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</div><h2>SL Paper 2</h2><div class="specification">
<p>A beam of coherent monochromatic light from a distant galaxy is used in an optics experiment on Earth.</p>
</div>
<div class="specification">
<p>The beam is incident normally on a double slit. The distance between the slits is 0.300 mm. A screen is at a distance <em>D </em>from the slits. The diffraction angle <em>θ </em>is labelled.</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2018-08-10_om_17.53.34.png" alt="M18/4/PHYSI/SP2/ENG/TZ1/03.a"></p>
</div>
<div class="specification">
<p>The air between the slits and the screen is replaced with water. The refractive index of water is 1.33.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A series of dark and bright fringes appears on the screen. Explain how a dark fringe is formed.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The wavelength of the beam as observed on Earth is 633.0 nm. The separation between a dark and a bright fringe on the screen is 4.50 mm. Calculate <em>D</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the wavelength of the light in water.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two </strong>ways in which the intensity pattern on the screen changes.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is in <strong>two </strong>parts. <strong>Part 1 </strong>is about a simple pendulum. <strong>Part 2 </strong>is about the Rutherford model of the atom.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 1 </strong>Simple pendulum</p>
</div>
<div class="specification">
<p class="p1">A pendulum consists of a bob suspended by a light inextensible string from a rigid support. The pendulum bob is moved to one side and then released. The sketch graph shows how the displacement of the pendulum bob undergoing simple harmonic motion varies with time over one time period.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-09_om_17.23.17.png" alt="N10/4/PHYSI/SP2/ENG/TZ0/B1.Part1.a"></p>
<p class="p1">On the sketch graph above,</p>
</div>
<div class="specification">
<p class="p1">A pendulum bob is moved to one side until its centre is 25 mm above its rest position and then released.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-09_om_17.28.30.png" alt="N10/4/PHYSI/SP2/ENG/TZ0/B1.Part1.c"></p>
</div>
<div class="specification">
<p class="p1">The point of suspension of a pendulum bob is moved from side to side with a small amplitude and at a variable driving frequency \(f\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-09_om_17.33.24.png" alt="N10/4/PHYSI/SP2/ENG/TZ0/B1.Part1.d"></p>
<p class="p1">For each value of the driving frequency a steady constant amplitude \(A\) is reached. The oscillations of the pendulum bob are lightly damped.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 2 </strong>Rutherford model of the atom</p>
</div>
<div class="specification">
<p class="p1">The isotope gold-197 \(\left( {_{\;79}^{197}Au} \right)\) is stable but the isotope gold-199 \(\left( {_{\;79}^{199}Au} \right)\) is not.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>label with the letter A a point at which the acceleration of the pendulum bob is a maximum.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>label with the letter V a point at which the speed of the pendulum bob is a maximum.</p>
<div class="marks">[2]</div>
<div class="question_part_label">Part1.a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Explain why the magnitude of the tension in the string at the midpoint of the oscillation is greater than the weight of the pendulum bob.</p>
<div class="marks">[3]</div>
<div class="question_part_label">Part1.b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>Show that the speed of the pendulum bob at the midpoint of the oscillation is \({\text{0.70 m}}\,{{\text{s}}^{ - 1}}\).</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>The mass of the pendulum bob is 0.057 kg. The centre of the pendulum bob is 0.80 m below the support. Calculate the magnitude of the tension in the string when the pendulum bob is vertically below the point of suspension.</p>
<div class="marks">[5]</div>
<div class="question_part_label">Part1.c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>On the axes below, sketch a graph to show the variation of \(A\) with \(f\).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-10_om_06.33.19.png" alt="N10/4/PHYSI/SP2/ENG/TZ0/B1.Part1.d.i"></p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>Explain, with reference to the graph in (d)(i), what is meant by resonance.</p>
<div class="marks">[4]</div>
<div class="question_part_label">Part1.d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The pendulum bob is now immersed in water and the variable frequency driving force in (d) is again applied. Suggest the effect this immersion of the pendulum bob will have on the shape of your graph in (d)(i).</p>
<div class="marks">[2]</div>
<div class="question_part_label">Part1.e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Most alpha particles used to bombard a thin gold foil pass through the foil without a significant change in direction. A few alpha particles are deviated from their original direction through angles greater than <span class="s1">90°</span>. Use these observations to describe the Rutherford atomic model.</p>
<div class="marks">[5]</div>
<div class="question_part_label">Part2.a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>Outline, in terms of the forces acting between nucleons, why, for large stable nuclei such as gold-197, the number of neutrons exceeds the number of protons.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>A nucleus of \(_{\;{\text{79}}}^{{\text{199}}}{\text{Au}}\) decays to a nucleus of \(_{\;{\text{80}}}^{{\text{199}}}{\text{Hg}}\) with the emission of an electron and another particle. State the name of this other particle.</p>
