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</div><h2>HL Paper 1</h2><div class="question">
<p class="p1">Two galaxies with an angular separation at the observer of \(5.0 \times {10^{ - 4}}\) radians are observed with a radio telescope. Both galaxies emit radio waves of wavelength \(2.5 \times {10^{ - 2}}{\text{ m}}\).</p>
<p class="p1">The images of the galaxies are just resolved by the telescope. The diameter of the circular collecting dish of the telescope is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>61 m.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>50 m.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>30 m.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>25 m.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">Students need to be aware of the factor of 1.22 used for circular lenses.</p>
</div>
<br><hr><br><div class="question">
<p>A diffraction grating is used to observe light of wavelength 400 nm. The light illuminates 100 slits of the grating. What is the minimum wavelength difference that can be resolved when the second order of diffraction is viewed? </p>
<p>A. 1 nm </p>
<p>B. 2 nm </p>
<p>C. 4 nm </p>
<p>D. 8 nm</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 mass oscillates with simple harmonic motion (SHM) of amplitude <em>x</em><sub>o</sub>. Its total energy is 16 J. </p>
<p>What is the kinetic energy of the mass when its displacement is \(\frac{{{x_0}}}{2}\)?</p>
<p>A. 4 J</p>
<p>B. 8 J</p>
<p>C. 12 J</p>
<p>D. 16 J</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>Monochromatic light is incident on two identical slits to produce an interference pattern on a screen. One slit is then covered so that no light emerges from it. What is the change to the pattern observed on the screen?</p>
<p>A. Fewer maxima will be observed.</p>
<p>B. The intensity of the central maximum will increase.</p>
<p>C. The outer maxima will become narrower.</p>
<p>D. The width of the central maximum will decrease.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two lines X and Y in the emission spectrum of hydrogen gas are measured by an observer stationary with respect to the gas sample.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_10.56.15.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/29_01"></p>
<p>The emission spectrum is then measured by an observer moving away from the gas sample.</p>
<p>What are the correct shifts X* and Y* for spectral lines X and Y?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_10.56.59.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/29_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Light of wavelength <em>λ</em> is incident normally on a diffraction grating that has a slit separation of \(\frac{{7\lambda }}{2}\). What is the greatest number of maxima that can be observed using this arrangement? </p>
<p>A. 4 <br>B. 6 <br>C. 7 <br>D. 9</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">Which of the following wave phenomena is associated with blood flow measurements?</p>
<p class="p1">A. Polarization</p>
<p class="p1">B. Diffraction</p>
<p class="p1">C. Refraction</p>
<p class="p1">D. Doppler effect</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>Monochromatic light of wavelength λ in air is incident normally on a thin film of refractive index <em>n</em>. The film is surrounded by air. The intensity of the reflected light is a minimum. What is a possible thickness of the film?</p>
<p>A. \(\frac{\lambda }{{4n}}\)</p>
<p>B. \(\frac{{3\lambda }}{{4n}}\)</p>
<p>C. \(\frac{\lambda }{n}\)</p>
<p>D. \(\frac{{5\lambda }}{{4n}}\)</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>Monochromatic light is incident on 4 rectangular, parallel slits. The first principal maximum is observed at an angle <em>θ </em>to the direction of the incident light. The number of slits is increased to 8 each having the same width and spacing as the first 4.</p>
<p>Three statements about the first principal maximum with 8 slits are</p>
<p> I. the angle at which it is observed is greater than <em>θ</em></p>
<p> II. its intensity increases</p>
<p> III. its width decreases.</p>
<p>Which statements are correct?</p>
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II and III only</p>
<p>D. I, II and III<span class="Apple-converted-space"> </span></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A simple pendulum bob oscillates as shown.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.44.27.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/24"></p>
<p>At which position is the resultant force on the pendulum bob zero?</p>
<p>A. At position A</p>
<p>B. At position B</p>
<p>C. At position C</p>
<p>D. Resultant force is never zero during the oscillation</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 pendulum oscillating near the surface of the Earth swings with a time period <em>T</em>. What is the time period of the same pendulum near the surface of the planet Mercury where the gravitational field strength is 0.4<em>g</em>?</p>
<p>A. 0.4<em>T</em></p>
<p>B. 0.6<em>T</em></p>
<p>C. 1.6<em>T</em></p>
<p>D. 2.5<em>T</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A spring loaded with mass <em>m</em> oscillates with simple harmonic motion. The amplitude of the motion is <em>A</em> and the spring has total energy <em>E</em>. What is the total energy of the spring when the mass is increased to 3<em>m</em> and the amplitude is increased to 2<em>A</em>?</p>
<p>A. 2<em>E</em></p>
<p>B. 4<em>E</em></p>
<p>C. 12<em>E</em></p>
<p>D. 18<em>E</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">A beam of coherent light is incident on a single slit of width \(b\). After passing through the slit, the light is incident on a screen at a distance \(D\) from the slit.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_06.23.10.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/20_1"></p>
<p class="p1">Which of the following changes, carried out separately, in respect of \(b\) and \(D\) will result in an increase in width of the first diffraction maximum formed on the screen?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_06.23.51.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/20_2"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A parallel beam of coherent light of wavelength <em>λ</em> is incident on a rectangular slit of width <em>d</em>. After passing through the slit the light is incident on a screen a distance <em>D</em> from the slit where<em> D</em> is much greater than <em>d</em>. What is the width of the central maximum of the diffraction pattern as measured on the screen?</p>
<p>A. \(\frac{{2D\lambda }}{d}\)</p>
<p>B. \(\frac{{2d}}{{D\lambda }}\)</p>
<p>C. \(\frac{{D\lambda }}{d}\)</p>
<p>D. \(\frac{d}{{D\lambda }}\)</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>It is logical that as D increases so the width of the central maximum will increase. Hence B and D (both with D on the denominator) can be eliminated. A sketch of the graph of the diffraction pattern for a single slit will show that A is correct.</p>
</div>
<br><hr><br><div class="question">
<p>A single-slit diffraction experiment is performed using light of different colours. The width of the central peak in the diffraction pattern is measured for each colour. What is the order of the colours that corresponds to increasing widths of the central peak?</p>
<p>A. red, green, blue</p>
<p>B. red, blue, green</p>
<p>C. blue, green, red</p>
<p>D. green, blue, red</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 beam of monochromatic light is incident on a single slit and a diffraction pattern forms on the screen.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.46.01.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/25"></p>
<p>What change will increase <em>θ</em><sub>s</sub>?</p>
<p>A. Increase the width of the slit</p>
<p>B. Decrease the width of the slit</p>
<p>C. Increase the distance between the slit and the screen</p>
<p>D. Decrease the distance between the slit and the screen</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>Green light is emitted by two point sources. The light passes through a narrow slit and is received by an observer. The images of the two sources just fail to be resolved. Which change allows for the images to be resolved?</p>
<p>A. Replacing the narrow slit with a circular aperture of same size.</p>
<p>B. Moving the two sources further from the aperture.</p>
<p>C. Using red light.</p>
<p>D. Using violet light.</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 mass at the end of a vertical spring and a simple pendulum perform oscillations on Earth that are simple harmonic with time period <em>T</em>. Both the pendulum and the mass-spring system are taken to the Moon. The acceleration of free fall on the Moon is smaller than that on Earth. What is correct about the time periods of the pendulum and the mass-spring system on the Moon?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_10.51.38.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/26"></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 train travelling in a straight line emits a sound of constant frequency <em>f</em>. An observer at rest very close to the path of the train detects a sound of continuously decreasing frequency. The train is</p>
<p>A. approaching the observer at constant speed.</p>
<p>B. approaching the observer at increasing speed.</p>
<p>C. moving away from the observer at constant speed.</p>
<p>D. moving away from the observer at increasing speed.</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 particle is oscillating with simple harmonic motion (shm) of amplitude <em>x</em><sub>0</sub> and maximum kinetic energy <em>E</em><sub>k</sub>. What is the potential energy of the system when the particle is a distance 0.20<em>x</em><sub>0</sub> from its maximum displacement? </p>
<p>A. 0.20<em>E</em><sub>k</sub> </p>
<p>B. 0.36<em>E</em><sub>k</sub> </p>
<p>C. 0.64<em>E</em><sub>k</sub> </p>
<p>D. 0.80<em>E</em><sub>k</sub></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">
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<p>Which of the following experiments provides evidence for the existence of matter waves?</p>
<p>A. Scattering of alpha particles</p>
<p>B. Electron diffraction</p>
<p>C. Gamma decay</p>
<p>D. Photoelectric effect</p>
</div>
</div>
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</div>
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<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 transparent liquid forms a parallel-sided thin film in air. The diagram shows a ray I incident on the upper air–film boundary at normal incidence (the rays are shown at an angle to the normal for clarity).</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOgAAACtCAYAAAC6PDOnAAAaK0lEQVR4Ae1dC3RV1Zn+8wLkkQuFWJCQoICzoAnMklixREJLcEYoCUucWVhfM6SrICqtoDJScUZQKiqvAD66jDNYBKrQMShQ34CgVFFBEKeOWMJzECwkolICubO+Dftw7s25j5O7zz6P+++1kvPY+/x7/98+3/3//Th7Z4TD4TBxYAQYAU8ikOnJUnGhGAFGQCDABOUXgRHwMAJMUA9XDheNEWCC8jvACHgYASaohysnaEUbPaqCeve8mOrr65Wo9ujs2ULezh07msl76oknRdwtN96oLD+ZCcoPPe647TZ5y7FjtmOSWTAj4BICICfIO7h0MC1ZutSlUqjJli2oGhxZikcQCBI5ASkT1CMvFhcjdQSCRk4maOrvBEvwCAJBJCeg5TaoR14wLkbLEVixfDmtWLa85QI8/CS7uB6uHC5acgiAnNeMHEFjf3Y9bd60mWBNgxLYggalJtNYD5Bz4eLFAoGdO3aKHtyi4mLRi+t3WNiC+r0GPVp+jHniLzqEQiHCn8owfsIEQ9zCxYuE/PumTVM+/mlkovGECaoR7HTKKhTKpX1790aojAH+XMXkjMiAiHoUFNAvJkwQeU/SMJEgOn/V10xQ1YiyPIHANSNGCgsm24Pr1qwVpBkxcoTjCI2/dYJwb4PQHuU2qOOvS3pmgA4bWEzM6MEfwt1TpxLIoyNUL14sXGzkXVBQIDqRVOeLH53eay5uJtbcJm4WafNGBn+wbRMxTs4IaESAXVyNYHNWjIBdBJigdhHj9IyARgRcJeiGDRvo+PHjGtXlrBgBfyHgLkE3bqRh5eX+QoxLywhoRMBVgt4/fbpQdcbMmRpV5qx0IbB9+3aqXb1aV3ZUXV2tzSPTpZurBEXNPVNTI4CFu8shOAig6TJmzBiq27NHi1L4kQdBdQToBs+vXkfzDMMsbocFCxaEe/XqFT527JjbReH8FSHwk2HDwtdee60iafHFrF+/Pty5S5fwtm3b4idUFAvdxo0bp0hafDEUP1pfLCpTV4Xq0yo9c3pgxozwZQMHavnBxY86yLlkyRItYOvUDQp5hqC6gdZSm2mYSZCtmW7dPEVQFEYCsGfPnjR8tf2vsu4fWZ3WTLdu8m3w3FS/yVOmEDqMPti6VUd7n/NQiAA6TnoWFlJNTY1Cqdai8I6Mue46euP112nAgAHWiRTe1albRLElU710RPsFv44c/INAkK2ZTt2ia9wzbVBzwdAbp7NXzpw3n9tHQDZNgtiLqlu3aPQ9SVAUkodeoqvKm9e622Y6rRn6QnT2EFvVsOfaoGb/2zW/31wIPo+LgM46wqykqqoqbe3OgSUlVFZWRnPnzImLgaORVqz1yj356/xiba1XisTlMCFw5+TJ2sY7pTXT9S5I3UzqunLqWRdXooEKgZvBQy8SEW8cddcLOg5BGh1Bt27xdPI8QVF4VAymV3HwBgJBtma6dUtUo74gKFxdHnpJVJX64oNszXTqlkyN+YKgUARd+Nk5OdomRCcDXjqm0dk2023NdOqW7LvjG4JCIR56SbZanUmnu22m05rp1i3ZGvIVQaEU2qK6OguSBTEd0gXZmunWzc774juC8tCLnepVlzao1kz2b3j1R993BMUrJ90RgMvBeQTwcTIIqiPIaZ6oYx0Bunl5hMCXBEXF4RfPy8DqeLl05IEPoXWNQ0trputDCambl3/oXSPok48/Ee5V2DPi77L+A5J+5wAqlklBx1F0mDdnTri+vj76Nl/bRGDVypXhTt/7nvhO1+ajtpOjvkaNGqXtR1enbrbBMD3gGkFlGW6fOFGQdMfHH8tbSR+jh152ffJJ+MofXiHkvfrKK0nL4YSRCGx5991wWWlpmIjCpaWlkZGKr0DMmQ88EM69oJ3Iz2lrZtZteHm5Ym3Ui3N98yRsbIOAbePsBnyoO336dBpXVUX/UF5Oz6/4vSFi20cf0fCrrzau+SQxAn/asoWmT/s17dmzhz7/yxeUkZFBcmnUxE/bS9HQ0EDV8+fTc79bSseOHaeG776h4r79qGPHjvYEJZla6la3t47+d/duodtMHyz36jpBk8Q3ZrJ/GjOGZj00i7Z/+CH1LCg00tXtqTPO+SQ+AvLlBTGbmpro8KHDBHN2SY8C6tuvX/yHbcaaidnY2EinT5+mw18doayMTCofPtymtMTJpW4g5pnTZwzdCi/qrly3xKWxn8LXBH1wxgz6r2f+k7qEOtGBLw/R0SNHqUteF4HC7t277aORZk9Ev7xQ/8SJb+jEqe+oc6iTsDL5+flKUNm/fz89/NAs+uO6dRHy9h7YL657FhTQ4KtKI+JSuVi1ciX95qFZ9PXXDYKYkGXWrVOnTpSbm5tKFlqe9S1Bh5ZeRQcPHhQgtbmgNYXatqf6b09Qx9MdKTs7m4799a9aAPRrJrBkN4y9PqL4ZmvWsWOILrnkkoj4VC4WLahuRk5pqQu751NOTg6p+jGAblPvujuiuNG6de3WLSLeqxeuryzfUmDuvGuKIKJ8HpYzg4jqzv0iHz16VEbx0QIBWI+X1q6hkGlLerM1wyNFxcUWT7bs1sOPPkIVlZWUlZUlBJitGX5Q4e5eMWhQy4RHPSV169ChgxEj3wtYaoTBpYONOC+f+JaglaNH05at79O/jPtXA9+C7mfdsQP7D4h7+CXlEBsBtC/fenujIMaX//elaHfCmsmg0uWEzLkL5tP9//HvQjzanW2ycgiWGqFLl7NNE3Gh4B9027B5E/Xt25cOHDjraZl1U/VjoKCocUX4lqDQCr+U991/P63f9DZheYrWrVvT9zvn0ckzjdTYeIY+3bUrrvIceRbDe+79N/rm9N8EdrBmCCpdTjPON9x0E11yaR9q164tFfQ833OvujMKeeL9ePDh39CpptN00YVdDY8rKzvLFx1E0MHXBJUVj7bL71e+QM8+t5T69OlN2ZmZtPfgPmILKhGKfZSbHM2bO5fe2riepFuo0uU0544Njr744gv69NP/obKhQw2Xt98P1PYWI09Dt3nz6A+1/02tWrUSRUFvrqr2rlk3R87VD63ak5jKRIVYOS199tlwZmZmuLycV2GIhZG8H70nDiYO/POY68Klg66USZQdoyeWQDDqqm+fS8OYQKA6WOn2j8OvDuPPL8G1mUSpTvVLBLD8hAjrmnKwRkDn97XxpmZaly61uzp1S62k8Z92jaDxi6Um1g+TodVoal+KlTWzLyX5J6KtWfJP2k+pWzf7JUz+iUATFDDofDGSh93dlEG2Zrp1c7omPb1wtYpGNzoKSkpKaNKkSeJPhUy/y8DO1wirVq1yXBVsFV9y+eW09f33tWxypFM3x8FDBk7/AnhBvtv7a3gBA1kGnW0z3dZM57YQEk+nj2lBUIAoK89pQL0sX3fbDB/U69oqPqg/wmlDUBAHy3bo+lrfa0SFNdO5EZD8QUS+Tgfdujmtj1l+WhE0nYdegmzNdOpmJo+O87QiKADV2QbTUYHJ5BFka6ZTt2SwVp0m8L24Vj1tgevps1Ly3L0gbxWvW7c4MDsXpZrxfpAX5DaLGX/deuq0Zrp1M+Oq8zztXFwJruz1Q7s0qEFn20ziiZ5iHUGnbjr0iZVH2hIUgHhxs5xYFWX3fpCtmaw3WNGgh7QmKCo3iEMvuq0ZMNQ13il3FQiy52P+0Ul7gsIlw/ggXuogBDmUhA8FdARpzXTkJXXTtS2EDp0S5ZH2BAVAQRp6gTUDaXQE3dZMp2468Esmj7QcZrHqE8fQCxZNrqmpsYr2xb3JU6YQhh4+2LrV8fLW1dWJZWaAV2VFheP56dTNcWXsZJAMi9Mhjey296v7FGRrpls3L73v7OKaakN2rvitA0J324zbnaaXxuFTJmgUwHj5MMbmp6CzbabbmunUzYt1zgSNqhW4ungpMI7ohxBka6ZTN6/WNRPUomZ0fzdpUYSkbgXZmsn1pPzW3Eiq4mwkYoLGAMvrQy+6252YiADPQkcI2th0KpgxQeOg59X5ntINhwuoI0hrpmNqndTNL00Mp/FngsZBGC8LZhnBlfRSgDXT1ZGl25rp1M1LdRqrLEzQWMicu6+7nZegOOEgWzOduiXC2SvxTNAkasIrQy9Btma6dUui2j2RhAmaRDXIdhE6jtwKsgy62mY6rZlu3dyqw5bky3Nxk5wXqXsB5uhiVVVV0Z66Onrj9dejo5RfQ9dh5eWEbeTLysqUy48WqFO36Lw9f90SVqfrMzo/gjZjHGRrplM3M6YqzrEz32X9B6gQFVMGu7gxobGOQO+pruENlEB320xnLyp0y87JCcy3uNZvTGp3maA28dM5QUB320zn5Azo1qtXL/Etrs0qSKvkTNAWVLccesFL5mTQuTObtGY46gg6dWupPo88/HC4V2FP46/yp6PCa19eY4gzu7jHjx8X6X59773hoVcNEedIn2pggrYQQaddwSBbM526tbB6wyAfiLa3rs4QcfMNN4g2J8iIYEVQEFqSWB4NAS04YYK2ADQ84qSLFmRrplu3llQvSAmiYRd4cwDhzAS0IihIrTJke76b2aMFxPIo2F8Te19iKGLAgAFKSor9TLH8ypzHHlMmM17BqqurCcMqWzUsk6Jbt3h6x4vrUVBAn+/5C9XX19Ojs2eLpDhfsWx5vMdEXFFxUcI0dhJk2knMaSMRACmnT59O46qqIiNSuMKYIORiw2GnA4g55a67xA8NfnCcDjp1S1UXEHPggL83SBkKhejBWbNSFWv7ebagtiGLfOD+6dPFQl1Y1GrunDmRkTavgmzNdOpmE/ZmyTdv2kxPPfEkjb91At09daoRn4wFNRIrOmGCKgDymZoascIdVrdr6cwbac2wVXzQrJlu3VKt0p07dggRRUXFEaL27dsbca3jgl1cBSgXFhYK6znmuusI7Sy7QXfbTFozHUuMQjdMG6x5+mktbWq72FulH1w6WNxesXyZEQ2Lij8EtEd1BSaoIqRvvvlmKhsyhNDOsht0ts2wbu6MmTO1tTvxowXPAvj4JRQVF4v25s4dO6l3z4vF3zubNxnurlZLqrJLON1ltWToRef8XpQPH6Bj/quOoFM3Hfq4kQePgypGXa6tm8yMHDtpVRRT5xIuunVTgY8XZTBBHagVaTniiQ6yNdOtWzyc/R7H34M61DAaWFIienRjDb2g46RnYaGWvWB0bxWvUzeHqs87Yv3+C+PV8suvXuDqRQdpYWFpnA66rZlO3ZzGzgvy2cV1sBbQGYNPqsxE1N0243angxWsQTQT1GGQzZ9VBdmaSY9BVw+xw9XmGfFJt0FzWrXyjl/OJWEEAoBA46lTCbXgiQoJIeIEjIB7CDBB3cOec2YEEiLABE0IESdgBNxDIOk2qHtFDE7OXfLyxLq2qj7utkKmrq6OevfpQw/OnEnvvfeemHNrlU7VPcwjDnXsmPKndqrKEzQ5bEE11igmjS959llHc6ytraWKUaNo7NixtPqll1r0dY2dAtauXk23+GgivB3dvJCWCaqxFioqK2l1ba2jOYIwlZWVhE/g+vfvT6tXr3YsP+TVMRTyzWdkjgHhoGAmqIPgRouGBT1eXy/WAIqOU3GNby83btxIFRUVQhwsGyyqUwE/NvjR4eAcAkxQ57C1lOykmwtrCfdWrsgAS7ph40bLcqi4iTm+7N6qQDK2DCZobGwciYHFwYvtRIC1BCllgJuLP7iiqgOWMUFwssNLdZn9KI8JqrnWYEHR04o/lQHuLTqFpHsrZcPCOdHuRWcXu7cSZeeOTFDnsI0pGSRV3TaMdm9l5rCoTlhQkJ7dW4myc0cmqHPYxpQMy6N6uCXavZWZO+Hmsnsr0XX+yAR1HuNmOah2c2O5tzJj1W4uu7cSWeePTFDnMbbMQaWbC/d2yJAhRu9tdIaq3Vx2b6MRdu6aCeoctnElq3RzhXt7buzTKlOVbi67t1YIO3ePCeoctnElq3JzpXtrHl6xyhjxKnpz4d62dPV8q3J59R4Wp77lxhuNdXGxaDXWyJWLV99x221i7xany88EdRrhOPKx0LW5N7ehoYH+tGVLnCeaRy1ZsoT69e0rxjubx56/I1zqqPHQT3ftov37959PlMTZC88/nxbDK9iHBXu0LFy8WOx0hn1asOMZjjoD782iE+2ovGDV5s2fT90vuoiW/W6pMQUQL0IyAQSbPHky9e7VO2FyTCjAvNlFixbR/rq99Nqrr4otDK4dM4YemfNYwueRYPSoCkHoS3snzi8pgR5O1NBwdnuHH53bBsKtorIFdQl5EOSlF2tp20cf0Z13/MogZ7LFATlHjRhJTU1N1LF9btzHYCXnz51Lhw8epF9OmkQrX3jB2F8kv0d+3Gdl5C9+/nN6ec3LlJmRQbD0QQ74IZKuLLYgxDU2VDK7uNH6I91906YRXF+5XQRc5H179wpZ8p6UFf18rGsmaCxkHLqPF73fpX9Ht986kT768EORy5EjXxq5de/e3TiPdQJyXls5mg4fOiySfH3CmjBvvvEmXXXlj2jY0KG0qHohtWvbnprC4QixVwwaFHFtdYEyb3hrPZ0Jh6nDBe1o165dVskCc+/Fl1YbruwH27cRrpMJcIuxIxo8oLc2biDs7fLjIWWEfV1wD7IQ7rjt9mTEiTRM0KShUpPw00920alTp+jMmTNCYPtWF9DJM42G8Nzc+NZQkrOxsZFOnPqO2mTlCHmGANPJ11830KFDh+jM6XN5tW8nYo8eOSqObdu1NaW2PpXkrK8/+yPQJa8LffH5buvEaX4XO3PLNirOsds2Nv5dsnSpQAbn14wYIawqLGsygQmaDEoK06x55Y/UrVs3ysrKElI753UWx5Pf/U0c+/brFzM3Mzllos6duxCIZtW5VDl6ND0wc4ZMKo6o8IZvT4jzb7/5luJZUElO/Jgc+eoIZZyTBLecQ3MEQEhzyA2FzJcR58luYcgEjYDN+QtYSJC0oKBAkDQ7+2w/3VdfnbVqfX9gTdBockor2OaC1gSixQo33HQTzX7sUSM6r3MeSSe3VZylVM3kxMNNRJTbtr2QE/Q2qAGWB06YoC5UAki6qvZFKrn8ckFS6eZmZWdRPwsLik4etDnh1soAKwj3VgYrCyrjsEcnSJqTk0Ptz7m5J058Q127dZNJIo6Tf/kreuuNNw03XFp3uLcIBw4ciEjPF84hwAR1Dtu4kkHS51Ysp7IfD6ULu14o0oabwmTVBsW9q8qGECweSIwAKwj3VobP/vyZPLU8gqR/qH1RkBSVDpc1Ly/PMi3K1LVrVyMO1l26t/ImW1GJhLNHJqiz+CaU/tunn6Zhw8spIyODDh04RFZtUBAU6XZ99mda9PjjlN+jB2VmZlK79uc7eXbvTtxxA9kgabfvXyRc1uL+xZblQ9v17XffofWb3qa77rmbmrIyqFOH8+2pNm3aEFxuDs4jwAR1HuOEOYB8Pyy5nE42nXdhYz00/OqrqdelfWjevHm06InHadCVV4qkZ06fjvVIxH2Q9LU3XxPjma1btYmIi77Iz8+na0aOpA65ubR91066fdIdolfy5MmT0Un52iEEeF1ch4C1KxZzavMuzKMjXx6J+VWKlIn1dT/YutWY3gd388D+/ZbWVz4TfRw/frxwmRcuXBgdFXFdXV0tJlHU1NQY92E9u+fnW7rjRiI+UYIAW1AlMKYuBAt9VYyqSLhMJlZHkF+nyFzhAlu5xjLe6jhx4kRat26dVVTEPatvP5GXVVs54kG+UIIAE1QJjGqEiO82EyyTiS9SVHxNIhf7kp+PWWkg107CRHsO7iDABHUHd8tcseBXotXgYUFVrQUEosdbegVf2uCLGw7uIcAEdQ/7ZjnDzcXKCLFWgwc5Va7kjo/G430jCvIm+s60mRJ8QykCTFClcKYuLN5SKCCTyqUukVesle7h3n788cfNlvFMXUOWYAcBJqgdtDSkFSsfxNj0SKV7K1UBSa3cXLi35lXqZXo+6kWACaoX74S5oYfWatMj1e6tLEgsN5fdW4mQu0cmqLv4W+aOTiDzUihIhO0iVLq3MmMrN5fdW4mO+0cmqPt10KwEVm4u2p+qem+jMxTtXtN6RezeRiPk3jUT1D3sY+Yc7ebKsUo5dhnzwRZGwDKbLTbcae69bSGYih9jgioGVJU4WEu5Cxrag064t7KssKByUgKmHJr3GJVp+OgOAjwX1x3cE+YKwgwsKaGjR45Q7969adWqVY5u9VdVVSXkYywW1hT5cXAfAV520/06sCyBnG+7YMECEe+Ueyszh4WeMWMG9SwsZPdWguKBY9IWNCfO8hge0IOLwAj4DoHGU6cSlpnboAkh4gSMgHsIMEHdw55zZgQSIsAETQgRJ2AE3EMg6Taoe0XknBmB9EWALWj61j1r7gMEmKA+qCQuYvoiwARN37pnzX2AABPUB5XERUxfBJig6Vv3rHmKCGAvUOwL6mTgXlwn0WXZjECKCLAFTRFAfpwRcBIBJqiT6LJsXyPw6OzZxnb22MIe29evW7PW0Mns4mK/T6S5b9o0sau2TG8kbuEJE7SFwPFjwUYA5Fu7Zq3Yyh7b1+MvFMoVBIy3+e6KZcvpnqlTRfrxEyakDBITNGUIWUDQEMD29LCUY6+/nrCVvQxjr/8ZgZzvbNosbzU7Iv01I0eI+/LYLJGNG/w9qA2wOGl6IACSwWKCjHBzEXAO65goFBUXJUpiK54tqC24OHG6IABiYghFkjIUCtGDs2ZpV58tqHbIOUOvI7B502Z66oknafytE+juqVON4kqyGjc0nLAF1QAyZ+EvBHbu2CEKXFQUuQP5vn17tSvCBNUOOWfodQQGlw4WRVyxfJlRVFhU/CHE68U1HlB0wgRVBCSLCQ4CRcXFor25c8dOYxz0nc2bDHdXpyXlqX7Bea9YkwAiwBY0gJXKKgUHASZocOqSNQkgAkzQAFYqqxQcBJigwalL1iSACDBBA1iprFJwEGCCBqcuWZMAIsAEDWClskrBQeD/AUINzU8135tDAAAAAElFTkSuQmCC"></p>
<p>Reflections from the top and bottom surfaces of the film result in three rays J, K and L. Which of the rays has undergone a phase change of \(\pi \) rad?</p>
<p>A. J only</p>
<p>B. J and L only</p>
<p>C. J and K only</p>
<p>D. J, K and L</p>
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<p>A</p>
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[N/A]
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<p>A beam of monochromatic light is incident on a diffraction grating of <em>N </em>lines per unit length. The angle between the first orders is <em>θ</em><sub>1</sub>.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_18.48.12.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/26"></p>
<p>What is the wavelength of the light?</p>
<p>A.<span class="Apple-converted-space"> \(\frac{{\sin {\theta _1}}}{N}\)</span></p>
<p>B.<span class="Apple-converted-space"> <em>N</em> sin <em>θ</em><sub>1</sub></span></p>
<p>C.<span class="Apple-converted-space"> <em>N</em> sin\(\left( {\frac{{{\theta _1}}}{2}} \right)\)</span></p>
<p>D.<span class="Apple-converted-space"> \(\frac{{\sin \left( {\frac{{{\theta _1}}}{2}} \right)}}{N}\)</span></p>
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<p>D</p>
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[N/A]
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<p>\(\frac{\pi }{8}{\rm{rad}}\).</p>
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<p>\(\frac{\pi }{4}{\rm{rad}}\).</p>
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<p>\(\frac{\pi }{2}{\rm{rad}}\).</p>
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<p><em>π </em>rad.</p>
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<div class="column">C</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p> </p>
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<p>A simple pendulum has mass <em>M</em> and length <em>l.</em> The period of oscillation of the pendulum is <em>T</em>. What is the period of oscillation of a pendulum with mass 4<em>M</em> and length 0.25<em>l</em>?</p>
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<p>A. 0.5<em>T</em></p>
<p>B. <em>T</em></p>
<p>C. 2<em>T</em></p>
<p>D. 4<em>T</em></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
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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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<p class="p1">A source of sound approaches a stationary observer. The speed of the emitted sound and its wavelength, measured at the source, are \(\nu \) and \(\lambda \) respectively. Which of the following is the wave speed and the wavelength, as measured by the stationary observer?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_14.30.29.png" alt="N10/4/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>A stationary source of sound emits sound of frequency <em>f</em>. A moving observer measures the sound as having the frequency <em>f </em>′. The observer is moving directly away from the source at a speed that is 30% of the speed of sound in air.</p>
<p>Which of the following gives the correct value for \(\frac{{f'}}{f}\)?</p>
<p><br>A. \(\frac{7}{{10}}\)</p>
<p><br>B. \(\frac{10}{{13}}\)</p>
<p><br>C. \(\frac{13}{{10}}\)</p>
<p><br>D. \(\frac{10}{{7}}\)</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>
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[N/A]
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<p>An object to be viewed by a microscope is irradiated with blue light. The reason for using blue light rather than light of a longer wavelength is to increase</p>
<p>A. diffraction.<br>B. interference.<br>C. resolution.<br>D. magnification.</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">The images of two sources are just resolved. Which of the following is a correct statement of the Rayleigh criterion for this situation?</p>
<p class="p1">A. The central maximum of the diffraction pattern of one source must coincide with the central maximum of the diffraction pattern of the other source.</p>
<p class="p1">B. Light from the sources must pass through a circular aperture.</p>
<p class="p1">C. Light from the sources must be coherent.</p>
<p class="p1">D. The first minimum of the diffraction pattern of one source must coincide with the central maximum of the diffraction pattern of the other source.</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<p>Light of wavelength λ is emitted by two point sources. The light passes through a circular aperture of diameter <em>b</em> and is received by an observer. The angular separation of the sources from the observer’s position is <em>θ</em>. The sources are <strong>not</strong> resolved by the observer. Which of the following mathematical relationships applies?</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;">A. \(\theta < 1.22\frac{\lambda }{b}\)</p>
<p style="text-align: left;">B. \(\theta > 1.22\frac{\lambda }{b}\)</p>
<p style="text-align: left;">C. \(\theta = 1.22\frac{\lambda }{b}\)</p>
<p style="text-align: left;">D. \(\theta = \frac{\lambda }{b}\)</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 car horn emits sound of frequency ƒ. While the horn is sounding, the car moves in a straight line towards a stationary observer. The speed of the car is 0.10<em>v</em> where <em>v</em> is the speed of sound. What is the frequency of the sound of the horn heard by the observer?</p>
<ol style="list-style-type: upper-alpha;">
<li>\(\frac{f}{{0.90}}\)</li>
<li>1.1 ƒ</li>
<li>\(\frac{f}{{1.1}}\)</li>
<li>0.90 ƒ</li>
</ol>
</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 train is approaching an observer with constant speed</p>
<p> \[\frac{c}{{34}}\]</p>
<p>where <em>c </em>is the speed of sound in still air. The train emits sound of wavelength <em>λ</em>. What is the observed speed of the sound and observed wavelength as the train approaches?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_18.51.53.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/27"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1"><span class="s1">A source emits sound of wavelength \({\lambda _0}\) </span>and wave speed \({v_0}\). A stationary observer hears the sound as the source moves away. What are the wavelength of the sound and the wave speed of the sound as measured by the stationary observer?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-08-29_om_09.45.07.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/14"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">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 siren on an ambulance emits sound of frequency <em>f</em>. The speed of sound in still air is <em>v</em>. What is the frequency of the sound observed when the ambulance travels at speed \(\frac{v}{{10}}\) towards a stationary observer?</p>
<p>A. \(\frac{f}{{10}}\)</p>
<p>B. <em>f</em></p>
<p>C. \(\frac{{11}}{{10}}f\)</p>
<p>D. \(\frac{{10}}{{9}}f\)</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">During a journey an observer travels at constant speed towards, and then goes beyond, a stationary emitter of sound.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_16.59.27.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/17"></p>
<p class="p1">The frequency of the sound as measured at the emitter is \(f\). The frequency according to the observer</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>is always greater than \(f\).</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>is always equal to \(f\).</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>is always less than \(f\).</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>varies during the journey.</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 body moves with simple harmonic motion (SHM) with period <em>T</em> and total energy <em>E</em><sub>T</sub>. What is the total energy when the period of the motion is changed to 5<em>T</em> and the amplitude of the motion remains constant?</p>
<p>A. 0.04 <em>E</em><sub>T</sub></p>
<p>B. 0.2 <em>E</em><sub>T</sub></p>
<p>C. 5 <em>E</em><sub>T</sub></p>
<p>D. 25 <em>E</em><sub>T</sub></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 sample of hydrogen on Earth emits a spectral line that is measured by an Earth observer to have wavelength 500 nm. The same spectral line is emitted by a galactic source that is moving away from Earth at speed of 0.1c. What is the wavelength of the galactic spectral line that will be measured by the Earth observer?</p>
<p>A. 50 nm<br>B. 450 nm<br>C. 550 nm<br>D. 5000 nm</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 coloured point sources are observed through an optical telescope. Which of the following colours for the sources would best allow their images to be resolved?</p>
<p>A. Blue<br>B. Green<br>C. Red<br>D. Yellow</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two point sources of light have an angular separation of <em>θ</em>, as measured by a distant observer. The light passes through a circular aperture of radius <em>r</em> just before reaching the observer. Which of the following conditions must be true for the two sources to be resolved?</p>
<p>A. \(\theta < 0.61\frac{\lambda }{r}\)</p>
<p>B. \(\theta < 1.22\frac{\lambda }{r}\)</p>
<p>C. \(\theta \ge 0.61\frac{\lambda }{r}\)</p>
<p>D. \(\theta \ge 1.22\frac{\lambda }{r}\)</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">A radio telescope has a circular collecting dish of diameter 5.0 m. It is used to observe two distant galaxies that are both emitting electromagnetic radiation of wavelength 20 cm. The images of the galaxies are just resolved by the telescope. What is the angle subtended by the galaxies at the telescope?</p>
<p class="p1">A. 0.05 rad</p>
<p class="p1">B. 0.3 rad</p>
<p class="p1">C. 5 rad</p>
<p class="p1">D. 30 rad</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">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A source of sound moves away from an observer. The observed frequency of the sound differs from the frequency emitted by the source because the</p>
<p>A. observed wavelength of the sound is less than the emitted wavelength.<br>B. observed wavelength of the sound is greater than the emitted wavelength.<br>C. speed of sound relative to the observer has decreased.<br>D. speed of sound relative to the observer has increased.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following would be diffracted the most when incident on a slit of width 1 cm?</p>
<p>A. microwaves</p>
<p>B. red light</p>
<p>C. ultraviolet</p>
<p>D. X-rays</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>Blue light is incident on two narrow slits. Constructive interference takes place along the lines labelled 1 to 5.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>The blue light is now replaced by red light. What additional change is needed so that the lines of constructive interference remain in the same angular positions?</p>
<p>A. Make the slits wider</p>
<p>B. Make the slits narrower</p>
<p>C. Move the slits closer together</p>
<p>D. Move the slits further apart</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">
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<div class="page" title="Page 15">
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<p>A train moves at constant speed whilst emitting a sound wave of frequency <em>f<sub>0</sub></em>. At <em>t=t</em><sub>0</sub> the train passes through a station. Which graph shows the variation with time <em>t</em> of the frequency <em>f</em> of the sound wave as measured by an observer standing on the station platform?</p>
<p> </p>
<p><img 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" alt></p>
</div>
</div>
</div>
</div>
</div>
</div>
</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 stationary sound source emits waves of wavelength \(\lambda \) and speed <em>v</em>. The source now moves away from a stationary observer. What are the wavelength and speed of the sound as measured by the observer?</p>
<p><img 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RU7UQicOY6cCZ6dJs/n7p07rXcRcvaxdUK16IbeVzCJK+yjcs0y262X1dgBfeM8UuelOkVHOR4me9rQ+4goo/pH9l7heOyNdqjTab4skmNc8tocR9FL8XSg/J0OAePBEess+qQzrTdp1/0qZuQVjVX5hH6i4aDoOHYMQasoDJJrDEEvw1W/1zE1tF7luU//rL5YWKAjJGRBBlKUN884xh/saJAtfijAyhaH0uldyjG6cZUOBBSmYhesT65x5Ows46r74epqrnfMDcwRz7Y28+vYLDtSHIPKMP+k7wkog/4S/tRcg56h7+w6yuoU+q92FObkXx4gT/3TB+0ie6+EDtI3ssRx96o3Nvf3a5p++YtXRk7yX//q3P5HH37Ykuv58+f7f/zss31k1e/ul1+23Sc/1uHmxt/W8/IclbZ/+mn/vXfeabVDHa5//7srKpIfaV99caR/JeQp6k/345Gy6k99pOOjfCorclJeMnC+8uf7+7/9zcWWrKpDfkySnb6Lkliu/fVx6zZlkUsytm6M4AlMJjn1er6TzGaUx16kty8hcB29IKsP4uiTnFjx8f6gzAppkjmNytgnXWfZmRCySl90j8rzsRzFBIr0ti1UVVzNuadNgLAUTkKxYOTBAAkHvb/wwWmL5/5NwAQmjIB3HDV44MRSWa3FGD6x2avz1yq/u6jBcMdWxKKV29gO1gMbGwJFemvHMTaP1wMZdQJFBjjqMls+EyjSW4eqrBcmYAImYAKVCNhxVMLlwiZgAiZgAnYc1gETMAETMIFKBOw4KuFyYRMwARMwATsO64AJmIAJmEAlAnYclXC5sAmYgAmYgB2HdcAETMAETKASATuOSrhc2ARMwARMwI7DOmACJmACJlCJgB1HJVwubAImYAImYMdhHTABEzABE6hE4Mj/OV6p9ikX5t9QcTKBOhGwztbpaVnWTgRq7Tgm/f/j6PRQnT+aBIr+sbjRlNRSmcAhgaLFjkNVh3x8ZgImYAImUIKAHUcJSC5iAiZgAiZwSMCO45CFz0zABEzABEoQsOMoAclFTMAETMAEDgnYcRyy8JkJmIAJmEAJAnYcJSC5iAmYgAmYwCEBO45DFj4zARMwARMoQcCOowQkFzEBEzABEzgkYMdxyMJnJmACJmACJQjYcZSA5CImYAImYAKHBOw4Dln4zARMwARMoAQBO44SkFzEBEzABEzgkIAdxyELn5mACZiACZQgYMdRApKLmIAJmIAJHBI44ji+unMn45/RLfp9futWtre3d1jbZyZwSgTQw7evvJW9du5V6+QJPoMH91fyuWFne/sEey3u6un6Rnbj+vXWTWRi3kJGp+ESOOI41N03332b8f9d6Mf11uZWduP6uyriY0KASezjxcUkt56Xu41GbpRxghil8T15vJY9XH2Uvb+wkD3b3KonZEvdF4GNjfVsZ3unrzZc+XgEOjqOtLnZs2ezq/PzGRNJnEzScr4eDwIb6xv5QmFUR3Pzg4Vsamoqm7s8N6oiWi4TGFsCpR2HCGCs0zMzuvTRBExgwgkoZKTwNuGjdHGZhsApw65WKW2D3W23kBNhSuoQskzDU7u7zd1ylCf2RZ+pPGpP8nDNDxmQhbZ6yUTdTqE8eNAG/Y5DKu04eEhP1tayT5aW8pXeOAx+2GNAqXkvJAVOFUdKjzLFcqkSIyehmTcvvtFqSwqdhsZSg4jGp/7oS23RV5poQwrO/djHi729/FpjKpKVPtU+5VKDQ5fIpxwTiNpKJ5NUrqJrxjQ9M110y3knQIDwtfRDYW26JaStyRpdQn+///GHPPT993/+I9vbe5G9dxD2lp2wIFUbhCBVr2gYhM4vXZ7L5yLqsANVoq9Lc5fztuiz0djNPl78SLdzedlRSx7qT02dyW0QWZSY7J9tbWb/dSA3/SET+tspEZkhpSG0Bysr+YKb+XMs0n6S7n755f4vf/FKx9/Kn+8nNU7nEhlHLf36V+f2P/rww5ZYv//dlf3f/ubi/vZPP+V5G39b36fMe++8k18/f/68xRnuJPK4TznOSWt/fZyXE/vGzz/v0zYMYn+qRz8k9ffHzz7Lr2N/sUx+M/mDvmhfsnMbmchTe+SpT8mqemqfMmke92iH9hgbiX5gxbiqJPqPMlape9JlGXPdk56lmPPM+KWJPOmm7CAto2vpg3RB+b2OtI8OKSFTqp/cQ1/JR0exHc4ZR0ySQXor+6K8kurKVpUfjyoT21fbMS/WGfXzIr3tuONIX47jnc9fON/T446FNx3AIFhNs2L5dGkp0yqEFQsrKVZpcdXCSksrkampqXy1xMpHL31ZrdCGVlWUv7lwuMJCXFZZtEv79ENSf9yLoQPqxzJVhkvdL27fblVhZRdlZVdK22qfglevzefld3bav8ShjO4xPvQLOeOqr9VRwYnGXHDLWSdAgB0FP55bmmbPzrb099LcXF6O56WdbCz/+oXz+Wr86cZ6vguNthHLlT2fnm4PpWNTSugvOwz0Dln4sQPXrknlOFKP8kpnQjvKS4+Upx7hMqXUfpVf52NHx5EOCiDvL3yQZ29tbaa3fZ0QYJLMnUDy8lYvcyNDjCymqOgyTowvJibdWE6TstpXWRk1TkUp7U/5ZY5p3SgD9Vlg3FtezicAGea/X3yjsOluBl5YIWTChfbpP5UhFPPpEAnIweMQFG7Ukcmf+/xY8LAwkmOgDKFMhVF5fn9ZfZQvjr5eWWmFQpnMec6DTugN4VPkJtF/XAz12x82olAVHFgMpQu9fvs47fovVxGAOCBJClOl7qSV3W3sFg5Zq5ayDKuWwyCL0osXh7HbovuDysNQtHpjVYdR/ufyctv39oPoSzFrdlhiOoh23UZ5AnLYcgzdalJGO2YmbJwIE/jMwe6XhSnOhR86jwPBsWBHRD8GlVhA0W4qs5zIIPphLDsH70Hu3rmT78jiDnwQfZx2G5Uch7zo7GzzBdBpCz/K/fPCtmi1xMtlEgZTJsk4e038KseLR52n7Zd1Qmm9Ktds+wk7RWMv4lClzbSswoBMMmU5pm34un8CTJD8mIw/Sd756qOLqAfqkQUFq/KtzbeyRsGOAv3l2XJP4VrV7feokG06h8XQUr99sJPG1pqOr5HdW/5Tv02OXP3SoSqMn/g1iqK49MiNZoQEQjFRnjRey9ccpDRM00n0aJyxDMYaHYEMITU0+ic0kMoR2xrUud5PKDymdrXg0HU/R8bNSpU+WDUWTTz9tO+61QgQguG5a5dJbRYP5DH5k3Ai/OICQmFGQqvSUSZaJfLQ5W4rdS2QsIPYttooOko3n6w9bt2mX/UdbapVoOKJ3mmya0J+XVdsZqSLd3QcPGjFKxWTZJVALDI+MO5pdTHSIz1h4ZjUUBi2qlrlYAwoE8pbxfnKOKXcGAmGF1NzFdfsT06Cfo+7VdYzJlRQ1igZL44O56g6yIIMpEEYJZMSshH+UmKCwaEMMtygtn3sTgC9450WO2nNFywUyNMkzd/wZ+6In2jTKvnoC5Mr7xiebjQXObSDIyIM2e3dA38hmTBl/r5irfm+oru0WW6TtImMkpdPbuXkBrHzmAmfh3eTv5esI31/1D8F6yRf0SdincqeVD6fBn4UPsfl8z99Coi8/OKnfNwnL9ZBVn2+p08DyeNTRT5xVDt82kd/sT3Kca0yHOOns536K+JDWT51pQ19IpuOr0hWPonUp4yqi6zIrnY0vvTzRMlO30VJLONnm5RFLrVdVG9U8uDhZAJ1I1Ckty8xiJH2bB2EY7XAZ3WTmljRs4JjpaSXjpPKoi7jnnSdrctzspztBIr0tmOoqr2qr06TAFtx/lZ1DPUQsvH7ptN8Ku7bBCaXgB1HDZ49sWASDkRxWWK78X1TDYZhEU3ABMaEQKXPccdkzLUbBi+dH66u1k5uC2wCJjCeBLzjGM/n6lGZgAmYwNAI2HEMDa0bNgETMIHxJGDHMZ7P1aMyARMwgaERsOMYGlo3bAImYALjScCOYzyfq0dlAiZgAkMjYMcxNLRu2ARMwATGk4Adx3g+V4/KBEzABIZGwI5jaGjdsAmYgAmMJwE7jvF8rh6VCZiACQyNgB3H0NC6YRMwARMYTwK1/idH+HebnEygTgSss3V6Wpa1E4FaO45J/mfVOz1Q548ugaJ/nnp0pbVkJtAkULTYcajK2mECJmACJlCJgB1HJVwubAImYAImYMdhHTABEzABE6hEwI6jEi4XNgETMAETsOOwDpiACZiACVQiYMdRCZcLm4AJmIAJ2HFYB0zABEzABCoRsOOohMuFTcAETMAE7DisAyZgAiZgApUI2HFUwuXCJmACJmACdhzWARMwARMwgUoE7Dgq4XJhEzABEzABOw7rgAmYgAmYQCUCdhyVcLmwCZiACZhAR8ex22hkX925k/FP6ur39pW3sgf3V0zNBEaWAPqJvqK7TpNBYGd7O3/m3eYm5rMb169nlHXqn0Ch43i6vpG9efGNHPL3P/6Q8f9e8Ls0N5cb5MeLi/33PIEtwO21c68OdeQYz+e3bg2tD3QDA1TSRD1KBomuNhoNieijCWQb6xvZ1uaWSQyIwBHHgWdm4jl/4Xz2cHU1m56ZaXV184OFjB+TBz+n0SPw9cpKtre3NzTBNjbWs53tnaG132/D6CdpdvZsv025vgmYQAcCRxzHg4OJ5/2FDwqrvL/QdB6FN51pAiYw9gRYXLJ7Vgib6MSTx2tt407LsEvV7lQLG3bfafSCBSntxoUp59RXfxyr7KoJWyp0SbhdfSIH7cR2Va5tMMlFp8iBxhdlT6qOzeURx8F2bmpqKt9xFI2Se58sLWWXLs8V3Z7ovFTBMQyUKU1SMBS2qEwvhea+jAej5VxH7iEHeQofpXKlsV6Vx2iox6/IgDA6yqr/OLanG83wpuoXGXZsn3JqT3y45ke7cKFMER+V73ZET50GT4Bn/971d7Pdxm6mMPbV+fl8Ao7OIy1D5KJIp3pJiA4zUc+ePdsKmd9bXs71sGx7zFf8SN98921GfdKN6+/m4SvyCG+SzxhiKDYvmPzBbhYOOMeYnqyt5fPiJMyNRxzHi7297IyNLupDqXMUickSA9E7IXZnKHc0KMo929rM/v7Pf+Tlrl6bz8swISuVVWja/XRpKW9HRyZMFBcZMDYWAlphSS76oY9U8YkDMxnwYzJIEwZG2/RBWwoLUY6695b/lOfLAKNhI4PalxxTU2dyZjBRYqKAz38dvFujP9qJfFS205Exb21tdrrt/D4I8CzQmy9u/0crjI0e8JyIVpBw/JS5ubDQKvPF7du5PlbtmskYm9LET336Iq+fdxbIiK5hN9iJ2sVmabebvmlR0mjstoYjLox5EtIRxzEJgx7GGJ9tbuWrkBhbx6CYJHEOMWFEUj5N0Ds7za89qig0xoMRkXSM/XAuZ8b7KiXOWRzcTb484r0Wbeqn8mWOGEw0wGjYTCIYImMlX+nq/LWcGexiinxkiOITy3U6jw6rUxnnH48AkyrPUM9araD3PGfu61m9fuG8budH9KtqQhdYyLBI4rnyY1eq3XTV9lQeGbXIUh7HuQN76rbwmD07m1dhvCQWPsiHvadc8gJj+MfL6ZiYUNh1OFUjgJFgUE831nNFmgmTemwJZY2TZ7q766bQGA0KLYOUAsf24zmKzS91XJShbjphT08fTuqxnTLnqSxyjNRlvDhQDEyTuowtbbsXn7R8eo2jZFI5ziSVtuXrowSYG3h2hBGLkuYOnmPUAcqeOVM9fIj+NsNejfyZMjGzAHlS1HmFPEJtRUn2yBg7JWRgbLu7TcfBBykkdiuTko44Djwuq15WDp2Mj9UjnzvGUMWkAOs0ThTpL6uPMrbWrS+bFps7AbbD0Vl0aoP8fhQ6bVfKz2qIX1FSmaJ7g8zDYaBXcMKRcWQ1WfQu5Lj9opeMk/b7cYLH7X8S6jGxosuELTslFjfoFT+ecz8J/cAZEdqNbREWi9dV+5iemc4XVWk9OT4Wft0SHJgDWaSg14TS+pGnW1+jeO9IqAqvCYCvV/kYME8AAAu9SURBVO4XyotxKmZeWGCCMzEoFAgl54djbfL6qDQVFLoolVXoWFeKrJCZ3i3Eo8rEeoM+ZxGCcSEHXGAUY9aD6I9JitCbnsEg2nQbRwmwmGQXkC44WBjwIQP5CtemO1o+oEiT9Fr56d+/4dNvnmnUU/pI66l+2aNecGOfMfEejtRr4cEOm0UeDgz5Jm0RfcRx8IBYCWLs6dc3KAdOA+WZNFBRucqcw5HJkXcPGFrZ1K9Cx35QaH48yzTpC6Y0fxjXikdrQlEf2urrup/jHxYXc856P5JObP207bqHBPTOSby5wy6PhYEWnez4mCNw5Hr23Ne5WiPkimNQPpO4wj7tZbZbL6uxJfrm+VZ5xnI8TPa0wfxFyCnKqP6RvSi8K5k4osu0Qx29p4z3x/38iONgwEx2bEXZjjHB6BNLJiAmw/iilYenTyvHHVa38aFAcMBAlMhj1dXpxbXKxWO/Cs0zU7iLZ4OhY5hxl6j3AMdZ9csAabusQ8QQSU/WHreGCiexqjIBtBoIJ7SDbsJOffFlFmmQobDQ5cSeshDR3KBPwFlQoktxMckcwbPQ/MHz0LMRPJw8zkNl0I/0PQFlqIf+ap7J33Ncm893HWV1BxtUOx8vNiMAD1cftclIHziMOL9J1vSIHdA3ssRxp+XG9nq/pumXv3hl5CRf++vj/d//7so+sum38uf7LTk/+vDD/V//6lzrmpPnz5/nZe9++WUrn7w/fvZZqw3aSu+TR3tpQgb1vfG39fw2x/feeaeVj4y6RwHOqRNlTdvV9fZPP+3/9jcX8/LIRB3qkh8TffBTQi7GLtmQR3U1NsqX4aM2OTZ+/jmvE/sinzbpi35HJSHPJCc9E/TbqT4EivT2JcSvo1dk9UGs3skE6kJg0nVWH0ikL7rr8vwmVc4ivS0MVU0qII/bBEzABEygNwE7jt6MXMIETGAABHgPQpRA78kG0KSbOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCdhynBN7dmoAJmEBdCdhx1PXJWW4TMAETOCUCR/7P8VOS41jd8s/9OplAnQhYZ+v0tCxrJwK1dhz+/zg6PVbnjyKBov/XYBTltEwmEAkULXYcqoqEfG4CJmACJtCTgB1HT0QuYAImYAImEAnYcUQaPjcBEzABE+hJwI6jJyIXMAETMAETiATsOCINn5uACZiACfQkYMfRE5ELmIAJmIAJRAJ2HJGGz03ABEzABHoSsOPoicgFTMAETMAEIgE7jkjD5yZgAiZgAj0J2HH0ROQCJmACJmACkYAdR6ThcxMwARMwgZ4E7Dh6InIBEzABEzCBSMCOI9LwuQmYgAmYQE8Cdhw9EblAnQg8uL+S8a95fnXnTp3EtqwmUCsCRxwHBofhFf0+XlzMdra3azXAURIWfq+de3WoIjFxfn7r1tD6eLq+kd24fr3VvibqUdIL/rn9RqPRktEngyMwSs871UV0kHkLGZ2GS+CI41B395aXMwxQv+9//CF7sbeXvX3lrWxrc0vFfBwxAl+vrGR7e3tDk2pjYz3b2d4ZWvv9Nnzzg4W8idnZs/025fojTmDUdXHE8fUlXkfHkbY6PTOTPVxdzTgOc0Wb9utrEzABEzCB0SJQ2nFI7Kvz89luo5E9ebymLB8PCGjrrDAfYamibbO2+5QrKsOOAeesdjjGmD33yaPMmxffyM915B5ycF/ho1QuQk26h+gqH8OUsT89YHablFX/cWxPNzZaskg21dMxtk8Ztaf7XPOjXbhQpoiPync7Tk1NdbvtewMk0Eu/6Cp99ugg84hS2kav5y7dKdLF3d1GHk5Ff/ilfRXJo/Ykz3F1UbYd7Ys2FUYrsiv1WavjfpLufvnl/i9/8cr+xt/WkzvNy83/3szv//Gzzwrvn1QmMo5Sev78+f6vf3VuP3JZ+fP9nNXaXx/non704Yf59XvvvLNPeVIR79//7sr+b39zcX/7p5/yMjwL2qYeibqMPz4nPS/K0Y+Snpfqks855Ro//5wXoy5t0Sd5+qmNeKRt6ippjKm8tMfYlKin9pUnOcSCcVOPfOXBM45TdbsdGXNk0K3sSd5jHHVPet7SzTL6hR5EfePZSsfhwTX3u9lOEbdUF5EJxvxkc+gyekd/SsPURfFQ/2mfuq7TsUhvK+84pqbO5I4RT+90SODZ5la+Eo+xdeLtvCO6em3+sGCWZV/cvp1NHayI2cGRdnaaHx2wYmF18unSUjZ7thmnv3R5Lnt/YSF/t8TKTImwIfdIOuqejuxKFGZUHiHHM1NT2d3ky6PzF87nZSnPr0q6ubDQJi/19S6MlSVyM9bY7tX5azkz2MUU+dAuSXxiuU7nY7Oq6zTAEcovo1/oAfqmZ4/uf/PdtxnvTUlVbKfM0LE32Rx9otfYFHPWsHVxZmY6FzHOj+i+9L+M/HUo83IdhKyDjK8fTLpPN9ZzBZ0Jk3qUH6ORAZGPQcXEBEmZ1BHMXZ7Lt/tbW5sZfZFmz87GqkfOMRJ+MqJYgLrphD09Xc1ZpO3FazlG8hgvDhRj0qTOeVG4sxef2EfRORMZkwSThdNwCZTVr0tzTd3leRNG+mRpqU2wsrbTVqnLRarHJ6mL6Dr9MU6lBysr+aJKH24ov87HyjuOvb0X+XiZGJ0OCaAsf1l9lCsIXzbx6S3xVY4YWNm029gtLCoHE1cyhQVDpspisIr36sgKiPsqE6oN5RSHQdxazgJe7CwGmRgT7eMo08ljkP24rSYB6U4v/WLCxFmwqNI7AN7JcU4alO2UfS7D1kUWZfryEJ1kIaOdc1kZR71c5R0HEEgxJDPqgzwp+VhtYCD8MCocCMaBM2BrXiZNz0wXOho+hSZVcdgYJEmGm1+cwh+EKuCQyiEnMgiR4E3oTc8Ag3UaLoEq+sWz50fiueNEmMC1M9dz68d2yoz2JHSRsewc6B86ye43jSCUkXWUy1TecTxZW8uNc9xADPohYVQYAZyq7DhwyEyC6cS3caCIVVbSKDA/vWuIY9RXIzFvWOedFhtxO99v33842Nnp/YhWw/226/qdCRxXv9gRYhukor+oeVzb6Szp4Z2T0EVsFP1rLhqPhuYOpanvWWnHAXA+a2Ple2/5T/Ud8ZAkZ6InDKTtN92Qx3uEKk6WVRkvxVmpSMlph90LK5ei9xVxSIS0FO5Cedki0w4hMyW9B5DxKr/MUatM2i7rEPW+4cna41YXcBKrfid52sE5wk59PdvazPtirE7DI1BGv7RIifrCbgNd4t3dcW1nFHUR0vqoBZvF9nU9vKdw8i13dByK0SsmzsNnhUHIJYLA6CnD/UlOKAirXf4+g5jBkK+hqsbyH64+yidAmNIW7eAw+BqqV5IhUw+nRb17y8u5w5dcxF/J0yTbq814ny+jcE75+4q1cn+XB32BAf1KBiZ2Oa5+dh5MRhgofag95OWavhxSjU9v8Odl9At9Ju6vv2vEcyGRz5xyXNsZNV0UXX1ZxXVV21cbo358ie+JR13IIvlQPr7UcTKBuhCwztblSVnOSKBIbzvuOGJFn5uACZiACZiACNhxiISPJmACJmACpQjYcZTC5EImYAImYAIiYMchEj6agAmYgAmUImDHUQqTC5mACZiACYiAHYdI+GgCJmACJlCKgB1HKUwuZAImYAImIAJ2HCLhowmYgAmYQCkCdhylMLmQCZiACZiACNhxiISPJmACJmACpQjYcZTC5EImYAImYAIiYMchEj6agAmYgAmUImDHUQqTC5mACZiACYiAHYdI+GgCJmACJlCKQOX/OrZUqydUSP+u/wl1525MoG8C1tm+EbqBESBQ2/+PYwTYWQQTMAETmEgCDlVN5GP3oE3ABEzg+ATsOI7PzjVNwARMYCIJ/D/X2R/tukxEcgAAAABJRU5ErkJggg=="></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">A parallel beam of monochromatic light of wavelength \(\lambda \) passes through a slit of width \(b\). After passing through the slit the light is incident on a distant screen. The angular width of the central maximum is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\({\text{2}}\frac{\lambda }{b}\) radians.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{\lambda }{b}\) radians.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(2\frac{\lambda }{b}\) degrees.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{\lambda }{b}\) degrees.</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>For fringes to be observed in a double-slit interference experiment, the slits must emit waves that are coherent.</p>
<p>What conditions are required for the frequency of the waves and for the phase difference between the waves so that the waves are coherent?</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>A train moving at speed <em>u</em> relative to the ground, sounds a whistle of constant frequency <em>f</em> as it moves towards a vertical cliff face.</p>
<p style="text-align: center;"><img 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"></p>
<p>The sound from the whistle reaches the cliff face and is reflected back to the train. The speed of sound in stationary air is <em>c</em>.</p>
<p>What whistle frequency is observed on the train after the reflection?</p>
<p>A. \(\frac{{(c + u)}}{{(c - u)}}f\)</p>
<p>B. (c + u)<em>f</em></p>
<p>C. (c – u)<em>f</em></p>
<p>D. \(\frac{{(c - u)}}{{(c + u)}}f\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
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<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
</div>
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<div class="column">A radar speed gun is used to measure the speed of a car. The car is moving with speed <em>v</em> away from the gun.</div>
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<div class="column"><img 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<div class="column">The radar emits microwaves of frequency <em>f</em> and speed <em>c</em>. Which of the following is the frequency of the microwaves measured at the gun after reflection by the car?</div>
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<div class="column">A. \(f + \left( {\frac{{2v}}{c}f} \right)\)</div>
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<div class="column">B. \(f + \left( {\frac{v}{c}f} \right)\)</div>
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<div class="column">C. \(f - \left( {\frac{{2v}}{c}f} \right)\)</div>
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<div class="column">D. \(f - \left( {\frac{v}{c}f} \right)\)</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<div class="column">C</div>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p> </p>
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<br><hr><br><div class="question">
<div class="column">A mass is connected to a spring on a frictionless horizontal surface as shown.</div>
<div class="column"> </div>
<div class="column"><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></div>
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<div class="page" title="Page 13">
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<div class="column">The spring is extended beyond its equilibrium length and the mass executes simple harmonic motion (SHM). Which of the following is independent of the initial displacement of the spring?</div>
<div class="column"> </div>
<p>A. The angular frequency of the oscillation</p>
<p>B. The total energy of the mass</p>
<p>C. The average speed of the mass</p>
<p>D. The maximum kinetic energy of the mass</p>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two points illuminated by monochromatic light are separated by a small distance. The light from the two sources passes through a small circular aperture and is detected on a screen far away.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>Two points illuminated by monochromatic light are separated by a small distance. The light from the two sources passes through a small circular aperture and is detected on a screen far away.</p>
<p><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An object emitting a sound of frequency 100 Hz orbits in a horizontal circle at a rate of two revolutions per second.<br><img 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" alt><br>An observer standing a short distance away from the object is able to hear the sound. Which of the following describes the sound the observer is able to hear?</p>
<p>A. A sound of constant frequency but varying in amplitude</p>
<p>B. A sound of constantly varying frequency</p>
<p>C. A sound with a frequency of 50 Hz</p>
<p>D. A sound with a frequency of 200 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>The graph below shows the variation of the intensity of light with angle for the diffraction pattern produced when light is diffracted by a slit.<br><img src="data:image/png;base64,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" alt><br>According to the Rayleigh criterion, when the diffraction patterns of two slits are just resolved</p>
<p>A. the first maximum of one diffraction pattern coincides with the central maximum of the other diffraction pattern.</p>
<p>B. the central maximum of one diffraction pattern coincides with the central maximum of the other diffraction pattern.</p>
<p>C. the first minimum of one diffraction pattern coincides with the central maximum of the other diffraction pattern.</p>
<p>D. the first minimum of one diffraction pattern coincides with the first minimum of the other diffraction pattern.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An optical instrument is used to observe an object illuminated with monochromatic light. Which of the following changes to the frequency of the light and to the aperture diameter of the optical instrument will increase the resolution of the image of the object formed by the instrument?</p>
<p><img 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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 diagram shows a train travelling in a straight line at constant speed <em>v</em>, as it approaches the platform of a station.</p>
<p><img 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" alt></p>
<p>The whistle of the engine is emitting a sound of constant frequency. Which of the following is <strong>not</strong> true for the sound of the whistle heard by an observer on the platform?</p>
<p>A. A sudden change in frequency of the sound as the train passes the observer.<br>B. A sound of constant frequency as the train approaches the observer.<br>C. A sound of increasing frequency as the train approaches the observer and of decreasing frequency after the train has passed the observer.<br>D. A sound of constant frequency after the train has passed the observer.</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>Monochromatic light is incident on a double slit. Both slits have a finite width. The light then forms an interference pattern on a screen some distance away. Which graph shows the variation of intensity with distance from the centre of the pattern?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A coherent beam of light of wavelength λ is incident on a double slit. The width of the slits is small compared to their separation. An interference pattern is observed on a distant screen. O is the mid point of the screen.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">There is a bright fringe at O and a bright fringe at P. Between O and P there are three dark fringes.</p>
<p style="text-align: left;">Which of the following is the path difference between the light from the two slits arriving at P?</p>
<p style="text-align: left;">A. 1.5 <em>λ</em><br>B. 2 <em>λ</em><br>C. 3 <em>λ</em><br>D. 4 <em>λ</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">
<div data-canvas-width="694.1737373513404">
<div data-canvas-width="694.3557484378152">Young's double slit experiment is not explicitly on the syllabus. But candidates are expected to study the condition for constructive interference in terms of the path difference (4.5.6). This question was deemed fair and it was pleasing to see how many candidates chose the correct response.</div>
</div>
</div>
<br><hr><br><div class="question">
<p>Light of wavelength <em>λ</em><sub>0</sub> is emitted from a nearby galaxy. The light is received on Earth and the wavelength is measured to be <em>λ</em> where <em>λ</em><<em>λ</em><sub>0</sub>. Which of the following correctly describes the speed and direction of motion of the galaxy?</p>
