/EUAAAQQ8VsCDAoiPYrNyFHtBU/sEhJg5Mczjguf7sxoUEauR5tH/xVvh0QmOR1/78DenOtKv160CzKW1kQkp6v8tlnzMcSeaR19HznMIIIAAAgg4C/BPU2cP1hBAAAEEEEDABgEP6gGxQZMiEEAAAQQ8SqCurk6lpaXmpp5nZP1ebx7WjeV8zBTrIeZeLyEhIbLu+RJvTp3HxcUN6L1kXB2aAOLqLcjxI4AAAgjYKmAFjGPHjunAgQM6dvSoCgsLVWkuYmhubjbj3xocP60A4m9myw40j5DgYMWY8JGakqJscwfcnBxzAcHw4QN+bxlbEQagMALIACCyCwQQQAAB9xewAsbOnebeX9u2adeuXY7wUWcCh9XLER4W5ggUwdbv4eGOKQ2sm9i1trWprPy0jpjAsm7NGkXFxGjM6NGaMX26Zt10k9rM6566EEA8teWpNwIIIIDAFQtYN6Jbvny5mWKgVvnHjztOpURGRys1LU3DIsIVZHo5vC9xxV9ra5vj1ExVdbXqamu0ecsW5e7Zo61bt+rkiROKiIi4rje6u+JK2rwhAcRmcIpDAAEEEHAdAavX48DBgyY41GrDhvWKNT0Y1qkUazxHSGhIr9toXLpOfn6+GhY5zPFoN3cUTayqVJmZ9mDDpk06U1Fh5k4KNVM4nDLzMSV71GkZAsilPzO8ggACCCDgwQKNjY36/rvv9M3XX8vb11dZKdmOkBBqgselejsux+Vj5nWKNj0nw4YNU3RUlAqLilRaUqJ3331X/uYO4+PGj3f8vNx+3OF1Aog7tCJ1QAABBBAYUIFWcyf077//Xm+88YZqzZUto8zg0cTEePn69twD/NqKswapxifEKyw8zIwfCdWGjRsd99767W9+ozFmkKqvCTzuvrh/Dd29BakfAggggMCAC6xdt05/fest1dfXKzs7W7Gx0abXw2fAywk2Y0fS0jPkY4LNZnNKxrpk95VXXlF6evoVnd4Z8AOycYdMRGYjNkUhgAACCAx9gby8PL37zjuOuT3SMzIUE3N9wkePhDVGJCVlhNLMgNZVq1bpq6++cpTd87q7/iSAuGvLUi8EEEAAgasWqDZXqnz4wQfabwaejjCDTWNN+LBOl1zvxc/PT6kjRyrKDFb96ssvtckaoGomN3PnhQDizq1L3RBAAAEErkrgp59+cvRCxJiBoklJCfI1wcCuJSgoUBkZmWpoatCnn3yizZs3q93MJeKuC2NAXKBla2pqVF5u3Wn3lGO2Peua8djYWMdlYNZIai8vLxeoBYeIAAIIDG2B4uJiLTG9D9aXvtX7ERAQaPsBD4uM1MiR6dqze7fj73lr1lTr1Iw7LgSQIdyqJebSrPXr1+vIoUOyfi833XFVlZVm1HS441r0hIQEZWRmat68eY5pfe3oJhzCXBwaAgggcE0Cy5ct06HDhzXCzMcRHh46KP+4s/49aU3TXmLC0C4TQraZycpSTBhyx7/fCSDX9HG9fm+2pvr9wiTx1aY7sMhcJ97e0SEfM8tepynS6vHo6ZazJq6xpgZ+4P77NX3GDI+5fvz6ybNnBBDwRIGz5h94K83ft75mvEeMmWxsoC637Y9lYGCAowfmuJlxdfv27bppzhxzOiipP7sa0u8hgAzB5tlqpun94x//qLVr1zruE9Bhwoe1WCHkwsXqGbHOFRaZmyH97ve/18yZMwkhFyKxjgACCFxGYKe5t4s1LXpsXIyCQ4Ivs/X1fznBzBFSbW5wl2d6wPPMgFgCyPU39/gSrLsqvvrqq47w0WImwrnc0hNONppJbKzkbt3yOSsrq9+z9F2uPF5HAAEE3FFgixnw2dTUpMjIqCExHXpgYKBj6vaC/ALHaaF58+e73WkYroIZQn+SrDDxienN2LBhg64kfPQ+dOu0zEZz2dbnn32mOjNrHwsCCCCAwJUJWH/fHjI9DdYVL9YX/1BZQkPDHKfdi81peOvyYHdbCCBDqEXzze2avzYT0DSZ+w9c7WLdqdEKMF988YUK8vPPjRG52v2wPQIIIOBpAtZ8G9YYkBAzK6k1H8dQWYKDgmRdmlthroKsMDetc7eFADKEWnT1mjWOy23b+nndtxVASktLHdeOW3dwZEEAAQQQuLyAFUCaTS9IkPnCH0pXm/iZm9P5+wc47kVTa6ZjcLeFADKEWnSnGe18tadeLjx86w6N1qVbBJALZVhHAAEE+hZoaGhw9CD7mBvAeXsPnXmVrDBk3T23xfyDsqW1te+Dd+FnCSBDqPHKTDfbtQYQqzqnT592XD0zhKrGoSCAAAJDVsA6hW09rDk4zEQHQ+Y4e47Hmn7BOj53WwggQ6hFO9rarvloev4gXfOO2AECCCDgIQLWIP7zM0oPtS96KxgNnVA0kB8JAshAal7jvqIdk99c29Qs1gc10kzPPpTOY14jC29HAAEErqtAQECA40u+ra19SPU0tLd3OE4N+ZpTQ37m4W4LAWQItej4CRPMvQcCrumIrB6QcePGMRnZNSnyZgQQ8CSBqKgox9+91hWI1pf+UFlazcDYlpZWhYaGKjQsbKgc1oAdBwFkwCivfUc3z5/vuM9Lf/dk9X5Y94mZNWvWkLqWvb/14X0IIICAHQKxpvc53Nzks8EEkNYhNNiz0UyM1miOyZoa3nq420IAGUItOnrMGC1cuFDB5lr0/ixWALntttuUPWqUuY+B+3XX9ceE9yCAAAKXEwg0l99mZmSoxXzhtzQ3XW5z216vN5NKdprpFaxp2K07n7vbQgAZQi3qb675fuqppxynUPoTIHLGjtUTTzxh7uIYPoRqxaEggAACQ1/AcTNPMwtqZWX1kLiK0Dr1UlVdJev0kHXX86E0QdpAtSYBZKAkB2g/o0eP1vMvvCArTFzJQNKe0dFWr8eLL76oHNOL0p/wMkCHz24QQAABlxS44YYblJSYqLLTZY7THoNdCWv2U2uCtOzsbOXk5Az24VyX8gkg14W1/zu1AsUvf/lL/e63v9Vtt9/uOC9pPWdNMNZ76Vm3TtcsMKdtfmu2X7RokayuRBYEEEAAgasTSEhI0OybblKr6XmwpmVv7+eM1FdXat9bW+NQThaeNP+Y9NOUqVPd8k64Vs0ZKNB3+w/qs1ZX261mLMfIkSM1yVwZc9DcJMmaXMyaZt26H0BUZKTizR+WuLg4RzqeN2+e47SNO3bRDWpDUDgCCHiMgPUPvdvNP/rWrl2roqJiRUYNM6ezB2fcRWnpKUcIumnOHM2cOdNtr2okgAzRP15WD4d1GiYzK0slJSWOAFJSXKzKqirHYKT4+HhZj+HDh3PFyxBtQw4LAQRcSyA9PV1333WXXn3tNRUVligzM0j+1zg1wtUK1NbWOm4ompWZpfnzb1Z6WtrV7sJltieADPGmsgamWj0h1oMFAQQQQOD6CVj/8LN6n3fu3KlNmzaZHpAwJZorUK5kPN5AHJU18LQg/5isuVgfeOgh3WROCVk3pHPXxXlggbvWknohgAACCCBwBQLWqe3F5mrC5BEjVFBw3FwVU2lmR73+k5NZE6AVmnEfJeb0yy233CLr1Lp1+a07LwQQd25d6oYAAgggcNUCU83Az8WLFyvIDPI/duSoqqqqr+sU7R1mro/i4kIdPXJE06dP16OPPCJrUKy7LwQQd29h6ocAAgggcFUCjlMxt96qxx59VO3m9haHzIUA1gUA1+PKGOu0y4kTJ3Tw4CGNHj1GTz/9jGPeD7tO+1wVzABvzBiQAQZldwgggAACri9gTXHwwIMPOsZjvPu3v+nAgQNKTh6h4UmJZrqDQFNBr2uqpHXfrmpzUUGRubjg5PETmjh5sp595hlNNj+v9Z5g13RgNr6ZAGIjNkUhgAACCLiOgDX9+cMPP6zKs2f1/nvvaf/evY7fE00IiY2NMZfH9ufmoZ2qra1TuZlaobi4RGVlZRqRnOyYBXvW7NkeEz6sTwEBxHX+LHCkCCCAAAI2C1i3tpg6ZYq++eYbxxUxNTU1OnzosMpOlWlY5DBFmJvYWVfLdM3D1HeviNXbYd1Uznqv9bBO57Q0t2iUmfm62dzxNsvMZJ1h7kXjKT0fPU1IAOmR4CcCCCCAAAJ9CHj7+KhnojLrrrRbt25Vbm6ujh/Ll5mm2hFCgoKDFODnby6b9ZWPmcHUCh1tZkbT1tY2tbQ2O3o9aqtrHANbR5q5PazBpvPmztU//uM/ytfsv2d26z6Kd9unCCBu27RUDAEEEEBgIAWs3g7rjuVWeDiwf7/2mUdBQYGZtKxQdebOtWfqKtVs7qjb2tpiAou3Yw6PIHN7jAAzl0dq6kjzSDWTm2Vq/Lhxjt4Pa5xJoLkBnqcuBBBPbXnqjQACCCDQL4HY2FjNmz/fce8Y6zYZRUVFjtMq9fX1qqmuVqMJIVavhnUZb1hoqMLMaZwEM7/ICBNArFM6ntjb0Rc0AaQvFZ5DAAEEEEDgMgLWncetycLcfcKwyzD0+2XmAek3HW9EAAEEEEAAgf4KEED6K8f7EEAAAQQQQKDfAgSQftPxRgQQQAABBBDorwABpL9yvA8BBBBAAAEE+i1AAOk3HW9EAAEEEEAAgf4KEED6K8f7EEAAAQQQQKDfAgSQftPxRgQQQAABBBDorwABpL9yvA8BBBBAAAEE+i1AAOk3HW9EAAEEEEAAgf4KEED6K8f7EEAAAQQ8RsC6uZx1Q7qBXnr2ae3f0xYCiKe1OPVFAAEEELgqAS9zx1srKLS3t1/V+65kY2uf1r57gsiVvMddtiGAuEtLUg8EEEAAgesiEGpuKGfd96Xa3GiupaVlwMqwbl5n3T030Nwx19q/py0EEE9rceqLAAIIIHBVAsOHD1dwSIjy8/NVV1d3Ve/9uY1PnDih6poapaSkKMTs39MWAointTj1RQABBBC4KoHY2FhlZWZq7549Kj99WgM1XmPDhg1qNj0qOWPGEECuqkXYGAEEEEAAAQ8Q8PHx0YKFC1VdVaUtW7c6TsVca7WLi4u1bu1apaenK808/P39r3WXLvd+ekBcrsk4YAQQQAABuwVmzZqlMWPH6scff9T+/fvV2tra70OwxpF89dVXOllYqFtuuUUJCQn93pcrv5EA4sqtx7EjgAACCNgiEBUVpUcefliNjY364rPPZI3f6OjouOqyrfesNT0fX3/9tW6YOlWzZ8+WNcjVExcCiCe2OnVGAAEEELhqgZk33qgHH3hAu3Jz9c477+jY0aNqa2u74v1YvSarV6/Wm6+/rmgTaB4ygSYxMfGK3+9uG3redT/u1oLUBwEEEEDAFoGAgADdc++9qqmt1XfffKMacwWLdQrlRhNMIiMjLzmXhzVotaCgQOvXrdOSL7+Un9nPE08+qXHjxnnk2I+exiKA9EjwEwEEEEAAgcsIREdH6/HHH1d4WJh+/OEHvfnGG9qxfbvSMzKUZHozYuPiZF0109zc7Lhi5nR5uUpLS7Vn927lHT6sDLPdfffdJ2tMiSdeetublwDSW4PfEUAAAQQQuIxAnAkZjz72mDKzshynVHJNuPjpp58UYsZyxMfEKDY+Xk1mgrFyEz6sy3atkSLJycm61/SeLFiwLSMjVAAAHylJREFUQGlpaR7d89HDSwDpkeAnAggggAACVygQHBysuXPnKicnR/v37VNeXp6s3o4qc6lupXlYM5umjhyp8RMmKGXECI0x240ePVrW+1i6BAggfBIQQAABBBDop0CM6fGYN3++5pgwYl0hY03XXmfGiPj6+SnMnKYJDw939HZ44r1eLkdKALmcEK8jgAACCCBwGQFvc8M6a0yHp4/ruAyT08tchuvEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEmAAOLEwQoCCCCAAAII2CFAALFDmTIQQAABBBBAwEnA12mNFQQQQKBboLOzU+Xl5SosKpKfv79LuxSePKnGxkbJy8ul68HBI+BOAgQQd2pN6oLAAAqEhobK+uJ++623FBUVNYB7tn9XO3bulEyg8vHxsb9wSkQAgT4FCCB9svAkAggsuvVWBYeEqK6uTh0uzjF5yhSlpaUpKTHRxWvC4SPgPgJeppu1032qQ00QQGCgBFpaWnT27Fm1mp/usERERCg0LEze3gx9c4f2pA6uL0AAcf02pAYIIIAAAgi4nAD/FHC5JuOAEUAAAQQQcH0BAojrtyE1QAABBBBAwOUECCAu12QcMAIIIIAAAq4vQABx/TakBggggAACCLicAAHE5ZqMA0YAAQQQQMD1BQggrt+G1AABBBBAAAGXEyCAuFyTccAIIIAAAgi4vgABxPXbkBoggAACCCDgcgIEEJdrMg4YAQQQQAAB1xcggLh+G1IDBBBAAAEEXE6AAOJyTcYBI4AAAggg4PoCBBDXb0NqgAACCCCAgMsJEEBcrsk4YAQQQAABBFxfgADi+m1IDRBAAAEEEHA5AQKIyzUZB4wAAggggIDrCxBAXL8NqQECCCCAAAIuJ0AAcbkm44ARQAABBBBwfQECiOu3ITVAAAEEEEDA5QR8Xe6IOWAEEECgR6C1VgWHj6iitlH+0anKTElQSAB/rfXw8BOBoSzAn9Sh3DocGwIXCDRUFOpEWaVa2iVvL68LXr141dvbW74BgQoMDFF4RJjCgoPk4+Oty7/z4n0NvWc6VbLrY73z3hodOtWggJgcPfXyr3VjToqCfNyjhkPPnCNCYOAECCADZ8meELjuAnUleVq34YCO7z2sMw0Nar1MiT4mgHgHBCgoMFRh4SEKDY5RxuSpunHaRCUMM2HEpb+nW5T307datXKrjlZaELlKm3eLcjKSFRTscxkZXkYAgcEWIIAMdgtQPgJXIRAYPVxjxvoowttX29cu0Y/bTBCp644hISmaPnOSModHKyQ4wISLTjXV16ik4IDW7z6sKnOaQgpW+vip2jR9oe55+A7dMDpRwX6uOxQsOGS4fHyDTL2sug1ToL9V76sAZVMEEBg0AQLIoNFTMAJXLxA+PEdzzENz52hmVof2nXzTBJDyrh3FTtWDT/1aCyePVHCgnyOANNfXquTEQW3eslWbl32njftPKH/vOvM4pJMlRXrpvz6nG8ekKNjXFb+1AzTqlkf0cHOMDp6oUkDkJP1iQpoiAuj9uPpPFu9AwH4BAoj95pSIwAAI+CkxM1NBISFmX90BxD9SwxMSFRsTqZ6v4JCQMEXFJWnsxBs0a8JIRfyvf9XS3YWqbj2tjUs/kBKylfjbezQ6MUyu2A8SOWqOHo/JVmVti4Ii4xQVFiBfV6zIAHwi2AUCribAH1VXazGOF4FuAZ/QWCX5B8o6AeFYWjvU3tnZs+b008s/Qjlz79Ovn7lf2UnR3QGlQRu//VH7T5xWc4fT5i604qXw6ASljkxRXESgCR+u2JPjQtwcKgIDKEAAGUBMdoWAnQI+oZFK9vFT4BUXGqgxv7hDY+MTzEiQ7qV8p46VlqnOdRNIT034iQACLibAKRgXazAOF4HzAv3otggKV4wZwBpgdlLr2FGlztTWmct6rX39zL9HOtvUZK66aW5vV0enj/x9AxRgjTO5gkt6O9uaVdfUrsAg00Ph2N4Mjm2oU3NbpwKDQ8y+fJwuC77a7a1qtLc0qqG5Tf5BwRftz1HN3v8zdWmor1eHl6+8TH06ffzNVUL+jrr03uzC3/tzXBfug3UEEDgvQAA5b8FvCLi/QEu9znS0qflcTUMUZOYJ8bnEqYvOpiodzd1prqLZq1LH/CMd6uz0Ml/WVgCJ1ZhpUzV92hjFhplLes/ts+uXptpy5e/fo007c1VcHqDbnrpPE+J9tWP599pmBsNWml4Xv8BRuuORW5UzMkod9Ve3vb93u2rPlOrQ3h3asSdPZWcDdcviBzUpY7gC+8pSnY06cWCXVm/aqcLi02qXr7w7OtRhAll0So5mzp2tsSmxCrrgqqCrrYd/X2VfYMMqAgjI/AlkQQABtxGwRoD0PQrEqmKbCras1sEzFWroqXFIjjLiYhTif2F8kFoqDuvzJd9o3YqftHbnQUVkTNb4zETVF+7Vjv3HVV0fqqxJkzT9wWf0wj03Kj06xPShtOlM4VHlblqv3YeO6eC+XG3claequlFKnTleFSu26sO/vatNx8vVYCZTk1J01rdN02KbVFJYcEXb18XF6+HJYSratUN7C47owJ4d2n7guGob0jRizkKNTTcBpKd+3T/b609pw5dL9MNPK/XtphLFp8Up3LdWB/IKVFPXqODYLG3cukW3P/So7pg5TpHBXlddj7q4ZP3uoRuVFO53QemsIoBAXwIEkL5UeA4BVxTwM6cyTE9Gn8MwW+tUsGOl3nrrcx0urTD/+u9aJi68RRPSk8xluBdUuLNW2z9+X6+98amOnK7S6Hn36InFizV7XJIaivbrh0//qo+X7dKR3at05EyDMtISFDt7rCJ8q7Tjk/f1/dZt2ph7VKdqGrrLqtSKT97TmV1bVHSqvFcPzEmtXfK2imJ8VHCo4Iq231NwUP6796vkcJ42HDup6gZrDhBrMadRzOywF9a/s/GUfvzwHb39p/eVH5atBQ/+Sr+cN0aRfvXau3ujvv/bEu0vPaI1Xx1R4akyc1rov2vR5KirrkfuyWJzLK0EkK7G4P8IXFbgwr92LvsGNkAAgSEqUHlcB3ZuV1jTCDP1uq/jtEpHQ60qyk7qyLGj2rN+pdbsOqKzjq6HSE28+Wa9+OwvlZUYftHpk9bKw/ryh3UqMeFDitOC+5/U7QtmKN6aYXRkupLD6rV/X6HWVRertXCLjhaagawtYxTh56eo5NFakDZeGek/6L1v1qnorOVVrJ+WntT4m+/WEw+m6syxnVq7cbcqA5I0dcZszZ41XlU7rmz7cVmpymoJ0ZQ5c5W04mMtWb1LFT2TsV3UNO0qWPeR/vb2+9rWnKTFLz2vXz88VylmFljrTMkMMyNspler/u+3lujY6Wrlb1mmtz+ZpcykWxVxlfUYn5Vsprrnr9SLmoAnELiEAH9aLgHD0wi4nIC5ouXzv1VpU3yUmRHUjG8wvSGtJoBUlhcqL79Y9U3nJ27PmnGLnnvpZS2cmKHQPgYttJlgcdQM7Kx3IMQpISpCwb0m+IrJHqe0sGHaboKFtdd2azBnhzn54xWhGx5Z7HhXTXqHVmzdawKIY550DRs9V48/+4ruu2mU6o7t1rRZu3XWL1GzFswxlwZHqinzSre/ybG9ddjZ7XnatDvvkgGkvTpfH3+xVPtLKjTqrt/ogdtmngsf1kH6BCdqzuP3aNyyTSZsVTvmU9314zodfmih7np4sYJMd8oV12P+OMWF+jvqzv8QQODyAgSQyxuxBQKuIRASo6T0DKXEhJjpyc23c1urmuvNF2Jbo2L9ytViAogVFsyFJ2YQaaV2/7RZSVEhmph98XTsvmaOkXRff+0329cnJZn7yATJabLUDn9zKa8ZjNotU3SqxlyFYu39/F8pARER8jY9InKMOInUzfc9oXmTsxVm7k0TljNDD5pH76XzKre33hsQat1cr+coeu+t6/eqw+u18VC5zjZJw/3qlJe7Q1VHvMxA2p6RMj7y7Tiguvq682+uNKGp/IypT5q5OsZbV1uP8zviNwQQ+DmB839b/NxWvIYAAkNfIGKsbn/gSd00NkH+fuaPdmuT6qsrdCJvvzbHrNXuIwfNoM1iefu26Ni2ZcrbeFJ1vu0K/dVdGpUYLf9eN1HxGzZSc6fOUHVAjKrGzFZqXLj8vDvV1lSvitOlKjY9GMXVdWbIaddSVtmoJnMZbO+lw8u6tLfniz5Kk0anKjL8wuGh599xtduff+elfutQWf5+NdfVODbYu3GDvq85qWF+prfmXAAxlxK3HtSR2gZ5m1llrXll25ua1NzYKMeVyWZ94I/rUsfL8wh4lgABxLPam9q6s0DEMCUPT1JKcuL5GT2SzXiJsVP1iwceV+m+Ffrnf3td363aqdbWFiORp0/++PdqCQjRH56+S2kxXeMiHETm1Mg9//P/1SLTa+JvTuc01VeqcP92HT20XxvXLteybYdUWGRdytq1BJjTL9YA0EsvQSbgmDvz/twmTm++2u2d3ty90qQTR4+aOT+sa34ClWrm+vA2oazV6SDa1eYzVjfOnWDGzHS9rfHU/9/evcA2dZ1xAP/HCY1N4oYQQ4MhT0YwKyWDokpDWbukWxtRtlZtJ8oeqsZWaU/YNG2TpmliTKo0berYNLXdBOsa0bFSkkHWlVA2QonDeDWQhXRrSt4hNuAkduLEceI4+64fScxMSiiM05v/lUxi+97r7/wO1v1y77nfMeGj4ijDaOIsNyOuOLvlSxSYhQJxv2Kz0IFNpsCHX0AuM2h/tUfPOcQ2KAmLVpZi24+S5YrMs6iy/weDI+H0Yf+uA1gns+hmfnwZUqacBdEKkxmCQ2iTGhvnzsnZgz1/Qr3LAPMCK+4rXY+MmkNyG2snfLEnPmI/9jY/C0rBk/FQvbZ0PPmd7+Pph9cgI/m6s6DbHD0/ngL6FmACou/+ZesoECNwZ14xtn7Ojqbmi2iQGWRDi6cajR2bUbJ6KVJSJsdTDPd24uSxKrz0i9/heOsALMvzUbLpKTz+6HoU5s6D3dCA7V2daI7sJuaDFHmitSZ8YsOB9tC4joAkIKzToUj3MIxZLsAEZJb/B2DzZ59Apq0AJrNZGj6ZOYwGtBLrk+dORrxO1JS/gO0vVKDFOY78Feux9SffQum6fKTO0c4gDCHgH4+cXVDVMBxftFktDV1wPzSMxVIoLHK1JU7gAVxp7wLSLJh3Z4qMe+HZkjhIfIkCN0Xg2t/Dm7J77oQCFFBOIDgigzCjozfiRReE48QePPfyXyX56IfRsg7f3rYF64vklt1Q8hFvGzVfSzQYkZAQPqtTt7cKZxpl4G3k0lO8iMcGO/Hab5/Dwbeb4BmZTMjircvXKECBDybABOSD+XFrCtw+AZnHZFT+vJ/ZYXIMHo9f7tANDYyIxJ6GVOOUqeylCuq5g0fhudQTen/JA0Ww5cyHVoNs6qJ97sw+e+rW/4/fTViyogBGs3Zvi7bYUfG313H2glMmwpva/vC7CPrQfKQSlbUN6PWNSlXZyOv8QQEK3BIBfsVuCSt3SoFbLxCU20udUutDxp6GF+3bPO0Vg3EMut7Dgd2vwnHRGd0KZmsxVuflIs0UyTBk0rY+R0DqhoRXGfMMwDcSwNhEtiGTwLm60drrgy96IiV0tB7HwJXLcA8OQya6vWqRu03kTpno5ZCr3ozzdKbrx9mFXGixrlqDRXJ3ULQ8WF35r/H7sldQW98K99CIDNqVQGWUqn+wV25NPoydO16TSfLWyl0wUtU0ToE2GeY7w3bEi4uvUYACmgDHgPD/AQU+pAI+dxcuSrXSiQTkjgBGZabb/zn2awdYXz8udTThxOtl2G3vgDNc4hRIX4IHn3kMhR9ZCGM0eTFIobAliZhjEhipz9X694N484GVyDDfC0uSH67OZvyzai/K7O0T+xkacqOjtRF1p47CXPQo7i+0waRVR50Ixg2nZxA+OfNi1oqkxVtmur62D2nb1eeAJj5S3p53dxE+u2oFmtqc6JSEQ1uOlu2Ao6ULT2z4VGgW3mTDKHraGrDv+TKZJG8ExT8sQUGO1EUJrS3/3Ehc0W35kwIUuKYAE5Br0vANCqgnEBwLICh/tQ97e3D2TCM8/dFMQmJ1t6H+9Akk93cjLcUk88HMQUJwFANeNy7JBG5Hyv+Aw3Wd6ItkLGmZOcjb8HV8ecN9yEqfWiDMBGv2IhhNcgj2agftBrz4yx1ySaYUS409qNnzF3TI2AqMB6BVZ/fLWZDWExV4vqscLk8iNi67H2v7e+FoaIZPCnyFFwfOnD6L4pXZMGVnIEViM0TqhmhtGh7sR+t1rq/tT9vGL7VJ2tud8PnCiYXUbEVbt1Q9lUTHqFVulUQnARY89I1NqO1zoe/Yv+CVSyva8q59H56VR+ySgpzlT2NTyWqpEGsMfcZM44rdH59RgALTCSRuk2W6FfgeBSigjsBg9zs4VVeP00cP4OcvlsskcK7J4LwdOFldhYp9Vag+UoNa+1uofrMSO3e9jIpDx9DcG4RJ7u7ItGYhNzcPD37+m/jx5kdgu0tKpk/uRX5LgiUzFf+WmWbbuqSEu9whA78D50/V4JhcukjMzMLGLVtQlH4F77U64PbJeAqvS2a4TcMnv/A9lC5OQIvMkvvHX+2WW32diKYHF+ubMDDmx/BYKhbJfDVaEpKAIJznT+J4jUwCd13ra4GGt7FXV2LXS2/g3e6+SEVWNy44h5A4NoxUi1Wqrs4N3cWSPH8pVmXNhUtuw+2TmYB9o5LExbRX5tE1L0S+rQTf/ekz+MTHJEky3EhcV+2UTylAgWkFeAZkWh6+SQG1BAY6TuON/W+h2eFFZtay0GP6CI24pzBDbitNQ+bCLNiWFWC5bUXo513z5QAdU3hsck+m7GL8YKtUQZ27F40XHKFxD4akJCQXFGHzlzai+O5s9Fh9qL90B+Z1uWXuGSOKnvgavviZtWj78w5UHX8HnsU5uEceUxdPSx0qe9JhK8iBRWakTZT0pK22agbra3sLb3NIPmN8cT7WyGNy8eDtf+xHWp4NOdYMmCIT2FjvfQw/256P8t/sxOHzF+D0+WWemkSMjQSRZDIhs/DT+OpXnsLaPLkUFRoKcyNxTUbB3yhAgfcXSJA5EaZeMn3/LbgGBSgwewT8Xlx29WFIDtTJc9OQMT81PM9MRMDbdxn9Q5KopErdDHMyrjW8Qx2wAHodHejo9iBJaq37feNIsSxArnVBaAZhdeJkJBTQvwATEP33MVtIAQpQgAIUUE4g9tKvcuExIApQgAIUoAAF9CjABESPvco2UYACFKAABRQXYAKieAcxPApQgAIUoIAeBZiA6LFX2SYKUIACFKCA4gJMQBTvIIZHAQpQgAIU0KMAExA99irbRAEKUIACFFBcgAmI4h3E8ChAAQpQgAJ6FGACosdeZZsoQAEKUIACigswAVG8gxgeBShAAQpQQI8CTED02KtsEwUoQAEKUEBxASYgincQw6MABShAAQroUYAJiB57lW2iAAUoQAEKKC7ABETxDmJ4FKAABShAAT0KMAHRY6+yTRSgAAUoQAHFBZiAKN5BDI8CFKAABSigRwEmIHrsVbaJAhSgAAUooLgAExDFO4jhUYACFKAABfQowAREj73KNlGAAhSgAAUUF2ACongHMTwKUIACFKCAHgWYgOixV9kmClCAAhSggOICTEAU7yCGRwEKUIACFNCjABMQPfYq20QBClCAAhRQXIAJiOIdxPAoQAEKUIACehRgAqLHXmWbKEABClCAAooLMAFRvIMYHgUoQAEKUECPAkxA9NirbBMFKEABClBAcQEmIIp3EMOjAAUoQAEK6FGACYgee5VtogAFKEABCigu8F+VY/dWqLkz4AAAAABJRU5ErkJggg==" alt></span></p>
<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPSMT';">From where Euan is standing he can hear the sound. Which of the following best explains this observation?</span></p>
<p><span style="font-size: 12.000000pt; font-family: 'TimesNewRomanPSMT';">A. Diffraction<br>B. Interference<br>C. Polarization<br>D. Refraction </span></p>
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<p>A</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 string vibrates with fundamental frequency <em>f</em>. The wavelength of the sound produced in air is <em>λ</em>. Which of the following correctly gives the frequency of vibration of the fourth harmonic of the string and the wavelength of the sound in air?</div>
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EAAAQQQQAABBBBAAAEEoiTwb1Eql2IRQAABBBBAAAEEEEAAAQQQcAsQmPJBQAABBBBAAAEEEEAAAQQQiKoAgWlU+SkcAQQQQAABBBBAAAEEEECAwJTPAAIIIIAAAggggAACCCCAQFQFCEyjyk/hCCCAAAIIIIAAAggggAACBKZ8BhBAAAEEEEAAAQQQQAABBKIqQGAaVX4KRwABBBBAAAEEEEAAAQQQIDDlM4AAAggggAACCCCAAAIIIBBVAQLTqPJTOAIIIIAAAggggAACCCCAAIEpnwEEEEAAAQQQQAABBBBAAIGoChCYRpWfwhFAAAEEEEAAAQQQQAABBAhM+QwggAACCCCAAAIIIIAAAghEVYDANKr8FI4AAggggAACCCCAAAIIIEBgymcAAQQQQAABBBBAAAEEEEAgqgIEplHlp3AEEEAAAQQQQAABBBBAAAECUz4DCCCAAAIIIIAAAggggAACURUgMI0qP4UjgAACCCCAAAIIIIAAAgicBUFyCaS3TkuuBtNaBBBAAAEEEEAAAQQQiIhAycFSx/LliqljlGSEAAIIIIAAAggggAACCCAQjgBXTMNRS4A0Tp7dSAAOmoAAAggg4BGoHFnDcYKPBAIIIIBAIIHKY0Wg98PZzhXTcNRIgwACCCCAAAIIIIAAAggg4JgAgaljlGSEAAIIIIAAAggggAACCCAQjgCBaThqpEEAAQQQQAABBBBAAAEEEHBMgMDUMUoyQgABBBBAAAEEEEAAAQQQCEeAwDQcNdIggAACCCCAAAIIIIAAAgg4JkBg6hglGSGAAAIIIIAAAggggAACCIQjQGAajhppEEAAAQQQQAABBBBAAAEEHBMgMHWMkowQQAABBBBAAAEEEEAAAQTCESAwDUeNNAgggAACCCCAAAIIIIAAAo4JEJg6RklGCCCAAAIIIIAAAggggAAC4QgQmIajRhoEEEAAAQQQQAABBBBAAAHHBAhMHaMkIwQQQAABBBBAAAEEEEAAgXAECEzDUSMNAggggAACCCCAAAIIIICAYwIEpo5RkhECCCCAAAIIIIAAAggggEA4AgSm4aiRBgEEEEAAAQQQQAABBBBAwDEBAlPHKMkIAQQQQAABBBBAAAEEEEAgHAEC03DUSIMAAggggAACCCCAAAIIIOCYAIGpY5RkhAACCCCAAAIIIIAAAgggEI7AWeEkIg0CCERAoLRAg3rO1r4IZC211PClr2tuVuOI5E6mCCCAAALhCpRp65T+yl5xOMQMGqrDjJe1blxbqXyrpnUYq5WnQ0zq2a3hiKXaM7+nUn2SletgwRj1yt3ls7XihVeZFu8m3KbajscNR6hw3zz19AVMOIbINSjYZ80sld8skbOP7Zy5Yhrb/UPtkkkgbZzWHSxVycGPtGXpPcpqyREvmbqftiKAQLIKNFbP+W9p99rptXzvt1LWjFXabRwj3EGpyZXaU3M/LtWBrU/pzl6tggO27K0H1r5nHGNK9WGNoNSdmVqPW2G8/55WzehthAaehzvdW9VlVm5P5H/dx+NPtXv1XerAoTgCPZ1a8Vnb84LGZ5wbgfzJMl4FCEzjteeodwILNFTrrHs0d3IPv7PZ1U02z3Z/7A5izUDW+8/4QbFwph7I6VX9o6I6Gc8QQAABBGJSIEWNM8dqwexhgb+7G/5Uo2/rLKtxLylpvfXLpwr0QKfAP/Ibdr9ZP8tsFkLrmylz3P26PaOhse/FGj47V9khpQsh67jaxeiTzjfqhvamAw/bAq7dmn/ddG0tD5Ky8X+p99UXBNmBt5JNgMA02Xqc9saJQIqadeqidrZra/ygGHq7sqcWavvWJzWKM5G2BUmAAAIIREfACISuvVW3BwouT+/Rrg++C1y1lEs17K4bAga2p//8rj5wBU5u+U6r/hp57fmWb7ERgcACp1Wy9FEtPVTbBy5VTZp+P3A2vJN0AgSmSdflNDhZBFLSrlfuc/kMk0mWDqedCCAQ/wJGcDl4TNcAo2VKtX7TRwr8U98MbIdqYKsAY08PFWnz3iCBrbfe8Q/0l49canXjdcpI8X6D5wjULuAqeV5T5+9UsIultefCHskoQGCajL1Om5NHoPEV+vm9gc+gJw8ELUUAAQTiQcAYLdNruAZZzjFQrkNrV2t7WeDQVCmXa+jPOgcIbA9o6RMbdLxWBpeOb9ugHeqhidkdRVxaKxg7eAuUbdaMMQtUTFTqrcLzEAUITEOEYjcE4kPAnN1xggpLK48IlWfQmYA7PvqPWiKAQNILNL5aIwenWTMcfl0vbDli/Z57a0OlDxmubgEumpZv36A3jwcJbM08XJ9o7bKdUvd+urYZYWkQbN7yF3B9rMKxk7TycOVvEP8deI1AcAEC0+A+vItAnAn8XSUff+tb55R0dflpU99tvEIAAQQQiFGBs5XRJ0vWc+yWacdrO4Nf9WzWVf27W02RZDS3fJde3xYssDXi0r0v6/n3U9Tt+q4KZaqkGEWkWvUtULZbhT8fpznv+/0Gqe96UF5cCxCYxnX3UXkE/ATc9wX9j9/Gc5R26X/6bbPz8riKV8/TuK5tld46Te1uelhvlAZZNM9Vqq1LH9e0mzLc+5tp0lt307h5z2lrsHQWVXKVbtUzv5+qQZeaeVT+mXkVaE2x94A0o44rpmtQh6nBZwC0KCMimxw0qFk/l8qK12j+Hd2qTNrdNFWFRaVB7j2rmYvcdcz3ycdtfOlATfv9H233lUUJbEIAgTAFUjJv0cRe1sFl+faVWlsS5DtYLXTt9V0CDOc1Attl61US8KLpd9q7qUiHUruof48WQWpvfg+tU2GBxXdI6wwNmvK4nrH7nRSktDq9FdHv4yA1i3i5DhwLAhwHzGNKfsE6FQcbNu7d9LJ3NP/W2zVnyyHvrQ49N3+DPOn1m6Ktrr5jnt9vAIeKIpuoCxCYRr0LqAACTgl47guqMYLGXC9sieZmVf/IKS+aqsurAr3KgK/y36s0raisolLmweamnho26fcq8gzNKd/7rO565DWLM/bmQbJA467uq+xZj2tHywe1pcRYyqbkDS3oIxXlPaTsnr01rmC3PLkHbrhxsHxj+kBd3nOsHpm7Vke7T9eqPZ9WrPG6sKP+mjdbkwf31KB5b+lg8UvGAcuo45QXta9G282hzVdVBXDVwW1lW41F0quGPR9Q4U3tA+/bLpSgN1wDc7HxEYHLbl3ZJ8e1e95wdR08SflePwDK967QnLG36s7VJSEEp951XKiXU+5299OBrfPU27yvrXyvVs79lUVf1WZZaZqmy6ds9Zr0IpBrew0qOBD4M8A7CCS1QJDgsny3nl/1YQj/r1sDlr+/SqsDTYLk+kib//SFWg4erizLYbzm94f5nZupzoMX6i9fX6IRT+0wvpuNNT+r1mH9VvtW/FaPjO2r7ncUWAQ34X6XBPqeDPRd4v1dV8djkjVlgK11KTdQGyu/X506FpzWwc0Pa1C7LON4Pdd9PEnNuEsr3MfZ9/TijSf1XO59GtaxTYDjUuWx09PWfj9T/l6LK6WnVyjb58Sy//EhAGHl5qrfII9qZVX+5Tq85ffGb4BB+kVIx7zKzPg3HgQITOOhl6gjAqEIeO4LqhGbWaRNzZqnD0teD7rmndz3ioy3PNiU7/9EX/iccTcOcqvv1YDBsysC2JbD9Mj8oWpt3p5kDCUeMuc+ZbnveTqkotzbddu8dwIHp+aBaPBAjX9hrzu4Se00Wc89NU6Zjc3MjDVehy7QczPMWSuNHz95t6jX4Ae8Dlj+jTUXrn/HWHzeE3T5v+3zuq2yX/mgDguq18UglMXGzaB0nMbkFXsFfd4NOKTN0x7UM0GvpASuY0raDRrvc1+b2Vf3alrVgd+wnPOC8kdnBLgSY9QlNVPjV7+nD+f39NrH41r1o9XcL0OjCl7T6nFtvRvAcwQQqBKoZRKkP72hvT7fwVUJjbG4e/T0Y9sCfE+Y+wWe3de19w2tP3SRBt58tcV6qZXfHxXfuam97tPc+3tXfM8bUyTVXIfVDCBm6+axS/2u0Jrfy69qRU6m1/eEV/3Np5bfJRbfky1764G1b2ldje+Syro6cEzyq1rwl3Ut16KNNQqs67HATD9a/cY9W30yN7W3Zj9zrzq7j7PmOra/1qQAV+y9q+MqflQDK4/73m848fzkJk0LFPC68w/lmOdERcijPgUITOtTm7IQiJiAcaB5dLoetXNvhxEwXtc/0Eqp5hpkD4eYn3HGdPeTunfaqzrsbl+qWg0equ7uA5ynwT73PJkB5QOaW3S0pkaNYLixuo0ZoHSf+TeCT+5RM1MjNk7ro5HdQ7lbyvhx1bGHftoiwMwhVpm7tzlkEHCxceNq+IZ5uqfQpaEFRTpw8CNtWWgx23ItV1LMKfzvD9hPZ+vHXToaob/3wzjwP7aq+gdwSpqum12ovBEXe+9U/bzFlerd0crZ/NE6RhPcge+5ypwyT7N6pzHbZ7UczxCoKRBsEqRDr2v5mxbfoUYuFcHlOcqado/nhKB/1sbsvpaB7Zd6+YmXdKhVlnpnnO2fSL7fH8bgihpDio3/z9PS5L/qafn7xoiddV/65ddMnac+odmBgp/2/TWis9V3iZFN459oxI3msetiDZ+dq+xM//0c+j72q3HtLx0sN2LHAqOORQt1j98JztQaE13VvGJffUXVGAl10LgSmpaqlMypevOg+bpYhSNa1iRqaFxZ/cR8v/rP98RlzSQVWw5r5aSpWveDYZq79j0jfXjHvEC5sz12BQhMY7dvqBkCIQgYBxn3/YaDNMLvQBNC4oC7/GvXYxo7/7uKIMg9FNd7Go5UtfxpJ6VVBovG2fmnJuZXn3k1psu4qku6X9DRWGltf+BV3udat2yH33Bgi2A40H1OjS/WpbaDR6/igz1NOVdNm1Y2LtiOXu85ZhBosfGjKlqxUxdUBXTGleNBt1msV2j84Hz7ff3Nq2pVT42g/5nJj3tN4X+O2ra5wKef/q1JUzWvSuB5cmi3dn/hfR3+fPWcGuAHb9B1Ev+psuPfSC1v0J3DL/Up179IXiOAgCkQbBIkq+9QM81RbX/xdSO4HKUJ40YGngTJKrA9vlOvb/9HgLVLjXtPV63y+v4wiirfqUcnP+93NdSsg/+jTH/+y36LK7gXauD0Ccq0Og/40S69H3D24HKdPPG1UjuN0bhr/cNgo2zHvo/921HLa0fLjdCxwKzjzFWek8iV7UlVi7YX+10hN67Yd+oi71PX5Xvzdc/sosCjnSqzc+rfljcr77nfaLj7xEMYxzyn6kE+9SpAYFqv3BSGgDMCp1eMVTv3PaJtjPt8fO83rHsJh7U273WdXxkEmUNx856rGsKZmjFei6dneQ5ixpW8dflaesg7cPmh2qSd41eNmgfZGssWlO1QwdO7fX+8tEhXmveV18pcwwkeK9M6/q+DBsHq1mqMZoxtVx3QBTI48Kmqbputys84gfHmc3rG54r6D3TpJdX3HZu7pmRcpwGt/H4ltuqszhf5bWvWTxOyrYbhlurlF9+2/uHiKtGuP5fVvJpeVUeeIICAv0BKxkDd0ulc/83u1zW+Q82tx3fohbVfeoLLmle9qjPyD2wr5yhI04A+7au/Z6oSeE4sVb2ueFL+10/1xf/6bbR46Tp+UsZpqRqPlPQBGm01g7AR9L6w5hPr+2jd98G6NOiuQX6jaczs6+n7uEZL6rHcuhwLvnhff/Y5XpsNSVGTpuda9Ll/I42h2WtXqijgCQP//evyurGyJt+lnt7Hf1vHvLqUTdpoChCYRlOfshGIVYHUrho9xOuqlnsI58v62BiO8/Erkzz3oZiVP6I3X9vlG0w2NCZp8A9urNrps2yBcVDfslLr/NY+S73sUl1k8+KlVVGR3eaUQbBaGgfp+25RZtgWR1S07HW/s+TfV9PGfgFnSmdNev53GpXh+SFs3r/1eLZFuWcrM3u8xTDBwD9c3MMLj3TTxOyOIfwACmbBewgkkUDKpRo8xryn3uJRI3jzBJfqrFuGXW78f2Zc9erRL8Q1TSu+x9RpmIZaDOM17++/6NLWNeqR+qM2uiiEX5LlR48bswJYPYyrpneNslga51sV/+Hl6tsIvJK6v0vUWyOtrpY6dkzyKjCkp/VxHDArUrdjQXnpp/okpPYYO7Vqo3a+93YYV8n36d3/a92ToWYb2n4N1ayJ/3Dy/1DT8/0rFFpu7BU/AiF8ncRPY6gpAski0HDEUneQWHLwPa1aeL+GVwYSDgHUvN8kQMbuoV+1zrFrJE7Vf6an+d2/eFpHT/y3J2OLg7rxTkqzJjrPsugfKL2d79U+y93qY6NjBsEqa3WQDrC/66ROfuM3K0rIdTTvx71eua/srbgnaOdTFvdvecpt1k2jB1vca1q+TYsK9/hd6ahYguJIjfuYArSBzQgg4BEIFlz6BW/GME1z0iN1H67B6Z4f8AFHNxjZe50cdJWs1wvbZXFPf2VHGPf2j3tCL86/WR08UXJqxm16YuEtXlctjWU93thlDCa297AcqWFmYTXcWOZ9sK/q/J8NVIbVibqQv+tqOybZa4Pqrdw6HgtsNiu2dj9bTZpZBKanjftXa1wFjq2aU5vQBc4KfVf2RACB2BMwZs8beqfxN0rDg87YaqfmVvebWKd3ffGJDniP4jV3c08Pv8I6gc/W0/rkk/9nXG1tq9Ty/Xr3bf8At6EuNdZftbxS4JNPdF84ZuBUM8rLdOIbY2yd11IPlnWsc3nnq/vN/dVqxe/lu3KdZ2KV+ztXX2k9vkFLCv+ubnO7Gncg80AAAVsCnpNARSs+r5nMfV/33crMPNsz6dGFGjSrm9f/Z577VPMO+P1/amZVpqLHnlfxoLsl8/5RddGCoGuXGsebEbO1zvjzfRgz0RblKXd6XtWyYr7v1/IqpaPuuK+Hlk7a7Dv6RhXDjSdnDalujxkAvt1eo+d7jejxyt7yuy6cY5JXnqE8jVa5QetmcSxITWujS41E+4Im9Lz5zUnVHLV7npo2+V4oqdkHgbAECEzDYiMRArEmYMxweP9s3f+XEZrzfl3rVnNSnEA5/u/JEzpW480uemDrMveMfTXeCrTh0Kf6ONh68YHSxcB2xwwi2BbrOn6tE2XmWYXwQ/+K+9+WGZ85v6Fdh17SknW3qGDohUb+nuGFLUbpxUHmax4IIGBPINBJIDOXA1r6xAbd8XQ37XVPetS/xhDXiiuSTyvf6qqSGdjuuUr6U6lSu4/XtV4ntGqvozn53krNfWh2xZJd5tD/hWl6ddJToQU+VQVULo2zTSv9bueomPn3emW7rwAbE+StWasDN92qBQHqaf1dF8YxqapuoT2JVrmh1c5rr4s66afGrTb7rD4LXru5n35zXEf9TzwHmLHZPymvEQhXgKG84cqRDoFYEzDuRRp2l8USIrbraWOokGXelQGP5ZuWG23d92KZQ6xttG8QuRa49M3Jk35Da83S/q5PPvO/Sm2zFgHvfyvTjmXrPbN1msO096jFjddZD72zWSS7I5CMAgGHuxoY7kmQDmz1mvTITyilvXrfmOa3sfKlMWHZw/P18qFz1O16GyMayoq1csoQda1cR9qYbXvBi4uV3anGvN6VBQX/N9DSON5LYLk+1Oo/nNQAyzVWg2Ufre/jaJUbxMK4Ov3zWcPku7DLaX288wO/WfKNz1WN+1GN5Xlmja0eCROkGN5CIFwBAtNw5UiHQMwJGGvI/ddP9KPwL4A51CIHAh6HahK9bGLJIEXnNWliMeHQP3Tg068sAlY7asaVjkHjNdZisqvy91dp9d7vjLUPzXvXmgSY6dNOWeyLQBILeIa7Wn69G5MgPXP/U9qhHgEmFzOG8w4bZr0sizF49vDeD3XYXF4mpBEN5lXSAo3rN1LTVuytGHprTJb3wLIFGpJmcf9fyF0WqI7GrQGF+XrZGFNqTnq04QcDA0zOFKygaH0fR6vcYBbG74SsSVqck+kzVqbmDM9H9daGv6h6INO56pAzR9OyLJbnCVYc7yFgU4DA1CYYuyMQ0wLNfqwr2/97lKtoP+CxXD8zyq2oW/H2DepWXjipPfeC+s2TZDunlMs19GedfX7kVORhDjFcpa3GvWsfGEME7zDugeOBAALhCgSfBOmve0uMSY/6BRyKG3BZFnd1UgOsXepfV+Ne0tX3asDg2V73kp6rzCkP6fbKyZb8k9h4HbCO7kmadhuTHr2u9DEDvCZbCjXzaH0fR6vc2lyMW3+mvqANS431qFt6TnUYk9YtnLJUxWXmAcGYxKpghh6svKe5ZS/dufRlrZ56ld9ap7WVw/sI2BcgMLVvRgoEYljAnK3Wes27SFS6ciIF37ztBzwpjZuqiW8mxiuXsYj6t3W8olcjU8c3OGXgeMW8MrSuo7HDkT3afbD6nLhXEhtPjdk6hwy3XJKifPsTemjVSXtDBG2UzK4IJJVAs67qb7Xmpxuhrcbe1a96kqAaMMHWNA20dqlvJq6S53X/tFd9l50yhvDeOdx6IiLf1KG8aqGsMf39hpma6YxJmuZO1ML9P9XoXi2CZmT9XWf/mBS0EIs3o1WuRVVC3NRQrbPuU8Hbr+gB9zq5xpXzLbM1rGMbpbf+iYbl7tT5I35p3DO8Rrt3FuqXWWkWo25CLIrdELAhQGBqA4tdEYh9gcbqOX+JvYmH6tIoz0QKNbJwzxT5XY3NATdY5lOuY8e/UQhrtwfMtl7esKy7UbJdg0hWNlAdve/fqkv5AZeOOarDZR3VP+hMn3UpmLQIJJNAoDU/DYNaJ6UJcsW11rSmsbFMy+wlKvabDCf18p8oo7HVui3h9IsxzPTaoRpocWuAjHVQz7pxqLrXVlag77pIfx9Hq9xwmN1pjKvfmx/WoHYj9OqV+cYJSmPJFZ+/vVo3/25lD83kKmnYxiQMR4DANBw10iCAQIVAwEk1jGGcv1nmmfzGCsscEjZH84s8K96lXKA2l51TY8fTf35XH9R1qKk71++pcTPrFVFrFFr2uT79u41CnTKoUREHNwSsY/X9W4FKc5W+o+2ltV1V9cwaWiOTVLUcPFxZAWbQrLE7GxBAIKiA9SRIxnDaQOt6eudmeQIpxLQB1ukMvNa0d8E2nge6NSA10P2zfnkH/K6zeUzyy7bWl9Eqt9aKWe1gzG5ccLv6jXvWmD25q27NvoLg04qJbVERIDCNCjuFIpAoAp418iyaU/7+45r06DvGICz/hzF5xu4nde+0jTpR9VaAKwFHSlTqvuelakfPk+908nhtwZJ3mn/XRW0utrgP8m/6tPQf1Tu6Plbh2Ek1liyo3sHqmVMGVnk7te1sZWaPV5bVzCnlmzV93FLrkwhl72jhxFy9Vuq3HIxFtVIyb9HEXo393knTQNszaPplwUsEEKgWsAqAjMmHRg8JZTitxQmkENNartNp1Mq5k4eVTbS+NSA1yP2zlSkr/o3W93G0yvVtfSivzCHZU+fvrJi4KqWJmpzn1BVvi9JPG1diq5amMQPi6fptsY3RVBZZsimxBQhME7t/aV3cChhrP76/Sx8HqL/r+El9E+C9um8u08clfw85m5TMsfr1iIst9v9W+/LG67YpL3kmVDB2cZVqq3Fgum1Uvo4OnuEzw1/Fmph+98caEzIsKtzjd59pxdXWhVtqhrwWlfBsMoaIXZKumncnHda6J1ZWBGWuEq3JGac5X16kDpUTQgTO0OcdpwyMCfqN+2q/9snbsRfNrte0KV0tgnOj1PdnGxOaTNfK4uOe4gzjoseMmTfH6uV2E336KXB9LO4PC2mIYOAceQcBBPwFap5kCj1ok/yvuNpJ618T9+tDryp/XYn7O9pVulm/feQ56zVM/14a4CSjRa41ruzWdv+sbx7OfR/75lvbK2fLjdSxoEzb841JjiqHZJ9+XYt+a3UCubbW+r8faFTSx3p1xXvGCWpz6PA8TVp4TK0v8p6g0U477Z6Q9q8jr+NBgMA0HnqJOiaZgBkULNa0BdsqzmhatL58y691h3fAZ7FPrZvK3tOKP1mFvqe17+lHVVgVpNSW0/nqOX2Oxmf4BZXuZEZwuuIBz4QKaUpPz1J27gp93H68Fk/P8h0+lNJOty98UL19gkJjqGnevbpzdcUPH2OdAq2Zd5fGTPtI519uVV7gulpf0asIyvqkm3W7TpP3djTW4putG35gcQb59J+1/BVPPWoU44yBq3SbVr39VY3czVkSd7y0SQerRhibV53/pFc/srpq/LE2vGFVT+NKxNhHNLtPK4v8DYe9L2ra4J8YE18YFq3bq9fYxdpx4S/13Jzevv1kmdrc6H9/WKgzfQbMkDcQQMBKwGcSJHtBm3yuuDYOeWIy/4C2ulqHtHnSdWprfG+07fOEjg+5VYOtVo05/KKyjYl12g0psB6dUZ2h8czvyq7tE1zOfB8b14ONYOpF6+9Zy+OBU+Wa53AjdSz4u0o+9j6pa55AHq3O7u9987vf+q/dTVOVX/CM1gT8XWBcMbZckqgyf+OYMm61zpr0Sw30urXDXjtf1HPbvete+aGpDH4rX/NvPAsQmMZz71H3xBIoLdAgr6Cg6HDlKU2rZnoHfO01qOCA1U4Bt5UXTdXlHUcrf2+AIZqHN2uOGaTcVKCDAXPxeqPxVZry3DN6oJd10FO9p7EW2ugntWHtJHW2mMQiJW2EnnzxEb/gtPqHT3rHIZq8tpEmbfqjJl5e857U6nKsnl2oIQvna7hP4Ou1n3uB+GBr8Xnq0W6qtlp1TZ0MynWwYITa9rxTL1n2iTFj4qap6pU+QoWlR7V1yjXqPPQJ7bOqh75VcW5/tbWqZ0q6huQ9p/zRGZZXTqs1PP20cpy9pRm87w8L9Z6w6kJ5hgACIQl4jU6wHbR5BRCpXUKfmMz4f3vEfX0tZsw1K2zcS97rHhVuWq7cAWM05va2lq1IzbhLy5aODek7pfpEYmNl3XeLMi3OFVoWUrmxTt/HRibu47EZTBn3YVp+z1Yel8zvZK8d6lqucTo6sseC/1DT863OHFTCWf9bvneF5ufO0uTBV+nqn6/wOklavX9K+i16dO4NgT8jfR7Uo2PbeWb3dbad7uDa6phXXT2exYlAgzPGI07qSjUdEDDPhpkPc/Y1Hgg4L2Be7V2ljRtW6rHKxdfNQlIzNHzSIF1x5U0aktms9mLNIb9/eEkvPPVM1Xp5qRkjdN+gfur7s55qnVJmBGf9lb3isG9eDY0fCfvmqafVvZSVe5pXXfOf1MK8LRXLHph1m3KvfjHWzLdyp7r865BBXapQa1rjimvxn7Rq06t6ptLBTOPup+Hq23eYeqbZ//HiLvb4Go3rOkk7ui/U208PCbJ8Ra2VZIcoCXCciBK8nWJduzX/2hx9ct86FQy90E5KY98vteaOQVrUNk9FUzvbWAbE/G7LU+50I537xGkrZeXcqv59hvh+r5vf30t/r0XzV3iCOnO/+zRh/EBlWpyQtK68cTvL6hxdPU2avTNPQ7yuslnvH2hrtL6Po1VuIIfK7cZ3f9GvNGDsi77L/lS+HdK/xmiYnBcDfHbMY8vLeuqJx5S/5VBFbsY6qOMn36mfM8NvSLrxtFMkjhUEpvH0CXCgrpH4EDlQLbJAwKZAHQJTmyWxu00Bd2D6G2nu+jB+MNssi90jIsBxIiKsZIpAjAgc1+554zQmrzjg7UK1VjS1txbU6YRBrSWwQxwIROJYwVDeOOh4qogAAgjEh4BxlWPbBu1oMUoTBtm9ihMfLaSWCCCAQHwLNFPnqfnKs5y0MMSWlZfpxDcxv8p4iI1ht1gSIDCNpd6gLggggECsC5TtVuEd3Somyeh6t9b4rHF6RG++9pF+HMqairHeTuqHAAIIJJyAMcR488MadOkVxq0wnxt3b9ysuWvfc9/eZd7iZflXUqTCmT9XVqD5GRLOiAZFU4DANJr6lI0AAgjElcB3Ks6frjmV9w4dflXTH3nNmDO44uEqfl6LtrcPcU3FuGo4lUUAAQTiXsBcw/T+CZUTOhkzOj/8oIbXNu9DSpp6jn1Av8+7Q1XTG7bqrM4XBZvMIe6paECUBAhMowRPsQggUBcB1jOri174aQ9p99tf+CQvf/sv2uuelPKotr+4Wcoe77McgM/OvEAAAQQQiJrA/37+qT6qnEQ49WK18VlTNHi1Uho3VRP3Lucqk1ExwbF4N2wBAtOw6UiIAALRE/hvnThqsYan66ROflO12Gf0qpewJQdaasAYHrZ6lh7cfoV+Pb6jjVk+ExaKhiGAAAIxJ5Da6TrdWDkkt3ynnit8V1Yrg9aouKtEa+Y8p33m0kA+y77U2JMNCNRJgMC0TnwkRgCB+hc4ruKCR/XMXovAtPwjvb5mT2gH2vqveAKU6LV+YmVrTq9Q9qXGen+T9qnb7PvUM+TlICoz4F8EEEAAgXoRaNxbuS/+TqMyzjWKM9ZDz/uZBtwxR4Wriy2Pm67SrXqmYI7GXd1fk7c21fD5y7X+qREOLa1WLy2mkDgTYLmYOOuwulY3ElM717VOpEcgNIEAS8RYJm6oDjNe1rpx1gu9WyZhY4gC5jp1KzX3odlaufdbI41xBr3XHZp0V7bvWoYh5sZusSfAcSL2+oQaIeC0gBl0PvfGp3Kd+IvvetZVBZnf7bfr9q7NlZJ+nW7NSmM0TJUNT0yBSBwrCEyT7LMViQ9RkhHSXAQQQCChBThOJHT30jgEEEDAEYFIHCsYyutI15AJAggggAACCCCAAAIIIIBAuAIEpuHKkQ4BBBBAAAEEEEAAAQQQQMARAQJTRxjJBAEEEEAAAQQQQAABBBBAIFwBAtNw5UiHAAIIIIAAAggggAACCCDgiACBqSOMZIIAAggggAACCCCAAAIIIBCuAIFpuHKkQwABBBBAAAEEEEAAAQQQcESAwNQRRjJBAAEEEEAAAQQQQAABBBAIV4DANFw50iGAAAIIIIAAAggggAACCDgiQGDqCCOZIIAAAggggAACCCCAAAIIhCtwVrgJSRffAumt0+K7AdQeAQQQQCCiAhwnIspL5ggggAACfgJcMfUD4SUCCCCAAAIIIIAAAggggED9CnDFtH69Y6a0koOlMVMXKoIAAgggEDsClVdKOU7ETp9QEwQQQCDWBCqPFU7WiyumTmqSFwIIIIAAAggggAACCCCAgG0BAlPbZCRAAAEEEEAAAQQQQAABBBBwUoDA1ElN8kIAAQQQQAABBBBAAAEEELAtQGBqm4wECCCAAAIIIIAAAggggAACTgoQmDqpSV4IIIAAAggggAACCCCAAAK2BQhMbZORAAEEEEAAAQQQQAABBBBAwEkBAlMnNckLAQQQQAABBBBAAAEEEEDAtgCBqW0yEiCAAAIIIIAAAggggAACCDgpQGDqpCZ5IYAAAggggAACCCCAAAII2BYgMLVNRgIEEEAAAQQQQAABBBBAAAEnBQhMndQkLwQQQAABBBBAAAEEEEAAAdsCBKa2yUiAAAIIIIAAAggggAACCCDgpACBqZOa5IUAAggggAACCCCAAAIIIGBbgMDUNhkJEEAAAQQQQAABBBBAAAEEnBQgMHVSk7wQQAABBBBAAAEEEEAAAQRsCxCY2iYjAQIIIIAAAggggAACCCCAgJMCBKZOapIXAggggAACCCCAAAIIIICAbQECU9tkJEAAAQQQQAABBBBAAAEEEHBSgMDUSU3yQgABBBBAAAEEEEAAAQQQsC1AYGqbjAQIIIAAAggggAACCCCAAAJOChCYOqlJXggggAACCCCAAAIIIIAAArYFCExtk5EAAQQQQAABBBBAAAEEEEDASQECUyc1yQsBBBBAAAEEEEAAAQQQQMC2AIGpbTISIIAAAggggAACCCCAAAIIOClAYOqkJnkhgAACCCCAAAIIIIAAAgjYFiAwtU1GAgQQQAABBBBAAAEEEEAAAScFCEyd1CQvBBBAAAEEEEAAAQQQQAAB2wIEprbJSIAAAggggAACCCCAAAIIIOCkAIGpk5rkhQACCCCAAAIIIIAAAgggYFuAwNQ2GQkQQAABBBBAAAEEEEAAAQScFCAwdVKTvBBAAAEEEEAAAQQQQAABBGwLEJjaJiMBAggggAACCCCAAAIIIICAkwIEpk5qkhcCCCCAAAIIIIAAAggggIBtAQJT22QkQAABBBBAAAEEEEAAAQQQcFKAwNRJTfJCAAEEEEAAAQQQQAABBBCwLUBgapuMBAgggAACCCCAAAIIIIAAAk4KEJg6qUleCCCAAAIIIIAAAggggAACtgUITG2TkQABBBBAAAEEEEAAAQQQQMBJAQJTJzXJCwEEEEAAAQQQQAABBBBAwLYAgaltMhIggAACCCCAAAIIIIAAAgg4KUBg6qQmeSGAAAIIIIAAAggggAACCNgWIDC1TUYCBBBAAAEEEEAAAQQQQAABJwUITJ3UJC8EEEAAAQQQQACBuBRwlazXrOHt1KBBAzU4u5vuWV8iV1y2hEojEJ8CBKbx2W/UGgEEYkLglEo2Fup3E7rpbPOHjPmXPlyzNvJjJia6h0oggAACIQq4DizWdR1u0EOr9lekOPWWHh8+Q8uPEZqGSMhuCNRZgMC0zoRkgAACSSlwcqcWD89Um36P6u2W07TvX2d05l/vaGbqej3Ub6Du3ngkKVloNAIIIBB3AifX6+7+07TtlF/NT23X2k1f+m3kJQIIREqAwDRSsuSLAAIJK+AqeV6jfpKliavOUs6GN7Vy5gClp7h08o0X9Mf95i+bv2nf/hMJ234ahgACCCSOwBFtnDFVeRqghzd8qn+dMU4ynnhHi4ZdZjTxK21666/6Z+I0lpYgENMCBKYx3T1UDgEEYk7APLPeZ7yWfyZdkjNPuX1bVFfx+811YSPj5SWDlDOgdfV2niGAAAIIxKSA68ByzS3qrGWbntPMvulKMWvZpKvueelZzbyskb7Zt9841cgDAQTqQ4DAtD6UKQMBBBJEwHNm/TPjqugl2VqS209NqlqWYvyWmakd3xln20v+oNHpZoTKAwEEEEAgdgX+ofeXvarmMx+p+Z2d0kE3jPyRdPS4TnCbaex2ITVLKAEC04TqThqDAAKREzCG6m7M1YS8D40iGumy/zNa1zVxn1uPXJHkjAACCCAQQYEv9M7+azVl5A8tykhV02ZNjdG8RwlMLXTYhEAkBM6KRKbkiQACCCScgGuXfjexUMYIXiMuvUkz7+5SMeQr4RpKgxBAAIFkEWhvDNmdEaCxKfp+86bGaUgeCCBQXwJcMa0vacpBAIE4FjilA08+rAXuiY2MuHTATerTnKulcdyhVB0BBBCoRcClr4+dkP9EvbUk4m0EEKiDAIFpHfBIigACySHgOlCg8dM2eH6gdNbkKQPVPDmaTisRQAABBBBAAIF6ESAwrRdmCkEAgfgUOKZdLzykUd7r2102QDd0Oic+m0OtEUAAAQRCE3Ad0Pq1xaHty14IIOCIAIGpI4xkggACiSPwD+166Cdq0KCB8Xe+rhgzS6vMWXgrH/tn6YqzzPfOVruHdorJGith+BcBBBBIFAHz9o3JmrbtWKI0iHYgEBcCBKZx0U1UEgEE6k/gHHV5+D2dMRdZN//+Z4NyzqssvbNmvvvfnve+08cPd2UCpEoa/kUAAQQSRMD39o0EaRTNQCAOBAhM46CTqCICCERPwPV//6yibzzlM4w3eh1ByQgggEB9CJxcr7u9b9+ojzIpAwEE3AIEpnwQEEAAgYAC/9TBd97Rfs/7jTpcpjQm4w2oxRsIIIBAfAsc0cYZU5XnfftG+Qkd/4abNuK7X6l9vAgQmMZLT1FPBBCIgsAR/WXHB55yz1PnbpnMxhuFXqBIBBBAIPICLp3cmKsJeR96irpcY3Nu0HmnTujY1wSmkfenBAQkAlM+BQgggEAggX/+VW9t+srz7qXKuuqiQHuyHQEEEEAgjgVcJS8oZ0KhPnO3obl6LHpJTwz8YRy3iKojEH8CBKbx12fUGAEE6knA5/7S867QT/+LZWLqiZ5iEEAAgfoTcH2gJ7N/qeWeIbyNevxK+Xf+mMnt6q8HKAkBtwCBKR8EBBBAwFLA7/7SPteo8/csd2QjAggggEDcCvgtDdOon+bmj1Nb5hOI2x6l4vErQGAav31HzRFAIKIC3veXNtJFP7pETSJaHpkjgAACCNS3gO/SMMYQ3rkLdGfbRu5qpDQ9XxfUd4UoD4EkFiAwTeLOp+kIIBBE4NgOrV1feX/pjzTyhg4M6wrCxVsIIIBA3An4LA3TSJfkPKs191QP4U1p2kznx12jqDAC8StAYBq/fUfNEUAgggKu0v3ad8pTQKM2uiytYQRLI2sEEEAAgfoV8Fsa5pJsLcntx8iY+u0ESkPAR4DA1IeDFwgggIAp8A+9/+r6qvVL1fmnurI5Nxzx2UAAAQQSQ6Dm0jA5S2aobxOr73ljHdMT5YnRbFqBQIwLEJjGeAdRPQQQiIbACX3y1y89BTfSZVlXqHU0qkGZCCCAAALOC5zcoBleS8NcM3OJcvu2CFDOl/rrJycs3jOuuE4Yrod2/cPiPTYhgEA4AgSm4aiRBgEEEluA+0sTu39pHQIIJK+AsTTM4iG3Kc9raZinZ3a3HsL7/eZq2egrrV+7Q8f8xFwHlmvushRu8/Bz4SUCdREgMK2LHmkRQCAhBXzuL71sgG7oxPqlCdnRNAoBBJJMwObSMOcZkx+lSqdWzVLO4p066dY6pZKNuRrV/1f6Yswt6s9tHkn2GaK5kRQgMI2kLnkjgEAcCnjfX2oM4x3ZX52sbjuKw5ZRZQQQQCCZBYItDWPp8r0f6Zo+5oIx+7Vq4lVq2qCBGjQ4W236PahVX/1UE+/Nsr7SapkZGxFAoDYBAtPahHgfAQSSTMD7/lKWiUmyzqe5CCCQqAInt2vWHb/RNvds68bSMCN/q8I7q5eGsW72heozuLsqVjX12qNRD80sel73eNY79XqHpwggUAcBAtM64JEUAQQSUMD7/lKG8SZgB9MkBBBIPgFzaZgJmvWW505Rc2mYvNFKr3U0TIqaj35Cby4aqUvcaEZAO2ymlr25Ug93bZ58jLQYgQgLnBXh/MkeAQQQiCMBl45tekXrPWfUGcYbR11HVRFAAIGAAi3Ud8kHOrMk4A5B3miuLve8pBLjjwcCCERWIMavmH6n4nl9lX7NPBW7IgtB7ggggIB0WqX7P1VFXHqtJoz5L9V6Qh02BBBAAAEEEEAAgToLxHZg6vpIm/9UKh0q0ua939W5sWSAAAIIBBVw7dOry//q3qXRgFs0mvuHgnLxJgIIIIAAAggg4JRADAemLh1fl6+lh8qNtpbq5RffVplTrSYfBBBAwELA9f7rWr7fuF7aqJ/m5g4WdxBZILEJAQQQQAABBBCIgEAMB6ZH9OZru2SGpTL+e3jtShUdZzxvBD4DZIkAAm6BymVijMktbrtLt3C1lM8FAggggAACCCBQbwIxG5i6ip/Xoi1e10jLd+n1bUfqDYaCEEAgyQRObtMzfzSG8ZqzNeb2Y226JOt+mosAAggggAAC0RWI0cD0O+3dVKRDPjZl2rFsvUq4aOqjwgsEELAh4DqgF0a1MxZIb6dRLxxQ9dfJKR14/gk9+9klylkyQ32bMOWRDVV2RQABBBBAAAEE6iwQm4Hp8Q1aUnhAanm5OrRMrWpk+furtJpJkKo8eIIAAvYE/vnG75SzfL+R6Avt2X/Ck9ilkzsX6I5ppbpp2Ro93reFvUzZGwEEEEAAAQQQQKDOAjEYmBqTHm3boB3ljZU1+bd6aHCaVyNLtX7TR15XObze4ikCCCBQi0BK0/N1gXufazTh1k5KcZVo4+K7dVPfzcpcuV7LRrdleZhaDHkbAQQQQAABBBCIhEDsBaauPXr6sW0qT+2i/j3SlZk9XllVF03LdagwXy8zCVIkPgvkiUDCC6R0mab1Gx7RsEve0sQ2/64G596ml//3Wv324DYtHpBOUJrwnwAaiAACCCCAAAKxKnBWrFXMtfcNrTduLm2VM14Dm5n3eXVV/+6NVVQ5EZJnEqQhQy+MtapTHwQQiHmBRkrvO0MrS2bEfE2pIAIIIIAAAgggkEwCMXbF9Eu9/MRLxqRHaRrQp73n6kULZY3pr5ZVvcIkSFUUPEEAAQQQQAABBBBAAAEEEkAgtgLT4zv1+vYypfYarzsyz/bwpqjxtUM1sFXVeF4xCVICfPJoAgIIIIAAAggggAACCCDgEYihwPQ7FRv3jxYZkx51u76rmnl3UUp79b6RSZC8SXiOAAIIIIAAAggggAACCCSKQOwEpq6PtPlPpcbNpaM0YZD//aNnK2PYMGVWXTQ1JkFau1rby6pXIUyUDqEdCCCAAAIIIIAAAggggECyCcRIYGosEbMuX0vNSY9uvE4ZFmvbp6QP0GhjEqSqx+HX9cKWI1UveYIAAggggAACCCCAgCnQoEGDqPyhjwAC4QvESGB6RG++tstYIqaHJmZ3DLBkQwtde30XVV00lTEJ0ms7dTz8tpMSAQSSQCBaP078y00CapqIAAIIIIAAAgiELRATgamr+HktMpaDSe3eT9e6l4ixak+KmvUarkEtq0PT8i35err4O6ud2YYAAggggAACCCCAAAIIIBAnAjEQmH6nvZuKjCViLtagMd18Jz3yR2x8tUYOZhIkfxZeI4AAAggggAACCFQLnDlzRtH4q64BzxBAwK7AWXYTOL7/8Q1aUnjAne3KsVdopa0CPJMgje+ono0tbky1lRc7I4BAIgqYP0x4IIAAAggggAACCMS2QJSvmBqTHm3boB3ldUBiEqQ64JEUAQQQQAABBBBAAAEEEIi+QHSvmLr26OnHthmTHvXWgp15GhLw/lJvKCOYXZ2jqydtVkU865kEaeiQ4MOAvbPgOQIIIIAAAggggAACCCCAQMwIRPWKqWvvG1pvLBHTcvBwZYUUlJpuxiRIPfqpW/UcSCrfvlJrS07HDCoVQQABBBBAAAEEEEAAAQQQCF0gioHpl3r5iZeMSY/SNPDmq+W1QmnttW/WTxOy21bvV75bz6/6UK7qLTxDAAEEEEAAAQQQQAABBBCIE4HoBabHd+r17cYSMZ2GaWjG2Ta5zlZGnyy1qkplTIL0pze0l8i0SoQnCCCAAAIIIIAAAggggEC8CEQpMP1OxYX5KipvrG5jBig9jAl1UzIG6pZO51Y7H3pJS9Z9Wf2aZwgggAACCCCAAAIIIIAAAnEhEJXA1FWyTLnmEjGpXdS/R4vwoFIu1eAxXVV9q2mZihY8oa1lXDYND5RUCCCAAAIIIIAAAggggEB0BOo/MHV9rGcmP65ic0rdFulKC3v90RSd16SJMRWS1+PwKj04u0hlXpt8n7pUVlygcV3bKr11hgZNf00HiWN9iXiFAAIIIIAAAggggAACCNSzQD0GpmZQuEbzfz5Oc97/tqKZh5bp4QcKtLXU7oy6Zl4v6Ve/e12+Kct1eMUk3TYlQJ7G8jRP3b1ARYfNqPhb7XthhnIZ/lvPHzmKQwABBBBAAAEEEEAAAQR8BeopMC3T1inXqPPgScrfYqwPU/UwgsMVs5Xds71xBXOECksrViatetvqSWmBBrVuY+T1gFbu9QS4Pvt55XlTgQ76vMcLBBBAAAEEEEAAAQQQQACBWBNocMZ4xFqlIlcf80rrUk3OMa+aNlSH0XP1u99cr9Y+44EjV3os5JzeOs1djZKDpbFQHeqAAAIIIBBjAhwnYqxDqA4CCCAQgwKROFbU0xXTWNFMUePMcSrYeUAlB/dq3ezkCkpjpReoBwIIIIAAAgggEPMCrg+0uOf5atCggRp0W6ySmK8wFUQgvgWSLDCN786i9gggUB8Cx7TrhcV6aHi7ih8j5g8S8y99uB5aXKiNJafqoxKUgQACCCAQVYFTOvDkZE3bdiyqtaBwBJJJgMA0mXqbtiKAQFABV8la3dOtva4YM1GzVu333fezVZo1cZz6tcnU8MU7ddL3XV4hgAACCCSMgEsnN05V/4kbxKnIhOlUGhIHAgSmcdBJVBEBBCIv4Cp5XmP6jNHjb9V2dny/Vk3M0k9GPa8SlpuKfMdQAgIIIFDfAic3aMaEQn1W3+VSHgJJLkBgmuQfAJqPAAKGgHEf0ZPZv9Tyz06p0TU5emzZuzphzAtnzg135sxRvbtsgXKuae5FdUqfLf+lsp/8QMSmXiw8RQABBOJe4Ig2zpiqvK8u0zVdvb/3475hNACBmBcgMI35LqKCCCAQWQGXji1/xLiPSLpm5pv6fzuW6N7RXdSkqtDm6jL6fi3Z9raWjbysaqt0TNumPaLlxwhNvVB4igACCMSxgDmEN1cT8o6ox9xFmpZ5Xhy3haojEH8CBKbx12fUGAEEHBX4UpvWvqMLcp7VKw939wpI/QpJaavRy1ZpUQ+vM+intmvtpi/9duQlAggggEBcCniG8H7V41fKv7ODzorLRlBpBOJXgMA0fvuOmiOAgBMCx3Zo7b6BWpLbL3BQWllOSnuNHtdLjSpf6x86fOy/q17xBAEEEEAgTgVcB/RCziRjCO+1mps/Tm2TaI37OO0xqp2AAgSmCdipNAkBBEIXcJV+qq9HjtZ1TUL5FZKi5n1u0oDqyDT0gtgTAQQQQCBGBcylYSYqe7k0snCR7mzLl3yMdhTVSnABRikkeAfTPAQQCC6Q0mWmNnUJvo/Pu+c10/mpxhb3GgLnqGXz//B5mxcIIIAAAvEl4DpQoPHT3jRu6VipvNFtFcppyvhqIbVFID4ECEzjo5+oJQIIxKTAhfrRpU1jsmZUCgEEEEAgBAFzVvbxv9G2C7K1IZRbOkLIkl0QQCA8AQLT8NxIhQACySrwt/3a942n8ZcN0A2dzklWCdqNAAIIxLmAOYR3sjErewvlbJihviHd0hHnTab6CMSwAIFpDHcOVUMAgVgTMJaW+cuftdtdrQs0bGa2ujDmK9Y6ifoggAACIQlUDOF9T51nrlZu3xYhpWEnBBCInACBaeRsyRkBBBJOwFxaZnvF7aWXjdOUkT9MuBbSIAQQQCApBE6u1939p+kvV87VnplBlgpLCgwaiUBsCBCYxkY/UAsEEIgDAdeBtSpY/5VR08uVs2gCV0vjoM+oIgIIIFBT4Ig2zpjqXhpm0essDVPThy0IREeAwDQ67pSKAAJxJ3BEb/zuKW071UiX5Mxj2Ffc9R8VRgABBEwBl05uzNWEvCPqsegllobhQ4FADAmwjmkMdQZVQQCBWBWo/CHzoXRJtpYwc2OsdhT1QgABBIILnNygGRP+YCxY+lsV3vljloYJrsW7CNSrAFdM65WbwhBAIC4F3D9kCvVZo35a9Po8Zm6My06k0ggggIBnCK9+pg15o5XO5HV8JBCIKQGumMZUd1AZBBCIPQHPD5nPLlHO2md1T9tGsVdFaoQAAgggUKuAa9cSTcwzRr589rj6NT1LDRo0CPLXVP3yPqvO862JauO1//cnbNQ/q9/lGQIIOCDAFVMHEMkCAQQSVcBY427xbRqc9y+NXPaKHmc5gUTtaNqFAAJJIOA6cVTm9HU8EEAgNgUITGOzX6gVAghEXcC4r3TnAt0x7T1duWirlo1uy71IUe8TKoAAAggggAACiSrAUN5E7VnahQACdRJwHXhSQ7Ielyav1pp7mCCjTpgkRgABBGJA4Ht9l+jrM2d0JqS/E9qQc0l1ra9ZpE+90n29pK++V/0uzxBAwAEBAlMHEMkCAQQSS8BV8rzG9J+rfxlB6SsPs/B6YvUurUEAAQQQQACBWBQgMI3FXqFOCCAQNQF3UNrnLu3qMk/PzgwlKDWG/O76AHNtaQAAQABJREFUkzaWnIpanSkYAQQQQAABBBCIdwEC03jvQeqPAAKOCVQHpU9o07JbQlpKwFXygnKmFKtpa2brdawjyAgBBBBAAAEEkk6AwDTpupwGI4CAlYDtoNRVoo2LJ6hHh/Ha072POrEenhUr2xBAAAEEEEAAgZAEmJU3JCZ2QgCBRBaoCErHa/lnxnDcz25Vm+W32mhuZ828oQMz9toQY1cEEEAAAQQQQMBfgCum/iK8RgCBJBIw7w9drFF9PEFpOC2/bIBu6HROOClJgwACCCCAAAIIIOAR4IopHwUEEEhegX++oRnXTdSqb8IlaKTLRvZnGG+4fKRDAAEEYlagifouKdGZJTFbQSqGQMIJEJgmXJfSIAQQCFnge3215Osz4ndHyGLsiAACCCCAAAIIRESAobwRYSVTBBBAAAEEEEAAAQQQQACBUAUITEOVYj8EEEAAAQQQQAABBBBAAIGICBCYRoSVTBFAAAEEEEAAAQQQQAABBEIVIDANVYr9EEAAAQQQQAABBBBAAAEEIiJAYBoRVjJFAAEEEEAAAQQQQAABBBAIVYDANFQp9kMAAQQQQAABBBBAAAEEEIiIAIFpRFjJFAEEEEAAAQQQQAABBBBAIFQBAtNQpdgPAQQQQAABBBBAAAEEEEAgIgIEphFhJVMEEEAAAQQQQAABBBBAAIFQBQhMQ5ViPwQQQAABBBBAAAEEEEAAgYgIEJhGhJVMEUAAAQQQQAABBBBAAAEEQhUgMA1Viv0QQAABBBBAAAEEEEAAAQQiIkBgGhFWMkUAAQQQQAABBBBAAAEEEAhVgMA0VCn2QwABBBBAAAEEEEAAAQQQiIgAgWlEWMkUAQQQQAABBBBAAAEEEEAgVAEC01Cl2A8BBBBAAAEEEEAAAQQQQCAiAgSmEWElUwQQQAABBBBAAAEEEEAAgVAFCExDlWI/BBBAAAEEEEAAAQQQQACBiAgQmEaElUwRQAABBBBAAAEEEEAAAQRCFSAwDVWK/RBAAAEEEEAAAQQQQAABBCIiQGAaEVYyRQABBBBAAAEEEEAAAQQQCFWAwDRUKfZDAAEEEEAAAQQQQAABBBCIiACBaURYyRQBBBBAAAEEEEAAAQQQQCBUAQLTUKXYDwEEEEAAAQQQQAABBBBAICICBKYRYSVTBBBAAAEEEEAAAQQQQACBUAUITEOVYj8EEEAAAQQQQAABBBBAAIGICBCYRoSVTBFAAAEEEEAAAQQQQAABBEIVIDANVYr9EEAAAQQQQAABBBBAAAEEIiJAYBoRVjJFAAEEEEAAAQQQQAABBBAIVYDANFQp9kMAAQQQQAABBBBAAAEEEIiIAIFpRFjJFAEEEEAAAQQQQAABBBBAIFQBAtNQpdgPAQQQQAABBBBAAAEEEEAgIgIEphFhJVMEEEAAAQQQQAABBBBAAIFQBQhMQ5ViPwQQQAABBBBAAAEEEEAAgYgIEJhGhJVMEUAAAQQQQAABBBBAAAEEQhUgMA1Viv0QQAABBBBAAAEEEEAAAQQiIkBgGhFWMkUAAQQQQAABBBBAAAEEEAhVgMA0VCn2QwABBBBAAAEEEEAAAQQQiIgAgWlEWMkUAQQQQAABBBBAAAEEEEAgVAEC01Cl2A8BBBBAAAEEEEAAAQQQQCAiAgSmEWElUwQQQAABBBBAAAEEEEAAgVAFCExDlWI/BBBAAAEEEEAAAQQQQACBiAicFZFcyTTmBdJbp8V8HakgAggggED0BDhORM+ekhFAAIFkFOCKaTL2Om1GAAEEEEAAAQQQQAABBGJIgCumMdQZ9VmVkoOl9VkcZSGAAAIIxIlA5ZVSjhNx0mFUEwEEEIiCQOWxwsmiuWLqpCZ5IYAAAggggAACCCCAAAII2BYgMLVNRgIEEEAAAQQQQAABBBBAAAEnBQhMndQkLwQQQAABBBBAAAEEEEAAAdsCBKa2yUiAAAIIIIAAAggggAACCCDgpACBqZOa5IUAAggggAACCCCAAAIIIGBbgMDUNhkJEEAAAQQQQAABBBBAAAEEnBQgMHVSk7wQQAABBBBAAAEEEEAAAQRsCxCY2iYjAQIIIIAAAggggAACCCCAgJMCBKZOapIXAggggAACCCCAAAIIIICAbQECU9tkJEAAAQQQQAABBBBAAAEEEHBSgMDUSU3yQgABBBBAAAEEEEAAAQQQsC1AYGqbjAQIIIAAAggggAACCCCAAAJOChCYOqlJXggggAACCCCAAAIIIIAAArYFCExtk5EAAQQQQAABBBBAAAEEEEDASQECUyc1yQsBBBBAAAEEEEAAAQQQQMC2AIGpbTISIIAAAggggAACCCCAAAIIOClAYOqkJnkhgAACCCCAAAIIIIAAAgjYFiAwtU1GAgQQQAABBBBAAAEEEEAAAScFCEyd1CQvBBBAAAEEEEAAAQQQQAAB2wIEprbJSIAAAggggAACCCCAAAIIIOCkAIGpk5rkhQACCCCAAAIIIIAAAgggYFuAwNQ2GQkQQAABBBBAAAEEEEAAAQScFCAwdVKTvBBAAAEEEEAAAQQQQAABBGwLEJjaJiMBAggggAACCCCAAAIIIICAkwIEpk5qkhcCCCCAAAIIIIAAAggggIBtAQJT22QkQAABBBBAAAEEEEAAAQQQcFKAwNRJTfJCAAEEEEAAAQQQQAABBBCwLUBgapuMBAgggAACCCCAAAIIIIAAAk4KEJg6qUleCCCAAAIIIIAAAggggAACtgUITG2TkQABBBBAAAEEEEAAAQQQQMBJAQJTJzXJCwEEEEAAAQQQQAABBBBAwLYAgaltMhIggAACCCCAAAIIIIAAAgg4KUBg6qQmeSGAAAIIIIAAAggggAACCNgWIDC1TUYCBBBAAAEEEEAAAQQQQAABJwUITJ3UJC8EEEAAAQQQQAABBBBAAAHbAgSmtslIgAACCCCAAAIIIIAAAggg4KQAgamTmuSFAAIIIIAAAggggAACCCBgW4DA1DYZCRBAAAEEEEAAAQQQQAABBJwUIDB1UpO8EEAAAQQQQAABBBBAAAEEbAsQmNomIwECCCCAAAIIIIAAAggggICTAgSmTmqSFwIIIIAAAggggAACCCCAgG0BAlPbZCRAAAEEEEAAAQQQQAABBBBwUoDA1ElN8kIAAQQQQAABBBBAAAEEELAtQGBqm4wECCCAAAIIIIAAAggggAACTgoQmDqpSV4IIIAAAggggAACCCCAAAK2BQhMbZORAAEEEEAAAQQQQAABBBBAwEkBAlMnNckLAQQQQAABBBBAAAEEEEDAtgCBqW0yEiCAAAIIIIAAAggggAACCDgpQGDqpCZ5IYAAAggggAACCCCAAAII2BYgMLVNRgIEEEAAAQQQQAABBBBAAAEnBQhMndQkLwQQQAABBBBAAAEEEEAAAdsCBKa2yUiAAAIIIIAAAggggAACCCDgpACBqZOa5IUAAggggAACCCCAAAIIIGBbgMDUNhkJEEAAAQQQQAABBBBAAAEEnBQgMHVSk7wQQAABBBBAAAEEEEAAAQRsCxCY2iYjAQIIIIAAAggggAACCCCAgJMCBKZOapIXAggggAACCCCAAAIIIICAbQECU9tkJEAAAQQQQAABBBBAAAEEEHBSgMDUSU3yQgABBBBAAAEEEEAAAQQQsC1AYGqbjAQIIIAAAggggAACCCCAAAJOChCYOqlJXggggAACCCCAAAIIIIAAArYFCExtk5EAAQQQQAABBBBAAAEEEEDASQECUyc1yQsBBBBAAAEEEEAAAQQQQMC2AIGpbTISIIAAAggggAACCCCAAAIIOClAYOqkJnkhgAACNQRO62DRH5U/ZaDatU5TuvnXNVu/LSqVq8a+bEAAAQQQQAABBJJT4Kz6anZ50VR1HLtCp8MtsGUvjb/jSjVNaaPrftZTrVPCzYh0CCCQ9AKuj1U4fITmvP+tlDFdW14Zp9aRQCnbrcJJ92rOFinrrpnaUNLbKGe35l97s54c+6n+vnSl5madH4mSyRMBBBBAoB4FXCXrlTttkh5atV9qdI3uXvmsHhuQLn6u1mMnUFTcC9TbFdPUrHn68GCpSg6+p1Xzb1aHVJt2h7coP3e25swaq17pGRo05SUVl3G9waYiuyOAgHF6rGTpw3rUDEoj+HCVrtAv+t1sBKUpGr50jQruN4LSFJfK3lytlw+VGyUf0cclJyNYA7JGAAEEEKhVwDxROSSjYjTLTQU6WGuCmju4DizWdR1uqAhKzbdPvaXHh8/Q8mP8Tq2pxRYEAgvUW2BaXYVmyhzxoB7Kblu9yXiWmnGb8rd+ZASuZvDq9VdSpMKZ0zVlRIaqY9lvtW/FAxrWL0eFxcd98uEFAgggEFjACAyLZunW3J0yQ8OIPco2a8bND2rzYanliBma5n1V9PvNdL75ZdbyOt163UURqwIZI4AAAgjUJuDAicqT63V3/2nadsqvrFPbtXbTl34beYkAAsEEohCYmtU5Wz/u0lENvWqW0q67rk3z3uJ5MyVNPceO0/j5L+vDrU9qVMa51akOb9acnF9rTWnYA4Sr8+IZAggkvkBZkeZOXyUjXozg46i2zs7VysNG6NtymB6ZnqXGVaWlqHHnSVr3iXHybefjGmL1nVe1L08QQAABBCIn4MSJyiPaOGOq8jRAD2/4VP86c0ZnTryjRcMuM6r9lTa99Vf9M3INIGcEEk4gSoFpeI4padcr97mFGt6y+tqpDm/UwrwdKgsvS1IhgEDSCHgCxuMXqcPlXie4HG2/+UPnMT244nMj11S1GjxU3Rtzh5GjxGSGAAIIOCHgwIlK14HlmlvUWcs2PaeZfT33kzbpqnteelYzL2ukb/bt19+cqCt5IJAkAnEVmLr7pHGWJk/u4TWst1yH165U0XHG8SfJZ5ZmIhCGQGXAeEKZU36juy4/J4w8Qkji2qOnZnquyKb20MTsjkx8EQIbuyCAAAL1K+DEicp/6P1lr6r5zEc0Or2Rb/VTOuiGkT+Sjh7XCX6e+trwCoEgAvEXmBo/85r16KduXhdNVf65Pv3if4I0k7cQQCCpBTxnxo93ulvzxraPULBo3qv0qJa6JzYyrpd276drm3G1NKk/dzQeAQRiUMCpE5Vf6J3912rKyB9atDFVTZs1NUbzHiUwtdBhEwKBBOIwMDWacl4T+f7e+0YnTjKKP1Ansx2BpBZwlWjNlFlaebyz7l9wi9IjFCu6Sp7X1PmVkyq11di7+qlZUsPTeAQQQCAGBRw7UdneGLI7Q10sjykp+n7zpvK7jhqDGFQJgdgSiMvA1PXBu3rHZ76jH6pNWoSG5sVWf1EbBBCwJWBexXxQ0zdJvec+otvTLSZYs5Wf1c7HVbx6nn4xZoGKK6f6bZWl3hlnW+3MNgQQQACBaAnU04lKyaWvj52Q/0S90Wo25SIQLwJnxUtFq+v5nfZuKtKh6g1K7dRbPS/yHtvr9SZPEUAgaQUqrmLuVrMRT2ruUCcXOv9OxfMGa1jeAWvbQ7/XsPTfG+8ZEyDlvKiiqZ0jNHzYuni2IoAAAgj4C3idqFxYeaLS5yqHfwJeI4BAPQvEWWB6WgdXT9VdPj8GL9aguwZFbHhePfcHxSGAgFMCxqLpz0x+XMXNhqnQZ8kWJwo4W5lTN6pkqiev8q2a1mGsVrp/47TV+LVrNSWTK6ZOSJMHAggg4IRA5E5UWtTOdUDr1xYbb7SxeJNNCCAQSCA+AtOyYq1Z+a4+3flH5W/xvlbaSr0XPq1c78XrA7WU7QggkEQClYumN9XwpfepZ4SXbPG5vYBhvEn0OaOpCCAQFwIRPVHpL3BKB56crGnbjhlzovi/x2sEEAgmEDOB6ekVY9VuRbCqer+Xqpa97tCku7I1JJPpRbxleI4AAsbdPe6JiD5Uu5x8TYv4iaty/e293VW3F6RedqkuspwMg55BAAEEEKh/gXo+UXmgQOOnbeD+0vrvaEpMAIGYCUxtWbbsroFdf2ArCTsjgECSCJRt1gxjIqIPOkzW+vuvUuOIN/uo3t/5iaeUhmrX9cfMxhtxcwpAAAEEQhOo1xOVJ9fr7v7TtI1Zj0LrHPZCwE8gZgLThiOWas/8nsZUIdYPV+lWPffGAR11D+fdovzcLcaOc7SwV44eeTBHPdMiMdumdV3YigACsSpQuWh6Zz2wLHJLw/i0vny/3n27zLPpIv30J6183uYFAggggECUBOr1ROURbZwxVXmfeUWl5Sd0/BuX1JxhNFH6BFBsnAnEzXIxKWk9dfu48Zry9DqtyMn0BLDlOrxlsbJvnqWtZcb/+DwQQCCJBbwXTX8oQkvD1OT1ub+0YUd1+TGTHtVUYgsCCCBQ3wLVJyojuYZ1RatcOrkxVxPyPvQ08nKNzblB5506oWNf8/u0vnue8uJXIG4C02riZuo8PkeDWnpdWz28Sr/O32OsGsUDAQSSVsC9aPpaqc+DenRsu3pansXv/tKrr1SG11dT0vYFDUcAAQSiKlC/JypdJS8oZ0KhPnO3ubl6LHpJTwz8YVQFKByBeBSIw8DUYG58tUYOTvPyLtehwny9fJzQ1AuFpwgkkYDnzLgG65H5Q9W63kZNed9fmqoWbS+uh3tak6hbaSoCCCAQjkB9nqh0faAns3+p5Z4hvI16/Er5d/64nk6OhoNDGgRiVyBm7jG1R3S2MvpkqZWxnumhyoTl27SocI8GspB9pQj/IpA0Aq7ipfr1is+N9n6u7I4v2mv33tnq1Xp2VZra7nev2tF8cnynXt9eeX9pmgb0ac+PER8gXiCAAAL1LVB9orIw4icqvZaGMZvZqJ/m5o9TW+Pk6D/ru9mUh0ACCMRpYCql/PgKXdXw954F7c2eKNeRA5+rTJ2ZETMBPpg0AQE7Av970riPx04Ch/Z1ffGJDpR7Mku9WG0u+neHciYbBBBAAIFwBOrzRKXLZ2kYYwjv3AW6s20jd7VTmp6vC/RpOE0gDQJJKxCfQ3kDdFf50eP6NsB7bEYAAQScFfhOezcVVY/aaN9FnZrV2xhiZ5tCbggggECCCNTbiUqfpWEa6ZKcZ7XmnuohvClNm+n8BDGlGQjUl0DcXjHVNyflf0tpw3Zt9J/1JUc5CCAQMwKpWfP04cF5IdanTFun9Ff2isMV+2dM15ZXxql1iKmrdytT6YG/e16mqtXVncRUF9U6PEMAAQQSV8BvaZhLsrUkt5+aJG6DaRkC9SIQp4HpaZWsWakdlUPo3FSN9dMrLwu4Dmq9aFIIAggkjwD3lyZPX9NSBBCIG4HIn6isuTRMzpIZ6tvEasSMsY7pCePHavr34saPiiIQTYG4HMrrKn1FC57ebdxV6vVoNUoTBl3otYGnCCCAQOQEfO4vbZWl3hmsXxo5bXJGAAEEYkTg5AbN8Foa5pqZS5Tbt0WAyn2pv35ywuI944rrhOF6aNc/LN5jEwLJKxBngamxLlVxgX5x84PafNgrLE3N1PhF2cq0OlmVvH1LyxFAIGIC3veXGsN4b7xOGXz/REybjBFAAIGYEDCWhlk85DbleS0N8/TM7tZDeL/fXC0bfaX1a3fUmJzPdWC55i5L0WVpDWOiWVQCgVgRiFJg+p0+2LVHp70UXB9v0NKCdSous1iL1FWqrUsLlD9liLoOnq0i76BUrdTbmAVtUudmXrl5P60IZsd1bav01hkaNP01HbQowjsFzxFAAIHgAt73l7JMTHAr3kUAAQQSQSDw0jCWrTvPmPwoVTq1apZyFu/USfdOp1SyMVej+v9KX4y5Rf2bc0bT0o6NSSsQhXtMj6t4xUI9XHjAB7187wrNN/6Ue5/P9mAvUjNu1m8enqThmYGCUiO1a4+eunuBJ5gt174XZii3c0cVDGXYbzBb3kMAgSAC3veXMow3CBRvIYAAAokhEGxpGMsWfu9HuqbPBcpbtV+rJl5l/HntZax3uujeLOsrrV678RSBZBOot8C0vGiqOo5d4XOV1D52K2Xl/B9d2fQcpV83TD0ZAmGfkBQIIFBHAZeOb9vgmXyNYbx1xCQ5AgggEPsCJ7dr1h2/0bZTZlWNpWFG/laFd1YvDWPdgAvVZ3B3NVq1XO5klTs16qGZRc/rHs96p5Wb+RcBBKR6C0ztzZLmYNekdNTPH5+sT3LMq6YN1WF0rmYwSZKDwGSFQLwJNFbP+e+oZH649f4fffHp5xWTr6V21i3DLheDscK1JB0CCCAQ6wLm0jATNOutYxUVNZeGyRut9Fq/+FPUfPQTetNINmricn1mBrTDJus3U+7W6C7NY73R1A+BqAg0OGM8olIyhUZFIL11mrvckoOlUSmfQhGIewHXbs2/9mblHypXaq+FevvpIQpyM0HcN5cGJJ8Ax4nk63NajAACCNgViMSxIkqTH9ltOvsjgAACsSHg2vuG1htBqVK76v7p1xOUxka3UAsEEEAAAQQQiHMBAtM470CqjwAC9SlQuUxMqloOHqth6Uz1X5/6lIUAAggggAACiStAYJq4fUvLEEDAaYGyt7V8rTEMvuUwPTI9S42dzp/8EEAAAQQQQACBJBUgME3SjqfZCCAQQMBVojU/72ase9xNv1hdouplj0+rZOVSrTt8oYbPvk89G9c680WAAtiMAAIIIIAAAggg4C9Qb7Py+hfMawQQQCAWBcrffEq/2nTIqFqqPvq0zFNFl8p2P6lJ8w+px8JnlZt1fixWnTohgAACCCCAAAJxK8AV07jtOiqOAAKREPi3Jk1VMZF/R90yIkMprlJtLZiu28Zs1+VLntOTQ9NZHiYS8OSJAAIIIIAAAkktQGCa1N1P4xFAwF8gJXOi/rD0HmW13KM5Pdsqvd292ui6Sg/tXKPc3mkEpf5gvEYAAQQQQAABBBwQYCivA4hkgQACiSTQUK2z7lPBzvsSqVG0BQEEEEAAAQQQiGkBrpjGdPdQOQQQQAABBBBAAAEEEEAg8QUITBO/j2khAggggAACCCCAAAIIIBDTAgSmMd09VA4BBBBAAAEEEEAAAQQQSHwBAtPE72NaiAACCCCAAAIIIIAAAgjEtACBaUx3D5VDAAEEEEAAAQQQQAABBBJfgMA08fuYFiKAAAIIIIAAAggggAACMS1AYBrT3UPlEEAAAQQQQAABBBBAAIHEFyAwTfw+poUIIIAAAggggAACCCCAQEwLEJjGdPdQOQQQQAABBBBAAAEEEEAg8QUITBO/j2khAggggAACCCCAAAIIIBDTAgSmMd09VA4BBBBAAAEEEEAAAQQQSHwBAtPE72NaiAACCCCAAAIIIIAAAgjEtACBaUx3D5VDAAEEEEAAAQQQQAABBBJfgMA08fuYFiKAAAIIIIAAAggggAACMS1AYBrT3UPlEEAAAQQQQAABBBBAAIHEFyAwTfw+poUIIIAAAggggAACCCCAQEwLEJjGdPdQOQQQQAABBBBAAAEEEEAg8QUITBO/j2khAggggAACCCCAAAIIIBDTAgSmMd09VA4BBBBAAAEEEEAAAQQQSHwBAtPE72NaiAACCCCAAAIIIIAAAgjEtACBaUx3D5VDAAEEEEAAAQQQQAABBBJfgMA08fuYFiKAAAIIIIAAAggggAACMS1AYBrT3UPlEEAAAQQQQAABBBBAAIHEFyAwTfw+poUIIIAAAggggAACCCCAQEwLEJjGdPdQOQQQQAABBBBAAAEEEEAg8QUITBO/j2khAggggAACCCCAAAIIIBDTAgSmMd09VA4BBBBAAAEEEEAAAQQQSHwBAtPE72NaiAACCCCAAAIIIIAAAgjEtACBaUx3D5VDAAEEEEAAAQQQQAABBBJfgMA08fuYFiKAAAIIIIAAAggggAACMS1AYBrT3UPlEEAAAQQQQAABBBBAAIHEFyAwTfw+poUIIIAAAggggAACCCCAQEwLEJjGdPdQOQQQQAABBBBAAAEEEEAg8QUITBO/j2khAggggAACCCCAAAIIIBDTAgSmMd09VO7/t3cvcFaW9b7A/7NHOmIn4+bHyzE3iIJlckSyrMwLKuDW8gbixqPbCHODFzIViDHckqOgdlETtkLm3oYFopQ7doCJeOloug2Pl7agA1ZuL8lNO4UnWnHWwAwsYAGzhnfWvOtd3/l8+LDmXe/zvM//+wwz/Oa9PAQIECBAgAABAgQIEMi+gGCa/TlWIQECBAgQIECAAAECBFItIJimenoMjgABAgQIECBAgAABAtkXEEyzP8cqJECAAAECBAgQIECAQKoFBNNUT4/BESBAgAABAgQIECBAIPsCgmn251iFBAgQIECAAAECBAgQSLWAYJrq6TE4AgQIECBAgAABAgQIZF9AMM3+HKuQAAECBAgQIECAAAECqRYQTFM9PQZHgAABAgQIECBAgACB7AsIptmfYxUSIECAAAECBAgQIEAg1QKCaaqnx+AIECBAgAABAgQIECCQfQHBNPtzrEICBAgQIECAAAECBAikWkAwTfX0GBwBAgQIECBAgAABAgSyLyCYZn+OVUiAAAECBAgQIECAAIFUCwimqZ4egyNAgAABAgQIECBAgED2BQTT7M+xCgkQIECAAAECBAgQIJBqAcE01dNjcAQIECBAgAABAgQIEMi+gGCa/TlWIQECBAgQIECAAAECBFItIJimenoMjgABAgQIECBAgAABAtkXEEyzP8cqJECAAAECBAgQIECAQKoFBNNUT4/BESBAgAABAgQIECBAIPsCu2W/RBUWE+jZvUexzbYRIECAAIENAn5O+EIgQIAAgXIKOGNaTm3HIkCAAAECBAgQIECAAIFtBJwx3YakOjY0vLa8OgpVJQECBAiUJNB8ptTPiZLY7EyAAIGqEmj+WZFk0c6YJqmpLwIECBAgQIAAAQIECBAoWUAwLZlMAwIECBAgQIAAAQIECBBIUkAwTVJTXwQIECBAgAABAgQIECBQsoBgWjKZBgQIECBAgAABAgQIECCQpIBgmqSmvggQIECAAAECBAgQIECgZAHBtGQyDQgQIECAAAECBAgQIEAgSQHBNElNfREgQIAAAQIECBAgQIBAyQKCaclkGhAgQIAAAQIECBAgQIBAkgKCaZKa+iJAgAABAgQIECBAgACBkgUE05LJNCBAgAABAgQIECBAgACBJAUE0yQ19UWAAAECBAgQIECAAAECJQsIpiWTaUCAAAECBAgQIECAAAECSQoIpklq6osAAQIECBAgQIAAAQIEShYQTEsm04AAAQIECBAgQIAAAQIEkhQQTJPU1BcBAgQIECBAgAABAgQIlCwgmJZMpgEBAgQIECBAgAABAgQIJCkgmCapqS8CBAgQIECAAAECBAgQKFlAMC2ZTAMCBAgQIECAAAECBAgQSFJAME1SU18ECBAgQIAAAQIECBAgULKAYFoymQYECBAgQIAAAQIECBAgkKSAYJqkpr4IECBAgAABAgQIECBAoGQBwbRkMg0IECBAgAABAgQIECBAIEkBwTRJTX0RIECAAAECBAgQIECAQMkCgmnJZBoQIECAAAECBAgQIECAQJICgmmSmvoiQIAAAQIECBAgQIAAgZIFBNOSyTQgQIAAAQIECBAgQIAAgSQFBNMkNfVFgAABAgQIECBAgAABAiULCKYlk2lAgAABAgQIECBAgAABAkkKCKZJauqLAAECBAgQIECAAAECBEoWEExLJtOAAAECBAgQIECAAAECBJIUEEyT1NQXAQIECBAgQIAAAQIECJQsIJiWTKYBAQIECBAgQIAAAQIECCQpIJgmqakvAgQIECBAgAABAgQIEChZQDAtmUwDAgQIECBAgAABAgQIEEhSQDBNUlNfBAgQIECAAAECBAgQIFCygGBaMpkGBAgQIECAAAECBAgQIJCkgGCapKa+CBAgQIAAAQIECBAgQKBkAcG0ZDINCBAgQIAAAQIECBAgQCBJAcE0SU19ESBAgAABAgQIECBAgEDJAoJpyWQaECBAgAABAgQIECBAgECSAoJpkpr6IkCAAAECBAgQIECAAIGSBQTTksk0IECAAAECBAgQIECAAIEkBQTTJDX1RYAAAQIECBAgQIAAAQIlCwimJZNpQIAAAQIECBAgQIAAAQJJCgimSWrqiwCBKhNYGw3zp8d3Rn0u9qipiZrGPz2HxMT5DZGrMgnlEiBAgAABAgR2RUAw3RU9bQkQqF6B1U/FrUP6xkGDbo5f7DMuXvjL+lj/lydjQoe5cc2g0+LS+W9Xr43KCRAgQIAAAQIlCuxW4v52J0CAQNUL5BruiXMHXBQzlx0YI+c9HFMG7p03ycXq+ffGD5aszb/+XbywZFXEhu1VzwWAAAECBAgQILBTAWdMd0pkBwIECBQIrJ4bl24IpREHjpwc9YXh88PdYr+O+X0PPD1GntK9oJGXBAgQIECAAAECOxJwxnRHOt4jQIDAFgJvx/y6sTF1Wf6s6IGXxpT6QdF50/u10fmoCfH4nyZs2uIFAQIECBAgQIBAywScMW2Zk70IEKh6gcZLdetj1NSX8hIdo/f/GhYndq6tehUABAgQIECAAIEkBATTJBT1QYBA9gVyz8R3Rk+PZY2VdvxCTLj0yBBLsz/tKiRAgAABAgTKIyCYlsfZUQgQqGiBtbH09mvjpg0PNsrn0lO+EAO6iaUVPaUGT4AAAQIECKRKQDBN1XQYDAECaRTILZ0WF42bF43P243oF1eNOS26pXGgxkSAAAECBAgQqFABwbRCJ86wCRAoh8CKeObea+Kck8fFoo2pNKL3KXHqER8sx8EdgwABAgQIECBQNQKCadVMtUIJEGiZwB/jmWs+ETU1Nfk/e8Unz50Ysxufwtv8sWRifHK3xvf2iEOueSq/eqkPAgQIECBAgACBXRUQTHdVUHsCBDIm8ME48tr/iPXr12/88//mxcg9m0vsFxOe/r9N7/0pXr72KA9AaqbxNwECBAgQIEBgFwQE013A05QAgewL5P7P/46F7zXV6TLe7E+4CgkQIECAAIF2ERBM24XdQQkQqAyBP8drTz4ZS5oG2/Gw3tHDw3grY+qMkgABAgQIEKgoAcG0oqbLYAkQKK/A2/HLx19sOuSe0e9zfT2Nt7wT4GgECBAgQIBAlQgIplUy0cokQKAVAn/+dTyx4M2mhgdH/08f0IpONCFAgAABAgQIENiZgGC6MyHvEyBQtQJb3F+65yfjM//TMjFV+8WgcAIECBAgQKBNBQTTNuXVOQEClSuw1f2lA46Ofh+o3GqMnAABAgQIECCQZgHBNM2zY2wECLSjQOH9pR3jgI8dGJ3bcTQOTYAAAQIECBDIsoBgmuXZVRsBAq0XWPF4zJnbfH/px2LoqYdZs7T1mloSIECAAAECBHYoIJjukMebBAhUq0Bu+ZJ4YW1T9R0Pit49dq9WCnUTIECAAAECBNpcQDBtc2IHIECg8gT+GL/66dxN65dGv8/Ep7pZwLTy5tGICRAgQIAAgUoREEwrZaaMkwCBMgqsild+/UbT8TpG7/6fjO5lPLpDESBAgAABAgSqTUAwrbYZVy8BAjsXcH/pzo3sQYAAAQIECBBIUEAwTRBTVwQIZENgi/tLe58Spx5h/dJszKwqCBAgQIAAgbQKCKZpnRnjIkCgnQQK7y/NX8Y79OQ4wu2l7TQXDkuAAAECBAhUi4BgWi0zrU4CBFooUHh/qWViWohmNwIECBAgQIDALgkIprvEpzEBApkTKLy/1GW8mZteBREgQIAAAQLpFNgtfcNaGYvvfzCefefl+Ok3Z8UL6wpHuH/0H/m/4lMHfTIGn9U3Om1660+xePKV8dCAm2NM3z02bfWCAAECpQnkYsWCB2PuhvVLXcZbmp29CRAgQIAAAQKtF0jPGdPc8nhk2tg4/eBPxOArJsYNk7YOpY1Fvh4Lp06KG644M/odfFqMm/ZIvJaLyC3/adwx54VYtfrPrZfQkgABAvF+LF/yamzMpcfGqHP/Z7i91JcFAQIECOxMINcwNyYOOSRqamqiZo/PxWVzGyL/X1QfBAiUIJCCM6bvx2sLp0b9+Kmx8K3m06Mbz4x+5sgBcX7/HgX/Mdx4NvXpX/44vj3r+bivfnj+T3O1+8SQ5pf+JkCAQGsEci/ET2f+ekPLjqecF8N6dWxNL9oQIECAQKUI5F6O6UPOjht+9YeIPuPj4QcvLHnd6tzSW+PEw0fHog2/1cwXvvaJuG1IXRz12xkxrJtfb1bKl4Jxtr9AO58xzQfNaZfFucNvbQqlHWKfE8bH7OcWxbSxF8UXtwiljVhdo+9ZX4yLbvxJvPTInXHxCfsXCK6Jlxt+X/C5lwQIEChNIPern8XMJfn/WXQcFJPqz4hupTW3NwECBAhUlMD70XDXtXFzYyht7cfquXHpyeM2h9LmftY+FnMWvNH8mb8JEGiBQDsG0/w3g2mXxN/XPxRvbRjoh+Kwkf8Sc793YfTttPPfLtX2OCm+eufdcdOAwnDagortQoAAgaICzcvEdIwDL7gkznO2tKiSjQQIEMiGQC7WLJwY59c/Fc3X65Ve19sxv25sTI1T4tp5r8Zf1q+P9auejFsG98539WYseOLX4Saz0lW1qF6BdgqmW38zyJ8pHXB1fOfKTxc80KgFk1LbM86cOi2+dsSHWrCzXQgQILADgdWL4vs/yF/Ge+CImFI/KDrvYFdvESBAgECFC6xZGJPGz246OdK6WnJLZ8akhf1ixoJ/jQkDe2689azzUXHZj+6OCb07xnsvLInfta5rrQhUpUD7BNOtvxl0OC6uuOGs6L7zE6XbTlLtIfHFr58b++cfWvLKK/+1C7/12rZrWwgQyJhAbmnce07jwykOiXPuXVrwYIq1sfSe78bdyw6MkVPqYmDn1nwzypiVcggQIJBZgXfikevr476VB8Rhh7b25Eb+KpsZP41uE66LYT23eh5B7WFx6tCPRbyzMlZ5AlJmv4oUlrxAOwTT/NIud9wc92160FGH2H/ERXFa19b/R7C273kx+oTNi8ckz6RHAgSyIPDnn38nRs5cki/lt/HcklVNJeVi9VM3xZfGLY8vzHggbhu4dxZKVQMBAgQIFBVovGrv23H1rFXRd8w34pJDP1h0r51v/G08ueTYGDP0I0V27RBdunbJX837jmBaRMcmAtsTKH8wXTkvpkxfWjCeHnHKgI8WPHm34K0Wv9wvTrvknNh75ep4r8Vt7EiAQLUJ1HbZK/bdUPTRMer8I6I21xDzb700vjDwoeh739yYMazXLn4vqjZR9RIgQKDCBJqu2lt5xKUxefiu/P/zo/lLduviyKLnVWrjw926xFbnUSsMynAJlF+gzME0FysXzYvHC+8y379/nNRnj12uvLbPiTGo9t3Yheeq7fIYdECAQLoFao8cF3PnXReDD3wiRh/036LmQxfET/56bHzrtUVx6ylN9weluwSjI0CAAIHWCuR/GfnAmIn5S3j7xZU3nRc9i4bK1nZe2C4X765YtXFN7MLNXhMgsEOBMq9j+nY8+u/PFNwHmr+M9/MnRp8kvjHU9osxd/bbYbHeJECg2gU6Rs+BdXFfQ121Q6ifAAECVSbQuDTM1TF+QcRJ37wuvthz93z971eZgXIJpFugvGdM1y2Jp3+xpkDkg9HroH1dOlcg4iUBAgQIECBAgECyArmGe2Lsjc9G17MnxKSz2vgKmfyD9ubOWZxsAXojUAUCZT1jmnvx6Xhyi19O7R5dO+/6ZbxVME9KJECAAAECBAgQaI1A7uX4/lW3xeKug2P6+P6lLU1Y8vHyT3m//aoYt2hFxJ4lN9aAQFULlDWY/nX1qsj/My34+Egc1KO1T0Mr6MZLAgQIECBAgAABAtsINF7Ce23c/KsuMeSuy+P4TkncP7bNQTZtyC2dFheNm+f+0k0iXhBouUAZg2ku3lu9umDdwJYP0p4ECBAgQIAAAQIEShXYeAnvS3HIyDtiXP+9Sm1e2v6r58alJ4+LRWtLa2ZvAgQ2CpQxmP41/rBqTcGDj0wBAQIE2l6gpqam7Q/SgiOsX7++BXvZhQABAgQSE1jzUNSde1O8eNhVMffKT7fxJbxvx/y6sTF1WUEqXbcqVr6Xi+jWtmdpE/PSEYF2Fijjw4/+Jj7UpVN0aOeCHZ4AAQIECBAgQCDrAu/EI9fXl2FpmEbHXKyeXx+jpr7UhHpoDB95auy5Nn8L27v5YOqDAIEWCZQxmNbGnp07ewJvi6bFTgQIECBAgAABAq0TyMWahd+Oq2etir5jrmlaGqZ1PbWkVa7h3hg5anos27Bztzjulh/Fd0/7SEua2ocAgQKBMgbTiA49DoqDCw4e8bt4dfkft9jiEwIECCQp0HgJbRr+JFmTvggQIEBgBwJrFsak8XMiBlwdNw8/pG1PiuRejNtHfDVmNl3C2/G4r8cdF3+8bY+5g9K9RaCSBcoaTGP/g+KQxvWMN32siZcbfr/pMy8IECBAgAABAgQItF6g6RLeOCOuu/Gs6N6mt3cWLA3TOOCOg2LSHRdGrzY9ZutltCSQdoEyPvwoT9Ghd3zys53ivofXNLm8Hy8/9WKsvLBXdE27lPERIECAAAECBAikWiC3+K74p1m/yY/xNzHi8B+WNtbnr48Tul+/qc3uZ98Vz914/Hafj7Ll0jD5S3gn3RQX9+q4oX1tl71i33h1U19eECCwc4HynjGNvePYvztyi3/g6x6bF4+udGP4zqfKHgQIECBAgAABAjsS+Ovq/AOHdrRDUu9tsTRMxzhw5N3xwGWbL+Gt7dI12nhxmqQq0Q+B1AiUOZjWRtfTL4rh+xc8m3fdM/GzRW+nBsRACBAgQIAAAQIECGxfYKulYQ4cEVPqB0Xn7TfwDgECLRAo76W8jQOqPTy+PHFw/GT4D+OtDQNcEwtv+m48csI34vhOu3JR/vvRMK0u7uo5LurbegHlFsDahQABAgQIECBAoLwCHfpPjpdem9zCg66JR8acHCNmbfwfafQZHw8/eGF032HrbZeGGTmlLgZ2LvZ/2Pw6pqvWRfT8wA579CYBAhsFynzGtPGgtdHp2C/FFQP23zwHb82Oq69fGM13nm5+o6Wv3o/X7v9aXPHKoLhKKG0pmv0IECBAgAABAgRKEVg9L+oKloY5esKUqB+493Z6eCN+/cqqIu/lz7iOGhLXPGNliiI4NlWxQDsE07x2bc8488YJMWSf5kt618Vbs66IC8b/e7xW8u2mjaH0qviHGR+Lb95wUnSq4slUOgECBAgQIECAQBsJ5JeGufXMC2JqwdIw35twTPFLeD/cLfbp+GbMnfP4Nve85pbOjEkzaqN3jy2WqmijQeuWQOUItE8wbfTpdFLU//C6OGlTOP1DvHDvxTHojGvj58vfb5ngmsVx35ihccq/dI9v3TU8eha7iiLyiywvnhYXHtUrenbvE6e3Kvy2bDj2IkCAAAECBAgQyKJAiUvD7Jl/+FH+/Mva2RNj5K1PxeoNJGujYX59nHPy1+O3554XJ3cr+h/XLOKpiUCLBNovmOaHV9vj7Lj9h9+Jc/p8aNNg1z1/d1x0fJ/47JduiOnTfhyL12x9CnVlLL7/+zF98oj47OFD4zsrT40f/OtXot/27k/NPRd3XnpTLHwrf41/NIbfuqj/8RubjucFAQIECBAgQIAAgR0J7GhpmKLtPvCxOHrAvvm3lsTs0Z+OLjU1UVOzRxw06OqY/eZnYvRX+hc/01q0MxsJVIdA+R9+tJVrbY+/i/oHPxWD758eU276XlOAzF/a+/CdccPD+Z3rL9+qRdOn+5wQF31zZnz5rL4u3y0uZCsBAgQIECBAgMCuCqx+LCZ+6RuxaG1jR/mlYYZ+K6ZfvHlpmOLd7xcDzjgmOs6eGRuaNe/U8biYsPCeuKxpvdPmzf4mQCCi3YPpxknoGn3PGhvTzhodry2cHT9v+F388nvfbwqpBdPUGEa/9KnYq+eJcX7/HvnHKLXgo/EpwLddFa+MbDxrunscNqw+6k7frwUN7UKAAAECBAgQIFDdAo1Lw4yKiU80rY7auDTM1GHbuX2sUKo2ug37bjyab3bO6JmxrDHQDr4qvjHm0hh2ZLfCHb0mQKBJoGZ9/oNG9Qj07N5jQ7ENry2vnqJVSoAAAQItFvBzosVUdiRAgEDVCrTFz4p2vce0amdS4QQIECBAgAABAgQIECCwSUAw3UThBQECBBoFVsQz994a1ww5JP+gisaHVTT96Zlfc+7W6TG/YYu7hZARIECAAAECBAgkICCYJoCoCwIEsiGQa5gTl33uo/HJc0fHxNlLtixq2eyYOPrCGHRQ3xiy6dH/W+7iMwIECBAgQIAAgdYJCKatc9OKAIGMCeQa7olzB5wbtzU/4GK79TU++r9/fOKce6Jh69WsttvGGwQIECBAgAABAjsSEEx3pOM9AgSqQyD3Ytw+4qsxc9na6Hj0yPj2jKdjVf65cI3Phlu//p14esZNMfLowqcoro1lM78aI25/MWTT6vgSUSUBAgQIECDQtgKCadv66p0AgdQL5GLFzOti3KKIoyc8Gv/1+JT4yrAjCxY+7xZHDrsypiz6RcwY2rugmhWxaNx1MXOFaFqA4iUBAgQIECBAoFUCgmmr2DQiQCA7Am/EgjlPxr4j744Hrz2mIJBuVWFtrxg2Y3bcclzBmdO1j8WcBW9staNPCRAgQIAAAQIEShUQTEsVsz8BAtkSWPF4zHnhtJhSP2j7obS54tqPxrALT8gvk9788cd4a8X/bf7E3wQIECBAgAABAq0UEExbCacZAQLZEMgtfzXeHTosTuxc24KCaqPbgC/EKZuTaQva2IUAAQIECBAgQGBnArvtbAfvEyBAIMsCtUdOiAVHllDhnl1jrw75/TcsZ/rB2Kfbfy+hsV0JECBAgAABAgSKCThjWkzFNgIECLRIYL/42MFdWrSnnQgQIECAAAECBLYvIJhu38Y7BAgQ2Fbgd0vihfeaNvc+JU494oPb7mMLAQIECBAgQIBASQKCaUlcdiZAoLoF8kvL/PJ/x7MbEPaNwRNGxJEtuTW1utFUT4AAAQIECBDYqYBgulMiOxAgQKBZoHFpmcc23l7a+8IYM/QjzW/4mwABAgQIECBAYBcEBNNdwNOUAIHqEsgtnRPT5r6ZL/rQGHnLKGdLq2v6VUuAAAECBAi0oYBg2oa4uiZAIEsCb8fPv3NnLFrbMQ4cOTnqB+6dpeLUQoAAAQIECBBoVwHBtF35HZwAgcoQyMXq+fUxaupLEQeOiCn1g6JzZQzcKAkQIECAAAECFSEgmFbENBkkAQLtKrB6XtSNmh7LOg6KW342OQZ29sSjdp0PBydAgAABAgQyJ7Bb5ipSEAECBBIVeDvm142NqcsOjJHz7o7LenVMtHedESBAgAABAgQIRAimvgoIECCwXYG1sfTWC+KMqX+JoTMejNvcV7pdKW8QIECAAAECBHZFQDDdFT1tCRDIsED+vtKnboovjfuP+NQtj8SMYb3CBbwZnm6lESBAgAABAu0q4B7TduV3cAIE0iqQW3p7nNn/toir7o8HLvu4UJrWiTIuAgQIECBAIBMCgmkmplERBAgkKZBruCfOPXlS/CUfSh+89hhP4E0SV18ECBAgQIAAgSICgmkRFJsIEKhegQ2hdMAl8cyRk+PuCS0JpflLfp/5t5jfsLZ60VROgAABAgQIENhFAcF0FwE1J0AgOwKbQ+l3Y8GM86JnC24qzTXcGyPHLI4u3T2tNztfCSohQIAAAQIEyi0gmJZb3PEIEEilQMmhNNcQ828dFccddlE8d8yAOKIFITaVhRsUAQIECBAgQCAFAp7Km4JJMAQCBNpXYGMovShmLstfjrvs/Dho5vklDKhfTDj1MA9HKkHMrgQIECBAgACBrQWcMd1axOcECFSRQOP9obfGOQOaQmlrKu99Spx6xAdb01IbAgQIECBAgACBJgFnTH0pECBQvQJ//nnUnTg6Zr/XWoKO0XvoyS7jbS2fdgQIECBAgACBJgHB1JcCAQLVK/CBgTHl3fUxpXoFVE6AAAECBAgQSIWAS3lTMQ0GQYAAAQIECBAgQIAAgeoVEEyrd+5VToAAAQIECBAgQIAAgVQICKapmAaDIECAAAECBAgQIECAQPUKCKbVO/cqJ0CAAAECBAgQIECAQCoEBNNUTINBECBAgAABAgQIECBAoHoFBNPqnXuVEyBAgAABAgQIECBAIBUCgmkqpsEgCBAgQIAAAQIECBAgUL0Cgmn1zr3KCRAgQIAAAQIECBAgkAoBwTQV02AQBAgQIECAAAECBAgQqF4BwbR6517lBAgQIECAAAECBAgQSIWAYJqKaTAIAgQIECBAgAABAgQIVK+AYFq9c69yAgQIECBAgAABAgQIpEJAME3FNBgEAQIECBAgQIAAAQIEqldAMK3euVc5AQIECBAgQIAAAQIEUiEgmKZiGgyCAAECBAgQIECAAAEC1SsgmFbv3KucAAECBAgQIECAAAECqRAQTFMxDQZBgAABAgQIECBAgACB6hUQTKt37lVOgAABAgQIECBAgACBVAgIpqmYBoMgQIAAAQIECBAgQIBA9QoIptU79yonQIAAAQIECBAgQIBAKgQE01RMg0EQIECAAAECBAgQIECgegUE0+qde5UTIECAAAECBAgQIEAgFQKCaSqmwSAIECBAgAABAgQIECBQvQKCafXOvcoJECBAgAABAgQIECCQCgHBNBXTYBAECBAgQIAAAQIECBCoXgHBtHrnXuUECBAgQIAAAQIECBBIhYBgmoppMAgCBAgQIECAAAECBAhUr4BgWr1zr3ICBAgQIECAAAECBAikQkAwTcU0GAQBAgQIECBAgAABAgSqV0Awrd65VzkBAgQIECBAgAABAgRSISCYpmIaDIIAAQIECBAgQIAAAQLVKyCYVu/cq5wAAQIECBAgQIAAAQKpEBBMUzENBkGAAAECBAgQIECAAIHqFRBMq3fuVU6AAAECBAgQIECAAIFUCAimqZgGgyBAgAABAgQIECBAgED1Cgim1Tv3KidAgAABAgQIECBAgEAqBATTVEyDQRAgQIAAAQIECBAgQKB6BQTT6p17lRMgQIAAAQIECBAgQCAVAoJpKqbBIAgQIECAAAECBAgQIFC9AoJp9c69ygkQIECAAAECBAgQIJAKAcE0FdNgEAQIECBAgAABAgQIEKhegd2qt/Tqrrxn9x7VDaB6AgQIENihgJ8TO+TxJgECBAgkLOCMacKguiNAgAABAgQIECBAgACB0gScMS3NKzN7N7y2PDO1KIQAAQIEkhNoPlPq50RypnoiQIBA1gSaf1YkWZczpklq6osAAQIECBAgQIAAAQIEShYQTEsm04AAAQIECBAgQIAAAQIEkhQQTJPU1BcBAgQIECBAgAABAgQIlCwgmJZMpgEBAgQIECBAgAABAgQIJCkgmCapqS8CBAgQIECAAAECBAgQKFlAMC2ZTAMCBAgQIECAAAECBAgQSFJAME1SU18ECBAgQIAAAQIECBAgULKAYFoymQYECBAgQIAAAQIECBAgkKSAYJqkpr4IECBAgAABAgQIECBAoGQBwbRkMg0IECBAgAABAgQIECBAIEkBwTRJTX0RIECAAAECBAgQIECAQMkCgmnJZBoQIECAAAECBAgQIECAQJICgmmSmvoiQIAAAQIECBAgQIAAgZIFBNOSyTQgQIAAAQIECBAgQIAAgSQFBNMkNfVFgAABAgQIECBAgAABAiULCKYlk2lAgAABAgQIECBAgAABAkkKCKZJauqLAAECBAgQIECAAAECBEoWEExLJtOAAAECBAgQIECAAAECBJIUEEyT1NQXAQIECBAgQIAAAQIECJQsIJiWTKYBAQIECBAgQIAAAQIECCQpIJgmqakvAgQIECBAgAABAgQIEChZQDAtmUwDAgQIECBAgAABAgQIEEhSQDBNUlNfBAgQIECAAAECBAgQIFCygGBaMpkGBAgQIECAAAECBAgQIJCkgGCapKa+CBAgQIAAAQIECFF3zNQAABtDSURBVBAgQKBkAcG0ZDINCBAgQIAAAQIECBAgQCBJAcE0SU19ESBAgAABAgQIECBAgEDJAoJpyWQaECBAgAABAgQIECBAgECSAoJpkpr6IkCAAAECBAgQIECAAIGSBQTTksk0IECAAAECBAgQIECAAIEkBQTTJDX1RYAAAQIECBAgQIAAAQIlCwimJZNpQIAAAQIECBAgQIAAAQJJCgimSWrqiwABAgQIECBAgAABAgRKFhBMSybTgAABAgQIECBAgAABAgSSFBBMk9TUFwECBAgQIECAQEUK5BrmxsQhh0RNTU3U7PG5uGxuQ+QqshKDJlCZAoJpZc6bURMgQIAAAQIECCQkkFt6a5x42KlxzewlG3tc+0TcNqQuZq4QTRMi1g2BnQoIpjslsgMBAgQIECBAgEBmBVbPjUtPHheL1m5V4drHYs6CN7ba6FMCBNpKQDBtK1n9EiBAgAABAgQIpFzg7ZhfNzamxilx7bxX4y/r18f6VU/GLYN758f9Zix44tfx55RXYHgEsiIgmGZlJtVBgAABAgQIECBQkkBu6cyYtLBfzFjwrzFhYM+obWzd+ai47Ed3x4TeHeO9F5bE70rq0c4ECLRWQDBtrZx2BAgQIECAAAECFSzwx/jVjJ9GtwnXxbCeHbeso/awOHXoxyLeWRmr3Ga6pY3PCLSRgGDaRrC6JUCAAAECBAgQSLPAb+PJJcfGmKEfKTLIDtGla5f81bzvCKZFdGwi0BYCu7VFp/okQIAAAQIECBAgkG6Bj+Yv2a3bzhBr48PdusRW51G3s6/NBAgkIeCMaRKK+iBAgAABAgQIEMiQQC7eXbEqtn5Qb4YKVAqB1AkIpqmbEgMiQIAAAQIECBAgQIBAdQkIptU136olQIAAAQIECBDYmUBuacyds3hne3mfAIEEBQTTBDF1RYAAAQIECBAgUOkCa2Pp7VfFuEUrKr0Q4ydQUQKCaUVNl8ESIECAAAECBAi0pUBu6bS4aNw895e2JbK+CRQREEyLoNhEgAABAgQIECBQhQKr58alJ4+LRZ56VIWTr+T2FhBM23sGHJ8AAQIECBAgQCAFAm/H/LqxMXVZQSpdtypWvpdLwdgMgUD2BQTT7M+xCgkQIECAAAECBHYokIvV8+tj1NSXmvY6NIaPPDX2XLsqVrwrmO6QzpsEEhIQTBOC1A0BAgQIECBAgEBlCuQa7o2Ro6bHsg3D7xbH3fKj+O5pH6nMYoyaQIUKCKYVOnGGTYAAAQIECBAgkIBA7sW4fcRXY2bTJbwdj/t63HHxx6M2ga51QYBAywUE05Zb2ZMAAQIECBAgQCBTAlstDdNxUEy648LoJZVmapYVUxkCgmllzJNREiBAgAABAgQIJCyw5dIw+Ut4J90UF/fquOEotV32in0TPp7uCBDYvoBgun0b7xAgQIAAAQIECGRVYIulYTrGgSPvjgcu23wJb22XrrFXVmtXF4EUCgimKZwUQyJAgAABAgQIEGhLga2WhjlwREypHxSd2/KQ+iZAYIcCgukOebxJgAABAgQIECCQLYFtl4YZOaUuBnYudmNpfh3TVeuyVb5qCKRUQDBN6cQYFgECBAgQIECAQBsIrJ4XdQVLwxw9YUrUD9x7Owd6I379yqoi7+XPuI4aEtc888ci79lEgEBrBATT1qhpQ4AAAQIECBAgUHkC+aVhbj3zgphasDTM9yYcU/wS3g93i306vhlz5zweK7aqNLd0ZkyaURu9e+y+1Ts+JUCgtQKCaWvltCNAgAABAgQIEKgggRKXhtkz//CjDhFrZ0+Mkbc+Fas3VLo2GubXxzknfz1+e+55cXK3Ypf/VhCJoRJIkYBgmqLJMBQCBAgQIECAAIG2EdjR0jBFj/iBj8XRAxoXjFkSs0d/OrrU1ERNzR5x0KCrY/abn4nRX+lf/Exr0c5sJEBgZwKC6c6EvE+AAAECBAgQIFDZAqsfi4lf+kYsWttYRn5pmKHfiukXb14apnhx+8WAM47J773VR8fjYsLCe+KypvVOt3rXpwQItFJAMG0lnGYECBAgQIAAAQKVINC4NMyomPhE052ijUvDTB0WPXd6FW5tdBv23Xj0lqFx4IYy84F28ISY8eh9ce1R3SqhcGMkUFECNevzHxU1YoPdJYGe3XtsaN/w2vJd6kdjAgQIEMimgJ8T2ZxXVREgQCBJgbb4WeGMaZIzpC8CBAhsI/B+vLbwB3HHmNPikPwvhhq/kfc8akR8a+HyyG2zrw0ECBAgQIAAgeoU2K1cZa9bODYOHz4r3m/lATv0OTsu//xBURu7RZdPfCHO7Nu1lT1pRoBA1QvkXo7pQ86OG371h4g+4+PhBy+M7m2BsubZmH7FV+KGhyP6XzIh5jWclD/Os3HjsX8ftw9/NX5/130xqf9ebXFkfRIgQIAAAQIEKkqgbMG0Q//J8dJrk/M4K2PxrG/GtXU/jBfWtdxq3fOz4sbnm/efGFd16BNDrvhiDD3n89G3005vEmhu6G8CBKpe4P1ouOvauLkxlLbhR275rLj476+Oh97aL4ZsCqC5WLPw/vjJ643f/N6Olxvyiw8Ipm04C7omQIAAAQIEKkWgHS7l7Rp9z746rhnRawujxjOiY+q+HbOfezUa73/c/OfVeHbOt+NrdV+O/vvkF5Nq/lj3fNw36fIYfOSZUfeQS+KaWfxNgMCOBBqD4cQ4v/6pKOH3YjvqsPh7ax6Kug2hNGKfs+tiXGH4/PDGdfFinxPj/BMPKN7eVgIECBAgQIBAlQm0QzBtFN4jPn7k4bF7AXbtIYNi+IWnFzn7WRud+p4eIy78Wkx76vl4+K7LtgmoP7rwtDhr8pOxpqA/LwkQILCNwJqFMWn87HhrmzeS3PBOPHJ9fdz3Vj767jM4rhvfPzpt6j7//azfFfHjV/K/fHvqtjizR+F3wU07eUGAAAECBAgQqDqBdgqmrXXePbr3vzymzfthfO2E/Qs6+UO8MPWiGDHtZQ8TKVDxkgCBQoGmwLjygDjs0A8VvpHg68Yzst+Oq2f9Jt9nh9j/jLPiGLcaJOirKwIECBAgQCCrAhUWTJumoVO/GHHn3XHTgC3D6eL6f4y6he9kda7URYBAqwWaA+Oq6DvmG3HJoR9sdU87bJh7Lu6c0HRGtsNxMXrE4fkHtvkgQIAAAQIECBDYmUBlBtPGqmp7xpk3Toghhfedxm/ivgl3xWJrMOxs3r1PoLoEmi7hXXnEpTF5+EfbKCw2PlTp5rhrw4ON8udLjxkUx3YVS6vrC021BAgQIECAQGsFKjeYNlbcqX+Mu35w7FNY/es/iik/fqNwi9cECFSzQK4hHhgzMe5b2S+uvOm86NlGWTHXcE+MvbH5oUq9Yvglg8KiVtX8had2AgQIECBAoBSByg6m+fMenY49K07bv+BpvflHID3+70/lF6XxQYAAgcazmFfH+AURJ026Lr7Ysy0eNpRfAuv+yfGP594Ui5sf9bt//zipzx74CRAgQIAAAQIEWihQ4cE0X2Vtnzj7Hw7fotx1j82LR1e6nncLFJ8QqEKBjWcxn42uZ0+ISWf1TPAS3j/F4skDo2f3Hvk/n4jBV/xzLGx8Cm/zx+v/HIN7Nr7XK46d/KyHsjW7+JsAAQIECBAgsB2Byg+m+SdffuQT/aLwMUix7oV4+v/8YTsl20yAQFUI5F6O7191WyzuuvWSLUlUv0f0HTt/83rLr9wVQzadjO0VF815qem9pfHo2H4JBuIkxq4PAgQIECBAgED6BDIQTPMnTQ84OHoVXs2bv5z35Ybfp0/biAgQKJNA4yW818bNv+oSQ66/PI5v4yVbci8+HU++31Say3jLNMcOQ4AAAQIECGRJIBPBNDr9bRy8d2EyfT9eeeW/ouDCuizNmVoIENiJwMZLeF+KQ0beEOP677WTvXf17XXxu/94Nl5v6qZD74PjgDZ6wNKujlR7AgQIECBAgEBaBXZL68BKGlfth6JLl/z/BJuWaSiprZ0JEMiWwJqHoi7/IKIXD7sq5l756ejU5tW9E7966pWmo+wehxz1cU/jbXNzByBAgMCOBWpqana8Qxu9u379+jbqWbcEsi+QjWCa/XlSIQECLRJ4Jx65vn7D0jBfm9F2S8NsMZR1S+LpX6xp2nRAfOYTW9zxvsWuPiFAgAABAgQIECgukI1guu6/4tWlzTd4FS/UVgIEsi6QizULvx1Xz1oVfev+uY2WhtnWcIv7S3c/PI78uGVitlWyhQABAgQIECCwY4FsBNP3VseWq8PsHgcf/D/yz+v1QYBA1QisWRiTxs+JGJB/6NHwQ8r0JNyt7i/97Keij288VfMlp1ACBNIr4JLa9M6NkRHYnkAmgmnut6/E0i2edORyuu1NuO0EsinQdAlvnBHTbzwrupft4UOF95d2iL17/W0Z7mnN5gyqigABAgQIEKhugQwE0z/F8wsWbnoi5obp7PC3cdAB/626Z1b1BKpIILf4rvinWb/JV/ybGHH4D0ur/Pnr44Tu129qs/vZd8VzNx7fsisuVj4VP3us+f7SHnHKgI+W6UztpuF6QYAAAQIECBDIhEDlLxeT+8946N+WbzEZHY4ZFMd2Ldspky2O7RMCBMov8NfVq2JF+Q8bW1yt4Rdi7TADDkmAAAECBAhkRaDCg2n+YSeP3h8/2WKZmF4x/JJBlmvIyleoOgikVmCrqzU+emQc4RdiqZ0tAyNAgAABAgTSLVDZl/JueNjJ7Hhrk3GH2OfsK+PLfT0VcxOJFwSqQKBD/8nx0muTW1jpmnhkzMkxYlbTd44+4+PhBy+M7i1svXm3NbF86e+bPu0Q+3/2iPjI5je9IkCAAAECBAgQKEGgcs+Y5hrigTET4763Cp56tM/guG58fw8fKeELwK4ECLRSwP2lrYTTjAABAgQIECCwrUBlBtM1z8b0L18QVy14fXNFHfrGRbdfEcd3cm/pZhSvCBBoK4Et7i/dv3+c1MeVGm1lrV8CBAgQIEAg+wIVdinv+/HawqlRP35qLCw8U9oYSn80Lcb065r9GVMhAQIpECi8vzR/Ge/nT4w+fieWgnkxBAIECBAgQKBSBdrpjOmf4sVnnov3C9RyL8+Lu6b9IB5ZXri1cYf8A44W/zimT7shLjyqT5ww/NYtQmmHPhfEHQvubWEobexrWr6fXtGze584ffy/x2u5gkF4SYAAgRYJFN5fapmYFpHZiQABAgQIECCwA4F2OGO6MhbP+mZcO33pFsNa9/ysuDH/J+q/vsX24p/kH3J0whdjxLnnxPn9e7R83cDcc3HnpTc1Bdt18cK9dVHf7/CYdtZ+xQ9jKwECBIoJFN5f6jLeYkK2ESBAgAABAgRKEihbMF23cGwcPnzWFmdJSxlphz5nx+WfPygfQveKfkM+H33dS1oKn30JEEhMIBcrF82Lxzc8d81lvImx6ogAAQIECBCoaoGyBdPSlnNoozmpPTy+fNtV8crIxrOmu8dhw+qj7nRnS9tIW7cEUirQKY6/8clouLG1w/t/8dtXfxMbc2m/OG/woS2/aqO1h9SOAAECBAgQIJBxgXa6x7S9VGujU98LY9pTS6Phtefjx9f/XXT3wJL2mgzHJVCZArn/jIf+bfmGsXc4Zkic0XP3yqzDqAkQIEBgxwK5F+PW4/eKmpqaqPncrdGw4729S4DALgpUWTDdRS3NCRCoeoHc8z+Pua/nz5d2OCquHP934VngVf8lAYAAgUwKrI2lt18V4xatyGR1iiKQRgHBNI2zYkwECKRUoHmZmPwD2M4YHoOdLU3pPBkWAQIEdkUgF6vnj42TR8+LtbvSjbYECJQkIJiWxGVnAgSqWmDNL2LmnPxlvPsMjuvG949OVY2heAIECGRUYPW8qBs1PZZltDxlEUirgGCa1pkxLgIE2kcg1xAPfPlz+bWOPxf/eH9DfiXl5o/3o+G+u+LHb+0XQ66/PI73ZPBmGH8TIEAgQwJvx/y6sTH1zd5x9FHdMlSXUgikX0AwTf8cGSEBAmUUWPfonfH1Ba/nj/h2/Oera5qOnIs1z94eV9z4ehz3ze9Fff+9yjgihyJAgACB8gg0XsJbH6Omvh3HTbolxvXdszyHdRQCBDYICKa+EAgQIFAg8Dedu8TG35EfHued3Sdqc8vjkWnj44JzH4tDp/xr3H5WT8vDFHh5SYAAgcwINF3C++ZxX487Lj4syramYmYAFUJg1wQE013z05oAgYwJ1PYdHf9y12XRf5/n4obje0XPQ74S83OfjmueeiDqT+ohlGZsvpVDgACBDQK5pXHvyCvyl/AeG5PuuDB6WU7QFwaBsgv4ZVDZyR2QAIF0C+we3ftfnl/v+PJ0D9PoCBAgQCAhgcalYUbHiJkRQ2fcEhf36pjv9/2E+tYNAQItFRBMWyplPwIECBAgQIAAgcwJ5JZOi4vGPRr7jrwvpg7r5cqYzM2wgipFQDCtlJkyTgIECBAgQIAAgWQFci/G7Rd9IxbtOyLm1Q+Kzsn2rjcCBEoQEExLwLIrAQIECBAgQIBAVgQaL+G9KsYt2jtGzquLgZ3dWJqVmVVHZQoIppU5b0ZNgAABAgQIECCwCwIbL+H9j+g34f6oH7j3LvSkKQECSQgIpkko6oMAAQIECBAgQKByBFbPjUtPHhe//NSkeG7CMS7hrZyZM9IMCwimGZ5cpREgQIAAAQIECGwt8HbMrxu7YWmYW35maZitdXxOoL0EBNP2kndcAgQIECBAgACBMgvkYvX8+hg19e047pYfNS0NU+YhOBwBAkUFBNOiLDYSIECAAAECBAhkTmD1vKgb9S/5BUu/G9Mv/rilYTI3wQqqZAHBtJJnz9gJECBAgAABAgRaKNB0CW/8Q8ybOix6eghvC93sRqA8An9TnsM4CgECBAgQIECAAIH2E8g9MyVGT30pYtltMajLblFTU7ODP11i0NRlmwf7xOg4qGD/D4+aH3/e/K5XBAgkICCYJoCoCwIECBAgQIAAgXQL5Fa9E2+me4hGR6CqBQTTqp5+xRMgQIAAAQIECBAgQKD9BQTT9p8DIyBAgAABAgQIEGhjgQ8MnBLvrl8f61v0Z1XMG3ng5hEdfUu8WtDu3SkD4wOb3/WKAIEEBATTBBB1QYAAAQIECBAgQIAAAQKtFxBMW2+nJQECBAgQIECAAAECBAgkICCYJoCoCwIECBAgQIAAAQIECBBovYBg2no7LQkQIECAAAECBAgQIEAgAQHBNAFEXRAgQIAAAQIECBAgQIBA6wUE09bbaUmAAAECBAgQIECAAAECCQjslkAfuiBAgAABAgQIECCQIYHOMXBKQ6yfkqGSlEIg5QLOmKZ8ggyPAAECBAgQIECAAAECWRcQTLM+w+ojQIAAAQIECBAgQIBAygUE05RPkOERIECAAAECBAgQIEAg6wKCadZnWH0ECBAgQIAAAQIECBBIuYBgmvIJMjwCBAgQIECAAAECBAhkXUAwzfoMq48AAQIECBAgQIAAAQIpFxBMUz5BhkeAAAECBAgQIECAAIGsCwimWZ9h9REgQIAAAQIECBAgQCDlAoJpyifI8AgQIECAAAECBAgQIJB1AcE06zOsPgIECBAgQIAAAQIECKRcQDBN+QQZHgECBAgQIECAAAECBLIuIJhmfYbVR4AAAQIECBAgQIAAgZQLCKYpnyDDI0CAAAECBAgQIECAQNYFBNOsz7D6CBAgQIAAAQIECBAgkHIBwTTlE2R4BAgQIECAAAECBAgQyLqAYJr1GVYfAQIECBAgQIAAAQIEUi4gmKZ8ggyPAAECBAgQIECAAAECWRcQTLM+w+ojQIAAAQIECBAgQIBAygUE05RPkOERIECAAAECBAgQIEAg6wKCadZnWH0ECBAgQIAAAQIECBBIuYBgmvIJMjwCBAgQIECAAAECBAhkXUAwzfoMq48AAQIECBAgQIAAAQIpFxBMUz5BhkeAAAECBAgQIECAAIGsCwimWZ9h9REgQIAAAQIECBAgQCDlAoJpyifI8AgQIECAAAECBAgQIJB1AcE06zOsPgIECBAgQIAAAQIECKRcQDBN+QQZHgECBAgQIECAAAECBLIuIJhmfYbVR4AAAQIECBAgQIAAgZQLCKYpnyDDI0CAAAECBAgQIECAQNYFBNOsz7D6CBAgQIAAAQIECBAgkHIBwTTlE2R4BAgQIECAAAECBAgQyLqAYJr1GVYfAQIECBAgQIAAAQIEUi4gmKZ8ggyPAAECBAgQIECAAAECWRcQTLM+w+ojQIAAAQIECBAgQIBAygUE05RPkOERIECAAAECBAgQIEAg6wK7Zb1A9RUX6Nm9R/E3bCVAgAABAnkBPyd8GRAgQIBAOQWcMS2ntmMRIECAAAECBAgQIECAwDYCNevzH9tstYEAAQIECBAgQIAAAQIECJRJwBnTMkE7DAECBAgQIECAAAECBAgUFxBMi7vYSoAAAQIECBAgQIAAAQJlEhBMywTtMAQIECBAgAABAgQIECBQXEAwLe5iKwECBAgQIECAAAECBAiUSUAwLRO0wxAgQIAAAQIECBAgQIBAcQHBtLiLrQQIECBAgAABAgQIECBQJgHBtEzQDkOAAAECBAgQIECAAAECxQUE0+IuthIgQIAAAQIECBAgQIBAmQQE0zJBOwwBAgQIECBAgAABAgQIFBcQTIu72EqAAAECBAgQIECAAAECZRIQTMsE7TAECBAgQIAAAQIECBAgUFxAMC3uYisBAgQIECBAgAABAgQIlElAMC0TtMMQIECAAAECBAgQIECAQHEBwbS4i60ECBAgQIAAAQIECBAgUCYBwbRM0A5DgAABAgQIECBAgAABAsUFBNPiLrYSIECAAAECBAgQIECAQJkEBNMyQTsMAQIECBAgQIAAAQIECBQXEEyLu9hKgAABAgQIECBAgAABAmUSEEzLBO0wBAgQIECAAAECBAgQIFBcQDAt7mIrAQIECBAgQIAAAQIECJRJQDAtE7TDECBAgAABAgQIECBAgEBxAcG0uIutBAgQIECAAAECBAgQIFAmAcG0TNAOQ4AAAQIECBAgQIAAAQLFBQTT4i62EiBAgAABAgQIECBAgECZBATTMkE7DAECBAgQIECAAAECBAgUFxBMi7vYSoAAAQIECBAgQIAAAQJlEhBMywTtMAQIECBAgAABAgQIECBQXEAwLe5iKwECBAgQIECAAAECBAiUSUAwLRO0wxAgQIAAAQIECBAgQIBAcQHBtLiLrQQIECBAgAABAgQIECBQJgHBtEzQDkOAAAECBAgQIECAAAECxQUE0+IuthIgQIAAAQIECBAgQIBAmQQE0zJBOwwBAgQIECBAgAABAgQIFBf4/0300ob1qldeAAAAAElFTkSuQmCC" 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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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<p>Two polarizers have polarizing axes that make an angle of 30˚ to each other. Unpolarized light of intensity <em>I</em><sub>1</sub> is incident on the first polarizer so that light of intensity <em>I</em><sub>2</sub> emerges from the second polarizer, as shown below.<br><img src="data:image/png;base64,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" alt><br>The cosine of 30˚ is \(\frac{{\sqrt 3 }}{2}\). What is the ratio \(\frac{{{I_1}}}{{{I_2}}}\)?</p>
<ol style="list-style-type: upper-alpha;">
<li>\(\frac{3}{8}\)</li>
<li>\(\frac{4}{3}\)</li>
<li>\(\frac{4}{{\sqrt 3 }}\)</li>
<li>\(\frac{8}{3}\)</li>
</ol>
</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 standing (stationary) wave is set up on a stretched string. The diagram below shows the string at three different instants of time. P, Q and R are three points on the string.<br><img 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" alt><br>Which of the following gives two points on the string that are in phase and two points on the string that are one wavelength apart?</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>Gas particles are equally spaced along a straight line. A sound wave passes through the gas. The positions of the gas particles at one instant are shown below.</p>
<p>Which of the distances shown is equal to the wavelength of the wave?</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>A wave pulse is sent along a light string which is attached to a heavy rope as shown. The diagrams are not to scale.</p>
<p><img 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" alt></p>
<p>Which diagram shows the shape of the string and the rope after a short time?</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>Unpolarized light of intensity \({I_0}\) is incident on a polarizer that has a vertical transmission axis.</p>
<p><img 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" alt></p>
<p>The polarizer is rotated by an angle <em>θ</em> about the direction of the incident light. The intensity of the transmitted light is \(I\). Which graph correctly shows the variation with the angle <em>θ</em> of the ratio \(\frac{I}{{{I_0}}}\)?</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">
<div class="page" title="Page 12">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">It would seem that candidates had not read this question carefully and were trying to remember similar past questions. The incoming light is unpolarized, hence B and C must be incorrect. As the polarizer will reduce the intensity, A must also be incorrect. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>Unpolarized light is incident on a polarizer. The light transmitted by the first polarizer is then incident on a second polarizer. The polarizing axis of the second polarizer is at 60º to that of the first polarizer.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The intensity emerging from the second polarizer is <em>I</em><sub>f</sub>.</p>
<p style="text-align: left;">Which of the following correctly gives the intensity incident on the first polarizer?</p>
<p style="text-align: left;">A. \(\frac{{{I_f}}}{8}\)</p>
<p style="text-align: left;">B. \(\frac{{{I_f}}}{4}\)</p>
<p style="text-align: left;">C. 4<em>I</em><sub>f</sub></p>
<p style="text-align: left;">D. 8<em>I</em><sub>f</sub></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>It is reasonable to expect higher level physics candidates to know the value of cos30°, and if they do not, they can always sketch the relevant triangle. The evidence from the statistics, though, would suggest that the majority of candidates either omitted to factor in the effect of the light passing through the first polarizer, or that they thought the intensity was reduced by the factor cos60º (rather than cos<sup>2</sup>60º) on passing through the second polarizer.</p>
</div>
<br><hr><br><div class="question">
<p>A string is made to vibrate at its third harmonic. The diagram shows two points P and Q at a particular instant in time.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which of the following compares the period of vibration of P and Q and the average speed of P and Q?</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>The diagrams show the variation with time <em>t</em> of the displacement <em>y</em> of a particle of a medium through which a wave travels. Which diagram correctly shows the period <em>T</em> and amplitude <em>A</em> of the wave?</p>
<p><img 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" alt></p>
<p> </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 data-canvas-width="694.1737373513404">
<div data-canvas-width="694.3557484378152"> </div>
</div>
</div>
<br><hr><br><div class="question">
<p>P and Q are two points on a standing wave. R and S are two points on a progressive (travelling) wave.</p>
<p><img 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" alt></p>
<p>Which of the following gives the relationship between the amplitudes of each pair of points?</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">
<div class="page" title="Page 9">
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<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Candidates often find this to be difficult. In a standing wave each particle has its own amplitude with that at the nodes being zero and that at the antinodes being a maximum. For a progressive wave all particles follow on from their neighbours and have the same amplitude. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>Unpolarized light of intensity <em>I</em><sub>0</sub> is transmitted through a polarizer which has a transmission axis at an angle <em>θ</em> to the vertical. The light is then incident on a second polarizer with a transmission axis at an angle <em>ϕ</em> to the transmission axis of the first polarizer, as shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p> </p>
<p>The intensity of the light that emerges from the second polarizer is<em> I</em>. What is the ratio \(\frac{I}{{{I_0}}}\)?</p>
<p>A. 0.25</p>
<p>B. 0.5 cos<sup>2</sup> (<em>θ</em>+<em>φ</em>)</p>
<p>C. 0.5 cos<sup>2 </sup><em>φ</em></p>
<p>D. cos<sup>2 </sup><em>θ </em>cos<sup>2</sup><em>φ</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">
<p>When unpolarized light passes through a polarising filter its intensity halves. Clearly all angles of the polarising filter are logically equivalent and therefore immaterial. However, when polarized light passes through a polarizing filter its intensity is reduced depending upon the angle of the filter to the plane of polarization. Hence C is the only logically possible answer. The most popular response, however, was D, presumably since the candidates referred to their formula booklets before thinking through the situation illustrated.</p>
</div>
<br><hr><br><div class="question">
<p>Monochromatic coherent light is incident on a narrow rectangular slit. The diffracted light is observed on a distant screen. The graph below shows how the intensity of the light varies with position on the screen.</p>
<p><img 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" alt></p>
<p>The width of the slit is reduced.</p>
<p>Which graph shows how the intensity of light observed varies with position on the screen? The original diffraction pattern is shown with a dotted line.</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 12">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">70% of the candidates assumed the peak intensity does not change and opted for either A or B. But if the slit width is reduced then the energy transmitted (and hence peak intensity) will be reduced. </span></p>
</div>
</div>
</div>
</div>
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