<div class="marks">[4]</div>
<div class="question_part_label">Part2.b.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is in <strong>two </strong>parts. <strong>Part 1 </strong>is about the oscillation of a mass. <strong>Part 2 </strong>is about nuclear fission.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 1 </strong>Oscillation of a mass</p>
<p class="p1">A mass of 0.80 kg rests on a frictionless surface and is connected to two identical springs both of which are fixed at their other ends. A force of 0.030 N is required to extend or compress each spring by 1.0 mm. When the mass is at rest in the centre of the arrangement, the springs are not extended.</p>
</div>
<div class="specification">
<p class="p1">The mass is displaced to the right by 60 mm and released.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-02_om_08.55.14.png" alt="N14/4/PHYSI/SP2/ENG/TZ0/05_Part1.a"></p>
</div>
<div class="specification">
<p class="p1">The motion of an ion in a crystal lattice can be modelled using the mass–spring arrangement. The inter-atomic forces may be modelled as forces due to springs as in the arrangement shown.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-02_om_09.00.34.png" alt="N14/4/PHYSI/SP2/ENG/TZ0/05_Part1.b"></p>
<p class="p1">The frequency of vibration of a particular ion is \(7 \times {10^{12}}{\text{ Hz}}\) and the mass of the ion is \(5 \times {10^{ - 26}}{\text{ kg}}\). The amplitude of vibration of the ion is \(1 \times {10^{ - 11}}{\text{ m}}\).</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 2</strong> Nuclear fission</p>
</div>
<div class="specification">
<p class="p1">A reaction that takes place in the core of a particular nuclear reactor is as shown.</p>
<p class="p1">\[_{\;92}^{235}{\text{U}} + _0^1{\text{n}} \to _{\;56}^{144}{\text{Ba}} + _{36}^{89}{\text{Kr}} + 3_0^1{\text{n}}\]</p>
<p class="p1">In the nuclear reactor, \(9.5 \times {10^{19}}\) fissions take place every second. Each fission gives rise to 200 MeV of energy that is available for conversion to electrical energy. The overall efficiency of the nuclear power station is 32%.</p>
</div>
<div class="specification">
<p class="p1">In addition to the U-235, the nuclear reactor contains a moderator and control rods. Explain the function of the</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Determine the acceleration of the mass at the moment of release.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Outline why the mass subsequently performs simple harmonic motion (SHM).</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Calculate the period of oscillation of the mass.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Estimate the maximum kinetic energy of the ion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">On the axes, draw a graph to show the variation with time of the kinetic energy of mass and the elastic potential energy stored in the springs. You should add appropriate values to the axes, showing the variation over one period.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-02_om_13.12.52.png" alt="N14/4/PHYSI/SP2/ENG/TZ0/05.b.ii"></p>
<div class="marks">[3]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Calculate the wavelength of an infrared wave with a frequency equal to that of the model in (b).</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Determine the mass of U-235 that undergoes fission in the reactor every day.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Calculate the power output of the nuclear power station.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">moderator.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">control rods.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.ii.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is about simple harmonic motion (SHM).</p>
<p class="p1">The graph shows the variation with time \(t\) of the acceleration \(a\) of an object X undergoing simple harmonic motion (SHM).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-30_om_14.14.35.png" alt="N15/4/PHYSI/SP2/ENG/TZ0/03"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Define <em>simple harmonic motion (SHM)</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">X has a mass of 0.28 kg. Calculate the maximum force acting on X.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Determine the maximum displacement of X. Give your answer to an appropriate number of significant figures.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">A second object Y oscillates with the same frequency as X but with a phase difference of \(\frac{\pi }{4}\). Sketch, using the graph opposite, how the acceleration of object Y varies with \(t\).</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is in <strong>two </strong>parts. <strong>Part 1 </strong>is about the nuclear model of the atom and radioactive decay. <strong>Part 2 </strong>is about waves.</p>
<p class="p1"><strong>Part 1 </strong>Nuclear model of the atom and radioactive decay</p>
</div>
<div class="specification">
<p class="p1">The nuclide radium-226 \(\left( {_{\;{\text{88}}}^{{\text{226}}}{\text{Ra}}} \right)\) decays into an isotope of radon (Rn) by the emission of an alpha particle and a gamma-ray photon.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 2</strong> Waves</p>
<p class="p1">Two waves, A and B, are travelling in opposite directions in a tank of water. The graph shows the variation of displacement of the water surface with distance along the wave at a particular instant.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-30_om_14.49.48.png" alt="N15/4/PHYSI/SP2/ENG/TZ0/04_Part_2"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Outline how the evidence supplied by the Geiger–Marsden experiment supports the nuclear model of the atom.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Outline why classical physics does not permit a model of an electron orbiting the nucleus.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State what is meant by the terms nuclide and isotope.</p>
<p class="p2"> </p>
<p class="p1">Nuclide:</p>
<p class="p2"> </p>
<p class="p2"> </p>
<p class="p1">Isotope:</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Construct the nuclear equation for the decay of radium-226.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-30_om_15.05.11.png" alt="N15/4/PHYSI/SP2/ENG/TZ0/04.c.ii"></p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Radium-226 has a half-life of 1600 years. Determine the time, in years, it takes for the activity of radium-226 to fall to \(\frac{1}{{64}}\) of its original activity.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State the amplitude of wave A.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Wave A has a frequency of 9.0 Hz. Calculate the velocity of wave A.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Deduce the frequency of wave B.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">State what is meant by the principle of superposition of waves.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">On the graph opposite, sketch the wave that results from the superposition of wave A and wave B at that instant.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.ii.</div>
</div>
<br><hr><br><div class="specification">
<p class="p1">This question is in <strong>two </strong>parts. <strong>Part 1 </strong>is about simple harmonic motion (SHM) and sound. <strong>Part 2 </strong>is about electric and magnetic fields.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 1 </strong>Simple harmonic motion (SHM) and sound</p>
<p class="p1">The diagram shows a section of continuous track of a long-playing (LP) record. The stylus (needle) is placed in the track of the record.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-07_om_08.51.49.png" alt="M14/4/PHYSI/HP2/ENG/TZ2/07_01"></p>
<p class="p1">As the LP record rotates, the stylus moves because of changes in the width and position of the track. These movements are converted into sound waves by an electrical system and a loudspeaker.</p>
<p class="p1">A recording of a single-frequency musical note is played. The graph shows the variation in horizontal acceleration of the stylus with horizontal displacement.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-07_om_08.53.18.png" alt="M14/4/PHYSI/HP2/ENG/TZ2/07_02"></p>
</div>
<div class="specification">
<p class="p1">Sound is emitted from a loudspeaker which is outside a building. The loudspeaker emits a sound wave that has the same frequency as the recorded note.</p>
<p class="p1">A person standing at position 1 outside the building and a person standing at position 2 inside the building both hear the sound emitted by the loudspeaker.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-08_om_17.14.44.png" alt="M14/4/PHYSI/SP2/ENG/TZ2/05_Part1.c"></p>
<p class="p1">A, B and C are wavefronts emitted by the loudspeaker.</p>
</div>
<div class="specification">
<p class="p1"><strong>Part 2 </strong>Electric and magnetic fields</p>
<p class="p1">Electrical leads used in physics laboratories consist of a central conductor surrounded by an insulator.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Explain why the graph shows that the stylus undergoes simple harmonic motion.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) Using the graph on page 14, show that the frequency of the note being played is about 200 Hz.</p>
<p class="p1">(ii) On the graph on page 14, identify, with the letter P, the position of the stylus at which the kinetic energy is at a maximum.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) <span class="Apple-converted-space"> </span>Draw rays to show how the person at <strong>position 1 </strong>is able to hear the sound emitted by the loudspeaker.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>The speed of sound in the air is \({\text{330 m}}\,{{\text{s}}^{ - 1}}\). Calculate the wavelength of the note.</p>
<p class="p1">(iii) <span class="Apple-converted-space"> </span>The walls of the room are designed to absorb sound. Explain how the person at <strong>position 2 </strong>is able to hear the sound emitted by the loudspeaker.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The arrangement in (c) is changed and another loudspeaker is added. Both loudspeakers emit the same recorded note in phase with each other.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-11_om_08.22.26.png" alt="M14/4/PHYSI/SP2/ENG/TZ2/05_Part1.d"></p>
<p class="p1">Outline why there are positions between the loudspeakers where the sound can only be heard faintly.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">Distinguish between an insulator and a conductor.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">The diagram shows a current <em>I </em>in a vertical wire that passes through a hole in a horizontal piece of cardboard.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-11_om_08.39.08.png" alt="M14/4/PHYSI/SP2/ENG/TZ2/05_Part2.f"></p>