<p><img 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iABEiAB1RD4L9VoSkVJgARIgARIgARIgAT0BGgAsiGQAAmQAAmQAAmQgMoI0ABUWYVTXRIgARIgARIgARKgAcg2QAIkQAIkQAIkQAIqI0ADUGUVTnVJgARIgARIgARIgAYg2wAJkAAJkAAJkAAJqIwADUCVVTjVJQESIAESIAESIAEagGwDJEACJEACJEACJKAyAjQAVVbhVJcESIAESIAESIAEaACyDZAACZAACZAACZCAyghUV5m+LlU3uFGQS/NjZiRAAiRAAiRAAiRQHgI5l3KdSlaNewE7xcsqsmQEOgvdKhMGkAAJeAUB3u9eUU0UkgRURaC8zyUOAauqmVBZEiABEiABEiABEgBoALIVkAAJkAAJkAAJkIDKCNAAVFmFU10SIAESIAESIAESoAHINkACJEACJEACJEACKiNAA1BlFU51SYAESIAESIAESIAGINsACZAACZAACZAACaiMAA1AlVU41SUBEiABEiABEiABGoBsAyRAAiRAAiRAAiSgMgI0AFVW4VSXBEiABEiABEiABGgAsg2QAAmQAAmQAAmQgMoI0ABUWYVTXRIgARIgARIgARKoTgQk4IkEtLmHsP7ASXyxei3SrhYbRLwfEXHPo1f3ARgQHmgI+wWpo1ejzqLX0cXPEzWpBJlyk9C/yyycUSyqAQav2Y3EiNqKVxlIAu4lUIxLSVHoOjPd6WL8wobg1T5NoAl4FIMGhsPxFpyPjKSpeGXmflzFXWg5PBEL334ajTROi+AjCcjDRyrS5WqwB9DlSJlhxQhID6uX0LFLNN6ZexKBI1fiYE4uci5Jfzsxuslf+PqNp9Bu5AIcyr0FFH6Pr88WVaxIb08dFIudl87h4Pxn0MDbdaH8PkbAD41it+jv3wuHVuHlrvcr6ldjyBqc19/j4j7/NhXzpr+EDv/agbkzZ2H2hAFo3agDYuekIqNQq5i+NFCLwrT5BuNPCv0dZzaNxwvvnkJZKUvz8KUz8vCl2nS1LjQAXU2U+VWAwC3kJL2CZ6U3d79wjEpZg8TYLrI390CED3wZiZ8cwOKmxxDXpTmCW72ErVfV+Wg3B10DjfqPQL/71doNak6D3zyPgCaoG8a98gyUTUCZvLXDMSB2KpL2fISpJoPxCtKWT8CgnnFIzsiXRbY8/Q8Kc7JFz5/8KMaVE6fxkzzIl84L92PKyLW4pKiTCnkocmCgEgEagEpUGFYlBLQZixA98ySkAV+/jv+Lka2Nw7yW4gSidXwSNsaFg+aOjI3mLgQEqHacSwaCp55KQFM7AHUcFa52a8TMn4HBDWR3+dX9mB05EFPS8mzk8l+oHdzEoifcD/e3ewQP2Ejh3cF5ODRrJrbm3bahhtp42MDAYEUCNAAVsTCw8gn8go+XpuCKwwULI3DiLEx85C6HUzAiCZCAlxGoHYEpswZZGHQ/YuuosUjOEVNArA4NakdMwNLp3QxppDmAC/HBxNbwvVcjaXh3AV7b8qMVhdIANfEo1ZpnjhGgAegYJ8ZyN4HiLHx9otBUSvHRrdih+IA3RQE0IRgkhpQ4703GhKck4FMEhAHTaaD11Ibik3h30gbkKM7+EFNFYlfhhH5OYSZ2zvLNBSDa3O2YMm2bxXC3UuWrg4eS5gyzT4AGoH0+vFpVBKQH/KtzcEBa6GHzMP44+N67vU2VeYEE1EZA0xzd+gRZaV18eiOSjtgaCraK7lMB2twtePnZ17Df5CHBp9SjMpVEgAZgJYFmMc4TKM5ch1Hdh2LKlgyU9g1a5KO5F02a+lsE8isJkIDvEKiJh9u0Qg0rhX7Ezo3HYG9JiFUSHwig8ecDleghKtAA9JCKUL0YfqF4rJ2Cp6/iTGydLNxAtI3B3O1KhuB9GLDM3AdgcVo8WjQKQrDCX4vJh1BcmCHy7Idm8us281euGclP4do5MWhnyqOpcE0zG2vTcst0N1GRtBA/dxnbkzB3ZIdS/ZyUXVkjhpKA5xLwC2qCEAXxio/uwZF8wziw5A/TdD+a3//6+96UvhCHJj9Rev/I0zSLxyGD21HpPk02PSeEG5qkU4ovohW7nwF9+hXx6B8ilzkM/ScvQbLZM+8WLu1/CwO7x1v3/GXOQle5Hn2TcMlhHiYwhhMxtzBjJ5LNnm9CtpB+mLLiwxL3W5ZJ9N8vILmv8Mwgl8N4buQqnr2pSbMR27apIZ703JyDVLsruxULY6ALCNAAdAFEZuEKAvUREdXL9ny+qwexUvIH5oCx4xcxB9/nHMC87goOJ7TfISn6BdGrmKlfbWyS3JB/277zccqurzGZn8LlWWg5/wAuXMrGqe2jUO/oKrwT3Q8D53yp+EOhN96MPg6dTiskLTyF5JH9MWjCLKw8eAV+Ya9gy7fZyDkxHW1y12DStE+RrTgnyqQlT0jAOwnc3wTNrLsAgeIfkX353yU66f1hfo3kIQ+WoWNtdJl7HKfWPGvjeWM0tKIx2/ScEG5oZk7Dqoybsrwr8iyQspGlT/wCDRKlZ8k57JveVng3EP4Lt7wnfCAORe+XtuCSVov87WPRM3Ydzhj94sskUTx1mIcstTYXB6YNQNvIVzF7+deoN/x9gx/Wb7AlRoOdia8jpstj6D/tcyGTLJ3+tCliPsmw4Y/0JnL2vYX+bQZg0sxVMuf+xbh6cAUmDXnFxqIeyzL43ZUEaAC6kibzqgCBktVqi8ty7WIy1KZhq723Rk0jdOrR3MpNzK3t72H+L20xdcc3wjmtMNx2TEOEzM1EceZSREWvsTG5XLhcmDwQg/Q7DAhXNV1fxcyBwWJ1oZC99fMYFyn98IgH9/JRiEk6b9ETWJG0IlvteSRHv4jZwvArOZoi+q04tK4t5j9qgtBl4gwMv/0ptn5vb86kISk/SMBnCPwLP1yUTxCph/Y9H1cYLrZUWNyzHbqhg5VReRsF3yzHzB3NsfD8CczrKh+VkJdVwftZGH+n5sSW+DwVT6kGQ2YgUf8sqYHgAYPRweT5RhhI+14Tjqy/Re2Bq0qcZR+ahpaW6oRNw0GjI23p85NYNNLHcZSHiKzNQarYaWnUJsPL8f1ReMO0g4rkdWE6ovV+Rkuca0fFSYappSDCH+kjYahnGXzrM8wefxotlqXpjVwrp/XSnO9Zn6tuON8SU2V/pwFY2cRZnh0C0kNmPpYOD7My3CwTFWd+hCmRXWy8iUqxNbi7Th1r1w9+wvjbuBgx+q3kxI9AeDQSJ3U2K095crn0Bj4dcSaXC7XR4em2KPVUGICwx5sa8vkdGXPfwlrTKuaKpJV0Eel3vod3T/8ufSk57o9At7Caxm/isx66xI9FhOmHQ3aJpyTg7QT8/ibm+lpZa0KrW8i7/ofrtLuVikmT/sLoJUOEA/r70G/aaISb7qn/QUhjySCs+P0s7VYydnmGYRSiFh56vEXpVne1H0RIfVOhorxiXMv/Df9xnZYKOQkn/Gtew7R9xhdMoMaTj+Fh+fo6s8U4kmH6DiausXzRVchaH3Q/uiW+h4RuQeKZLIzEvgOsjG+z4Xxb2TDcpQRoALoUJzOrMAHRm/XUrM3Ys0YYM7KeOeV87b2JKqfw6zgYkcHyHxINAjv3lL1xS+kUJpdrv8XqBYdlw8YhePwR+XuuMCYbB6O+sdjiU9iw7fuSXsCKpJXys0oveh9DQ9BQ/nCW4gU+jMeby3WTAnmQAAk4TkA4je7zFMIM95YmeACmxkgO54U/wbg38VK4eOmyuh+deBZIgmh/wLaln8nct1ik17TCS0smmZ5/fmEjsCjuCbOXVMf1cTCm9nts/+CU7PlWAyEhf7Mo0w91Au6RZShedFevx1G7U2YM0Ws8iaF9pdESO0dxIa7/5l4z107pqrxEA1CV1e7pSos3xIhXkXRiL5Jf6Wpjno5RB+feRDWBdXC3Manx0+qNW7xzyyeXi3jazAPYdUU2+cavNgLuNr99zHc5KN1+qiJp9SJePo0v5GWLQEU9jPrwkwR8jYD2d1y/bjXeKLSsgXoBd7pQ20A80UZuqEi7DqWKoVfhTzD+CX0vXUXvZ23mx9gg7823kl4amYhF0skL+j2Uz3/yBp4Kcu+LXfGRLfjA4hljJRb+C3cF1DY3Cq8ewl67uljnwhDPIWD+C+Y5clESEjDMbUvGCWlz+Dh7hqB4E/3gY2Qq/T44wlFpCzX55HLxXvzTN6fMdynR1EGdu+2+zwIXspFbXJG0kvBiuOl0Os47ogfjkICvEvjPb7h+TfYCZtLTOCxrCqjgyQNoElTLTh4VvZ8V0tsprXIu3cR36d+KwXT5oWRYK02ryceX6TklIx3y5Dz3CgLVvUJKCun7BHLX4h9bwvB+vMKWTdLm8PHJGDBKuBBY+T7mLz8oGz4xoLmShv2ZYxAuDdE4fdyJgHrSG7b8ESh+cAr+EmFSfn8i94efzHO9tQUxIVvMwyy/aQtQ8NtvQLnTCos28D/4/XqhbGjGshB+JwEVEPitAEZvL2ba+j2IJg3/2yyoQl8UevbN86vIs0C6nxXS4wauF0rGrXzen3mp7v32FwrFHEPzowYC6zjyLC2dn1jG67B59orffkJ27p9AkHzhjWJEBrqIAA1AF4FkNhUlcBvXLvwo3Ke0li2ssMjTYAj2G6LkBd+wQq9cBmBN1Al0doilDaYe2oiYoLIe2sLnmIUagKNppYScE2OFjwGqI6C9/AMuKHQA+nXsiU6BFTc9TEAd6dk3RTaeOHM/G9PIPyvy7JLnw3MScI4Ah4Cd48XYbiRw25H9f0X5mqAheP+jd9DNbJGIo2+sSgrcREG+vPdPinM3AurcYYh8B2oHWs4cNL61K+UnD6tIWnk+PCcBtRIQjokv5uBXK/UfRP+oDrZfGK3iuyKgovezUvo/xWyR/6vCYVQlmZRYFePnnFyzcRKp17KueDbSkFDi5flhrDfPryP1SChfOVuG1pqgZzAqUr4/qNxgKyOx1eU/cD3PwgA0G1r6bzRs8qDFAE0udu0758BDuyJpJUH98MCjrWHp0vrW+Wz8bKUHA0jAFwn8iiOfp1tNg/B7JAqxneQr8StD94rez0rpxYKxTw+Ufw5zhdVWkukW8gvkTq9tFVILTZvca391r62kDK9yAjQAq7wKKEApAfEgTH5X5j+v9Ir1mcX+oFZ+8axT2AxRWGFoPrSk5CpGyLpju20XCMJx89rXPxQOpSuStkRiTcMQNLUcaT6XjtOKk6JsaskLJOCVBLQ5u7DpqNzZs1BD+POcOO85BLtw9NcxOBW9n5XSi5KvpGDZzl8cE8HlsYRMXQejv9mIioP+Ff3aoFdnk/Mrl0vGDN1LgAage/kyd2cJCI/ws6MScKhM31LylWsPYnBCNMLL+2NQ+CN++FU+wUhhaCmwA4brd/qQKXR1G16bvF3BG77kVDUJ2V16lPxAVSStVFxgT4yOaSorWJwWp2P3YfmgmBgmS1uHtZkWPZnmqfiNBLyMQB6OrtyIDPnt6ReOUSlLEWPmz9NFaukXbpXhTqDC9/PTmDJZ2u5NfhQibd5spOYq3L+FX2LuS0uQYU8svccBKT/x7BF77a7NlQOTl2PjvLbY63hka5lMWhRc/91ihMNyActdCJ/8T/Rz5RxMG+Ix2D0EaAC6hytzrQiBqx8hpmccku1s9abN/Qwrd+SKUiQHrbMxJcKxoaBbR1PxqdlDVrhZObwHx2TPS+WhJbHTxrTpGGz2llyyTVPUSwtKN0gXe2keencSEq8PwiSTTBVJK4GsifBREy3Klv9gSHuXvoMRMzJRz0w+KW0+jqXsUzBSpWs8SKByCWgLr6PA4SJFu96egNdMu++IhA26YeqWJExuXboHjyPZafMLYLnOFUorix1yRlzR+1ls9xb9BiY+cpe56Fc/w6RnX8F7abkGw0von7YAsc8sAEYNL33BbfgIntRvySZLrr2MnMu3xG5uGzB9f110bGhuXspi6k+teUgyvYNZpv3TFYalxVZx6V/km7Lye2QM5kQ3c2z41xHD2pQzTyqLAA3AyiLNcsomIL3Zb5f26P0G2/5ZF58NEVu9TX4fqXJDUDKwkuIxsHs89uc3x7Ckj7Hd4KC17AKE29h2D+OvpATTQ1abux3T55Xu8OEX9go2rolWHlqq3Q0zrRafCCPwoNharktzBDcKQnBwPyzSDsc8S5kqklZSTCm99IOhL7c5ur7+M55ZMh3P/I9lN6hkpMaja/ATmJJmMYzmCDDGIQFXESg8hbViB4zSzcZKMzZ/MRO92RmpmDuyG7pOMOyY4ReGwdPX4OCJVYZtHEvTmp0JI+XTlC8sFiqIDvPvD+GI2YufMK4OH8JZ2YtfST7fYu3sHWW/MCndj2KWokPPAqkgTTPErFmLqV0tZveKvc7fj45AU+lZ0kjc19PO4fEly80NXk0LDHm1h7mDfGnkpGtzNI3KxJA5sqFxh3lIMgVjwPJ1mGc0Aq9sxFuvf17CQjx3D7yegDV6Z9Fi7+Luc7Bna6zCc1JwPZ2JvBKYpf+Lz2Hf4UsGw1bUb+ZpnLfq0fwT59PPCU8QPCqLQDWdOCqrMF8sR/rRzxGbb/OoIIFcBT+AkrH3wWfYuzMJWzON++CKh0/XF/Fiu7Z46oUuYr9O2+UWp8WjVfQWsx+DGkPW4Nu5Yfhuewo2f7DSlK9f2BC8+sIwDB0YXronp62sFeUSPZFDRuH5Z4dhgH6fYRuJK5JWyrJQ+EJMScH6+VtwRv/jJZU7BuPinkOXoMtI7tsPs881xeAJz6CJnk11BDza175MNkRlsDUB3u/WTOyHFONSUhS6zky3H03hqv6e7NMEdwQ/hecjpD1kyzhyk9C/yyycsROt5P4Px/HJvRCz5aqdmA0weM1uJEaU4ZOuovez6KHP2J6K/Z+vx8qDRtPYkWec1Du4ASsWLjE8w+TPAYNLK4d5dJEN/UpIpLy34UD6Yaw187l6PyLinkev7gNsPE8ulDx/7ExDqTFkBXaErEYve+0hbBoOfhKLRnZqh5fMCZT3uUQD0Jyj09/KC97pgpjAaQK2DUDLB57TWTOBSgnwfldpxVNtEvBgAuV9LnEI2IMrlaKRAAmQAAmQAAmQgDsI0AB0B1XmSQIkQAIkQAIkQAIeTIAGoAdXDkUjARIgARIgARIgAXcQoAHoDqrMkwRIgARIgARIgAQ8mAANQA+uHIpWEQJa4earwMKRaUXyY1oSIAESIAES8B0CNAB9py6piZxA4bfY8fk5q/1Dzf2NyRPwnARIgARIgATUQ4AGoHrqWjWaSu5fWrQahNkmv1oy1U3Ok4cg2dntkmTZ8JQESIAESIAEvJlAdW8WnrKTgBIBv4g5+P7SHKVLDCMBEiABEiABEhAE2APIZkACJEACJEACJEACKiNAA1BlFU51SYAESIAESIAESIAGINsACZAACZAACZAACaiMAPcCrkCFS/vv8SABEiABEiABEiCBqiaQcynXKRFoADqFyzpyeTdhts6JISRAAp5OgPe7p9cQ5SMB9REo73OJQ8DqayvUmARIgARIgARIQOUEaACqvAFQfRIgARIgARIgAfURoAGovjqnxiRAAiRAAiRAAionQANQ5Q2A6pMACZAACZAACaiPAA1A9dU5NSYBEiABEiABElA5ARqAKm8AVJ8ESIAESIAESEB9BGgAqq/OqTEJkAAJkAAJkIDKCdAAVHkDoPokQAIkQAIkQALqI0ADUH11To1JgARIgARIgARUToAGoMobANUnARIgARIgARJQHwEagOqrc2pMAiRAAiRAAiSgcgI0AFXeAKg+CZAACZAACZCA+gjQAFRfnVNjEiABEiABEiABlROgAajyBkD1SYAESIAESIAE1EeABqD66pwakwAJkAAJkAAJqJwADUCVNwCqTwIkQAIkQAIkoD4CNADVV+fUmARIgARIgARIQOUEaACqvAFQfRIgARIgARIgAfURoAGovjqnxiRAAiRAAiRAAionQANQ5Q2A6pMACZAACZAACaiPAA1A9dU5NSYBEiABEiABElA5ARqAKm8AVJ8ESIAESIAESEB9BGgAqq/OqTEJkAAJkAAJkIDKCdAAVHkDoPokQAIkQAIkQALqI0ADUH11To1JgARIgARIgARUToAGoMobANUnARIgARIgARJQHwEagOqrc2pMAiRAAiRAAiSgcgI0AFXeAKg+CZAACZAACZCA+gjQAFRfnVNjEiABEiABEiABlROgAajyBkD1SYAESIAESIAE1EeABqD66pwakwAJkAAJkAAJqJwADUCVNwCqTwIkQAIkQAIkoD4CNADVV+fUmARIgARIgARIQOUEaACqvAFQfRIgARIgARIgAfURoAGovjqnxiRAAiRAAiRAAionQANQ5Q2A6pMACZAACZAACaiPAA1A9dU5NSYBEiABEiABElA5ARqAKm8AHqd+QTo2jO6AmtWqoWaHBJws0HqciG4TSM26uw0qMyYBEiABElAiQANQiQrDqoSANmcDhj3aCc8vP44iIUHR8USMWJgONZiAata9ShobCyUBEiABlROgAajyBuAx6hccRcKIf2LzRcn0Mx5FuHz2IgqMX331U826+2qdUi8SIAES8HACNAA9vILUId6fSF8Yjw8bjMee7JvQ6XS4nb0eQxv7o+jqNdzwaQhq1t2nK5bKkQAJkIBHE6AB6NHVoxLhrn2M+V8+i90p09Ej2F+vtCZ4KGaOa+/7ANSsu+/XLjUkARIgAY8lQAPQY6tGLYKJHrBlJ/Hk0lg01ch1vgMPhDbBvS1D8YA82KfO1ay7T1UklSEBEiABryNQ3eskpsA+RqAW2sxYjDZWWmnxW/5vCKh3D8zsQqt43hygZt29ud4oOwmQAAl4PwH2AHp/HfqoBlrcuHYDdQJ92QC0VXVq1t0WE4aTAAmQAAm4kgANQFfSZF4uJFCM6/lAy9AGLszTW7JSs+7eUkeUkwRIgAS8mwANQO+uP5+VXnthNSbPO+uz+tlTTM262+PCayRAAiRAAq4jQAPQdSyZk6sIFOzCmF5TcLgoGM2a1HJVrt6Rj5p1944aopQkQAIk4BMEaAD6RDX6kBLa77B4wAgslxxC+weg7j2+uwTEqtbUrLsVDAaQAAmQAAm4kwANQHfSZd5OEvgVe8cMw7jD10rS+QUg8G61GIBq1t3JZsLoJEACJEACFSZANzAVRsgMXEOgCBcWj0Dk8u9Fdv5o3K877suuhwBV2H9q1t01rYe5kAAJkAAJOEeAPYDO8WJstxDQomBvPHqN2wNpJ2D/zonYPTcCwgeMCgxANevulsbETEmABEiABBwgQAPQAUiM4l4C2gvvY0DkElyUimk8BjtSX0aj3PPIcfMuIH/tHY17qlVDtQr/dcfinL/KBamqdC+XsExEAiRAAiTgMwRoAPpMVXqpIgVHkTDybbHiV8jv3xOLds9BjzrSuG911PfpXUCEimrW3UubK8UmARIgAV8hwDmAvlKT3qiH9gI2xb2EhOPSoo8WiNuxDmOb+ovzv/BTVi7udPMuIHf0WIYbumVVQ66Kda8apVkqCZAACZCApxBgD6Cn1ITq5LiGkwmjELM5S2heF50XpWBJj/oGCtJOGP9Gg7p3+igVNevuo1VKtUiABEjAywjQAPSyCvMNcYuQs2kCohIOi0UfYsVv3Dqkjn0YpQt+/8L1vOu+oaqVFmrW3QoGA0iABEiABKqIAA3AKgKv3mLFqteT8zAiZr1+0Yd+xe+S3qhjBuQP5Ofl4UzWz9CahUsrZl/D6E0/idBrSN/0BgYH1xSLOGoiePBM7M2RJhJ68uEq3T1ZR8pGAiRAAiTgDQRoAHpDLfmQjNqcTYiLSsRxyVYzrPhtWtr1Z9D0D1y7WoisDxfi/XSDU2htDvYuHoO+Q7LRvnsd4TPwOXR6/RIi9+VDp7uMlA5nMLp7PPYWmJuMnoTONbrf50kqURYSIAESIAFvJaDjUSECjR9sVKH0qkp8/YhuRvu6OnGv6MSKX92irJs21L+s2zjo3pJ4UlzTX11d50VndP/OWqTr7H+vbtDGy6Xpb5/RLep8r65x3Ge666WhnnPmIt1ve45GqpSE97sqq51Kk4BHEyjvc4k9gN5quXub3DZXvSopEoCQhyx7usRcwaHvIfnlIPy/jetxGB0R2V0WRxOEJzreh4vrNmD3NQ/rBXSZ7vJ5kkrcGEYCJEACJEACjhGgAegYJ8aqEAF7q16VMq6FNuOXYtGg0JKLjQdhxsYj+CblOQTjDD7bfBZoGIoQvb9AY/oaCAptAv+io9ix7xdjoAd8ulB3q6FyD1CPIpAACZAACXglgWpSv6ZXSu4hQgc3CkLOpVwPkUYFYlzbhMENo7Cr90Zc3jpcOJApPbTpb6DFY/OAGWn4/q22slXFpXF4RgIVIcD7vSL0mJYESMAdBMr7XGIPoDtqg3m6jYA2Nwtn7C72LcLlsxdR4DYJmDEJkAAJkAAJeD8BGoDeX4fUgARIgARIgARIgAScIkAD0ClcjFzVBDRBoWgp7RZn8/BHw4caW/gVtBmZF0iABEjAmkBhBlJXxKN/SHP0T7pgfZ0hThK4hUtp6zF3ZAcE903CJSdTM7p7CLh4L+BfkDqyN6bhdZxYPQCB7pGZuaqZQJ3GeKihP7adyUKuWOxb17QwQjhZ/iELl1EbvUP/xvl/am4j1J0EykVAMlK2YMvGJKw8eMWQQw20LFdeTKQnIBnSKSlYP38LzhQbmISRjacQcGkPoDZnFzYdLUTx0T04ku9hrjg8hTjlqBgBTUs8M/Qh4HIWfjBz+nwLuVnZKPK3cA9TsdKYmgRIQC0Ecjdg/LQ0+OomlJVfjYU4NGsS1v9ws/KLZokOEXChAXgTmdu2IUOy8osPY1HytxbbeDkkDyORQBkEauGRqOfRGd/h+CnDLiFSCm0uvjz6CxqPeA69SrsFy8hLjZelLfSWYeHoDqhZrZrYRk/6k7bSewObjLuuqBELdSaBoFjsPLkOias3Y17X2uRRYQK10WXuAeycvxCrE7vBr8L5MQNXE3CdAVh4Apt3GN2hFOPKpweQyU5AV9cX8xMENE1jsTLxAawbPRmb9Pv/Sr72xmDK5UFYNrMn5/8ptpIi5OydKfZObojHoiZiSV4nvLsnG2JnEeiu78H/Xl2GqE7PYfEFu0usFXNmYGUTEFNt5qRwHpXbsNdEncAabsvdNzO21yY1CHykDZr5puJerZWLDEAt8g9uxc6rxkF+weRKCpbt9CSHvF5dTxTejIA/mo7dgCNv3oPlLWuKHqzmmJT3Ao58swA9zJxDmyVS7xexj/Kusd3Rsudr2IbeeGvPGVzY+g5G9wg2zJX8HXm//AkUfYGtey6pl5NXaK5FYdpSzD/xu1dISyHVQIBt0ltr2TUGoPZbrF5wGMUNWqBlA2NHbyGOfX4S+d5KhnJ7OIG6aPPcYhy7KXqwdHk4tmwE2tD4s64zaRu6qN54ZslxoP1EfLZvPWaYDD8p+k/Y9FIsll+Uev5CEPFEQ+s8GOI5BAq/xqqFn+Gq50jkg5LUQlDIAz6ol5tUYpt0E1j3Z+sSA1CbeQC7rtRA+Mi38HpkkEnq4oMrsTqDE0BNQHhCApVK4FfsHTMAUZuzgMbPI3ldAnoHW/rQqYtHO/wd/mJPlfYz3sP4NrUqVUIW5gQB0ZObOnkyVmay988JaozqTgJsk+6k6/a8XWAA/oKPl6bgil9bDB/QCq1jRiHC2AmIXOzad46LQdxejSyABCwJCLc4Ys7f6OXfiwstELdsLoZbGX9SGmk4fTduSr2ob3Xk/ElLjB7yXZv7OaZHRmLSPqN7Eg8RjGKolgDbpPdXfYUNwBLXL3/ifmH49QsUTtkC26JXR+MKKrEYZMd2HC3kahDvbyrOa1CywtS40pSf7uKhWDPadCwcl4yL4qJ/55cw/qn6itEY6OkE8pGR9BI6dnkZKfKev8xZ6Cr2IZf2AA1uZNtZsTb3ENbqHRob40qfHRA7JwmpGUoTdC4guW9zQ77yNOK8WTwO6ad524kj5Gkx+RBks8FRnBaPFiZZS/K0jANIPvg+xMrJ/dDMLK49WY11p+BkWPI/NycG7fR5iTySTqHQGN34aXL2bNSzKdqNXIBDubeMMex/mpUh8gjphykrPtSn12YswD8q7EBamUmzvvFYueYQLtn9WVVOa7/ujeqWxbOEV9NytkljKdKnvn2a6knk2zYG76XlstNIDsmd57oKHX/qTid21zVuMkyXlF1kyun26URdxwcb6Rrr/1rpYrb9bLrmayeSjjyUCYh2q+Of+xlY07+ty9s4VCcGewX/e3WDNl62jsKQchGo0vv94ipdP+Nztc8qXa49DW5f1O2f2lcX+mBLXb9JH+lOF4j13tJRcFq3ZZIULj2fxbWpu3S5hkslEaT/13SnN0/V9WtifIaH6J6ctE9XUBpBf3b74i7dtD4tDc/5RrrQyFW6bKu8DIlun9MlRYq4Tfrqpu27qDOLdjtbtz22vchHlBO9yiDrbSHqKl3M4yGG/Dvp4g/+y1wCocv25ZNlcgp5JS4FX+jmyOTS/w41idVtv2YstUiXu+9NkU4qL1G3/fS1knwFs7R5I3VPNumti3lekkfSv5mu36os83LFt9sXN+tGPd5MJq8URXDblmiQWTmdVUa2Agq+0SVFd1KWTy+X4N3nTd3+i6W/u6asKpOno23SKp6xDoxtTP6pUNcm5XiiRKC8z6WK9QDm78Gy5Fw0iIzGoODSZfOasKfQ+37jOLBYDLJxF3Lsvq2408Rl3lVFQDRUsUCDf+5mYF2/v2DfjqMocehyHx4KCbCOwhAfJpCHQ1NfxKhN5xA4ZD7WzR2G8NqGLXNqh2Pw3M3YNb2t8Mv2O85sGo+ouC0WvUmBCB8yA/MnS3Gkoxj5+b9b9cpogp5GwltRuN9Isk4gjMUYg8w/ayF88hwkdAuS7dQjyTqyZGjbrzMmzI02yKpB7fBYrFg+0pD/j9g6Yw0yTL8jwu3IhLFYn34ZefLuRu15bJm8ABdf2IELOWlIfqUrGggtGnR5Co/ohZNWrCYgKnYdzrcUTopXxWNAuGHPKk0Qukxcio2JQTh7xM5Quyhj7YR3sL/6CCxdFVvKVux9FT4wHis2TkK48efPHIBj3wq/xNznX8S7BVEK8q3ErjXPCp1ErWSuwyvj3scpsxG2yubpmErmsYTT/u1TMT6lBp7f8g1yLuUiR9TVyuFhhvZmWdfmqfnNdQQqYAAK1y+H9+BYcRD6PdtObMAlOzStMPLVzobKFA319DZsz+RiEBkhnpKA+whof0bWGcOA192P4cm/c2GH+2B7Ws7iubx9OuK2/AhIBlV8hPmzWS9uDQRHv4GJj9wlvhXj6r53MHHNeQsDT8QZMBgdDIaMrd2d5C/7xUe3YkeO8vCpNvNjbDjTUswTD5EZf6L4/GPYtEPIKh31gxFkYUFqHn4MTxj7Fq6cwqnLRmvvPgxYfQw7V3+IT+bLnAx/vx9ft0nA+wOFiyO9QZeME5cu4MSqIWgkbGBtzhrEjPoIV8Wc9YnznkOwaSvJEhGAGmjUfwT6mTowjOGyz8vH8Nlp2wtxNMFRmB7TVJbAmdObyFj5pljocy+iX49SkE8Yxp0GmuQrzvwQKw7+WlpAJfMsLdiJs8wkLDrVDQstjO+n3p6BaCN3s7p2Im9GdYpA+Q1Ag+sXdB2FkeE1LQoVjh+7DkZ/k0sYLgaxAMSvJOA+AtobyPu/kv4/9xXCnD2SQGEa5s07rJ+D59exJzpJ87KVDk0IIqOMPXy/I2Pue/jYcvvOwA4YHvlgSeridOw+LDM0jHlqwjDkhVaGOKewYdv3FoakdEnsErUvDb/ak8eYn+Xnf92NgLr2utMsnAzfL4yv6GbmRqYpzzwcXblRv1uVX8fBiJSNWpmiSCeaYLR50tAraHbB4suVz7ByZ46CvjUR1r2zvpfOIkXZX/WjaheA+yPQLczyd9WQXHMXAgKM9eqkuzWX8ixbHcUYYWOwcNbTeoPc7LoZ95+QnSt8k/JwK4FyGoCiG/3Idnx85T70j+ogOr4VjtrtMNTkEkYsBkleaf2AUUjGIBIgARcSKL6O/N9M42YKGYvVwidnYljCSYUfMoXoDPJgAuYO+TWBdXC3TWmF4dS5p6mHD4oGXj10fLaXYQjWxlQe4QbkwO7zhlJsLPrTnsP+T/0Q/UpP698Kk5F5F8Jf6Icwo11jlNvM2DEG2vkMCIBNd6Cm3rEaaNb2YWtZTNnegdqBtsnh7kDU09ukV7B/QiQGTk5BhtkwrLAhw1/FilhnewGNo2pCkCsrxLQq4+IUy88emJ1Z2tNanPUDLhtv8crkaeLFE28lUE4D8FekbdyNq/f3wtBO9WzoLt6CBg0qnQuh+ICxkZTBJEAC5SeguQf17jX4+yv6BK/P2IMCxdzE9nCbXkLfhQ0xU8wJs/ztVUzCQA8m8DsyvzpjWIFbAyEhfzNNw1EUOvBhPN7cOL5aiC++yjKkLY1tNsSrMJVHP7T7SyeMGhJckujqbmySD0mK1wp9ZwE62OjRqif2iz0s5oFlYlusrOdO7O19aM0STOk7yMzYKZXM2TOZcSWGeesF3GknAz/UCbjH9nWTkSVFEfMot0zFoFadxcrq9Y6vIFbM/d+4nP1jSR2ETcNBaW6cI3/H4xFuunkri6eiAgz0MgLlMgBLXL+IOUZ231KC0LTrLH13ewmTQqQt2CCbxOtlpCguCXgLAc3fETW6k/DwJx1FuLh8BPqOXof0AmM3gbQv8Cq8MbgNun/SGes2Ks2F8hZlKWcpgX8h57xh7qcwvAquWy/cKI0rnf2PcO1S2xR063w2fjZ9M5xoWmDgC60NhqTlVB7JB+x2IHIEXn22m42eQqmz4ACq93nKunfPsizJWMzYWeIKJvh5bMqrgcfeWompYUYj1SqBEwEy48qJVMpRhZE1e61hgYkxxhWkLX8DMV0eQ//JSeU0BP9CYf5vJRleyEaucbqjsQinP93J02lhmMADCZTDABTzObZtQwa6Yd6p7DLeULLxtXyC7pU07OdiEA9sBhTJtwgI584vL0Ly0FCDWtdwfPmLeCygutg3WfLHWBNNer6Hsx2S8U0KjT/fqnujNsW4JoyJ/xi/OvDpVy8Q0rIQ80O+GEQM8X56AJnG94j8k9h9ohXGxbSCX/hzGNe1xJg0W/SnjxOM5wa1sNPDLBkqqZg7sjNaD1mL3JDx2JNzDEnxsaUrdM2FKsc3mXElfA7mXf+jHHnIkhgWmBw9tAZThxhXr0rXpR7BWYjpPhTT91fAn90t0ft3pbwWYGXwlLHgqdcScN4ANLh+MTl+tqu6mGfSf1Tpyh5cwJqle7g/sF1mvEgCLiCgaYrhKcfx9cZ5iGtftzRD//aIW5CEPdkZ2Dq2LXf+KCXjA2d3IqBeaW+ZYo+eTS39UL/pgworhkUCuXP/K7ux+UieCBSrVZPX4GzfwYjQLzSpj05PtzH1FH780QnheLlk2PWLdnYWXEgOoLePR+/ICVj5fSvM27cZibFdrBcI2JS7PBcc6R11LF9NUBfEzP0Y31sagsWZSBk9DWttrIouO/fz2HNAaYGJZUrhDmdOCi6ZgquCp6lwnngZAScNwFvISd2qd/3Su3tzO290Mgqa5ujWR7Y/8NE9OGK52kwWnackQAKuIlAXbYZPxLJjeaX+GG8ew7LxMeihuC2cq8plPlVDQG6ECQnOpeO0w8/aINh+ptdHRFQvw6rWH7Fz4zHkF57A5h2QuQCTv+wL1zI7tiIt7zx2bDyHJ59ua2PBheipknzyTfgMV0XfY/jIl9EvqNSAdS3DWggKecCQpUVPpgsKKjEEU3FyxzREGL1fFNtaFW2rwLsQ9nhLgxEtVmavfh8fl7Uriehh3Zdzh6HntjJ52tKB4d5EwDkDUPs9tn9wCsquX2ypXRPh8v2Bi09iU+oP4t2QBwmQAAmQgOsIOLKyV16abM6gPbcj4lXfzPfc0c+xLWUzPm0Rbe4CTP6yL57z66e8g7VnmqNXZ1vbEAojZ88hYfxJRy00CW7gWKeCXAWHz/3wwKOtDfMURaIrKVi28xeHU5tFzF2Lf8w5pfAbZnBebXIE7ewwvEX9Xf0M08bNwQGbRqBw+jznA2h7GA3syuRpRoRfvJSAEwag6M7fuRJr7Ll+sQVBPoQg5khkrF7P/YFtsWI4CZAACSgRMLkfERdtLRIIfBpTTDt4lLHwLv87fHVOcifyIAYniB04TCtJFQo3M+4OYm5iNvpYuQCTv+yLuXAHT6G6cY94hSzNg/LxZbr1kKc291t88y/XdBdoZPMUIQao06a8grmn8s3FkL4VHsaK1d8awm/h/MnvLKYt3RY9nLb3uNc0egSP1Zf8xPihrnAn48SPrBhul/leFDlIu32MEvMJp6zYKXM1I83xkxbLxCDuaAsM76pkYLufpx6QI23SQNK5j1vIL+DmEc4xcz62423T6GC0xuPo0cGW6xdbAtTDI21DSi9e3YbXZqVZb84txZC2wekbpt+MvFnf+Rbb3JRmwTMSqDCBgnRsGN0BNcXCiJodEnDStEq2wjkzAxJwPYG768Dk1/nWV9grhvbF3hYoPDUfg15KNRgp8l0+xOUrG/HWu18qPGul3qPFSCu+Cy3jZmNKRFnPdAu3XrZcgJm97NsbVpbwyP3tSb5iEzDDuHCiMEPMbYtBxLjP8W8pqv74AV+dFjqLa1vfTcUZJbvQlmGsT38f+r02Fd1MQ7QZWDksGlOSDhm2wpMMqxRMiV4PtCv14Vd88E2MnPw6YtuPRqpxSF36DZu83WILPYOYhT/ih1/FAg6/1mUsfjHEN/sQK4ynTcdgo4zSNTGfcGviq8LVTBP972JwoyZoHfkq5m65gf6zXkUX0+4plc1TyOZQmzRT0PbLi1k0FyzUMcuPX5QIOGAAikmlaUmY8vwEbL0qGvWt3Vg03drxpVLmxjBt7n4kfWp0FiqFijkiWyZghJUDzWJc2rpAbINTss1OcWYy3t6aY8yGnyTgMgLanA0Y9mgnPL/8uH7P3KLjiRixMF1hWMdlRTIjEqgYAb+H0aOvYWcOiP1Sox8TBoEwBl6+hOFTny6dZ6dphpg1azG1q7RLr+iJWz7K/FkrGVBS79EWLSKmr8W6+CeUF39YSKsJ7o3hHaWVvrUR8epzNnoMhZH1yrCSoVa7w8pS5qLHcNTEUmNHWjgRG4GmjYTj41YvYP2NAfhgxyz0aWHcylD02k1oh+Cey3Gjaye0lHoshSPq1NnrcUbKTjpufYHNn1j3JJZcFA6agwYicfkk2Tw9YVzNjEZXvdNlybB6H4VR0xHbzHIXjgboteRtDDBZ4NIWevHoGRmP5LTS1b7Sb917Yi/iNIRh2LJZeNHWbiNGgZQ+a3fDzI8WYliY9Zrs0uj3o9v81ZhpZrhXPk840iYdrCNt7j5sPmrskRU9r59+yg6g0gp3z5nYqN7OkaVL6tNM1/jBRsp/fVbpcu2k1unKSG/I96FJabq/jPkUfKGb06elKC9E92T0Kt3pgtvGKx75KbHh4WUErh/RzWhfVyfuKLM//0EbdXlepgrFrVwCVX6/376oS5s3Uvek/tnZUtdv0ipd2sUiGxCKdLkHN+hWTOqrCzU8a/XP8sdH6uas2mAnnY3sdLd117bF6kIfn6pLs/dcvv2Nbk67VrqBq86JFGUfty/u082Pbm/6jQntM1mXdPCiIe1tXcE37+r6NZF+gyR9PzL8Jvyly1012JRG6TfK7HfFUoyC07rtyycb8pXyln5vEnXbT18TMQ156zntsP4NurhGNyrxG91tqS5Wr9DNkcne+MH2upjED8rB1lJA6fs13eltq5zOv9J52myTZdVRW138wQKBO00XH2rDxpDabZl2hhI7dYWV97lUTcLkHtNSHbkGi7dVyVs7D28h8CfS33gKw84+g2WJ/9SvhpV6A6O6j8Lm+xKRfWwsDHsaeItClLMSCfB+r0TYLIoESMAhAuV9LjkwBOxQ+YxEAt5B4NrHmP/ls9idMt3kCkUTPBQzx7X3DvkpJQmQAAmQAAm4gAANQBdAZBbeQkD0/i07iSeXxqKp2YrHO/BAaBPc2zIUD3iLKpSTBEiABEiABCpAoHoF0jIpCXgZgVpoM2Mx2lhJrcVvYtusgHr3uNEPmVWhDCABEiABEiCBKiPAHsAqQ8+CPYeAFjeu3UCdQBqAnlMnlIQESIAESMCdBGgAupMu8/YSAsW4LrwPtAxt4CXyUkwSIAESIAESqBgBGoAV48fUPkBAe2E1Js876wOaUAUSIAESIAEScIwADUDHODGWrxIo2IUxvabgcFEwmjUxOpz1VWWpFwmQAAmQAAmUEKAByJagXgLa77B4wAgsv1gE+Aeg7j1mS4PVy4WakwAJkAAJ+DwBGoA+X8VUUJnAr9g7ZhjGHb5WctkvAIF30wBUZsVQEiABEiABXyNANzC+VqPUxwECRbiweAQil38v4vqjcb/uuC+7HgJo/znAjlFIgARIgAR8gQB7AH2hFqmDEwS0KNgbj17j9kAM/MK/cyJ2z42A8AFDA9AJioxKAiRAAiTg3QRoAHp3/VF6JwloL7yPAZFLcFFK13gMdqS+jEa555HDXUCcJMnoJEACJEAC3kyABqA31x5ld45AwVEkjHxbrPgVyfx7YtHuOehRRxr3rY763AXEOZaMTQIkQAIk4NUEaAB6dfVReIcJaC9gU9xLSDguLfpogbgd6zC2qb84/ws/ZeXiTu4C4jBKRiQBEiABEvB+AjQAvb8OqUGZBK7hZMIoxGzOEjHrovOiFCzpUd+QStoF5N9oUPfOMnNhBBIgARIgARLwFQI0AH2lJqmHDQJFyNk0AVEJh8WiD7HiN24dUsc+jNIFv3/het51G2kZTAIkQAIkQAK+SYAGoG/WK7XSExArfk/Ow4iY9fpFH/oVv0t6o44ZnT+Qn5eHM1k/Q2sWLq0Wfg2jN/2IgvRNeGNwM1SrVg3VggcjYW+ORVyzhPxCAiRAAiRAAh5PgAagx1cRBSwvAW3OJsRFJeK4tOjDsOK3aWnXnyHbP3DtaiGyPlyI99MNTqG1Odi7eAz6DsnGk8E7MKBTArIiP8Ft3W1cT+mAM6MHYczeX8srFtORAAmQAAmQQJUToAFY5VVAAdxCQFrxO+Kf2Kzf5k2+4teytDtRt4HYA/jiZox7rF5JL1/1Jug5biuqJwzDtSkz8VXvGVg6vKkYNtagTptYzBzXAOtGz8TeAvM+Q8uc+Z0ESIAESIAEPJUADUBPrRnKVX4CNlf8KmUZgJCH7rO4IOYKDn0PKx/PwIrDfugd2UEsHTEe/gh+4jE0vLgNybt/MQbykwRIgARIgAS8igANQK+qLgpbNgF7K36VUtdCm/FLsWhQaMnFxoMwY+MRfJMyADd270IW7sNDIQFmCTVBoWjp/3/YteMYDIPGZtf5hQRIgARIgAQ8nQD3Avb0GqJ8ThKoi7ZvHcLNt5xIVqctxm49j7FmSX7CD2dFD59/R4QG1TC7gjqN8VBDf2w7k4VcMQpc12peoXl0fiMBEiABEiABTyPAHkBPqxHK4xkEtD8j60yhfVkuZ+EHzgO0z4hXSYAESIAEPJIADUCPrBYKRQIkQAIkQAIkQALuI0AD0H1smbM3E9D8DaEta9vXoGEoQvR7CduPxqskQAIkQAIk4GkEaAB6Wo1QHg8hYFgdXJSNrNxb5jIVXMTZy2JfkZahCOL8P3M2/EYCJEACJOAVBGgAekU1UcjKJ1ALjzzTG6H4BWd/MN8qTpubhTNF91q4h6l8CVkiCZAACZAACZSXAA3A8pJjOp8noHlkMEZ3Bk4fz0SBSVuxt/CXX+OycBcT08vSf6ApEk9IgARIgARIwKMJ0AD06OqhcFVKQPMwXl45BQ3XTUDcpgti/9+SvYVHTvkJI5ZNRw/O/6vS6mHhJEACJEAC5SdAA7D87JhSBQQ0TV9G6pEpCFjeDtWrVcffJl3DS0cOY1mP+irQniqSAAmQAAn4KgE6gvbVmqVeLiIg7f87AsuOiT8X5chsSIAESIAESKCqCbAHsKprgOWTAAmQAAmQAAmQQCUToAFYycBZHAmQAAmQAAmQAAlUNQEagFVdAyyfBEiABEiABEiABCqZAA3ASgbO4kiABEiABEiABEigqgnQAKzqGmD5JEACJEACJEACJFDJBGgAVjJwFkcCJEACJEACJEACVU2ABmBV1wDLJwESIAESIAESIIFKJkADsJKBszgSIAESIAESIAESqGoCNACrugZYPgmQAAmQAAmQAAlUMgEagJUMnMWRAAmQAAmQAAmQQFUToAFY1TXA8kmABEiABEiABEigkgnQAKxk4CyOBEiABEiABEiABKqaAA3Aqq4Blk8CJEACJEACJEAClUyABmAlA2dxJEACJEACJEACJFDVBGgAVnUNsHwSIAESIAESIAESqGQCNAArGTiLIwESIAESIAESIIGqJkADsKprgOWTAAmQAAmQAAmQQCUToAFYycBZHAmQAAmQAAmQAAlUNYFqOnFUtRDeWn5woyBvFZ1ykwAJkAAJkAAJ+BCBnEu5TmlDA9ApXNaRJSPQWejWuTCEBEjAGwjwfveGWqKMJKAuAuV9LnEIWF3thNqSAAmQAAmQAAmQAGgAshGQAAmQAAmQAAmQgMoI0ABUWYVTXRIgARIgARIgARKgAcg2QAIkQAIkQAIkQAIqI0ADUGUVTnVJgARIgARIgARIgAYg2wAJkAAJkAAJkAAJqIwADUCVVTjVJQESIAESIAESIAEagGwDJEACJEACJEACJKAyAjQAVVbhVJcESIAESIAESIAEaACyDZAACZAACZAACZCAygjQAFRZhVNdEiABEiABEiABEqAByDZAAiRAAiRAAiRAAiojQANQZRVOdUmABEiABEiABEiABiDbAAmQAAmQAAmQAAmojAANQJVVONUlARIgARIgARIgARqAbAMkQAIkQAIkQAIkoDICNABVVuFUlwRIgARIgARIgARoALINkAAJkAAJkAAJkIDKCNAAVFmFU10SIAESIAESIAESoAHINkACJEACJEACJEACKiNAA1BlFU51SYAESIAESIAESIAGINsACZAACZAACZAACaiMAA1AlVU41SUBEiABEiABEiABGoBsAyRAAiRAAiRAAiSgMgI0AFVW4VSXBEiABEiABEiABGgAsg2QAAmQAAmQAAmQgMoI0ABUWYVTXRIgARIgARIgARKgAcg2QAIkQAIkQAIkQAIqI0ADUGUVTnVJgARIgARIgARIgAYg2wAJkAAJkAAJkAAJqIwADUCVVTjVJQESIAESIAESIAEagGwDJEACJEACJEACJKAyAjQAVVbhVJcESIAESIAESIAEaACyDZAACZAACZAACZCAygjQAFRZhVNdEiABEiABEiABEqAByDZAAiRAAiRAAiRAAiojQANQZRVOdUmABEiABEiABEiABiDbgGcRKEjHhtEdULNaNdTskICTBVrPks+d0qhZd3dyZd4kQAIkQAJWBGgAWiFhQFUR0OZswLBHO+H55cdRJIQoOp6IEQvToQYTUM26V1V7Y7kkQAIkoGYCNADVXPuepHvBUSSM+Cc2X5RMP+NRhMtnL6LA+NVXP9Wsu6/WKfUiARIgAQ8nQAPQwytIHeL9ifSF8fiwwXjsyb4JnU6H29nrMbSxP4quXsMNn4agZt19umKpHAmQAAl4NAEagB5dPSoR7trHmP/ls9idMh09gv31SmuCh2LmuPa+D0DNuvt+7VJDEiABz7JCUQAAQABJREFUEvBYAjQAPbZq1CKY6AFbdhJPLo1FU41c5zvwQGgT3NsyFA/Ig33qXM26+1RFUhkSIAES8DoC1b1OYgrsYwRqoc2MxWhjpZUWv+X/hoB698DMLrSK580Batbdm+uNspMACZCA9xNgD6D316GPaqDFjWs3UCfQlw1AW1WnZt1tMWE4CZAACZCAKwnQAHQlTeblQgLFuJ4PtAxt4MI8vSUrNevuLXVEOUmABEjAuwnQAPTu+vNZ6bUXVmPyvLM+q589xdSsuz0uvEYCJEACJOA6AjQAXceSObmKQMEujOk1BYeLgtGsSS1X5eod+ahZd++oIUpJAiRAAj5BgAagT1SjDymh/Q6LB4zAcskhtH8A6t7ju0tArGpNzbpbwWAACZAACZCAOwnQAHQnXebtJIFfsXfMMIw7fK0knV8AAu9WiwGoZt2dbCaMTgIkQAIkUGECdANTYYTMwDUEinBh8QhELv9eZOePxv26477seghQhf2nZt1d03qYCwmQAAmQgHME2APoHC/GdgsBLQr2xqPXuD2QdgL275yI3XMjIHzAqMAAVLPubmlMzJQESIAESMABAjQAHYDEKO4loL3wPgZELsFFqZjGY7Aj9WU0yj2PHDfvAvLX3tG4p1o1VKvwX3cszvmrXJCqSvdyCctEJEACJEACPkOABqDPVKWXKlJwFAkj3xYrfoX8/j2xaPcc9KgjjftWR32f3gVEqKhm3b20uVJsEiABEvAVApwD6Cs16Y16aC9gU9xLSDguLfpogbgd6zC2qb84/ws/ZeXiTjfvAnJHj2W4oVtWNeSqWPeqUZqlkgAJkAAJeAoB9gB6Sk2oTo5rOJkwCjGbs4TmddF5UQqW9KhvoCDthPFvNKh7p49SUbPuPlqlVIsESIAEvIwADUAvqzDfELcIOZsmICrhsFj0IVb8xq1D6tiHUbrg9y9cz7vuG6paaaFm3a1gMIAESIAESKCKCNAArCLw6i1WrHo9OQ8jYtbrF33oV/wu6Y06ZkD+QH5eHs5k/QytWbi0YvY1jN70kwi9hvRNb2BwcE2xiKMmggfPxN4caSKhJx+u0t2TdaRsJEACJEAC3kCABqA31JIPyajN2YS4qEQcl2w1w4rfpqVdfwZN/8C1q4XI+nAh3k83OIXW5mDv4jHoOyQb7bvXET4Dn0On1y8hcl8+dLrLSOlwBqO7x2NvgbnJ6EnoXKP7fZ6kEmUhARIgARLwVgI6HhUi0PjBRhVKr6rE14/oZrSvqxP3ik6s+NUtyrppQ/3Luo2D7i2JJ8U1/dXVdV50RvfvrEW6zv736gZtvFya/vYZ3aLO9+oax32mu14a6jlnLtL9tudopEpJeL+rstqpNAl4NIHyPpfYA+itlru3yW1z1auSIgEIeciyp0vMFRz6HpJfDsL/27geh9ERkd1lcTRBeKLjfbi4bgN2X/OwXkCX6S6fJ6nEjWEkQAIkQAIk4BgBGoCOcWKsChGwt+pVKeNaaDN+KRYNCi252HgQZmw8gm9SnkMwzuCzzWeBhqEI0fsLNKavgaDQJvAvOood+34xBnrApwt1txoq9wD1KAIJ+CKBwgykrohH/5Dm6J90wRc1rGSdbuFS2nrMHdkBwX2TcKmSS2dxygTK8ANYjEtJUeg6M105tZ1Qv7AheLVPM9R7tC8GhAfaiclLvk+gLtq+dQg333JC0zptMXbreYy1TFJwEWcvi7XDvUMRZGYQaVAnJBQN8Ylh8cgDslXFlplU5ncX6l6ZYrMsElAdAclI2YItG5Ow8uAVg/Y10FJ1HFyosGRIp6Rg/fwtOFNsyDfMhfkzqwoRKKMH0A+NYrcg51Iucr5NReKQMPiZivNDg+5zcDBHXJOuG/9EvHnT/4n+2I25MxMwKfJRNOs7DVsz8k0peUIC5SWgzc3CGbuLfYtw+exFFJS3AKYjARJQJ4HcDRg/LQ2+6oCq8iu1EIdmTcL6H25WftEs0SECZRiAsjxqh2Nw/AvoYLIANajXphUamfXCiPgi3oDYMUj85BC2xIXrDcbizI8wJXIgpqTlyTLkKQmQAAmQAAl4CIGgWOw8uQ6JqzdjXtfaHiKUN4tRG13mHsDO+QuxOrGbrPPIm3XyLdkdNwAlve+ug0BLg88mj0C0jl+J5UMeNMT4EVtHTUdqvodN0LcpPy94IgFNUChaSrvF2Tz80fChxhZ+BW1G5gUS8EICvyB1TgrnUbmt5mqiTmANt+Xumxnba5MaBD7SBs18U3Gv1so5A9BpVeuhS/xYRBh7DYsPY1HytxbOfZ3OlAnUTKBOYzzU0B9FZ7KQa/YuIZws/5CFy6iNlqF/85D5f2quKOruHgJaFKYtxfwTv7sne+ZKAk4TYJt0GpmHJHCzASi0rP0gQuqbLED8euFHFHqI8hTDCwloWuKZoQ8Bl7Pwg5nT51vIzcpGkb+FexgvVJEik4BNAoVfY9XCz3DVZgReqDiBWggKeaDi2aglB7ZJr61p9xuAmrsQEFA6blyclw++u3pte/EAwWvhkajn0Rnf4fgpwy4hklTaXHx59Bc0HvEcetUtbW8eILCHiSBtobcMC0d3QM1q1cQ2etKftJXeG9hk3HXFwySmOAYCYjec1MmTsTKTT1C2CQ8hwDbpIRVRPjHcbwAW/4zsC7dM0vnVC8Rdpm88IQHnCWiaxmJl4gNYN3oyNun3/5V87Y3BlMuDsGxmT87/U0RahJy9M8XeyQ3xWNRELMnrhHf3ZEPsLALd9T3436vLENXpOSy+YHeJtWLODHQ/AW3u55geGYlJ+4zuSdxfJksgAXsE2Cbt0fGOa242ALXI/+Qj7DTZf7XR4em2oFdA72gcniulP5qO3YAjb96D5S1rih6s5piU9wKOfLMAPcycQ3uuBpUqmXhL3zW2O1r2fA3b0Btv7TmDC1vfwegewYa5kr8j75c/gaIvsHXPpUoVjYWVRSAfGUkvoWOXl5Ei7/nLnIWujYIQrP+z7axYm3sIa/UOjY1xpc8OiJ2ThFRF11wXkNy3uSFfeRpx3iweh/S+3OzEEfK0mHwIRpdvknbFafFoYZK1JE/LOIDkg+9DrJzcD83M4tqT1chOwcmw5H9uTgza6fMSeSSdsp56ZHL2bNSzKdqNXIBDuaYfLGMByp9mZYg8QvphyooP9em1GQvwjwo7kFZm0qxvPFauOYRLZnOgLUVUTmu/7o15lMWzhFfTcrZJYynSp759mupJ5Ns2Bu+l5XKdgBySO8+d2uDurzRdfGgjnbTvXOMHm+n6rcqym/z2xc26UY+HGOKH6J6M3azL9bHNTMu7B59dcLxIAq4icDtLt3FoqH4/Zf/2E3WfZVvuvyzfd7m1bsbXf7iqZJ/Mp0rv94urdP30z17x/O2zSpdrj/Dti7r9U/vqQh9sqes36SPd6QLDg7fgtG7LJClceoaLa1N3KTyTr+lOb56q69fE+KwXz+5J+3QFFuXdvrhLN61PS8PzvZEuNHKVLtvW8/32OV1SpIjbpK9u2r6LOrNot7N122Pbi3xEOdGrDLLe1hWcXqWLMf1+dNLFH/yXuQRCl+3LJ8vkNHAp+EI3RyaX/veqSaxu+zVjqUW63H1vinRSeYm67aevleQrmKXNG6l7sklvXczzkjyS/sq/cyW/bc1k8kpZCG7bEg0yK6czV8DOt4JvdEnRnZTl08slePd5U7f/YpF1JpXJ09E2aRXPWAfGNib/VKhray0ZIiNQ3ueSW3oAjW+dA7vHY/9V6V1QOI3uOglL5w609hvoTuuWeZOAqgn8ir1jBiBqcxbQ+Hkkr0tA72BLHzp18WiHv8MfddF+xnsY36aWqon5hvJ5ODT1RYzadA6BQ+Zj3dxhCK9tmBcr+XOduxm7prcVT+XfcWbTeETFbbHoTQpE+JAZmD9ZiiMdxcjP/92qV0YT9DQS3orC/UZodQJhLMYYZP5ZC+GT5yChW5Bslb4k68iSoW2/zpgwN9ogq0a4lI3FiuUjDfkLN2Iz1iDD1Osl3I5MGIv16ZeRJ+9u1J7HlskLcPGFHbiQk4bkV7qigfT70+UpPKIXTlqxmoCo2HU431I4KV4VX7pTldhPvMvEpdiYGISzR+wMtYsy1k54B/urj8DSVbGlbMXYVvjAeKzYOAnhxnWP5gAc+1b4JeY+/yLeLYhSkG8ldq15VugkaiVzHV4Z9z5OFZqgiNDK5umYSuaxxIK97VMxPqUGnt/yTckmEqKuVg43bjRhWdfmqfnNdQQqYADewpmZPRSHCpp2icY7icatX2ojYv5hnFgtv1FcpwBzIgESUCIg3OKIOX+jl38vLrZA3LK5GG5l/EnppOH03bipy8Oxtzpy/qQSSq8KE9Nutk9H3JYfxXu3MKjiI4RjJMujBoKj38DER6TZ2MW4uu8dTFxz3sLAE3EGDDY5/i8+ugdHFHy4asKeQu/7DWbi0a3YkaM8fKrN/BgbzrTE8AEhMuNPFJ9/DJt2CFmlo34wgiwsSM3Dj+EJo0u+K6dw6rLR2rsPA1Yfw87VH+KT+TInw9/vx9dtEvD+QDG9QW/QJePEpQs4sWqIvvNBm7MGMaM+wlW/tpg4T+wtbrVerAYa9R+BfgadSgSz+H/5GD47bXshjiY4CtNjmlokcvTrTWSsfFMs9LkX0a9HKcgnDONOA03yFWd+iBUHfy3NvJJ5lhbsxFlmEhad6oaFFsb3U2/PQLSRu1ldO5E3ozpFoAIGoNgjcfre0i3gjFvB6T+zcWrHAkyd/hIiGvyJtAntOLbvVLX4RuSSFabGlab8dBcPxdaiTcfCccm4KC76d34J45+qrxiNgT5GoDAN8+Yd1s/B8+vYE51see7XhCAyytjD9zsy5r6Hjy0NvMAOGB5pcORfnI7dh2WGhhGbJgxDXmhV8q34FDZs+97CkJQu3UTmvjT8ak8eY36Wn/91NwLq2utOs3AyfL8wvqKbmRuZpjzzcHTlRmQIG9Kv42BEBhstS1OEkhNNMNo86cBM9SufYeXOHAV9ayKse2d9L51FzmV/zd+DZckXgPsj0C2spnJ8M88ahTj2+UnkK8e0DnUpT+vsHQoJG4OFs562Hg004/4TsnPFvGQebiVQAQPQnlxS931/xMROxYqP3kG3BuIGvnoQ70f3w8A5X1pPxrWXFa+RAAk4SUCLa5sXYl6WtKL3XvSOjURTq54OJ7NkdC8gIHr/Dm7FTv20G0ATWAd325RaGE6de5p6+KBo4NVDx2d7GYZghaGxcRdy5KONUt5igdGB3ecNpRTjyo7tOGo2JCnFOYf9n/oh+pWe1gsATUbmXQh/oR/CLNupmbFjKMbeR0AAbK4DM/WO1UCztg9by2LK9w7UDrRNDncHop7eJr2C/RMiMXByCjIsdNaEv4oVsc72Aor6O7wHx6ROzisrMCjYuDjF8rMHZmeW9rQWZ/2Ay8Z6qUyeJl488VYCbjIAS3Fogvpi0sjWhrkkYs7J8qlI5J7ApYB8+EzMUQX/3M/Augn9gn07jqLEoct9eCgkwDoKQ3yQwO/I/OqMYQVuDYSE/M3w3LWhauDDeLy5sResEF98lWVIWxrfbIj39DZsz7xZelGc6Yd2f+mEUUOCS8Kv7sYm+ZCk6B8rPLIdH6ODjR4tsVvU3MNiJCkT22JlPXfCr+ehNUswpe8gM2PHrHCnvsiMK9RAvYA77aT2Q52Ae2xfNxlZUhTxm7ZlKga16ixWVq93fAWxYu7/xuXsH0vqIGwaDpqNquXaGG0T4cfjEW4ynCuLp6ICDPQyAm43ACFutkaPtkLpANSP2LnxmONd1l4GlOKSQJUT0P6MrDOG/XbufgxP/p0LO6q8TipFgH8h57xxnyUxB/S69cINczH+R7h2KZ0heOt8Nn42jyC6EVtg4AvGF/hc7Np3Tjbk+Qs+XrodiByBV5/tZqOn8FekbTyA6n2esu7dsyxLMhYzdpa4ggl+HpvyauCxt1ZiapjRSLVK4ESAzLhyIpVyVGFkzV5rWGBijHEFacvfQEyXx9B/clI5DcG/UJj/W0mGF7KRa5zuaCzC6U938nRaGCbwQAKVYACKZ4h8Iq+AUHziK2RWuHF7IE2KRAKeQEB7A3n/V9L/5wniUIaqIFCMa8KY+I8TRSs76ZcvBhFDvJ8eQKZxuDH/JHafaIVxMa3gF/4cxnUtMSaL5T2F+jjBeG5QCxvz8iQBJUMlFXNHdkbrIWuRGzIee3KOISk+tnSFrhN6KEeVGVfC52De9T+UozkaalhgcvTQGkwdYly9KiWWegRnIab7UEzfXwF/drdEz96V8v5IVgZPR0ExnicTqBQD0AqAtgAFvxmfIlZXGUACJOAqAsXXkW/3XhM9RSdnYljCSVnPjqsKZz6VS+BOBNQr7S1T7NGzKZAf6jd9UGHFsEgQ2Ba9Ohp6Cq/sxuYjeSJQrFZNXoOzfQcjQr/QpD46Pd3GMOSci48/OiHmepcMu37Rzs6CC8kB9Pbx6B05ASu/b4V5+zYjMbaL9QIBm3KX54IjvaOO5asJ6oKYuR/je0tDsDgTKaOnYa2NVdFl534eew4oLTCxTCnc4cxJwSVTcFXwNBXOEy8jUDkG4G8FMFtgpqmDOnebJi14GTKKSwIeTkBzD+rda/D3V/QJXp+xBwWKIovt4Ta9hL4LG2Km8AvHO1IRkhcFyo0wIfa5dJw2e/DaUyUIvbs3t9EG6iMiqpdhVathCk/hCWzeAfR7tp3BaBSLSvqPMrjxEK5ldmxFWt557Nh4Dk/a3P1J9FRJPvkmfIarYoPQ8JEvo19QqQFrT1rnr9VCUMgDhmQWPZnOZ2aVosQQTMXJHdOE5wvDqmWbq6KtkhsC7kLY4y1N8+UzVr+Pj8valUT0sO7LucOwvWpl8rSlA8O9iUClGIDayz/ggqk3Wzjl7PtUxRxlehNhykoClU1A83dEje4kPPxJRxEuLh+BvqPXIb3A2Osu7Qu8Cm8MboPun3TGuo1K/tAqW2iWV3ECjqzslZcimzNoz+2IMAvNfM8d/RzbUjbj0xbRGBkuc1WiaY5ufYJKCig+ifVT3sHaM83Rq3PpDHB56dJwacaeQ8L4k45aaBLcwIYBap6qfN/88MCjrQ3zFEUOV1KwbOcv5csqdy3+MeeUQo+5wXm1yRG0s8PwFvV39TNMGzcHB2wagcLp85wPoO1h3F61MnmWDx1TeRYB9xuAktf0tzfC5FfdrzVeHNVBeajBs9hQGhLwUgLCufPLi5A8NNQg/zUcX/4iHguoLvZNlvwx1kSTnu/hbIdkfJNC489rKtnkfkRIbGuRQODTmGLawaMQaQs2yHbPsNA0/zt8dU5yJ/IgBieIHTjsdQGbGXcHMTcxG32iOli4UqmJ8JhRiNB3gIm5cAdPobr43s+WL0IzcfLxZbr1kKc291t88y/ji4tZAqe/aGTzFCEGqNOmvIK5pxQ86BUexorV3xryv4XzJ7+zWLR4W/RwKri7MaTQNHoEj9WXIPihrnAn49SPrNkK45LdPkaJ+YRTVuyUuZqR5vhJi2ViEHe0BYZ3VTKw3c9Tr64jbdLAxbmPW8gvMF9x7lx6xnaEgFNtE5ZDuWWVIHxEpcbFYrbJa/r96Jb4Dl5UcsApbX/TN0y/s0izvvMttrcpqyBeJwESMCOgaYrhKcfx9cZ5iGtft/SSf3vELUjCnuwMbB3bljt/lJLx/LO768BkS936CnuPSXPxhDFwaj4GvZRqMFLku3yIy1c24q13lXyvSr1Hi5FWfBdaxs3GlIh6ZegvnBsPGlQ6cnN/LwztpJBGPl8Q9oaVpeLk/vbEsGxyAmYYF04UZoi5bTGIGPc5/m2S7Ad8dVroLK5tfTcVZ5TsQluGsT6P+9Dvtaklfmml78UZWDksGlOSDhm2wpMMqxRMiV4PtCv14Vd88E2MnPw6YtuPRqpxSP3qNrw2ebvFFnoGQQt/xA+/iiEv0dlhf/GLIb7Zh1hhPG06BhuHkaVrYj7h1sRXhauZJoadt5qgdeSrmLvlBvrPehVdTLunVDZPIZtDbdJMQdsvL2bRXLBQxyw/flEi4LgBKN10ortZ76RSn5MWeSe3Y22awkon6eZNmo3Ydr1K9niU4jfoipfXrC/ZosdKkmJc2rpAbH9Tsr1OcWYy3t6aYxWLASRAAs4QqIs2wydimTAUTP4Ybx7DsvEx6KG4LZwzeTNupRPwexg9+hp25oDYLzX6MWEQCGPg5UsYPvXp0t44TTPErFmLqV2lXXol36ujMELurFh6lku9R1u0iJi+Fuvin3BoREYT3BvD9YtBxPaerz5no8dQGFmvDCsZarU7rCzREz2GoyaWGjvSwonYCDRtJBwft3oB628MwAc7ZqFPC6MbI9FrJ+0q1XM5bnTthJZSj6XUyTB7Pc5I2UnHrS+w+RPrnsSSi8IjRdBAJC6fJJunJ4yrmdHoqne6LBlW76Mwajpim8mGtvWJG6DXkrcxwGSBS1voxaNnZDySZb+B2tz9eE/sRZyGMAxbNku5s8MojK3P2t0w86OFGBZ2l60YIlx0psxfjZlmhnvl84QjbdLBOtLm7sPmo8YeWdHz+umn7Aiy0wJccama+GHQ2c5IGGZJUeg6M912FHtXhNE3auTjCAh4FIMGhtt/yOg3wB4ljMBbwlachKXzjZuC2yug6q8Fi4dVjnDYyYMESMD3CVT5/S45SF4wE68tPahfONFyyBiMi3sOXRQXT4gVoWnbsHfPVizYklnq5Fn/XO6MNk8NspHOVj2KVb3b49BuXl0s3/O2rOfJIr72FOZ2isHXL3yEzXLnzhbRjF8lo2nRO2L/3oMlE4X8woZg4vh/4MWIIDEnUOrhXIgRw5bijNRbOWQa3pg2GOG1/1Pmb1ONIWvw7dwuhkUVxtIMn1InRUoK1s837lkv5qZ3HYkJr8QI1zN3l+S9+m7x+/UMug3uI8qTjY9LcwC3hOH9iQE4+sE+pJ/4ECsNskuGWYQY9Ro+ZIiTbC3k03/NR8b2VOz/fL1T+Vc6T5ttUlNGHTXA4DW7kdghA1NaRmNr6eYm5jAkp9ifxKKReSi/yQiU97lUhgEoK4GnigTKC14xMwaSAAl4NAHe7x5dPRSOBFRJoLzPJceHgFWJlUqrjkBBOjaM7oCaYrFEzQ4JOGlaOas6ElSYBEiABEjAhwnQAPThyqVqzhHQ5mzAsEc74fnlx/X76BYdT8SIhekK7h6cy5exSYAESIAESMDTCNAA9LQaoTxVQ6DgKBJG/BObL8q3UCvC5bMXbThRrhoxWSoJkAAJkAAJuIIADUBXUGQeXk7gT6QvjMeHDcQepNk39Stmb2evx9DG/ii6eg03vFw7ik8CJEACJEAClgRoAFoS4Xf1Ebj2MeZ/+Sx2p0w3uUfRBA/FzHHt1ceCGpMACZAACaiCAA1AVVQzlbRNQPT+LTuJJ5fGoqnM04PkpPaB0Ca4t2UoHrCdmFdIgARIgARIwCsJVPdKqSk0CbiMQC20mbEYbazy0+K3/N8QUO8eN+5PalUoA0iABEiABEigUgiwB7BSMLMQ7yOgxY1rN1AnkAag99UdJSYBEiABEiiLAA3AsgjxukoJFOO62JWoZWgDlepPtUmABEiABHyZAA1AX65d6lZuAtoLqzF53tlyp2dCEiABEiABEvBkAjQAPbl2KFvVECjYhTG9puBwUTCaNTFuRF81orBUEiABEiABEnAHARqA7qDKPL2XgPY7LB4w4v+3dydwUdX7//hf/tD+oi0KejWv11RULIObeS0zV8wtrxrmlnw1QsiL5VImat5rRWkuaW5JgFuaJJra5nVHUyvLra+UCrJ4zfraBQSrKybOPf/PmY0zG8wMAzNnzmseD2XmzFnen+fnMPPmc87n80GSPCB0YBAa3WXRNVi95WLkFKAABShAAYUAE0AFBp9qXeBn7Jk0GlMOFRog6gQh+E4mgFo/K1h+ClCAAv4owGFg/LFWWSY3BEqRvTwakUnfi20D0XpoPzTLaYwg5n9uWHITClCAAhTwdQG2APp6DTG+GhDQoXjPDAycshvyTMCBveZj18IIiDFgmADWgD4PQQEKUIACNS/ABLDmzXlEHxPQZb+DYZErkCfH1XoSdmx/Di3zzyOXs4D4WE0xHApQgAIU8JQAE0BPSXI/6hQoPozE8a+LHr8i/MABWLZrAfo3lK/71kYTzgKizjpl1BSgAAUoUKkAE8BKibiC3wrospEW/ywSj8qdPjogfsd6TG4XKJ7fxA9Z+bids4D4bdWzYBSgAAW0LsAEUOtngGbLX4hjiRMQm54lBBqh17LNWNG/iVFDngXkdzRtdLtmdVhwClCAAhTwbwEmgP5dvyydXYFS5KZNQ1TiIdHpQ/T4jV+P7ZPvR3mH35u4WnDV7pZcSAEKUIACFPAHASaA/lCLLIMLAqLH77FFiI7doO/0oe/xu2IQGlrs4TcUFRQgM+tH6CyWy72F/46JaT9YLOULClCAAhSggNoEmACqrcYYb5UEdLlpiI+aj6Nypw9jj9925U1/xn3/hsIrJch6fyneOW4cFFqXiz3LJ2HIyBx069esSjFwYwpQgAIUoIC3BTgQtLdrgMevOQG5x2/0i0jXT/Om7PFrHcLtaNRUzAF8NB1THhL/zG/L9woexKhGNhmjeQ0+oQAFKEABCqhBgC2Aaqglxlh1AYc9fu3tOght77Nu5RP3Co5agtXPKe8VtLctl1GAAhSgAAV8X4AJoO/XESOsskBFPX7t7bw+Ok9diWXDQw1vth6OOZs+x4nNYxHCxj97YFxGAQpQgAIqE6gliYfKYvapcENatkLuxXyfionBUIAC1SPA3/fqceVeKUAB9wXc/VxiC6D75tySAhSgAAUoQAEKqFKACaAqq41BU4ACFKAABShAAfcFmAC6b8ctKUABClCAAhSggCoFmACqstoYNAUoQAEKUIACFHBfgAmg+3bckgIUoAAFKEABCqhSgAmgKquNQVOAAhSgAAUoQAH3BZgAum/HLSlAAQpQgAIUoIAqBZgAqrLaGDQFKEABClCAAhRwX4AJoPt23JICFKAABShAAQqoUoAJoCqrjUFTgAIUoAAFKEAB9wWYALpvxy0pQAEKUIACFKCAKgWYAKqy2hg0BShAAQpQgAIUcF+ACaD7dtySAhSgAAUoQAEKqFKACaAqq41BU4ACFKAABShAAfcFmAC6b8ctKUABClCAAhSggCoFmACqstoYNAUoQAEKUIACFHBfgAmg+3bckgIUoAAFKEABCqhSgAmgKquNQVOAAhSgAAUoQAH3BWpJ4uH+5treMqRlK20DsPQUoAAFKEABCviEQO7FfJfiYALoEpftynIS6Cq67V64hAIUUIMAf9/VUEuMkQLaEnD3c4mXgLV1nrC0FKAABShAAQpQAEwAeRJQgAIUoAAFKEABjQkwAdRYhbO4FKAABShAAQpQgAkgzwEKUIACFKAABSigMQEmgBqrcBaXAhSgAAUoQAEKMAHkOUABClCAAhSgAAU0JsAEUGMVzuJSgAIUoAAFKEABJoA8ByhAAQpQgAIUoIDGBJgAaqzCWVwKUIACFKAABSjABJDnAAUoQAEKUIACFNCYABNAjVU4i0sBClCAAhSgAAWYAPIcoAAFKEABClCAAhoTYAKosQpncSlAAQpQgAIUoAATQJ4DFKAABShAAQpQQGMCTAA1VuEsLgUoQAEKUIACFGACyHOAAhSgAAUoQAEKaEyACaDGKpzFpQAFKEABClCAAkwAeQ5QgAIUoAAFKEABjQkwAdRYhbO4FKAABShAAQpQgAkgzwEKUIACFKAABSigMQEmgBqrcBaXAhSgAAUoQAEKMAHkOUABClCAAhSgAAU0JsAEUGMVzuJSgAIUoAAFKEABJoA8ByhAAQpQgAIUoIDGBJgAaqzCWVwKUIACFKAABSjABJDnAAUoQAEKUIACFNCYABNAjVU4i0sBClCAAhSgAAWYAPIcoAAFKEABClCAAhoTYAKosQpncSlAAQpQgAIUoAATQJ4DFKAABShAAQpQQGMCTAA1VuEsLgUoQAEKUIACFGACyHOAAhSgAAUoQAEKaEyACaDGKpzFpQAFKEABClCAAkwAeQ5QgAIUoAAFKEABjQkwAdRYhbO4FKAABShAAQpQgAkgzwEKUIACFKAABSigMQEmgBqrcBaXAhSgAAUoQAEKMAHkOeBbAsXHsXFid9SrVQv1uifiWLHOt+Krzmi0XPbqdOW+KUABClDARoAJoA0JF3hLQJe7EaP/0hPjko6iVARRenQ+opcehxZSQC2X3VvnG49LAQpQQMsCTAC1XPu+VPbiw0iMfhHpeXLqZ3qU4tLZPBSbXvrrTy2X3V/rlOWiAAUo4OMCTAB9vIK0Ed5/cHzpDLzfdCp251yHJEm4lbMBo1oHovRKIa75NYKWy+7XFcvCUYACFPBpASaAPl09Ggmu8GMs/uop7No8G/1DAvWFDggZhblTuvk/gJbL7v+1yxJSgAIU8FkBJoA+WzVaCUy0gK06hq4r49AuQFnm2/Cn0Da4OywUf1Iu9qvnWi67X1UkC0MBClBAdQK1VRcxA/YzgfroPGc5OtuUSodfin5BUOO7YJEX2qyn5gVaLrua642xU4ACFFC/AFsA1V+HfloCHa4VXkPDYH9OAB1VnZbL7siEyylAAQpQwJMCTAA9qcl9eVCgDFeLgLDQph7cp1p2peWyq6WOGCcFKEABdQswAVR3/flt9LrsNUhYdNZvy1dRwbRc9opc+B4FKEABCnhOgAmg5yy5J08JFO/EpIEzcag0BO3b1PfUXtWxHy2XXR01xCgpQAEK+IUAE0C/qEY/KoTuOywfFo0keUDowCA0ust/u4DY1JqWy26DwQUUoAAFKFCdAkwAq1OX+3ZR4GfsmTQaUw4VGrarE4TgO7WSAGq57C6eJlydAhSgAAWqLMBhYKpMyB14RqAU2cujEZn0vdhdIFoP7YdmOY0RpIn8T8tl98zZw71QgAIUoIBrAmwBdM2La1eLgA7Fe2Zg4JTdkGcCDuw1H7sWRkCMAaOBBFDLZa+Wk4k7pQAFKEABJwSYADqBxFWqV0CX/Q6GRa5AnnyY1pOwY/tzaJl/HrnVPAvIzT0TcVetWqhV5X/9sDz3pltI3iq7W8FyIwpQgAIU8BsBJoB+U5UqLUjxYSSOf130+BXxBw7Asl0L0L+hfN23Npr49SwgoohaLrtKT1eGTQEKUMBfBHgPoL/UpBrLoctGWvyzSDwqd/rogPgd6zG5XaB4fhM/ZOXj9mqeBeS2/qtwTVrlHTkvl907heZRKUABClDAVwTYAugrNaG5OApxLHECYtOzRMkbodeyzVjRv4lRQZ4J43c0bXS7n6pouex+WqUsFgUoQAGVCTABVFmF+Ue4pchNm4aoxEOi04fo8Ru/Htsn34/yDr83cbXgqn8U1aYUWi67DQYXUIACFKCAlwSYAHoJXruHFb1ejy1CdOwGfacPfY/fFYPQ0ALkNxQVFCAz60foLJbLPWb/jolpP4ilhTie9gpGhNQTnTjqIWTEXOzJlW8k9OWHp8ruy2VkbBSgAAUooAYBJoBqqCU/ilGXm4b4qPk4Kudqxh6/7cqb/owl/Q2FV0qQ9f5SvHPcOCi0Lhd7lk/CkJE56NavoRgzcCx6/uMiIvcWQZIuYXP3TEzsNwN7ii1TRl+i80zZm/lSkRgLBShAAQqoVUDio0oCre9pWaXtNbXx1c+lOd0aSeJ3RRI9fqVlWdcdFP+StGn43Yb15HXN/xpJvZZlSr9nLZN6Bd4tDd90qXz7W5nSsl53S63jP5Ouli/1nWceKvst3ymRJiPh77smq52FpoBPC7j7ucQWQLVm7mqL22GvV3sFCULb+6xbusS9gqOWYPVzrfC/mzbgEHogsp9inYBWeKRHM+St34hdhT7WCuixsivvk7TnxmUUoAAFKEAB5wSYADrnxLWqJFBRr1d7O66PzlNXYtnwUMObrYdjzqbPcWLzWIQgE5+lnwVahKKtfrxA0/Z10Sq0DQJLD2PH3p9MC33gpwfLbnOp3AeKxxAoQAEKUECVArXkdk1VRu4jQYe0bIXci/k+Eo0GwihMw4gWUdg5aBMubR0jBpApf+iOv4IODy0C5mTg+9e6KHoVl6/DZxSoigB/36uix20pQIHqEHD3c4ktgNVRG9xntQno8rOQWWFn31JcOpuH4mqLgDumAAUoQAEKqF+ACaD665AloAAFKEABClCAAi4JMAF0iYsre1sgoFUowuTZ4hw+AtHivtZW4wo6XJlvUIACFKAABTQpwARQk9Wu4kI3bI37WgSiNDML+RadfcUgyxeycAkNEBb6R97/p+IqZugU8J5AEU5vewczh4RDvq9K/69LLBauPYiLFp833ouQR64ugRu4mLEBC8d3R8iQVFysrsP40H6rngDq8nFwbSpWL4jFo6ZfGPPPcDyRsAKrU9dh++kiUWwdSjJeRkTCQZT5EAJDUZFAQBj+Ouo+4FIWLlgM+nwD+Vk5KA20Gh5GRUVjqBSggPcEdPn/xOwhY7DqahfM/OQMcnMzkDwmHHWuHEByYgz6PDoJ2/NveC9AHrl6BEpOY/u7M/BE23vRJ+YVJB+4XD3H8cG9up8AyonfWyLpC4lAbOIGfI2HMW3HCX2PWLlXrP7ft+9hXNvf8PWaNzE98i/ir6k26BTzAX72QQiGpBaB+ngwahx64TscPWmcJUQOXZyPXx3+Ca2jx2JgI46X4rg25Sn0VmHpxO6oV6uWmEZP/idPpfcK0kyzrjjemO9QwD8FSvZh9lNTsa32cMyM6SSuI4iHGFv0sdcX4KUH7zCU+coeLNvyvdX0lP7JoZ1SleDgvOnYcOG6doqsKKkbCaBoxTudirhH+yN25QEUhUcj+eA+pM6Iw7COwYpdi6cNOmJY3CykfrHH8JeU8d0b53Pwo+WafEUBpwUC2sUhef6fsH5iAtL08//KY+1NwsxLw7Fq7gDe/2dXshS5e+aKuZNb4KGol7CioCfe2p0DMbMIpKu78T9XViGq51gsz66wi7XdPXMhBdQtcB2nk9/C1itlCGjTBi2Ufz8GtEfs2mRMCBdJYJ37Meixlry9RN2VbRV9A/ReuB8fLV6KNfP7oo7Vu/7+0sUEUCR/J5cieuQ8ZIhfljoPvoydO17BY63qVuwk/yU1bzWSRt5T8Xp8lwJOCQSi3eSN+PzVu5AUVk+0YN2L6QVP4/MTb6O/xeDQTu3M/1cS8yjvnNwPYQP+jg8xCK/tzkT21jcwsX+I8cvsVxT89B+g9Ets3X3R/z1YQgooBYp2Y9XqbLGkLtq2/aNtEtDgESTIl4QvbEdCJ6tGDuV++NzHBX7C9gWbHdzbF4DgBzujvY+XwNPhuZQA6nLXInb0SmTKN/DV6YKXFomZGZR/LVUYXWP0fnMxJjQXOfbVq7C4favC7fgmBewJNELnsctx5LpowZIKcGRVNDoz+bOFkqehixqEv644CnR7CZ/t3YA55sRPXv0HpD0bh6Q8ueWvLSIeaWG7Dy6hgB8L6C5dQDZvSvfjGpaLJvc/WInFX/zq5+V0rXjOJ4C681g3fQVO639R6qB57Et4JqSSlj/rWAIewLOJw9G08CpK/mv9Jl9TgAKeFfgZeyYNQ1R6FtB6HFavT8SgEOsxdBrhL93/jEAxp0q3OUswtXN9z4bAvVHApwVEYpCXy/vSfbqOPBBcyTdIWfoZrnhgV/60i9rOFUaHoo+W4K1Txuy5Ti9MiX3AjXshAtCg55MY2nybc4flWhSggJsCYlgccc/fxKTvxfYdEL9qIcbYJH/yruXL6btwfbKbh+FmFFC1wH/x69USjkqh6jqsJHhxC8z2hAQknxH5S3gl62rsbecSQN0F7Nh0rPyXpEkIWjVw+tqvJWnAvejbV4eTl8vQu5XWbrm0pPD3V3IPUz6qX8DudN6641g6ZTXyxOEDez2LqY81qf5AeAQKUIACPiQgD+0zZ8pMbJaTPz5sBJy6BKw78zE2mlr/xC7qdn0I97uZ/wH10HHGAsQy+bOpDC6ggGcEdChMX4pFWfJ9fXdjUFwk2rn9++qZiLgXTwnIg9W+j+SEoWjf0jhQsf5nd8QtSDWOt6o8VjZWD7nXMKCxxfpi2/YzcFB/S08F64htOliN21qWMQMdrPZlvQ7gwTjlY9kMzFuGi6kjbctls57SwvRcuW079Jl73PjGDWTO7W+xT8ty2RkoWB5DzjwGrqiD1JMoMR1G8VOXfxDr9GPNOVNnig31TxWW5joTb8hDsaXK49eZ9imO/9Y+qwGr5VE7PrI8X8TA1ksy8j0wnI0iLsX50H7IDCSvrWzgbPvbhrR0dB4rTZyphz3C5ln06P2cZfJ3Zh76mGO9F0+kyp1/Kn7o685cx8LaY34VH7dG3hWtB5U8bkmFH8ZJofe0lFrr/7WXhqZkVbKNdt6WTfiggG8JXJI2Db9bEh8g4l8nac43v/lWeCqOxqu/77dypG1x3cTncFupa0yKdKpYDOIj3ZKKT6VIsQ+3NX4+95RmHPi3lXChdCp9ljS0jekzXGw/fa9UbLXWrbyd0suDw4z7aSmFRqZIOfIh7D1unZNSI8W6bYZIL+/NE1EoHu7GeStPylg0Xupq/q4R8T78vLQtr1Sxc6unxXulGfqyd5NiU07YlMlqbTsvb0r5KSOMZXbw3VZ8StqWlKDwE3ENTpHyi7+UFii89N+PbeKkbYUKDVGmfbOGSKH3hElDp39grDMRhtjnlunycrlOxHuzdkr5is30gcrHTZmnqFuxbmiClHFT1HpeujTBXOfyPsr/lddboXRifqTxGOXvG9YNk55MOWdZb3Z0HC4qPiGlxvQU5+F8adupQsNqVvUXOvhVaZ+9unP3/HC3HvJSpKEmH7neHBXKZr1SKX/vq5b1btrPPfZ+zxztuPqXu/u55EQL4K8483Vm+eVfMURm+5A/1EhyyoNQgAJuCOh+RFamsR3izofQ9c/s2OGGoo9tUoCDs8Zj+l4xS4G4B3vawhh01N+GI+6r7hiHd5PGo7k+4n9h65y1OG0xbVkwOo6cg8UJXYxDnJShqOhXmxaggFaPI/G1KON+xM4aBqPiO33qo2PCAiT2baW4H7wKcYrhwnq/9CbeUA4X9odwPFjRMGN3BCGodgCaivItijMO4OzRmhNDh0ybjA3HL6FA2VNYdIrckvA28p7egWwxY8jq5/ugqdBt2vsxPGhGky2ewYS0cwgeuRjrF4421pkIUIyRO2JhOnbOluvkV2SmTUVU/BZF651xgOJjZ3BWDLmmfOjyt2DyG9/iL/P2IFs/6cIJfDi7rzi+4VF2ahXmf3QaBxNGYXJ2dyQdPGeYmME0s4l+tV9xeuESfFxkcaIoD+P4eclXWDjuGbxVHIUNKTPKx//V118ydq59Sh9L2Zn1eH7KOzhZojyGu+dHVerBcVEcvyNmlto2C1M318W4LcYJLiz87P2eOd6br77jRALoq6EzLgpQwK6A7hoK/k++/MuH3wgUHUHajn8ZimPnHuyA+x/CI6ZBGS6fxMlLlkmDPMZdyLAR6G687brs8G58bufLPyD8MQySh+oSj7LDW7Ej1/7UZ/rbgjLDMGZYW0XyJzaqcpxiuLCXZ2NEU2Og5zKw30EMcoy6M/ux83ILDH3qUcPsHfJCjz6aYdiaI/hozfv4ZLFioODv9+Gbzol450kxlqY+8VmNLy5m44uUkWipv91CdJzcNhvxW0SdyQn7jAg78Yk6EVOPGWYaKcOVvW/gpbXnjYm5cYDiNR/g8I6/lSflN3Zh5frbMT1lHmIjTIm3SPDjXsW0Pvr5S0TpS5Ahktb0h5NxeM0L4l5744khj8f7+hzEGOsXZZn45n9dvTdOHjT7VdGh4m7E/CPKzjBwpo6exnPozPt494Bi7i+3zw9368HNk+FMKpad7IulVgmuhZ/d3zM3j+elzZgAegmeh6VAjQiUXUXRL8q/wK2PKnoLH5uL0YnHbFqErNfkax8W+H93IqiRMWlyFGZwd4yJNA7GX3Ycuw4pvphN2wSEY+TTDxhelZ3Exg/tTX12HWf2ZuDnHgPQM9jFm0udibOBuA9sfCdDa6WIYV3yEbv31QEFOPzBLlxuHoG+4fVMJaimn1YDBTePwuyY9pbJr/LIJRlYtOiQ/spZnYqcAtoiMsrUMmu/VS6gQVD57EZ1B2LKa48bk0zlAZug5+OdjS28It0fmYgVcnKqXEV+HhCCzl2DjUtLcD7339ZrVPzaNGh2ReYBdyAoyHTkEhz55zEUVbzX8ncrPT9crIfyPbv2LHwSls6z42zh9wNy8sUA+ip+uJEA3kBRsTbnzVNxPTN0LQkE3IXGdxvH+yv9BP+YsxvFdssvpodLexZDlrbAXHEpyvSRbXdVLvSugDl5uwMdnx6KcOvKsvjSdRRqY/R4aqCxNUl8MW/aiVzrvw3EkBn7d5037qAMl3dsw2GLS3jiLd057Pu0DmKeHwBTKmE+okfiVLZWipaxHVuRYae10tDaeA0RL4xFR2sPc0DV9CRIJGUOjyla/w5sxUfGS7cBwQ1xp8MwRELTa4C5ZRb2EvM7g9G4ktxeZHa4s2FD8+9w9Uy3Ksp1aDeOyI3Ll9/F8BBT5xPrn/3x5pnyluOyrAu4ZDrPPHJ+KDArrAfFenxqV8CJBPA2NAhWnr43UHD1N7s740IKUMAHBAL+jKiJPcUIf/KjFHlJ0RgycT2Om6ffkecFTsErIzqj3ye9sH6TKzP6+ED5NBmCuDS68JC4l+sMPoxTtDzJPUHXrsDMIcMtvnQdEVlc4j31IbadsfxjXn9p96eemDAyxLCLK7uQpryEJ9qJSz7fho/R3UGrm2fiRPAATIxtZ4ih7BCWrf7WqoXamIygMwb28rUhjpT3zTuYXk5ZQcH34+F7TdfvS/Dl11mKe+7Finc2hKsNrcrde+7577iU8y9DbOEv44D+/sN8w/2FFT0/OkORoHvo/PBcoTS9JycSwP8PLdrcY25alrv3nz/2nfNNuprmZeEp4A0BMbjzc8uwelSo8eCFOJr0DB4Kqi3mTa4l/tVDmwFLcLb7apzYzOTPGzVUtWMqhvYIGYe0grp46LVkzAo3JREV7D2gA5582nh5FfnYufecIrH6CR+vFIP0R0bjhaf6Omgp/BkZm/aj9uDHbFshbQ5bhTjl4cJiJyBC3/IlWiJXJ1t2WDCOTYuKLq/axFNTC/6N3PPGTlhCt/iqbYcby0j+IIbkMd2/J75hz+fgR8sVfOTVTZQU/WKIJTsH+da3mbocZVXOD5cPxg3sCDiRAFo1UYudOLqB2M7+uYgCFPCGQEA7jNl8FN9sWoT4bo3KIwjshvi3U7E75zS2Tu5Sfm9R+Rp85rMC8hfmdiwc3wudRq5Dftup2J17BKkz4sp7YlYau+Xl1cuf7scZ0+W5omPY9cUD+lme6nQciynGTgVlypZC/TohGDu8g/lyo+0hPRGn2Kv5cqF4XnYMadsvmJNVw9i0oiOCvcvQtgF5cUkZCkXS5MrMp3UaB+MOL0bs1KFviJY/MZmDew8PnR/uHZxbKQScSADF2spfRHlje/cpKHZa2VNd/nbMST1t/mWubH2+TwEKuCPQCJ3HvIRVRwogRqIy/Lt+BKumxqK/3Wnh3DkGt6kZATH47bapGBQ5DcnfP4BFe9MxP663nc4ATkQT3AUDexhbnC7vQvrnBWIj0btz9VqcHTICEfrrjcpOBfn4+IMvREcMw2XXLx8dgUiH88B7ME4o71kUHSTWbDDej2johFIznT+c8LRZ5XYENS5vjXWtRa8OmrS7x06PYZuDeHnBeezen+vEd7gYvmXBZlw0R+vJ88O8Uz5xU8C5BFD+RZwQhY7mG1FFN/NFK3HQ+uZgZ4IQ4yete/N79B4RXsFfkM7siOtQgAIU0IKAaDHJSETUNHkye9EJZPxzGGoa2sOt4jdBRNRA47hx/8JHm46gqOQLpO+AYjgVceXniQnGIUOMHTEKzospQc+h6+NdbDt/6OPwdJyia4OiJRKm+xH1sV5Cc6cuQ7sFVMWNlMmz2NW54zhlrxOL3aO0wqB+9/rod+MdCH84zHg7mJyQv4OP88s7e9gtjmgx3pt7m7FF0/Pnh91jcqHTAk4mgHLv8bFYYB5IVOz/ygeIH7fUapDHSo4rT8oc/xpyRv8Nvc2DZVayDd+mAAUooGkB8WW7+6BI/uRHfbQJaVrFBMFqrLbD/8SHm9PxaYcYjO+oGE5Fnrd9cCuDvLgEu2HmG1iXeW8FnS48Had86GYY+vxo8/2IGW+/h/17RQ/bou76S9UOO+IaovbS/1a3TVV6xUxxz2BFw6t4qTTlh7Uq15XP8PKUBdjvMAkUgz4veA+6/qY/GKrj/CiPjs9cF3A6AdQPJBrzBub1M4w3Lx+q7MxKRI37B7aedmKUn5KTWP3sRGwImYyZEY1dj5RbUMDTAsXHsXFid9QTHSPqdU/EMXMvWU8fiPujgKcEivDVcdtLb7r8b3Hi36ab+Zw4lkVydwAL5+dgcFR3q5Y9ZUcMMVvFgZOoLTpmDHWqS6qH4hRFCQgfirEPGu+Ku5yCCQn74LnOH2Wik8Y1J8BcXCX4ccw0N5iIK2Zvb7SanUWxv6Lv8PU5uSXtHoxIFDO8+GZWawjY6nYwebaPCf1GYea7H+G0+YqgfI+fPP9wLOIPd8CYPvZ6aXvu/FBI2n+qHEbHI51XTIdR/5B4LiSAotBiEMRhSRuQPCbc3Cu47MwHmBnZG08krMBqmwmgDSfCanki5QeewWftXsX6GY/Yv79Bnl5mSLh+Iu72Qxa71rJoqg/+pICTArrcjRj9l54Yl3RUDJQiBks5Oh/RS487cU+LkwfgahTwmIByKC65R2wi5uzLN5yrJafFPVaxiJjyT/xuPt4FfH1K3Ncn3tv61nZk2s0L6yF8+PDy23qaD8Sonnb+MFfeL4jKLk9WR5yiUBaDJcuFbIDuDi9DmxGcfFKC/GzTYMgujHBRaSKhnOVDhHJ5E1576ys7A1rLrWTLkVF2B8Li37TfOHI5B+dNV1oddr7Q4ZfiYhc/v5zpoWzNKIZxUc7UIr9ddgZb57+A4Q+00X9/h7Rsg06RL2Dhlmt4Yp6YicR8ta8azo9K60HEpxxG58bX2CPuiRaDWaLk5GIMf3a7/RFNnNmvGBFF7UPiuZYAypUtTyczLx27105GhGm6Hnkuwy1L8Kb466WPxeCQhhPhzdUF6JX6MbY5Sv7EyEIXt74tppcxTEtTdmY1Xt+aKx+NDwp4XqD4MBKjX0R6npz6mR6luHQ2z8GAyaZ1+JMC3hAQLXETXiqfHk184W6Oi0C7lmIA3geexoZrw/DejnkY3ME057M8FdijCBmQhGt9eiLMQYtSQMggjNF3BmlQwWDKikuwlV6erJ44xZeO4n5E4d98NCY+0cwDFVGE06mvYvEB05AtIpc5/B6WmJJr5RHk25fe3IBM07IbXyL9E9uWWNPb+p8B7RG7dh1m9ZGvmonvyKQJiE7YXN5SJifocivZFh0iZq+z3zgixnncn/oZzpt3fB6fiblpyyM2vlHyDda8d6x8/MBznyHVphxy0rMGy3YYbiYQpRUDfa+v/D4+87GNTxr0xdwPlmJ0eEV9lZuj7+I1mGtxtc8D54c79VDnfvQfYpwBB2IO35iHRKIqcpPnLmLMrMcNrd5O7leXvxfph01XPMUfDJ9+qu7GKtE7sAqPUin/wEYpNWWeFPtwW6n1PS0V/8KkodOXS6lrMqT8W04covhLacHgMLF9W6lrTIp0qtiZjZzYbzWvIpeZDzUJ/CZ9M6eL1Hr4G9LunOv6wG/lbJBGtQ6U0G2ZlKOmojDWGhfw5u/7rby90uKYbubP2NDBCVLqgTzJ8El5Syo+8ZY0tI38GSx/9n7gxGfoLanwwzgp9OFZUkZFn7e3Tv57ZsIAADAnSURBVEgLHn1AejLlnPFYFbN7Pk75eMZYxfdDj/knnIrDcZQ3pfyUEWZHy+8txXdYaIKUcbPyde+bniHddHww8Y7he/Ld6UOkUOV35MPjpQUpG6WMvFI7W1d23PbS0JQssV2WlDq4fQVlGSGl5onobmZIM0IVZVPGIT8fnCLl24mi4kWF0qkPU6QFinOy9T3dpNj57zkok2Fv7p0flXm0lCqsh1t5Usai8VJXfbnl348UY4yV7beLNONAcTX5Vazryrvufi7Vkg9ineDztfMCIeKv8FwxCjofKhEoTMPoMYVI3DUZ7cwtIzeRu/yvaLP1r8g5MhkhKikKw6x5Af6+17y56Yi60wsQMfJbjN29DrEOh6Exrc2fFNCOgLufS65fAtaOKUvqdwL/wfFVx9B1ZZwi+ZMLeRv+FNoGd4eF4k9+V2YWiAL+ICDPUrIZP/eoaAxCfygny0CBmhOoXXOH4pEo4G2B+ug8Z7mYPdT6IW6gFqP1BzW+q4rDa1jvl68pQAGPCMgzkBwGus83DSnikb1yJxTQtABbADVd/Sy8QUCHa4XX0DCYCSDPCAr4noBhBpIjwQMdDCniexEzIgqoQYAJoBpqiTFWs0AZroqOXWGhTav5ONw9BSjgsoDuW6x5+zjuHz8OPcxDiri8F25AAQpYCTABtALhS+0J6LLXIGHRWe0VnCWmgE8JFOHkgmFoLw9v0yUWSzLEWIf62aOmYu0fJmJBTHveouFT9cVg1C7AewDVXoOMv2oCxTsxaeBMHCrthsg2pnHUqrZLbk0BCrghIA8ovO60YSy7KwfwToz4J3ZTJ/x5bNoQgxBzr3039s1NKEABGwG2ANqQcIFmBHTfYfmwaCTJA0IHBqHRXfyG0Uzds6C+J1DnEfxtlWKCgaZ9MGHxdhz7ZBo68dKv79UXI1K9AFsAVV+FLIB7Aj9jz6TRmHKo0LB5nSAE38kE0D1LbkUBTwjURcuIF5B67AVP7Iz7oAAFKhFgAlgJEN/2R4FSZC+PRmTS96JwgWg9tB+a5TRGEPM/f6xslokCFKAABewI8BKwHRQu8mcBMQH6nhkYOGU35JmAA3vNx66FERBjwDAB9OdqZ9koQAEKUMBCgAmgBQdf+LuALvsdDItcgTy5oK0nYcf259Ay/zxyOQuIv1c9y0cBClCAAgoBJoAKDD71c4Hiw0gc/7ro8SvKGTgAy3YtQP+G8nXf2mjCWUD8vPJZPApQgAIUUAowAVRq8Ln/CuiykRb/LBKPyp0+OiB+x3pMbhcont/ED1n5uJ2zgPhv3bNkFKAABShgI8AE0IaEC/xPoBDHEicgNj1LFK0Rei3bjBX9mxiLKc8C8juaNrrd/4rNElGAAhSgAAUcCDABdADDxf4iUIrctGmISjwkOn2IHr/x67F98v2KGQVu4mrBVX8pLMtBAQpQgAIUcEqACaBTTFxJnQKix++xRYiO3aDv9KHv8btiEBpaFOY3FBUUIDPrR+gslsu9hf+OiWn/QvHxNLwyoj1q1aqFWiEjkLgn12pdiw35ggIUoAAFKODzAkwAfb6KGKC7ArrcNMRHzcdRudOHscdvO5ux/n5D4ZUSZL2/FO8cNw4KLeYf3bN8EoaMzEHXkB0Y1jMRWZGf4JZ0C1c3d0fmxOGYtOdnd8PidhSgAAUoQAGvCzAB9HoVMIBqEZB7/Ea/iHT9NG/KHr/WR7sdjZqKOYDz0jHlocaGVr7abTBgylbUThyNwplz8fWgOVg5pp24bByAhp3jMHdKU6yfOBd7ii3bDK33zNcUoAAFKEABXxVgAuirNcO43Bdw2OPX3i6D0Pa+ZlZviHsFRy1B8sOn8e6hOhgU2V10HTE9AhHyyENokfchVu/6ybSQPylAAQpQgAKqEmACqKrqYrCVC1TU49fe1vXReepKLBseaniz9XDM2fQ5Tmwehmu7diILzXBf2yCLDQNahSIs8P+wc8cRGC8aW7zPFxSgAAUoQAFfF+BcwL5eQ4zPRYFG6PLaQVx/zYXNGnbB5K3nMdlikx9w4axo4QvsgdBWdS3eQcPWuK9FID7MzEK+uArcyOa+QsvV+YoCFKAABSjgawJsAfS1GmE8viGg+xFZmSUVx3IpCxd4H2DFRnyXAhSgAAV8UoAJoE9WC4OiAAUoQAEKUIAC1SfABLD6bLlnNQsE/BGhYQ0qLkGLULTVzyVc8Wp8lwIUoAAFKOBrAkwAfa1GGI+PCBh7B5fmICv/hmVMxXk4e0nMKxIWila8/8/Shq8oQAEKUEAVAkwAVVFNDLLmBerjwb8OQih+wtkLllPF6fKzkFl6t9XwMDUfIY9IAQpQgAIUcFeACaC7ctzO7wUCHhyBib2AU0fPoNhcWjG38Fff4JIYLiZ2oPX4geaV+IQCFKAABSjg0wJMAH26ehicVwUC7sdzyTPRYv00xKdli/l/DXMLj5/5A6JXzUZ/3v/n1erhwSlAAQpQwH0BJoDu23FLDQgEtHsO2z+fiaCkR1G7Vm38cXohnv38EFb1b6KB0rOIFKAABSjgrwIcCNpfa5bl8pCAPP9vNFYdEf88tEfuhgIUoAAFKOBtAbYAersGeHwKUIACFKAABShQwwJMAGsYnIejAAUoQAEKUIAC3hZgAujtGuDxKUABClCAAhSgQA0LMAGsYXAejgIUoAAFKEABCnhbgAmgt2uAx6cABShAAQpQgAI1LMAEsIbBeTgKUIACFKAABSjgbQEmgN6uAR6fAhSgAAUoQAEK1LAAE8AaBufhKEABClCAAhSggLcFmAB6uwZ4fApQgAIUoAAFKFDDAkwAaxich6MABShAAQpQgALeFmAC6O0a4PEpQAEKUIACFKBADQswAaxhcB6OAhSgAAUoQAEKeFuACaC3a4DHpwAFKEABClCAAjUswASwhsF5OApQgAIUoAAFKOBtASaA3q4BHp8CFKAABShAAQrUsAATwBoG5+EoQAEKUIACFKCAtwWYAHq7Bnh8ClCAAhSgAAUoUMMCTABrGJyHowAFKEABClCAAt4WqCWJh7eDUOvxQ1q2UmvojJsCFKAABShAAT8SyL2Y71JpmAC6xGW7spwEuopuuxcuoQAF1CDA33c11BJjpIC2BNz9XOIlYG2dJywtBShAAQpQgAIUABNAngQUoAAFKEABClBAYwJMADVW4SwuBShAAQpQgAIUYALIc4ACFKAABShAAQpoTIAJoMYqnMWlAAUoQAEKUIACTAB5DlCAAhSgAAUoQAGNCTAB1FiFs7gUoAAFKEABClCACSDPAQpQgAIUoAAFKKAxASaAGqtwFpcCFKAABShAAQowAeQ5QAEKUIACFKAABTQmwARQYxXO4lKAAhSgAAUoQAEmgDwHKEABClCAAhSggMYEmABqrMJZXApQgAIUoAAFKMAEkOcABShAAQpQgAIU0JgAE0CNVTiLSwEKUIACFKAABZgA8hygAAUoQAEKUIACGhNgAqixCmdxKUABClCAAhSgABNAngMUoAAFKEABClBAYwJMADVW4SwuBShAAQpQgAIUYALIc4ACFKAABShAAQpoTIAJoMYqnMWlAAUoQAEKUIACTAB5DlCAAhSgAAUoQAGNCTAB1FiFs7gUoAAFKEABClCACSDPAQpQgAIUoAAFKKAxASaAGqtwFpcCFKAABShAAQowAeQ5QAEKUIACFKAABTQmwARQYxXO4lKAAhSgAAUoQAEmgDwHKEABClCAAhSggMYEmABqrMJZXApQgAIUoAAFKMAEkOcABShAAQpQgAIU0JgAE0CNVTiLSwEKUIACFKAABZgA8hygAAUoQAEKUIACGhNgAqixCmdxKUABClCAAhSgABNAngMUoAAFKEABClBAYwJMADVW4SwuBShAAQpQgAIUYALIc4ACFKAABShAAQpoTIAJoMYqnMWlAAUoQAEKUIACTAB5DviWQPFxbJzYHfVq1UK97ok4VqzzrfiqMxotl706XblvClCAAhSwEWACaEPCBd4S0OVuxOi/9MS4pKMoFUGUHp2P6KXHoYUUUMtl99b5xuNSgAIU0LIAE0At174vlb34MBKjX0R6npz6mR6luHQ2D8Wml/76U8tl99c6ZbkoQAEK+LgAE0AfryBthPcfHF86A+83nYrdOdchSRJu5WzAqNaBKL1SiGt+jaDlsvt1xbJwFKAABXxagAmgT1ePRoIr/BiLv3oKuzbPRv+QQH2hA0JGYe6Ubv4PoOWy+3/tsoQUoAAFfFaACaDPVo1WAhMtYKuOoevKOLQLUJb5NvwptA3uDgvFn5SL/eq5lsvuVxXJwlCAAhRQnUBt1UXMgP1MoD46z1mOzjal0uGXol8Q1PguWOSFNuupeYGWy67memPsFKAABdQvwBZA9dehn5ZAh2uF19Aw2J8TQEdVp+WyOzLhcgpQgAIU8KQAE0BPanJfHhQow9UiICy0qQf3qZZdabnsaqkjxkkBClBA3QJMANVdf34bvS57DRIWnfXb8lVUMC2XvSIXvkcBClCAAp4TYALoOUvuyVMCxTsxaeBMHCoNQfs29T21V3XsR8tlV0cNMUoKUIACfiHABNAvqtGPCqH7DsuHRSNJHhA6MAiN7vLfLiA2tablsttgcAEFKEABClSnABPA6tTlvl0U+Bl7Jo3GlEOFhu3qBCH4Tq0kgFouu4unCVenAAUoQIEqC3AYmCoTcgeeEShF9vJoRCZ9L3YXiNZD+6FZTmMEaSL/03LZPXP2cC8UoAAFKOCaAFsAXfPi2tUioEPxnhkYOGU35JmAA3vNx66FERBjwGggAdRy2avlZOJOKUABClDACQEmgE4gcZXqFdBlv4NhkSuQJx+m9STs2P4cWuafR241zwJyc89E3FWrFmpV+V8/LM+96RaSt8ruVrDciAIUoAAF/EaACaDfVKVKC1J8GInjXxc9fkX8gQOwbNcC9G8oX/etjSZ+PQuIKKKWy67S05VhU4ACFPAXAd4D6C81qcZy6LKRFv8sEo/KnT46IH7HekxuFyie38QPWfm4vZpnAbmt/ypck1Z5R87LZfdOoXlUClCAAhTwFQG2APpKTWgujkIcS5yA2PQsUfJG6LVsM1b0b2JUkGfC+B1NG93upypaLrufVimLRQEKUEBlAkwAVVZh/hFuKXLTpiEq8ZDo9CF6/Mavx/bJ96O8w+9NXC246h9FtSmFlstug8EFFKAABSjgJQEmgF6C1+5hRa/XY4sQHbtB3+lD3+N3xSA0tAD5DUUFBcjM+hE6i+Vyj9m/Y2LaD2JpIY6nvYIRIfVEJ456CBkxF3ty5RsJffnhqbL7chkZGwUoQAEKqEGACaAaasmPYtTlpiE+aj6Oyrmascdvu/KmP2NJf0PhlRJkvb8U7xw3Dgqty8We5ZMwZGQOuvVrKMYMHIue/7iIyL1FkKRL2Nw9ExP7zcCeYsuU0ZfoPFP2Zr5UJMZCAQpQgAJqFZD4qJJA63taVml7TW189XNpTrdGkvhdkUSPX2lZ1nUHxb8kbRp+t2E9eV3zv0ZSr2WZ0u9Zy6RegXdLwzddKt/+Vqa0rNfdUuv4z6Sr5Ut955mHyn7Ld0qkyUj4+67JamehKeDTAu5+LrEFUK2Zu9ridtjr1V5BgtD2PuuWLnGv4KglWP1cK/zvpg04hB6I7KdYJ6AVHunRDHnrN2JXoY+1Anqs7Mr7JO25cRkFKEABClDAOQEmgM45ca0qCVTU69Xejuuj89SVWDY81PBm6+GYs+lznNg8FiHIxGfpZ4EWoWirHy/QtH1dtAptg8DSw9ix9yfTQh/46cGy21wq94HiMQQKUIACFFClQC25XbOiyMsyZuCBmC24UdFKdt6rEz4SLwxuI3p2NkanEYPRsYF/fnuFtGyF3Iv5dgS4qFoECtMwokUUdg7ahEtbx4gBZMofuuOvoMNDi4A5Gfj+tS6KXsXl6/AZBaoiwN/3quipYdsinN62GenvJWPrmV8NATftgwnPRmHk073R0j+/xtRQMTUQ4w1czNiCLZtSkVwwDgc+iUPLGjiqJw7h7udSpS2AdSIW4HuR4OTmZiB5TDjqmKO9A2EjX8Tf12YgW37f/O8cDqx9HS89WoQNc+fhzbkvYPgD9+LR8Quw/XSReWs+oYA7Arr8LGRW2Nm3FJfO5qHYnZ1zGwpQQLMCuvx/YvaQMVh1tQtmfnKm/DvvygEkJ8agz6OTsD3f1aYQzXKqp+Alp7H93Rl4ou296BPzCpIPXFZP7FWMtNIE0Lx/cY/VY9OeRndzBlgf7QeMxTMRraxaWuqiZcT/IHbGanzx7XbMHyknjWW4cuBdTI98AnGpJ1Fi3imfUIACFKAABbwsULIPs5+aim21h2NmTCc0kMORv/NeX4CXHrzDENyVPVi25Xuroam8HDcPX0WBEhycNx0bLlyv4n7UubnzCaBcvjsbItiVJvAGHTFi4Vpsiu9obDm8jIy5zyB6wVdMAtV5vng96oBWoQiTZ4tz+AhEi/taW40r6HBlvkEBCmhe4DpOJ7+FrVfKENCmDVoov+MC2iN2bTImhIsksM79GPRYS6sGD83jqRygAXov3I+PFi/Fmvl9FVc4VV4sJ8N3LQF0cqeWqwWj04xURRL4KzKTEjBzWy7/krKE4itnBBq2xn0tAlGamYV8i86+YpDlC1m4JP52Dwv9Iz+knbHkOhSgAFC0G6tWZwuJumjb9o+2SUCDR5AgXxK+sB0JnYIpplqBn7B9wWZctBt/AIIf7Iz2dt/z34U1kADKeCIJfGk2Ypqbrh9fxr5Fa3C4xOIb3H+VWTLPCQSE4a+j7gMuZeGCxaDPN5CflYPSQKvhYTx3ZO6JAhTwQwHdpQvILvPDgrFICgEdSjJWYvEXxo49ine0/LSGEkBBHPAAxr/Qq/yvqysf4tXkb9kKqOWzz62y18eDUePQC9/h6EnjLCHyfnT5+OrwT2gdPRYDGymv4bh1EG5EAQpoQkAkBnm5+FkTZdVwIUu+QcrSz3BFwwT2il5zCaC4KBfca4CiE0kZLn+6H2fYCGivXrisAoGAdnFInv8nrJ+YgDT9/L/yWHuTMPPScKyaO4D3/1VgZ5hDeRWWTuyOerVqiXmU5X/yXMqvIM007V6F2/NNCviTwH/x69US0U2RD78VENOIbk9IQLJpWB+/LajrBavBBFAEF9wFA3vo+1cZIr2cgX1ntNn7xvWq4hblAoFoN3kjPn/1LiSF1RMJzL2YXvA0Pj/xNvpbDA5dvgWflSJ3z1yMCGmBh6JewoqCnnhrdw7E1HKQru7G/1xZhaieY7E8u8IxdshIAQpQQDUC+qF9IiMxfa92hnZxpXJqNgEUN+i3avcHRXz/xoU8DgqjAOFTpwUaofPY5ThyXSQwUgGOrIpGZyZ/9vXEX8A7J/dD2IC/40MMwmu7M5G99Q1M7B9i7CzzKwp++g9Q+iW27r5ofx9c6iMC8mC17yM5YSjat2wFeQBYw7/uiFuQames1WysHnKvYj3T+uJn+xk4qG/6qmAdsf8OCQctWsjkyQE6mI9r2J/1OhBTB3gsTvlYQ1Ktbt4vw8XUkbblslnPXrUpt22HPnOPG1e6gcy5/S32aVkuuUwbsHB89/J45DHkFsTiUb2HqAMHw5zp8g9inX6sOYV/S0d1Zh2zwtJcZ2IdcdvLwVR5/DrTPsX+3tqHixZX1cQl7tMfWZ4vXWKxJCPfA7dfKeJSnA/th8xA8tqDVnFUUCbFtiFOmThTD3uEzbPo0fs5bFa2/J2Zhz7m492LJ1Llzj8VP/R1Z65jYe0xv4qPWyPvujTD8c0MaUZoS0meeLj1PV2kGQeKXdpckm5K+SkjjNvL+2gr9Zh/QlLzBPfuTsLsIhxXp4B7AreypE2jQuXZfqTAbi9Jn+Vct9rPJWnT8Lv17wOdpDnf/Gb1Pl8qBbz6+34rR9oW103/udk1JkU6VSx/ct6Sik+lSLEPtzV+rvYUn8v/VoYsnhdKp9JnSUPbmD6720pdp++VrD+9b+XtlF4eHGbcT0spNDJFynH04XzrnJQaKdZtM0R6eW+e5We4u3HeypMyFo2Xuuq/X4yxPvy8tC2v1Ko8ipfFe6UZ+rJ3k2JTTtiUSbGmg6fK76T20tCULNv1ik9J25ISFH4itsEpUn7xl9IChZf+e7FNnLStUIEmyrRv1hAp9J4waej0D4x1Jg4h9rllurxcLqd4b9ZOKV+xmT4I+bgp8xR1K9YNTZAybopaz0uXJpjr3GhldCuvt0LpxPxI4zEs15GP+WTKOct6sy254yXFJ6TUmJ5S15j50rZThYb1rOovdPCr0j57defu+eFuPeSlSEONNvp6c1Qqm/VKpfy9r1rWu2k/99j7PXO04+pf7u7nUg23ANbBH0Naic72pkcZCot+wX9NL/mTAhTwoMDP2DNpGKLSs4DW47B6fSIGhVgPotgIf+n+ZwSKSfW6zVmCqZ3re/D43JXnBApwcNZ4w6WsOr0wbWGMcXrNADToGId3k8ajuf5g/8LWOWtx2qIVKBgdR87B4oQuxk54ZSgq+tWmBSig1eNIfC3KuB+xs4bBqHgGz/romLAAiX2VkwFUIU4x8HLvl97EGyPvKWf7QzgebFX+jVH+hvHZHUEIqh2ApqJ8i+KMAzjbrFSVBWLokGmTseH4JRQobxTUnceWhLeR9/QOZItZslY/3wdNhW7T3o/hQTOabPEMJqSdQ/DIxVi/cHT5lKj6MXLTsXO2XCdiaLS0qYiK36JoNTMOUHzsDM6K8QmVD13+Fkx+41v8Zd4e4yxcJ/Dh7L7i+IZH2alVmP/RaRxMGIXJ2d2RdPCcYaYui9m8fsXphUvwcZHFiaI8jOPnJV9h4bhn8FZxFDakzMCwjsahcfT1l4yda5/Sx1J2Zj2en/IOTlqM9uHu+VGVenBcFMfviFElts3C1M11MW7LCTt+9n7PHO/NV9+p4QTQVxkYFwX8TUCMiyju+ZuY9L0oWAfEr1qIMTbJn1xm+X7KXbguX0Z/rQc70PjqaVB0BGk7/mWIrkkIWpmTDMOigPsfwiOmPOnySZy8ZJk0yGPchQwbYe6EV3Z4Nz638+UfEP4YBhmH6yo7vBU7cu1PfaY78zE2ZoZhzLC2lmNuVjnOxuj98myMaGocMuxcBvY7iEEuue7Mfuy83AJDn3rUMHuHgcOD/zfDsDVH8NGa9/HJYsVAwd/vwzedE/HOk+I2Cn3iI2a+upiNL1JGGucL1qFo22zEbxF1JifsMyLsxCfqREw9ZphpRMyWtfcNvLT2vDExNw5QvOYDHN7xt/Kk/MYurFx/O6anzEOseRYukeDHvYppfUz315cgQySt6Q8n4/CaF9DblECLOB97fU75cGxlmfjmf10dFkUeNPtV0aHibsT8IwohNgMuiD9Iej6JoaZz6Mz7ePeAoo+12+eHu/Xg5qlwJhXLTvbFUqsE18LP7u+Zm8fz0mY1nACW4cfcfHF3iOnhYOBN09v8qWoBQw9TU09T/qwuD7snie44lk5ZjTzxZmCvZzH1sSZ2V+NCPxH4f3ciqJFpnFUHZQrujjGRxta1suPYdUjxxWzaJCAcI59+wPCq7CQ2fmhv6rPrOLM3Az/3GICeLk0NJXbrTJwNxL1s4zsZWitFDOuSjziYOaoAhz/YhcvNI9A3vJ6pBNX002qg4OZRmB3T3jL5VR65JAOLFh3S3ztZpyKngLaIjDK1zNpvlQtoEFT+h1ndgZjy2uPGJFN5wCbo+XhnYwuvSPdHJmKFnJwqV5GfB4Sgc1dji51QPZ/7b+s1Kn5tGjS7IvOAOxAUZDpyCY788xiKKt5r+buVnh8u1kP5nl17Fj4JS+fZcbbw+wE5+eLeaRU/ajwBLL56TcFVF42Dble85lMKUKDqAjoUpi/Foiy5R+/dGBQXiXamz+Oq75x78IaAOXm7Ax2fHopw6/q0+NJ1FGBj9HhqoLE1SXwxb9qJXOsrgKLD0P5d5407EEN17dhmO2C/7hz2fVoHMc8PEEP8Wz08EqeytVK0jO3Yigw7rZXQtyZdQ8QLY9HR2sMqLI+/DBJJmcNjita/A1vxkfHSbUBwQ9zpMACr4dHsJeZ3BqNxJbm9yOzETK0NzQnfjfM5+NHhMd19Q5Tr0G4ckRuXL7+L4SGmzifWP/vjzTPlzTxlWRdwyXSeeeT8UMRfYT0o1uNTuwK17S6ttoUlyM9W/sXRFg8/2LjajsYde1dA3Prq3QA0e/SfsHfHYRgGdGmG+9oGaVbCfwouLo0uPITchVYlknuCvvcZ9nyUiq2KL12rtcwvDZd41yD5chnKTn2IbWeikNCxvPVMf2n3p56YMPIckrfkAld2Ie3A8+j9ZDPjPkSv0s+34WN0x0q7rW6eiRPBAzAxNhkZSaKXZtkhLFv9LYbO6GROcMTFX0Mygs6Y18vXWrd/xZmvM409p524yhV8Px6+ty4y9PVXgi+/zkKZ8DbnfHc2hL6h1fqqvrlWa+rJ77iU8y9DucJfxoFP4tDS5UN76Pxw+bjcwJ5AzbYAFh3DrsOKYV+ad0KnFubT3F58XEYBCrgqoPsRWZnG37M7H0LXP7Njh6uEvr2+YmiPkHFIK6iLh15Lxqxw002AFUQf0AFPPm28vIp87Nx7TtEZ5Cd8vHIbEBmNF57q66Cl8GdkbNqP2oMfs22FtDlsFeJEPXSMnYAI/deDaIlcnWzZYUF3ATs2HQMqurxqE09NLfg3cs+bvufEvbhXbTvcWEbyBzEkTwPzouppvTPvvgpPbqJEdNrUP7JzkF/lhLQq50cVisFNzQI1mAAqmo/1h2/gnaZ7c9H5hAJ+KqC7hoL/M7T/+WkJNVos+QtzuxiHrhc6jVyH/LZTsTv3CFJnxJX3xKxUxvLyqsVsTPIf6F88gCmxD6BOx7GYYuxUYGgpNA7Yr18nBGOHd1C0xlkf1BNxin2aLxeK52XHkLb9gjlZ1bdUnhIdEexdhrYOx6uvXR/pok7jYNzh1ZidOPiNfOSKVmT3Hh46P9w7OLdSCNRcAqi4KVZ//OajMfEJ02UFRUR8SgEKeE6g7CqKfjHdgGNvt6KF4thcjE48Zv5ytbcWl3lbQAx+u20qBkVOQ/L3D2DR3nTMj+ttpzOAE3EqZ2S6vAvpnxeIjUTvztVrcXbICETorzcqOxXk4+MPvhBdBgx/xH/56AhEhjhqbfRgnFDesyg6SKzZYLwf0dAJpWY6fzjhabPK7QhqXO7jWoteHTRpd4+dHsM2B/HygvPYvT/Xic8MMXzLgs2KQbw9eX54mcAPDl9DCaAY+2feXGw1jWdUpwtmvTel5m/c9YMKYxEoUKlAwF1ofLdxvL/ST/CPObtRbHcjMT1c2rMYsrQF5orxyBze0253Wy6sOQHRYpKRiKhp8mT2ohPI+Ocw1DS0h1tBNEFE1EDjuHH/wkebjqCo5Auk74BiOBXROeGJCcYhQ4wdMQrOi8uu59D18S62nT/0cXg6TtG1QdESabgfUfRc1sd6Cc2dugztFlAVN1Imz2JX547jlL1OLHaP0gqD+t3ro7+LdyD84TDjvYlyQv4OPs4v7+xhtziixXhv7m3GFk3Pnx92j8mFTgvUQAJYhJMLJhjGQ9KH1Rx957+BZxz+Bel07FyRAhSwJxDwZ0RN7ClG+JMfpchLisaQietxvNjUEijPC5yCV0Z0Rr9PemH9prF2xvOyt2Mu846A+LLdfVAkf/KjPtqENK1igmA1Vtvhf+LDzen4tEMMxis6hCDgXvQd3MpQZHEJdsPMN7Au814MdNjpwtNxyoduhqHPjzbfj5jx9nvYv1f0sC3qrr9U7Zt/tDjRs9egavxfcc9gRcOrWGzjjRdW5bryGV6esgD7HSaBouFnwXvQ9Tf9wVAd54c3HPznmK4lgL8Uw+k/ZGQjMU/i1oQYRCWdNvQcatoXs3Z8hHftjU9kMpVHGR8Srp+Psf2QxVajiJtW4k8KUMCxgBjc+bllWD0q1LhKIY4mPYOHgmrDMBZhPbQZsARnu6/Gic1M/hw7+uI7RfjquO2lN13+tzjxb1OC70TcFsndASycn4PBUd2tWvaUHTHEbBUHTqK26Jgx1Kmx/zwUpyhKQPhQjH3QeFfc5RRMSNjnwc4fZaKThnJoMifsnFkl+HHMNM+8IgZmfnuj1ewsip0UfYevz8ktafdgRKKY4cU3s1pDwMr7MsUSebaPCf1GYea7H+G0ecYP+R4/ef7hWMQf7oAxfez10vbc+aGQtP9UOYyORzqvmA5zA0XFxntjTYtU9tP5BFAMN7B/8XuGMYD0hfwPzu/eiHU2k0qLa/xisvLV8uTJDwzDzC1nRPLXHBHxi/Hh7iTEmqaNsQslJune+rYYZdwwOnnZmdV4fWuu3TW5kAIUqEAgoB3GbD6KbzYtQny3RuUrBnZD/Nup2J0j/jib3KV8gNnyNfjM5wRuQ4Ng00hyco/YRMzZl2+4/0r8kb1dfNZGTPknfjfHfQFfnxL39cl/gL+1HZl288J6CB8+HB1NgzA0H4hRPe0MyaW8XxCVXZ6sjjhFoSwGS5YL2QDdHV6GNiM4+UQ5NNkNnD/2nXODFleaSChn+RChXN6E1976ys6A1nIr2XJklN2BsPg3MTPCTh1czsF505VWh50vdPiluNiJe/KULM70UFauLz8Xw7goZ2qRF5Wdwdb5L2D4A230DTchLdugU+QLWLjlGp6YJ2YiMc9aUw3nR6X1IOIzDaMjx3rja+w5It/zKpLUk4sx/Nnt9uvbmf2KKS0Krv4m71W1j0oTwLKMGejQUgz0GBIh5jSUkznTQ/xFuGUJ3oiJQDv5ffO/e9En5h9464tgjJv9MmYt3o6TF+WeasPK50E07cLmZx20HPECJoTLf+2JeRX7vCguU4XYrMUFFKCAMwKN0HnMS1glPvDkMRn1/64fwaqpsehvd1o4Z/bJdWpeQLTETXipfHo08YW7Oc74ufvA09hwbRje2zEPgzuYhvuRpwJ7FCEDknCtT0+EOWhRCggZhDE95OFHKhqRQXEJttLLk9UTpzzIcfn9iCJcj3UgLMLp1Fex+IBpyBaRyxx+D0tMybWyosUA2dvf3IBM07IbXyL9E9uWWNPb+p8B7RG7dh1m9ZFnaRbfl0kTEJ2wubylTH+FTLSSbdEhYvY6rJ/xiG3nD7nhJfUznDfv+Dw+E3PTlkdsfKPkG6x571j59/O5z5BqUw456VmDZTsMNxOI0oqBvtdXfh+f+djGJw36Yu4HSzFa/z1t/abptbjVa/EazLVIaD1wfrhTD3XuR/8hpvmlxRy+MQ+JfEUkqc9dxJhZjxtavZ3cry5/L9IPFxkLKf5g+PRTVV+lrCW+FDhar+mcdeOnnPjmXsx3Y0tuQgEKqE3Am7/vuvx9WPaGmH/2wGU9W53wkXhp6t/wjH5OWPnLfSmiR69EptyaNPJlvPLyiEr+6Ba9erfF49FFjZC0+3VFS41VrehOYmHPWHzz9AdIj6tg+jPjZp6PU96xMdZph9Ak/gNkWAwKbRVvpS/FlabUKPSZe7ziNeuOxOrMN9BqfcXr1h25Ft8u7F0+cLPNXuWrYh9iz+6teFt/Rcy4QtM+mCCG9On82PDy+XrN21YWY12Ezf4YH8UBq4cMtZh5w7wL/ZPOmHVwE2KbH8XMsBhsNbUkWq4EuDWws0igt23Hvn9uQLLxnBTZubjaF4cxI0faKZPhoO6dH/+ttM4qrAd5wPS35+LvKw/oO1KFjZyEKfFjRYwBley3KUas3YX53U9Xg591Jbj/2t3PJSaA7pvrt3QXvoqH5ebVJVB8HBtnv4gJSUeBbq8h45PZ6OJ4zqfqioL79VEB/r57r2J0pxcgYuS3GLt7HWLZidB7FcEj+5yAu59LlV4C9rmSMiAKVJOALncjRv+lJ8aJ5E8eRrn06HxELz3u4n011RQcd0sBTQvIs5Rsxs89KhqDUNNALDwFXBZgAugyGTfwS4Hiw0iMfhHpecoZNEpx6WyegzH0/FKBhaKAbwrIM5Achgc7f/hmMRkVBWpSgAlgTWrzWD4q8B8cXzoD7zcVU2vlXNd3lriVswGjWgei9EohqmGQCB91YFgU8EUB4zSiwQMdDCniizEzJgr4vgATQN+vI0ZY3QKFH2PxV09h1+bZ5t6xASGjMHdKt+o+MvdPAQpUJqD7FmvePo77x49DD/OQIpVtxPcpQIHKBJgAVibE9/1cQLT+rTqGrivj0M5iuIzb8KfQNrg7LBR/8nMBFo8CviEgzxo1DO3lIcW6xGKJPMasPDxH/FSs/cNELIipvAeyb5SDUVBAHQK11REmo6RAdQnUR+c5y9HZZvdiYNWiX8Sk7ndVcdotmx1zAQUoYE9AHlB4nXHWqCsH8E6M+CfWqxP+PDZtiOF0hfbMuIwCVRBgC2AV8LipPwvocK3wGhoGMwH051pm2XxIoM4j+NuqyYhoapyeRB4nT0wkcOyTaejES78+VFEMxV8E2ALoLzXJcnhYoAxXxYDvYV2beni/3B0FKGBfoC5aRryA1GMv2H+bSylAAY8KsAXQo5zcmb8I6LLXIGHRWX8pDstBAQpQgAIUsBBgAmjBwRcUEALFOzFp4EwcKg1B+zam+VUpQwEKUIACFPAfASaA/lOXLIknBHTfYfmwaCTJA0IHBqHRXRZdgz1xBO6DAhSgAAUo4HUBJoBerwIG4DsCP2PPpNGYcqjQEFKdIATfyQTQd+qHkVCAAhSggKcE2AnEU5Lcj8oFSpG9PBqRSd+LcgSi9dB+aJbTGEHM/1RerwyfAhSgAAXsCbAF0J4Kl2lMQIfiPTMwcMpuyDMBB/aaj10LIyDGgGECqLEzgcWlAAUooBUBJoBaqWmW06GALvsdDItcgTx5jdaTsGP7c2iZfx65nAXEoRnfoAAFKEABdQswAVR3/TH6qgoUH0bi+NdFj1+xo8ABWLZrAfo3lK/71kYTzgJSVV1uTwEKUIACPirABNBHK4Zh1YCALhtp8c8i8ajc6aMD4nesx+R2geL5TfyQlY/bOQtIDVQCD0EBClCAAt4QYALoDXUe0wcECnEscQJi07NELI3Qa9lmrOjfxBiXPAvI72ja6HYfiJMhUIACFKAABTwvwATQ86bco88LlCI3bRqiEg+JTh+ix2/8emyffD/KO/zexNWCqz5fCgZIAQpQgAIUcFeACaC7ctxOpQKix++xRYiO3aDv9KHv8btiEBpalOY3FBUUIDPrR+gslsu9hf+OiWk/WCzlCwpQgAIUoIDaBJgAqq3GGG+VBHS5aYiPmo+jcqcPY4/fduVNf8Z9/4bCKyXIen8p3jluHBRal4s9yydhyMgcdOvXrEoxcGMKUIACFKCAtwU4ELS3a4DHrzkBucdv9ItI10/zpuzxax3C7WjUVMwBfDQdUx4S/8xvy/cKHsSoRjYZo3kNPqEABShAAQqoQYAtgGqoJcZYdQGHPX7t7ToIbe+zbuUT9wqOWoLVzynvFbS3LZdRgAIUoAAFfF+ACaDv1xEjrLJART1+7e28PjpPXYllw0MNb7YejjmbPseJzWMRwsY/e2BcRgEKUIACKhOoJYmHymL2qXBDWrZC7sV8n4qJwVCAAtUjwN/36nHlXilAAfcF3P1cYgug++bckgIUoAAFKEABCqhSgAmgKquNQVOAAhSgAAUoQAH3BZgAum/HLSlAAQpQgAIUoIAqBZgAqrLaGDQFKEABClCAAhRwX4AJoPt23JICFKAABShAAQqoUoAJoCqrjUFTgAIUoAAFKEAB9wWYALpvxy0pQAEKUIACFKCAKgWYAKqy2hg0BShAAQpQgAIUcF+ACaD7dtySAhSgAAUoQAEKqFKACaAqq41BU4ACFKAABShAAfcFmAC6b8ctKUABClCAAhSggCoFmACqstoYNAUoQAEKUIACFHBfgAmg+3bckgIUoAAFKEABCqhSgAmgKquNQVOAAhSgAAUoQAH3BZgAum/HLSlAAQpQgAIUoIAqBZgAqrLaGDQFKEABClCAAhRwX4AJoPt23JICFKAABShAAQqoUoAJoCqrjUFTgAIUoAAFKEAB9wWYALpvxy0pQAEKUIACFKCAKgVqSeKhysh9IOiQlq18IAqGQAEKUIACFKCA1gVyL+a7RMAE0CUurkwBClCAAhSgAAXUL8BLwOqvQ5aAAhSgAAUoQAEKuCTABNAlLq5MAQpQgAIUoAAF1C/ABFD9dcgSUIACFKAABShAAZcEmAC6xMWVKUABClCAAhSggPoFmACqvw5ZAgpQgAIUoAAFKOCSABNAl7i4MgUoQAEKUIACFFC/ABNA9dchS0ABClCAAhSgAAVcEmAC6BIXV6YABShAAQpQgALqF2ACqP46ZAkoQAEKUIACFKCASwJMAF3i4soUoAAFKEABClBA/QJMANVfhywBBShAAQpQgAIUcEmACaBLXFyZAhSgAAUoQAEKqF+ACaD665AloAAFKEABClCAAi4JMAF0iYsrU4ACFKAABShAAfULMAFUfx2yBBSgAAUoQAEKUMAlgf8fHgZjhn4MVFcAAAAASUVORK5CYII=" alt></p>
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<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">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">The vast majority of candidates understood that the fractional change in the wavelength was needed and hence discounted B or D. But it would seem that they did not read the stem carefully, where it is clear that the wavelength has decreased </span><span style="font-size: 10.000000pt; font-family: 'Arial';">– </span><span style="font-size: 10.000000pt; font-family: 'Arial';">indicating that it is travelling towards Earth. </span></p>
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<br><hr><br><div class="question">
<p>An object undergoes simple harmonic motion. Which graph shows the relationship between the acceleration <em>a</em> and the displacement <em>x</em> from the equilibrium position?</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 fire engine with its siren sounding approaches and passes a stationary observer. The frequency of the sound emitted by the siren is \({f_s}\). The frequency of the sound measured by the observer is \({f_o}\). Which of the following describes the relationship between \({f_o}\) and \({f_s}\)?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
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<div class="column">The diagram below shows two identical filament lamps separated by a small distance. Light from the lamps is incident on a narrow slit behind a green filter. The slit is parallel to the filament of each lamp. A photograph is taken of the lamps through the slit. The images of the filaments on the photograph are just resolved.</div>
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<div class="column"><img 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" alt></div>
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<p>The green filter is replaced by a red filter and then by a violet filter. For each filter a photograph is taken of the lamps through the slit. Which of the following correctly describes the resolution of the images using a red and using a violet filter?</p>
<p><img 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" alt></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<br><hr><br><div class="question">
<p>Radiation is incident on a single rectangular slit. The diffracted beam that emerges from the slit is incident on a screen. The slit width is then doubled and the wavelength of the radiation is also doubled. The intensity of the radiation remains the same.</p>
<p>Which of the following correctly describes the angular width of the central maximum of the diffracted beam and the total number of photons incident every second on the screen?</p>
<p><img 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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">
<div class="page" title="Page 8">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">A was a popular choice, indicating that some candidates were unsure of the relationship between the number of photons per second in a light wave, the intensity of the wave and its frequency. </span></p>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>The intensity distribution of monochromatic light passing through a narrow slit and then incident on a screen is shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>When the slit width is reduced which diagram shows the new intensity distribution? Diagrams are drawn to the same scale as the original.</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 parallel beam of monochromatic light of wavelength λ passes through a slit of width <em>b</em> and forms a diffraction pattern on a screen far from the slit. The angle at which the first diffraction minimum is formed is <em>θ</em>.</p>
<p> </p>
<p><img 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" alt></p>
<p>Which of the following changes in <em>λ</em> and <em>b</em>, carried out separately, will increase the value of <em>θ</em>?</p>
<p> </p>
<p><img 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" alt></p>
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<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>
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<p>In a double-slit interference experiment, the following intensity pattern is observed for light of wavelength <em>λ</em>.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
<p> </p>
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<p>The distance between the slits is <em>d</em>. What can be deduced about the value of the ratio \(\frac{\lambda }{d}\) and the effect of single-slit diffraction in this experiment?</p>
<p> </p>
<p><img 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sfiFdxJJ8KTf0eyVS0uwdtiVzzRs+TwJ+gRYDKZ0NBg/VYPi4K/vz85/GERG6vKJuhbL6GrF5BPvQdK7/6/ayWb+RQ+OZXEKug1RQmYzTBd/96msPIJbEhPYx/GM8OET23vC8byZzYgbRF3U585ntiPRAopjGj/ugO9HnfhHn+F9devmF/duvLtDebX0QG5HH5KxYAnCqO+HR1dN5iX6UA+2Q9KH9syse7vBUr0fA8TzJBAgn622KywpMww6PW41n0DvZiEqX7+EIhl65hNjDTmI4FUKoHJoMelK13AJDmmKpWQjXOPOc7Vt4wjbYZNQKFQoKioaNjtqMH4IGBoqcUzS9eI3kW/LHU5jtupb/zyPcxXcbPl5OKTeEq/CQn5gomAvghhyiIg+Gn8vOVPEP6sfemKOSgFsPm9Spx4XG3ty1fJhIC4jiJytKj65XfYnLICVeJfJWR/P/nVg/8/0hYJnvAwNKHgxVXYYX3/Didn1vIslL6RjqlfFCMs0fbj4rqiFZheBGw+0ozVHmJbCpMs9yMAtNdX4MWNWdDxr/WxcGB+bD0vhX+/vRHlCTOwldFTqcb2NOClHP5d/EyDEGzXHoSafyucRcZ42tAqnfE0WqQrERgKgc46qOycPdPscLngh08cyGnTdwFg/hx9fgrBvF9c4acSUaiId/ZMpbiFMpQ6dPbMXj22rngRjfz75U1NWBWi6ufsmZrnD+Vj8fOVsFxHiPtnXgNi91J7zhauWmd9ARau6O/smb1VWSswXVNrlespt4jWV9o5e6a8GS+pCtFuqTIeN+Twx+Ookc5EYEACZtSV/S9c5vcr1Thw8iwaP9w9+O/QWuoH/OIN/Gl3ju03b5VqlB48iKMVL6Dg4D68qra9rD45ZxcO1HyIZx+cxPfGbZXLkVeYhZjIDERLGrCNn9kr1+Ho2Yv48qwWa61iuvBdN9es8Y+/tV2BKNX404en8VFNoU0XrQZH+x5Gnu31+vBdnoV39+1DfKC3WAc+Z2rCSytsV7JM/doPP8Sf8lP5GkDlGryj67Tl+VTIOtSeOouPa/IF79i/gMv8CYqvN462FNIZR4NFqhKBmxO4ji9O8B4W2L43D4uCmPh3HN48mIHZAufnSJZPUBii7/FABTOrZirc8wBiF1lCHj/7N3i1VgCVnPz7F8ZiUagUMHGv3uPlba96G+ogCVIsv73S1p6I61evottjMrxwBWfPnINtXU8zmr4yIFoB/OM9WyiJ0Ts6mNFbjdJd/4UDbXKEhz6An8+aBZ8X8pF9KIvtzv/BaMRFh7Jp4xVeA9vW+OXHtpNISBa0Jenca5ODc3EU1xCfxV31aE9+hcwI61mIDTeVVmxBGPO+N/9kPB+ZhWyLegPcJrZ16sIpcvguPDikGhEYPgEPWMMSCMHPptludvqEP4wIDOE3Zs29tm67ekS/iWAW3i/tZabmNvlco0gE+4ndiunrBpQUvoPSQzaHbusAAOtBPeDtx0ZNAKgQLPih3aCEdGQLGhjFSgj2DJ70XRImekf+9Ajmt6w4h3/+2FkYMoUOPxTT+PAOo+LUwWWPl73ikRkvWpOeo0ag/ejv8eaxdnihG/8W9zxeiLfdCBs1JaijH0nAD3cIv+Fmu0D3j5Q6eLOp4h++1x9DdNRqW4gJSixLTQSO7sRhuxuoP1znJV+H+CxjhMEkgc8tv9Cp30JUvkNA7inWm325M79bitkRKuAQ96PwfOl43FIMfzyO2qjpbMb5YyXYsSMf+Tt2wHTn5FHrmTr6sQR60WO976pF/VnmcVju01530LqShi9z+jbyQQgm52ht0FqdfUTWQbTpT6MkNxvPpkT269qmdwP+/k9bTL1xRyJmzwjENGU4KprsAuiegzhxtgfbj+5ervlAdMP1wv+ps+owa8kDg/+Yu+DKxtpoHCaE5/9xqD6pPLIEruKzv5+zdLEEkfdbfqR0ZDsl6bdEwAfzHlcBzdxsdFviM/AsTsN9uIhN6cIlhrfUycCNrScbrkrXt23Wuu1t3+CqyYiuht1IEyz95ObWMix8SgVkcXrvWPEkPIszEWA8ja1F/D0JPSbLpaKFRLr3dqPC+wH4P5SMedaebAnZ9LnszWp2Oaq+BAuTTHh3UwKMJ0uxocg2Y18ZfZ+tkRunyOG78eAO1zTmwZiOb5mHUjwwbXoQfMzteJ/397OXIoj8/XCRjkn9sH/PxLIcLQ6zvTdga7rj2DkTqb/Z/PhWDZj5P5YB4Pq/XKnB/EpNP5HtV5mzhAyhK1/Bqiwt9rA1mrEtfbW47vJixPpLIDXOYVfusDeVmyuRralERM5cVCwUV2dz0lBsr8myrd1vKMdvEstFFSMyDiIllPklNyOEE/nRCICJFBmFDIV0RgGy63dhwOHXfgXvKfdg5syZeGDmdEz2WIM9ew7jBK/8w3MwhU/T1rUJSENRcvYIVgnvQUKJjbt2YzP/s7N+3v2dvS36YbNPcOPSVsilHFWHXX1pcAqOFq8XN1Uux6v5661LHY9pP+X2S4KQ+9VJ5Kn7h3uWZexC49tJ3C1i2RxkZfCGiEVbcwLlFBHpaDyyC8mR9j+xGILNuz9EdeYiazNv6+rOmbjb/n40W8tawdpmPCVu6+sb4BcwxpMVt6hrR0cHXt60CXv3779FSeOxuQmHX5yPX+3gp/KObUjbdwG7ngx2vHMClE7z80PHpUvjzlJjZyf3aoUpirF9LYDJiM5rXYCHF3wUPtbXLQwE1Gw04GpXN/dqBR/HupuMnbjW1QsPr8lQ2L8jYQDBJqMB17u60evhhckKn35rjAZoNm6LH4mPR01NDaRe3Gs1KKQzbofSOYobTpUJnP1s7G44il8H/Sf+14q5yLdO74Gw2dOc0yFJGVUCMoVi8JuRo6WNVAaFkgmbDO0jkflAKRs8hiiVKTAMkWzHUpkPmL+J+qGQzkQdedZuE/6+e4OVwLa/H8WqBUrIFD/Hq28zb0nhP8vw4L1D/7LyrWhLBIiAaxEgh+9a4zG62pi+wAdlfJdP4ZGFthinZNLd/A5g9sMIIn9v40EpIjBOCZDDH6cD5xS1zb34T17Q7HkQPJSJ651f8Xsw+5eh7OtxrQWUIAJEYFwSIIc/LodtJJT+l+DhRgP+lLXZ2snDC+6xpilBBIjA+CVADn/8jt2tay77N4TPtog59yoy3jiM1vZz2PPiY9gguGE7bwbzkhP6EAEiMN4J0Cqd8T6Ct6S/Eksenw2c45Zk7t38K+y1Tewtkp8SvcjqlrqjxkSACIwpAZrhjyn+se88Kusodm9cIlJk2VOC/LKHMMPhAyiiJpQhAkRgHBCgGf44GKQRVVGixKo36/DrVzvR1d0LL/lk7q2EfxrRXkk4ESACY0CAHP4YQHfFLmXM04wT93kUVxwS0okIOJ0AhXScjpQEEgEiQARckwA5fNccF9KKCBABIuB0AuTwnY6UBBIBIkAEXJMAOXzXHBfSiggQASLgdALk8J2OlAQSASJABFyTADl81xwX0ooIEAEi4HQC5PCdjpQEEgEiQARckwA5fNccF9KKCBABIuB0AuTwnY6UBBIBIkAEXJMAOXzXHBfSiggQASLgdAL0agUL0kt6PeJUKqcDJoHuQWD+vHl0fLjHUE4oK3p6etAnsJgcvgWGv78/dpVZf+9PgIiSRACYMX06Ln75JaEgAuOKwK+TknCbQGNy+BYY/202Qyql9wALjg1KCgj8374+Oj4EPCg5Pgj893//t0hRiuGLcFCGCBABIuC+BMjhu+/YkmVEgAgQAREBcvgiHJQhAkSACLgvAXL47ju2ZBkRIAJEQESAHL4IB2WIABEgAu5LgBy++44tWUYEiAAREBEghy/CQRkiQASIgPsSIIfvvmNLlhEBIkAERATI4YtwUIYIEAEi4L4EyOG779iSZUSACBABEQFy+CIclCECRIAIuC8BcvjuO7ZkGREgAkRARIAcvggHZYgAESAC7kuAHL77ji1ZRgSIABEQERhBh29GfVkeNBoN8ip0ok4pM3YEWmsLkLSuDO1mBzqYO1FXWQzNunVYt06DgrJatBod1APQ2VKH4i0arFu3DpotBajWtTquSKVEwIkEWo8Vs8dccS13vJna65G3bh0KLPmhd2Vi/dM6TTFaTEwrE+rK8mDLDyzJXoeBa7rgnr6R+lw/1Rfr69vnx/491nfq+kh1dOtyv/nmm76VavWtC3JxCdfP7Rl4PLov9GVYx4sfN2b7WN/Jq2LDLvw5wyJHWM+377G3T4krulHOT6l0I2vGrynndj3GHnuxb59hjTizPYbNh28f5rFn9U8xnG+y5m/uq+x1cGWa8XFxfd03blhVHLEZfuuxgzhvPcE1oGLYZ2BrY0o4gUDLsQIEq7Kskm63priE7p10VDFJZSqqT1/El2c/xMZIpqABT7xUCXYSxGQN9XghvZJtlFxYg5b2r3B8dwab1+UnopKbLrF5+kcEnE/AmxXJ/Qfumvs4ktWpeDl+xvC6ktyNX6emYlXGC5ghAyC5HcohSxDrMORmLlBxhBx+J/72e8YphGBz/nr4AjhcWAm9Cxg84VQw61G8SomY1UUDm25qQmlRM+PtUXo4FxFKGaSKYGTu0yKGaaUtR0Mn17z16H72RO6r3o1CdQRkEimC4zJxNJ/7PeDd1acH7of2/CgCJpMJfATOoG9FS0sLWtv1tpOwnVSzsROtTJ3WdugNDmJyZhNMJotEs4Gt29LaCr3Belq3k9g/+2N1amlpRXunA534LsxG6Ns5G3l9hH3x1fitf3QaCgtzkRTqwxdx25vJkQYhLTcXuZkJELf0xh0SwMhybkW73iCWO2jOjE6L7gz7QawcVMpI7hwRh29uPY5tjP9ABJJWPo04JqkvwV8bXRHBSOJ1Admmb/BHLaNHCLYfrMFmdtYu1svU9imOM0XKJ7BAOM2RBiNJzRQ0o6mDGTsT/nnyENs4OfHnIiHB0Qls/vyJ8y55oIuUHU8ZYyNWBgYiICkXFQWrMDs8CjFLl2LxgnBMVyahukX4nTKgtmAdAmbMwWKmTtQCzA+ZgXnrytAq8OWNpSsxPdAfeRVlWOcfwtaNiYrC/JBAJG2pvfn4DUsnE3QVGqtOMUujsHDODKg0FdDzZzHLeLTXlWGe/wzMX8DZyOijydNgemAgksuaHI5aY3ESpimVUBU3WvcPSY6xEUlKJaYpY6ETIoQW8QmxCGY5R2FheAimJeWi6SZ+36SvhybWH2EW3Rn2wcpYVOhca5o7Ig7/1IFyFv6sjAQoJf5IyuK8zNY/1FlnKtbRocTIEpAG4o1d+9DY/gHUi+ZA7qA3s7mHLfVNnAuFaL8E9z4QypZcaOkAYMa3V5hsCGYHiudFkin3c1cDzZ+jQ+BcROIoM3wCEoANIDSUILtIC99INTZmpGIWK6kBG5busFw5m1GrCcHaIu6EvGx9DvKyUtmr68uHcrB4UYH1CtvDkwtJlGbl4DCUSF6fgVXLQ1iJuvI1eL3uJk5qyDoBuoIEJGVxIcCY9VnIy8lgdT9fmYX5yWXg/aiptRoLV+bgMgDfyFS8mp+BCABVO7m26Ol1yI63hQ/xDFkObwPksA9vorkZvqr1yMvndEVDCeJjC2C5yO2vh6Eey8JXoIq9SF6Ozfn52MjybEZ2YjjKGnkr+zcd7RLnO3xzC/bvZKf3WJM4h7Vn9q9WcXYdehsnB6Q22qZPkP4kCkQnREPB/ly93ZTKDoG/4k67EgDcuQBX/qub3efJ/pdjipwVKKjPfyHb8K/BuxG0oeRQCFy3VIrJOoiG6kJkZuZCe/Yg6xCBRnxjBMztf8Fa1jcqkadtRkl2GlLSc/GPswe5E7G+CIW17XbdqXDg7CkUZmcit+QDHLBMzD5pYs/qdnXF2aHohM46vGIJFW7XXsSe7HSkpGVCe1GLZObCsSEHe3WMMzSh5rV0toNZqbtxsjoXaSmZqG4/iY3ceUjc+YA558iZtX4fGvZkIyUlE9rmGiu/Cp1j51Vf8jtLmLMYLadLkJ6SgsySD3C0UN1cjb4AACAASURBVM1qunXTXuuJbUDVR2mH0x1+58lqHGaUD8nC0iApa4bEPxqvsgPXjIq/Ob40GyV7qZvBCFic+2BVuH1d+J737zevTDVukQA3ew3BM08tgvU0qwjHMkt4jpmhfv2Pj9lefFPzkCKMZysW4ZVizvG0tX0r0mRWxlos4mYCbHl47DJ2y8+WzSYjjEbxHx/6H4pOxitfWBZuxCNsai/0ej3714mpWDifU6X2kzbAfAnNlrBjliYOnNdgbqQGIeW360U6D5pxipxIvLYh2sbZJwIvW+5PaT9hrnLtP0acP8NNcOOWhKC3k7NRrzdgathCrnLzCVwUhY3sZYxe3nr8OKdLI45X7LQYmY/Z4RXsJSVzV+QyxwTHsw6gPSUX/s7pkKQ4kwA3fXco0VvuwZZz5wQ/3OHlsBqAqexNr4H2UvmPJSDHHdwQWASIL6N6jdwVGLzu6NeB3/0PAKiE7sRnMKaHWfd7e4qDGXxoj61gbsELgUu5yZu1BbCxphmZ3IU7gMF1avuUOwkB5YiZw4V5BaJsSVMXLrC5+6CwO658/B/gfIit9sApZ8gJWcKt2hH0EjCXcdxaLrQmKGeT5g583sAV7lmzFHvs97P5LoelY1HoXIev/w8UsWdqiyl6PRuTswYP2eJyHNRtQGaEOFo8FsZTnxYCltm67uMWmNLCbDMsAN/3cBfvC+cGAOCn9Vp81mZCWLB1LgZ0/wC2ZuSDCBAUE+PRIWDGDbYjH0/RWUHcubfYwYt32uVM3XAU2Ln3bjuPbNdMlLVeMSqxMScNnj3WAsDTE3L04PZZdwHgrzxuWI8wXo75xjXWhwxvgngrcjxhT1B8auU147eTMJmJXjQDvuoMPBvgyUdB2QqecjnQI4Ovcz0t3/mwt05Vo+mvlZyDVxWiZY8azPJW28eEWs0irK3UY0fpcTwfoRY5Fls9So02AdnUe7ibe9qTaDOrEWw9Kgw4eZibvvT0Ms7eG/fNDAEamqFrvISU4CCrqoaLJ8E+T93V0+9La61EiREjIJ/MOE7AcPkquzDCOoQA2j7lnnSPmBts950cRB1ZGKr1A9y8HeJN+YB5c9mZMVQabExT28IkTNS+XYcj//gOgb7egLQXzHRCBy1aLpkRFmTT/uoXnw2ipN0uqfzW5TQfQ7MxDREC59V89BjbEX/fQtSrxNu6EOL5ZzcixfblAWCE7lgdrt4+Dd42k0TNRzvjxBh+Ow7kcNP7tSmLHRxYUkSvTuPs0xbiI8uaLEN7E3Q6HZraXedO9mgPwpj3p3wIz7Lx4EN4vdz2Goz2YyXYwYbi1PjFbGZVjgTznnicVfewphDs/TYmZ25FyRZunX/yc7+wW9c85tZNCAX856q4k3blGpTW2xy1qf0YXsjiVu78PHTaqLKQTQvlVhNpNdhRJ3j1hqERGQsSsSF9Nd765Bobq1+Rwd2dfem519Fi4ObUhpZavLjGskpnKJpLgnDrchrwylvHrM84mFpr8UoRN+lZGXufAy18ELaE0z07u1S8/LViE5JWr8HalX/ANQctx6LIaQ7f0HjUEr9S4VeRwsXcNrNkob/EWnaXHmXVn7I72g6+iKTERKw+eNFWkVIjTuAHUQ8yPL6Jewr3eE4iVKs00KxLwsLV3P2Y5F0bwE+6ZKGJlhvwh5AUEgvNFg2SFkShlD0xpGJDkm3WL+qCMrdMQDxm1gVUnFzlw3hjPed4tq0IR5ImDwV56zB9wWruxmlkDtZFOz+MOqhOimi8Zln5s2NlFFSrtqAgT4N5IY9a7g2o8crj3PES8dybYG8ZN5cgJsSfXVs/e+ka7qpRQK6XCxxa/gt2WJJDlSNsaW/D+Z2rEcXqug7To9Zw/JYXIzmYm/bb67BoXS63YqohH4sDY7GloACaVeFIsJxok4s11u+PsN+xSDvN4bf9g7vsmZWagtABY7hKJGmWs3bqDp9k17XedT+z2hbwlw8jvjgWpNyqT+5pQqFJPhHp+PhgDjtLPK+tRNUhblazqvAItiUII6gKpL1/Cq9a1hlXlVeCfbYkMhXVZ3PoZrwQqlPTM3G36HslwV1ThR1IEJ1di+rCVLZQV7kTO3ZyM/uY9YX4pCqt35VXgFL8VIZEYlmfM8jNe2GPwM10AiLSq3C0OMNyXJVjx04u7DtreQZqz26zOUJZKEraTyFPbXsykFkL/1Y+Zw/f712+M9nk/AAuhMWXW20Zohy+HRAg5hqixub1KlzWMrpa+GXswrmSJGsIup8OPhGoOnsEG1XcQ4p7iopQpWWuskKwcZcW21xoEnQb81Ydm/ETM9XR0YGXN23C3v37JyYAodXMI+lXmVUFHpBPUUA2SOzRaNCjqxvw8JBDoRAEPYXy3CQ9zc8PHZcujQ9rzEZ0Xu1Cr4cH5N4KyEQnijEywWxC59Vr6IUHvOTe8BEpxbypshAfdwXi6Y1q+AuOOX2tBvPXVGJW1hFoBSuMHFvhLDmAsVOPrl7ASz4FPoN9CewUMRk6ca27Fx4eXvBW+FhPEnbVRi37SHw8ampqIPXibrYL0I6aDtSRKxOQyKBUDs15y3yUkIkfuHVlyyaObhIZFEMcw1GDIpFCoXQc6mXuDf3w+U6UVgIffSfDvi2PQCEF9I1/Qbolhq+aP5T7D86SA8gUSgf3IW9OS+qjgNKFvxPk8G8+hlSDCBCBESUgwUOr84HKLJwvX4Mw+yX7qkL8ZkjLuJ0lZ0SNHVPh5PDHFD91TgSIAENAFpqCllPB2P+nChw78QWuQw7lfQGI/tVTSIoLG/Js21ly3HVUyOG768iSXURgnBGQ+UcgLZv5uzXFnSXn1rRwzdZOW6XjmuaRVkSACBABIsATIIfPk6AtESACRMDNCZDDd/MBJvOIABEgAjwBcvg8CdoSASJABNycADl8Nx9gMo8IEAEiwBMgh8+ToC0RIAJEwM0JkMN38wEm84gAESACPAFy+DwJ2hIBIkAE3JwAOXw3H2AyjwgQASLAEyCHz5OgLREgAkTAzQnQqxUsA+zt7Y1znw3j59Tc/MAg88QEZJMm0fEhRkK5cUDgrsmTIXz/PTl8ALfddhsM332HsrKycTCEpOJYEAi87z46PsYCPPV5SwR6fhD/nhc5fADMb8BIfvpTFL/zzi3BpcbuS4D5AZS//e1v7msgWeaWBJgfQLlNYBnF8AUwKEkEiAARcGcC5PDdeXTJNiJABIiAgAA5fAEMShIBIkAE3JkAOXx3Hl2yjQgQASIgIEAOXwCDkkSACBABdyZADt+dR5dsIwJEgAgICJDDF8CgJBEgAkTAnQmQw3fn0SXbiAARIAICAuTwBTAoSQSIABFwZwLk8N15dMk2IkAEiICAADl8AQxKEgEiQATcmQA5fHceXbKNCBABIiAgQA5fAIOSRIAIEAF3JkAO351Hl2wjAkSACAgIkMMXwKAkESACRMCdCTj3ffiGJhTn7sYVLy87Zl6Y6h+MRQ8vRViQj90+yo4IAXMn6t47gL+evIBueCHwwSVIfDIBQbKh9dbZUocDe/+KC9e64TU5EAsTEpEUETRo49baAmx6X443306Dv3OPrEH7pZ0Th0DrsWIU/uUCZj6iQXpCEEzt9Sh8fT88H9EgM2Hw41NMyYT6skLs/1yOF/LSESw1oa6sEO9Z8+Lawpy9DsJ9Lp/uc+Ln+pm3+/x8fQf9y/jzBSf26BxR33zzTd9Ktdo5wlxBSveFvgyH4/BY38mrN1fwwp8zHI7hY2+fGrDx9XN7LG0e6zt1fcBq43aHn1I5bnV3J8XP7XqMPc5i3z7DmnVmewybD98+8LHp0P7rp/pi2e9IDHe8WvM3P37tdXAo30UK4+Pi+rpv3LBq49yQjoen5QSnwrtaLWqPHGH/DuzbhbUqJbuvKj0d9QaXPw+OawV176SjirFAmYrq0xfx5dkPsTGSKWjAEy9VwjSYdYZ6vJBeydZILqxBS/tXOL47g83r8hNR2dK/dcuxAgSrsqxSb7emKEEEnE3AmxXI/Qfumvs4ktWpeDl+xvA6ktyNX6emYlXGC5jBXPVKbgfnoYYiRqzDUFq4Sp2RufCOjMbi0FBIrVaGYVH0AnjGzsGO5mY0thmwyIdCO1Y8zkyYmlBa1Mx4e5QezkUEexQHI3OfFk2BKhzXlqOhU41oheNOW4/ux3kAvurdKFRHsJWC4zJxNL8J8Vla7K4+DXX2Iq6xWY/iZ8KxTetYFpU6h4DJZIJEKgXzZTXoW3Glqxcek+Tw81cKvmO2vszGTnzd8S3gMQlekydD6WMXxzObYDJLIJVKALMBrV9eQa+HB+ST/aD0sX1rbRL7p36sTr3wwKS7psJfYacT34XZCL3+Crpu9EI+NYDVR9gXX43f+kenoTCazwm2N5MjDUJabq6gAZ/0xh0SwKhvRUcXMEk+Gf7KofoqMzrbv8a3N3rh4TEJU4P8MYCVfGejvnXuDN+qfg/M1jSf8IZczqdpO1IETG2f4jgjXPkEFginLNJgJKmZgmY0dRgH6N6Ef548xO5LTvy5qE5wdAKbP3/iPKytTd/gj6yzD8H2gzXYzF5FiJpR5lYJGBuxMjAQAUm5qChYhdnhUYhZuhSLF4RjujIJ1S3W0WBOB6gtWIeAGXOwmKkTtQDzQ2Zg3roytAouzBpLV2J6oD/yKsqwzj+ErRsTFYX5IYFI2lJrG9+BdB+WTiboKjRWnWKWRmHhnBlQaSqgt3MS7XVlmOc/A/MXcDYy+mjyNJgeGIjksiaH2jQWJ2GaUglVcaN1/5DkGBuRpFRimjIWOiFCaBGfEItglnMUFoaHYFpSLppuEpUw6euhifVHmEV3hn2wMhYVOr1VL1dIjIzDb2hHh8EIQ6cBBoMBnfpW1BZnYGsDY7IK0TOHesZ0BUTjSwezuYdV2DdxLsSTeAnufSCU3XehpWMAo8z49gqzKwSzA8VjJJlyP2KYXc2fo4N3HtJAvLFrHxrbP4B60RzQ+XwArLdSLAHYAEJDCbKLtPCNVGNjRipmsTIbsGHpDnAuxYxaTQjWFnEn7GXrc5CXlQpfAJcP5WDxogJLPcDDkwtJlGbl4DCUSF6fgVXLQ1iJuvI1eL3uJk5qyDoBuoIEJGVxIcKY9VnIy8lgdT9fmYX5yWXg/aiptRoLV+bgMnN1GZmKV/MzwFxfVu3k2qKn1yFF3hY+xDNkObwNkKNfCLK5Gb6q9cjL53RFQwniYwvQ6VAD5jxbj2XhK1DFXlgvx+b8fGxkeTYjOzEcZY28lQMJGL3ykQnpoBwxIeUOrVi2bztCh3bV6LA9FQ6NgL/izv4VuXMBrvxXd/99lhLuLowcU+T2hwb/hWvDv/iZmUSB6AT+epovHFA07fiRBK5b2sVkHcT/Tl/EhnYyU+KRNGcFdGjEN0ZgyrW/YC3rG5XI036AlFDuhJ3yRDxWzVmB4/oiFNauQGGCv0ALFQ6c/d9YpGDGOhPxM5PwRH4DPmm6AkQLLw8FTSzJoeik7K7DK5bw4nbtCahDuQBHypPx0CxRoaohB3t1jyM9wgs1r6Wzkmel7sbh3Dg2VJW2MhEFj0RhB+NIh/QxOUXOrPX78LfsaJZzyrIorApJZPlV6FKQGSGeRjFq1Zf8zhIGLUZdYRIXxklJQXyUBvGaSmzdtBePf5AO8RRqSAY5vdLIzPCZs3RICGYpQzArJAS+gmPn8MonUSu6DHW6TSSQIWBx7j8ORhe+5/37jxNArZxIgJu9huCZpzhnz4pWhGOZJYTGzFC//sfHbLFvap7V2XP1FuGVYjWbbGv7lt3y/2ZlrLU4e64kPHYZm+Bny2aTEUaj+M9kOa8PRSfjlS9YRwjEI2xqL/R6PfvXialYOJ/rs/aTNsB8Cc2W0GCWhnP27F5JEFJ+u56rOJT/TpETidc2cM6e7dInAi/nq9ik9hNHV8ZGnD/DnZHiloSgt5OzUa83YGrYQk7r5hO4KAobDcWYkaljP41zTi+ROairThPdsDB1NuGd51TY0dCMtdnViK1OcXjDyTkKkBTwC6YcoPCWezgo5Yq484Qf7rB/lMLaYip7U8uapcQoEZDjDtGwia+oeo2WqzavO/rp43f/AwAqoTvxGYzpYdb93p7iYAYfDmQrmFvwQuBSHLbW5hIba5qROYcvHFyntk+5kxCYK/45jq/4WUmmLlxgE/dBYXfc+fg/wIal+B4H3TpDTsgSbtWOoKOAuYzj1nKhNUE5mzR34HM2VA3sWbMUe+z3s/kuh6VjUTgyDr8LsJ8gShWheH5LFnY8mg80fIZLZiBoZHofC46u06cFvO7jFpjSwkQn1e97uAvxhXMDBtCXHzUtPmszISxYEHvr/gFs68gHESAoHkAQFY8yATNusD36eIrOCmItvMUOXrzTLmfqBns7x6743rvtPLLdflHWepWpxMacNHj2WAsAT0/I0YPbZ90FgL/yuNHPb5hvXGPj+sJAlKgPh5lbkeMJe4LiU6t9h5Mwmbn90cysbMvAswGeootrT2alSo8Mvi7i60ZGDTn6QWMwdf9gGXClDzxGpmf70ZhwednUe7gbddqTaDOrEWzlbMDJw9xUpKeXd+z2eLxx38wQoKEZusZLSAm2PblouHgSOqZ6V0+/L6W9FMqPPgH5ZMZxAobLV9kVctZhB9D2KTtyiJgbLLrqHlRLWRiq9QPcvOVv2g8qAAiYN5edGUOlwcY0NRsT55uY2nU48o/vEOjrDUh7wUxBdNCi5ZIZYYKZ4NUvPuOb3Hwrld+6nOZjaDamIUKwnrL56DG2b/6+hUgRibd1scLzz25Eiu0LB8AI3bE6XL19GryFAyISMLqZkYnhf92FLrMZzPpZ9s9oRHtTLV5MLOKsu+dnmGKx09DeBJ1Oh6Z217mTPbpD4OTelA/hWTa2ewivl3NfdKaH9mMllptfavxitu32UWdrI+p1TTCw0xgJ5j3xOKvQYU0hdPyQmFtRsoUbu+TnfuESN5+cTG3ci/Ofq+JO9JVrUFpvc9Sm9mN4IYtbufPz0GmjaqdsWii3mkirwY66VlvfhkZkLEjEhvTVeOuTa4AkCCsyuFVCLz33Olq4gxGGllq8uMaySsfWeuCUU+Q04JW3jlkfTjS11uKVIm6itDL2Pgd9+yBsCad7dnapePlrxSYkrV6DtSv/gGsOWo5F0cicd/RFmO9vce79rFKi9M1ka6ih7eCLSCpqhm9GDf6RyT3o068JFQyDgAyPb8rC1sR8HM9JhOpjNWZPakPVIe6gTd61wRZKMzXiuahHoYMS1RdPs7MaWWgiXg3JwdbmQ0gK+QLJqQ+g7WgluOXEqdiQZJv1D6TUDwPtoPJbImDPVRAgAZQP4431IXh6ZzO2rQjHCfV6RE6+hB07OWePyBysG+hpu1vQalCdFNF4LSsSSfkN2LEyClpVKlT3dbNLLZnll4AarzzOHU8Rz72JZUUqHG4uQUxIyYAa9XKBRcv//tWGKkfY0t6G8ztXI+qLVCTfd83Gb3kxkoO5ab+9DovW5SJiZyJ0DflYHHgYqzLi0N10AFVa7sSbXKyxfeeEHY9BemRm+A4MYVbtLEvNQe3peiT424LAd93POXl/+TDiiw7kU5GNgE9EOj4+mMPO+M5rK63OflXhEWwTLcuzrPFGqGAtsgJp75/Cq5Z1xFXlFmcfmYrqszm4eSyVe1LRpg2lnENgJu62fW2YdwHgrqlCyRJEZ9eiujCVLdRV7rQ6q5j1hfikKq3flVmAUvzkhERiWZ8zyA1/YY/AzXQCItKrcLQ4w3IslmPHzko2Jj9reQZqz26zOUJZKEraTyFPbXt6j1kL/1Y+Zw/f712+M9nk/AAuhMWXW20Zohy+HRAg5hqixub1KlzWMrpyJ8uYjF04V5JknaT208EnAlVnj2Aj+/qYZuwpKrI4+xBs3KXFtiFMkmz6jGzqNuatOiPbhetL7+jowMubNmHv/v2ur+xwNGQeL7/KrBDwgHyKArJhXs8ZDXp0dQMeHnIoBnoUfjj6jOO60/z80HHp0viwwGxE59Uu7nUJ3grIRCeKMTLBbELn1WtgXq3gJfeGj0gp7k2VH3cF4umNatGbVvW1GsxfU4lZWUegFawwcmyFs+QAxk49unoBL/kU+Azji2MydOJaN/NqBS94K3ysJwnH+o586SPx8aipqYHU8gbjYbqAkVeQenAiAYkMSqXg7tMwRct8lJDZwv3DbE3Vx4yARAbFLYz7iOgtkUKhFDyQI+pEgh8+34nSSuCj72TYt+URKKSAvvEvSLfE8FXzh3L/wVlyAJlCOfQb3AJbpD4KDPnVO4J2o5Ukhz9apKkfIkAEBiAgwUOr84HKLJwvX4Mw+yX7qkL8xsETrv2FOUtOf8nuUkIO311GkuwgAuOYgCw0BS2ngrH/TxU4duILXIccyvsCEP2rp5AUFzbk2baz5IxjlIOqTg5/UDy0kwgQgdEiIPOPQFo283drPTpLzq1p4ZqtR22VjmuaT1oRASJABCYOAXL4E2esyVIiQAQmOAFy+BP8ACDziQARmDgEyOFPnLEmS4kAEZjgBMjhT/ADgMwnAkRg4hAghz9xxposJQJEYIITIIc/wQ8AMp8IEIGJQ4Ac/sQZa7KUCBCBCU6AHP4EPwDIfCJABCYOAXL4E2esyVIiQAQmOAF6tQKA25i/n/wE/zMra4IfDmT+QARCZs6k42MgOFTusgQm+/hA+P57cvgAC0Qul+PRX/7SZQeOFBtbAof/8he8SsfH2A4C9T5sAmW7donakMO34PjXd9/hoYceEsGhDBHgCXz3r3/R8cHDoO24IZD72mtsBINXmGL4PAnaEgEiQATcnAA5fDcfYDKPCBABIsATIIfPk6AtESACRMDNCZDDd/MBJvOIABEgAjwBcvg8CdoSASJABNycADl8Nx9gMo8IEAEiwBMgh8+ToC0RIAJEwM0JkMN38wEm84gAESACPAFy+DwJ2hIBIkAE3JwAOXw3H2AyjwgQASLAEyCHz5OgLREgAkTAzQmQw3fzASbziAARIAI8AXL4PAnaEgEiQATcnAA5fDcfYDKPCBABIsATGLHXIxtadThccxCHj32GdoMBgA9CFsdBvToFcaEKvn/ajjKB1toCbHpfjjffToO//eibO1H33gH89eQFdMMLgQ8uQeKTCQiS9Veys6UOB/b+FReudcNrciAWJiQiKSKof0UqIQKmVhRnl+ACAvBCXjqCpSbUlxVi/+dyS37oiEzt9Sh8fT88H9EgMyEIpvY65L7+Hu605AeU1E+HAWu6944+p3+6+z7c/lifn6/vgH+xuUf7up3e748X+M033/StVKt/vIBx0vL6uT2WMXms79R1O6W7L/RlOByzx/pOXhXXvfDnDIdj+9jbp8QV3Sjnp1S6kTWjbMr1M32PsceW5bi7fqovls3H9D8Ob6Lame0x7LEXvp071s68zfma2LfPDN7SXofBa7vN3vi4uL7uGzes9jg9pNNSmYGnixrYs2TM+kIcPXUWX371Fc6d/hDb10ey5ed3rkZhXad7n0ldzLqWYwUIVtl+wvF2O/1076SjiilTpqL69EV8efZDbGSHqwFPvFQJE1/fUI8X0ivZXHJhDVrav8Lx3RlsXpefiMoWa02+BW0nOgEJ4G1hwB53krvx69RUrMp4ATMcXD0OhuuuuY8jWZ2Kl+NnsNU8PDnJvPwB29rrMGBF995hf1F/a9YyzkBziJWxrFCLEnWoVZ5UGQx1djUmd4fjN+V6lK7chdX6LVBaa1BiRAiY9Sh+JhzbtININzWhtKiZ8fYoPZyLCHZQgpG5T4umQBWOa8vR0KlGtAJoPbof5wH4qnejUB3BCg2Oy8TR/CbEZ2mxu/o01NmLBumMdo0ZAbMJJrMEUqkEMBvQ+uUV9Hp4QD7ZD0ofqQO1zOhs/xrf3uiFh8ckTA3yx0D+2dipx5WuLvRCjoAgJaQwwWSy9GUvWRqEtNxc+1IubzZCr7+Crhu9kE8NYPUymUyQSKVgnJV/dBoKo/s39ZZ7ATCitaUD8JiEyX7+cGhS/6YwGzvxdce36IUHJt01Ff6Kgax00HicFTl1ht9eX8M6AyjXYYvA2QuZxG3YgWWRy7Exfx48zMI9lB4RAqZv8EfW2Ydg+8EabOYuskRdmdo+xXGmRPkEFgjPwNJgJKmZgmY0dRgBmPDPk9wJPTnx5yIZwdEJbP78ifNgatLH9Qg0lq7E9EB/5FWUYZ1/CBYvXYqYqCjMDwlE0pZa0biZ9PXQxPojbEEUYpYuxeKoBQhWxqJCpxcbZm5H2bpYBM8Jx+IoRl44pidpsCUpENMDn0GTows+YyOSlEpMU8ZCJzhY2uvKMM9/BuZb+mT00uRpMD0wEMllTWy/jcVJmKZUQlXcKNLjeNZTUClnsDYxus4OVGJLNddGVFGUMUFXoUHAjDkci6VRWDhnBlSaCujd1Dc51eFf/ryNxRmR8ujAM3fFIpRUlyAzJQ4K515fiIaSMhYC0kC8sWsfGts/gHrRHMgdgDGbe9hS38S5EN9Ol+DeB7irtAvMzAlmfHuFqRqC2YE+IkmSKfcjhilp/hwdjr7kotqUGQsCfPijNCsHh6FE8voMrFoewqqiK1+D1+ssztxQj2XhK1DFXvQtx+b8fGxk6zUjOzEcZY3MIgzmY0L1Cwuw9RB3dbgqKwebUyOBhkrs4aK6+N6R47SGV+TgQ4um1mosXJmDy8zVY2QqXs3PAHP9WLWTCx+ip5ftkbehfwhHj/NQYm1OPjaqOZv2pKtQUD9w6FhXkICkLE5+zPos5OVkYBaA85VZmJ9cBt5Kzlb3+O9Eh2/A2WPcKAcEOHIr7gFs3FkhUSA6IdpycnX07bNZ5K+405bhU9y5AFf+q5st8WT/yzFFbn+25r6QQBv+NXg3vGTajhkBFQ6cPYXC7EzklnyAA1ncZd8nTezZHPUlv7OE7YrRcroE6SkpyCz5AEcL1azGWzft5Zyh/gNsYC/4QlB6qh656WlIcuSxIgAAGQ1JREFUz63GR7vWWyy7bnXog5tqQs1r6WyVWam7cbI6F2kpmahuP4mNnO8evDm7NxLvnjqF7LQUZBZ+gOocFVu643cH4NDld9bhFUsYc7v2IvZkpyMlLRPai1okMxe1DTnYq3M/l+9Eh+8BTz9uXLxu9xjCAFEVlyNgce4316sL3/P+/eaVqYaLEZiVsRaLBJfX4bHLWA25WbMR588wM3YgbkkIejv10OuZPwOmhi3kLGk+gYtGoOWj99n8rPW/RYK/7R5AUEIaNgpDg1yrgf+bL6HZEnbM0sTBKkkShJTf8iePgZsze2ZlbEKcYJ1xxL9nWq44T+ArQdiIl2K88gUXfkY8wqb2WmzUoxNTsXA+V6v2Ey5iwbdxh639NO0WbJJh7kIVoNXiwsVvgTj/gWWZTYDEOqwD16M9o0uAm7477NNbzp3EuXOCH+5g7pE5/EzFHU48qhx2QYW3RMDbkw+kcGL4kB6bM3fgc0s4Zs+apdjjsKcurup17opAOc3+ytAb9zJOk7vd41CCqNDUhQtswX1Q2B1XPv4PwFdU2XFGFcWt2rHulQYgOhI43gCHVxltn35sqVqOmDnl1mbunnDqV1PiOYnlpbvwFUwIs52phRRNTVjFrPxACN46WYukIHL8QjxjkrbM1nUft8CUJh6373uusyotnBsAgJ/Wa/FZmwlhwYKx6/4BbM3IBxEgKB4Te6jTWyAwCZOZMEozsxIrA88GeEJ44ecplwM9MvhKgG8tvVwXVrCU/XDjx6hww3qE8a3NN66xcf1Bpo9sVbtzGN984K1VZyU25qTBs8daAHh6Qo4e3D7rroHbj9M9TnX4AYuiuNP6oXT84dmlSA8T39hjGLUe2c2tCMF9CPEjz+AKx41s6j3sLOqy9iTazGoEW48KA04e5qZ7Pb2Ms/fGfTNDgIZm6BovISXY9mSt4eJJ6Bhjunr6fWldwUbSYYgEJN7WG/vPP7sRKbaDgV32qDtWh6u3T4M3c4z4MpOABuj++TnMCGWXTXK9XMLpwZYB26silYORpIMWLZfMCAuyHoC4+sVn9rUd5k/Ut4n9jbEZlkMXPzhoETBvLgAtoNJgY5paoDtgatfhyD++Q6Bv/1vDDkSNqyInxvABadDjeJddxgdse3QFKnStsN2/M6GptgCLLQ/tROQ8C36CaGhvgk6nQ1O7+90kGRdHg/IhPMvetzuE18tZt82q3X6sBDvYcK4av5jNnLwlmPfE4+y+w5pCWO9pmVtRsqWILU9+7hfof5ofFxRISZaAD8KWcHdKs7NL0SpYcdVYsQlJq9dg7co/4BqzJn5RIruqBYfSkVPbYuFnQG3eJu4hvqESlQRhRQbX50vPvY4WA+c1DC21eHGNZZXOTWTp8jehtp1X1oTa17dwExDVrxHiYFm9bFoop7tWgx11rTbphkZkLEjEhvTVeOsTxkr3+jjV4TMOIS5vD7hbQMwSrigEKGOxatUqqJSBiF/DOQVmnf4bqWFWkm0HX0RSYiJWH7xoLaPEyBIQz3pkeHwT9xTu8ZxEqFZpoFmXhIWrd7JKJO/aAH7SJQtNxKvsd/MQkkJiodmiQdKCKJSyJ4ZUbEiyzfpH1gKSPlIEFq3LZZdEoiEfiwNjsaWgAJpV4UjIsjyDUazhjgefRSgqXM6qwcT7mfXx05QhWLvTchOAf77WDC7cB/SbbfPHYcRzb3J+o7kEMSH+rKzZS9dwTntIhjZj7YJF0BQUYF1sINaWczee33olkXtYzF4HRTRes6xO2rEyCqpVW1CQp8G8kEdxmO1PjVced79j2ckOH4A0FCVfncJbGcstN1uacVyrtdwRV2JVzj6cO73F6kAYtnfdzz2x6S8X30wa0jhTpR9BwLvfjVWfiHR8fDCHHbPz2kpUHeK+tKsKj2BbgjCCqkDa+6fwqmVddlV5JdhncSJTUX02B8KaP0IxajIKBAKU4mXTEokldMHftPeJQNXZI9io4h6621NUhCots0Y/BBt3abFNcFIPVZfgk4P5lqezGeWVWJtfjLXspIC7/wOpHDMZUcqZ8BVFcQNwN5+XhaKk/RTy1LYnA31V6/FWfqpDIvY2LMvIQAz0qCoqwmHG1ytVKP2w2XaP0IEOEelVOFqcYTnmy7FjZyV7v2DW8gzUnt0m8lEOlRiHhbcxb9UZOb1NMHReRzcT//XwwGQfBZinul3t09HRgZc3bcLe/ftdTbXR14d5tP0qswrDA/IpCsgGGS+jQY+ubmZo5VC48ePozCBM8/NDx6VLoz8eY9yjydCJa93MqxW84K3wES3EYN5UWfjWxwhMfBrqRcJTfTs0ygWoQiSqL1YjwkFIRWyWCXVlhfi4KxBPb1SL3uKqr9Vg/ppKzMo6Am26LSogbm/J8ceuhxemKHxEcXmH9flCswmdV6+xr1bwknvDR8afhfgK43f7SHw8ampqIPXilj8N8nV2hpFS+CikFNN1BsrRkiGRQam86TeU1Ubmo4SMAvajNTJj0o/URwHlAGMskRhRWrkTqDyB27X78SvmtedGPf7y1ouWF/EtQeCQDiUJfvh8J0orgY++k2HflkegkAL6xr8g3RLDV82fdnP7h3HsioRJpFAoh/PggKj1uMqMsMMfVyxIWSJABIZBQKKMxnYV8JK2GRtUc7DBrm3enqfsXtVhV8GaleCh1flAZRbOl69BmP2yeFUhfhMhfumHtSklhkWAHP6wcFFlIkAEbARkUO+5iMDa/aioPoYvL3XBW+6HgMhoPPVkEsKGeKXIyJOFpqDlVDD2/6kCx058geuQQ3lfAKJ/9RSS4sIGfEunTRdKDYUAOfyhUKI6RIAIDEBAhoiENPZvgApDLpb5RyAtm/kbchOqOEwCzl+lM0wFqDoRIAJEgAiMDgFy+KPDmXohAkSACIw5AXL4Yz4EpAARIAJEYHQIkMMfHc7UCxEgAkRgzAmQwx/zISAFiAARIAKjQ4Ac/uhwpl6IABEgAmNOgBz+mA8BKUAEiAARGB0C5PBHhzP1QgSIABEYcwLk8Md8CEgBIkAEiMDoECCHPzqcqRciQASIwJgTIIc/5kNAChABIkAERocAvUvHwvkOmQy7fv/70aFOvYw7Avfeey8dH+Nu1EhhX19fCH/whBw+gNsA/OQnP4FcLv4lIDpciABPoKenh44PHgZtxw2B2267DcLfuCKHD7BnwOtdXVA/+eS4GUhSdHQJvPTSS3R8jC5y6s0JBP74xz/iJ7cxU1ruQzF8ngRtiQARIAJuToAcvpsPMJlHBIgAEeAJkMPnSdCWCBABIuDmBMjhu/kAk3lEgAgQAZ4AOXyeBG2JABEgAm5OgBy+mw8wmUcEiAAR4AmQw+dJ0JYIEAEi4OYEyOG7+QCTeUSACBABngA5fJ4EbYkAESACbk6AHL6bDzCZRwSIABHgCZDD50nQlggQASLg5gTI4bv5AJN5RIAIEAGeADl8ngRtiQARIAJuToAcvpsPMJlHBIgAEeAJOPX1yKbWY8gt1AKTvXj5lq0XpvpPw4w5EVgcEQyp3V7KjgABcyfq3juAv568gG54IfDBJUh8MgFBsqH11dlShwN7/4oL17rhNTkQCxMSkRQRNGjj1toCbHpfjjffToO/U4+sQbulna5OwNSK4uwSXEAAXshLR7DUhPqyQuz/XG7JD90AU3s9Cl/fD89HNMhMCIKpvQ65r7+HOy35ASX102HAmu69o8+Jn+tndvX5+foO/heT3XfmmhM7dYKob775pm+lWu0ESS4iovtCX4bDcXis7+TVm+t44c8ZDsfwsbdPDdj4+rk9ljaP9Z26PmC1cbvDT6kct7qPueLXz/Q9xh6PlmPj+qm+WDYfM+xj5cz2GPY4C9/OHYtn3n6Mzce+fWZwM+11GLy22+yNj4vr675xw2qPc0M6HvzJcTn+pNWi9sgR9q/64G7kZSzndjaXI2FFMTr5qrR1OgHdO+moYqQqU1F9+iK+PPshNkYyBQ144qVKmAbr0VCPF9Ir2RrJhTVoaf8Kx3dnsHldfiIqW/q3bjlWgGBVllXq7dYUJYgAAAngbQHBHhuSu/Hr1FSsyngBM4Z4xclzvGvu40hWp+Ll+BlskYcnJ5mXz9frt7XXoV+FiVEwMhfekRGIDA0VhW4iFsVh2cMPYvajOUBzPsrqkpAdrZwYlEfTSlMTSouaGW+P0sO5iGARByNznxZNgSoc15ajoVONaIVjpVqP7sd5AL7q3ShUR7CVguMycTS/CfFZWuyuPg119iKusVmP4mfCsU3rWBaVuhgBswkmswRSqQQwG9D65RX0enhAPtkPSh9HgVYzOtu/xrc3euHhMQlTg/wxkH82dupxpasLvZAjIEgJKUwwmSx92WOQBiEtN9e+lMubjdDrr6DrRi/kUwNYvUwmEyRSKXPegH90Ggqj+zf1ljNhZCNaWzoAj0mY7OcPhyb1bwqzsRNfd3yLXnhg0l1T4a8YyEoHjcdZkXNn+LzxXT0w82nB1icsDQfWh7Alpe98AKNgHyWdQ8DU9imOM6KUT2CB8HwqDUaSmiloRlPHQORN+OfJQ6wiyYk/FykUHJ3A5s+fOG8bN9M3+CPr7EOw/WANNrNXEaJmlHEhAo2lKzE90B95FWVY5x+CxUuXIiYqCvNDApG0pdY2rgBM+npoYv0RtiAKMUuXYnHUAgQrY1Gh04stMrejbF0sgueEY3EUIy8c05M02JIUiOmBz6Cp/wUhYGxEklKJacpY6ASHYntdGeb5z8B8S5+MXpo8DaYHBiK5rIntt7E4CdOUSqiKG0V6HM96CirlDNYmRtfZgUpsqebaiCqKMiboKjQImDGHY7E0CgvnzIBKUwG9Iwcmajs+MyPj8Adh8eAvlln29gxSi3b9WAJmM8fVN3EuxJN4Ce59IJQVe4GZBTn8mPHtFWZHCGYH+ohqSKbcjximpPlzdPBfYmkg3ti1D43tH0C9aA7oJ+BFyFwuw4c/SrNycBhKJK/PwKrl3ARMV74Gr9dZnLmhHsvCV6CKvVBcjs35+djI1mtGdmI4yhoNFttMqH5hAbYe4q4oV2XlYHNqJNBQiT0NXJXvHTlOa3hFDj78Z2qtxsKVObjMXF1GpuLV/Aww15dVO7nwInp6WYG8Df1DOHqchxJrc/KxUc3ZtCddhYL6gYPHuoIEJGVx8mPWZyEvJwOzAJyvzML85DLwVrrcQN6CQqPu8GXTQlmoaPinzXHcggHU1DEBf8Wd/XdYzrFX/qu7/z5LiSe7lWOK3D7ax33hgDb8i/8SSxSIToiGgq3KFw4omna4DAEVDpw9hcLsTOSWfIADWdyl2SdN7Nke9SW/s4T1itFyugTpKSnILPkARwvVrAVbN+3lnKH+A2xgLwhDUHqqHrnpaUjPrcZHu9ZbLL1udeiDm25CzWvpbJVZqbtxsjoXaSmZqG4/iY2c7x68Obs3Eu+eOoXstBRkFn6A6hwVW7rjdwcc3y/srMMrltDndu1F7MlOR0paJrQXtUhmLoQbcrBX534uf9QdvrnbaDlz3kD3/2vv/GPauq44/p3kBNLalrzURTYR80BsBGg7q2scUqKFLTNpq6SxvCz1mi4JU/ixjkHsFg0lbVG3iGQTLCgKUTcJEW2FEQmFgqIWKypUqSBOu9F0cUbIMnkI3CxoceXQ2CT+Y3rvvudf2LEJYBvvRHLsd9/9ce7n3nfeufec9yAdEcdEfsgsi1pAufGVqN8fsnkqlroECs01KGV3aV7I7/6QrbqZ1TyLq3/jLHagfEsR7s844XRyHxeytJtYp+zDmJgFxj96nz8ufPUtbM8J+ADytleiPng7kZWK/r9vGnZha7DRUh7w/UnysPct8eYRvTh3ptDcgPKgWGDdT18TVqTD+FfQtpFYy+x/rvM3NWAbtFn3hT46MYMsbNrAcg1ccojZ0+Y73Ixb9o753F/wyzaUbEJ++vpGlp1jzAaYqR4xm0zuD6ead57dJ7LxaPijFP6cWXg04bPG3zj9WAICsgxxI4VVJm4D8ke+KVwTtmM6q76PzojtuVnWO2xFoF4XvpqU4Zuc0mTuoIg1hCR63fgHn5APZdi8U+Q8CVVI5sgH+s0sasd/NlODshLg/CgirjIcfx0RsnZg61Md/mLp/iPhl67j758xpmzOpDvfxPdPsMxtI+PwVmoD1hKAr+bu8PJseloTRS7RrLfic4cX2oKA1QbPPfClS74DTVBylIooecUSeARf57ZR7FyklhkHNBkIXixmyOXAnBQqCfBfoY93gjMIaffuPgyAuxBnoFjad/c2byDmiAlRvsPuYVFyBSX7ZVajvqkSGXP+BCAjA3LMYXXh2qAC6fFzeRR+NO/drA1HLey2v6P6B1FDvNIDbXJ6Ic36Bm8RfWG9AIfPhAL/CLtwoZ+ZbnP3wy8rUVYZ8tcXAaN22Mamsbcg8GSta+ICbFw299y8i1IsTd9pQEAi8zvff3GgHnsDE4gPe7QNDuHW6nWQcfNKxRkOo7B9dg0+FPNhk4zAND5dSKhuphxcTTZYMT7tgzbPP2lx6/rncUEd/tiBWm1QoMGsHcJ0x70INWieeRqAFdBbUF9pCpId8E7acO6TL5Grmu8ajlDVikpanj38f7vh9vnAxc9yn1nXDMZtvdj3LQMLGcRO/PKFIGUyeQU2mw1XJtPPSZLw2aB+Fgd4H1wfjnbwKpoXYXKwHcf5rVkTnn8icGHM3BjDx7YrcPH+FAmeeWkXn7/f0gK/z8p3A+2HW/n03dXPI1A64b2jBpedgALaLcxTeujQKdwQI7IAjJ1ugHF/FWpe/iNuczHxpQYWgNFXi6aBcUEyFwaONLAH/+KVVZKHH5tZm69XH8U4m4xwjQ/gYJUQpROjLltzAwYmRWG9GDh6mBko+h+hKMLWsT94xGrB8aEbgdpdYzBvNKCudj/aLnG9TK9/gVvpUvRLNBydrdiQwxTE/GrVaPvwtwjeLXCcOQhjqx0q81l88hp72Gd+OUqJj4AUuxoa8bahGeebDNCPmPDEIw709DHrfvc7dfAbUN4xVG9+ATao0TvxKXRSQFpswJtFTXjb3gdj0XXsrngSjg+6wcKvK1BnDNyoo8kTyaKKlpfSU49A6c9/A91JA2yjzfhebj/2mcvhufIX9FhZ2ObuExY2hxSlaG3ZiW2WPvD7/VXhfREsZB/YdiAwz9oW54qu+vfY0apHv70dW4vawyuK49iOmo2lGDa/BM9gK/qZ3xltbxjYTkK4DMoy/LqxBMbmURx/eTOs+gro8z18GCgXGgqY8Mau2HM9DsFSKsuSWviZa1VRHSyqohLsazyB8/aLMBaE3nLXfpsp+Rx5qDMppUitIGEUulqMnGnix+Kqtduv7Pe1nMOx7aG7oeySLA5ybClR+f5FvCnEXfd0CMq+pAK9l5sQWjoSFBk5dSNhSaE0jTp0z1UiERSz6OhX6NBz+Rzq9exBvc7WVkHZF6H+HSuOBd30i03tuHSmWXiim+ukGjXNJ1DDG+zMZ4RMOdZzVanXQxXi/9HgMfFYWoz2yYs4Ygo8vafSv4q25oqI5ML7sMNsxlY40dMqKHu1Hqc+tMOYJzQQQQZdbQ8+OGEWrpMOHD/ZzfsLCneaMXD5WMAwiijBykz8GvdWnZUp+tJJPTU1hV81NODPXV1LV2kq1MQ9pn6L846vgvxxJaQLXM/Nupxwe4BVq+RQpvHj5vEM1brsbExNT8eTNa3yeF0zuO3hXq2wBjKlIiQIgHtTZUvbCHINr8BUGmwKTMKi3ogelKB3opdfOT4YihdDf2jBiDsXr9SbQt606hywYENVNwobz8Faq31wNeJ8X7UGjysVIfvyDyzo82Lm1m3+1Qpr5DIopOJd6IGlVsTJ57Ztw9mzZ5G5hoU/LVAFrIg+kpAiAYkUanXoako8Fc+3VKGGlDbs40GVtnkyFUqoo8wBiWQWp7pPAt3DWG3twovFSmDWiffaDgov79uC3LimnwT3rp3EqW7goy+lePfwc1BmAs6x91Ar7OHrN6yLzfhh57skE0r1Qh4ciC1KquYghZ+qI0NyEYEUJyBRl+F3euB1qx11+qdQFybvkc49Ya/3CMvgP5Tg2f3NQHcjrnZUQRseFq9vwc90oS8K8RelHwsiQAp/QbgoMxEgAgECUpg6J5A70IXTvYP457QbMnk2NCVl2PMTI7QLWF1Ki/di/GIBuv50GoPD13EHcqjzNSh7cQ+M5VoK4Q5AX9QvUviLwkeFicD/OwEpdNsr+c9iSUhzdKg8xH0WWxOVj0ZgSaN0ojVC6USACBABIpB8AqTwkz8GJAERIAJEICEESOEnBDM1QgSIABFIPgFS+MkfA5KACBABIpAQAqTwE4KZGiECRIAIJJ8AKfzkjwFJQASIABFICAFS+AnBTI0QASJABJJPgBR+8seAJCACRIAIJIQAKfyEYKZGiAARIALJJ0AKP/ljQBIQASJABBJCgBR+QjBTI0SACBCB5BOgd+kAuHnzJoaGhpCtUiV/REiClCQgl8tpfqTkyJBQsQh4PB7/+/DpD6DEokXniQARIAJpQoC2dNJkIKkbRIAIEIFYBEjhxyJE54kAESACaULgf4u7ANrRQV9tAAAAAElFTkSuQmCC" alt></p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
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</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An ambulance emits a sound of frequency <em>f</em> as it travels along a straight road between stationary observers A and B.</p>
<p><img 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" alt></p>
<p>Which of the following shows how the frequency of the sound heard by each observer compares with <em>f</em>?</p>
<p><img 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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>A point source of sound is moving to the right at constant speed. The source emits sound waves of constant frequency. The speed of the source is less than the speed of sound. Which diagram correctly shows the wavefronts of the sound?</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>