<p class="p1">On the cardboard, draw the magnetic field pattern due to the current.</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p class="p1">(i) The diagram shows a length of copper wire that is horizontal in the magnetic field of the Earth.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-09-11_om_08.46.30.png" alt="M14/4/PHYSI/SP2/ENG/TZ2/05_Part2.g"></p>
<p class="p1">The wire carries an electric current and the force on the wire is as shown. Identify, with an arrow, the direction of electron flow in the wire.</p>
<p class="p1">(ii) <span class="Apple-converted-space"> </span>The horizontal component of the magnetic field of the Earth at the position of the wire is \({\text{40 }}\mu {\text{T}}\). The mass per unit length of the wire is \({\text{1.41}} \times {\text{1}}{{\text{0}}^{ - 4}}{\text{ kg}}\,{{\text{m}}^{ - 2}}\). The net force on the wire is zero. Determine the current in the wire.</p>
<div class="marks">[4]</div>
<div class="question_part_label">g.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline what is meant by the principle of superposition of waves.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Red laser light is incident on a double slit with a slit separation of 0.35 mm.<br>A double-slit interference pattern is observed on a screen 2.4 m from the slits.<br>The distance between successive maxima on the screen is 4.7 mm.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">Calculate the wavelength of the light. Give your answer to an appropriate number of significant figures.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain the change to the appearance of the interference pattern when the red-light laser is replaced by one that emits green light.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>One of the slits is now covered.</p>
<p>Describe the appearance of the pattern on the screen.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>A loudspeaker emits sound towards the open end of a pipe. The other end is closed. A standing wave is formed in the pipe. The diagram represents the displacement of molecules of air in the pipe at an instant of time.</p>
<p><img 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"></p>
</div>
<div class="specification">
<p>X and Y represent the equilibrium positions of two air molecules in the pipe. The arrow represents the velocity of the molecule at Y.</p>
</div>
<div class="specification">
<p>The loudspeaker in (a) now emits sound towards an air–water boundary. A, B and C are parallel wavefronts emitted by the loudspeaker. The parts of wavefronts A and B in water are not shown. Wavefront C has not yet entered the water.</p>
<p><img 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"></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how the standing wave is formed.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw an arrow on the diagram to represent the direction of motion of the molecule at X.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Label a position N that is a node of the standing wave.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The speed of sound is 340 m s<sup>–1</sup> and the length of the pipe is 0.30 m. Calculate, in Hz, the frequency of the sound.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.iv.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The speed of sound in air is 340 m s<sup>–1</sup> and in water it is 1500 m s<sup>–1</sup>.</p>
<p>The wavefronts make an angle <em>θ</em> with the surface of the water. Determine the maximum angle, <em>θ</em><sub>max</sub>, at which the sound can enter water. Give your answer to the correct number of significant figures.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Draw lines on the diagram to complete wavefronts A and B in water for <em>θ</em> < <em>θ</em><sub>max</sub>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="specification">
<p>A large cube is formed from ice. A light ray is incident from a vacuum at an angle of 46Ëš to the normal on one surface of the cube. The light ray is parallel to the plane of one of the sides of the cube. The angle of refraction inside the cube is 33Ëš.</p>
<p><img 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"></p>
</div>
<div class="specification">
<p>Each side of the ice cube is 0.75 m in length. The initial temperature of the ice cube is –20 °C.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the speed of light inside the ice cube.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Show that no light emerges from side AB.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Sketch, on the diagram, the subsequent path of the light ray.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.iii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Determine the energy required to melt all of the ice from –20 °C to water at a temperature of 0 °C.</p>
<p style="padding-left: 120px;">Specific latent heat of fusion of ice = 330 kJ kg<sup>–1</sup><br>Specific heat capacity of ice = 2.1 kJ kg<sup>–1</sup> k<sup>–1</sup><br>Density of ice = 920 kg m<sup>–3</sup></p>
<div class="marks">[4]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the difference between the molecular structure of a solid and a liquid.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Two microwave transmitters, X and Y, are placed 12 cm apart and are connected to the same source. A single receiver is placed 54 cm away and moves along a line AB that is parallel to the line joining X and Y.</p>
<p><img 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" alt></p>
<p>Maxima and minima of intensity are detected at several points along AB.</p>
<p>(i) Explain the formation of the intensity <strong>minima</strong>.</p>
<p>(ii) The distance between the central maximum and the first minimum is 7.2 cm. Calculate the wavelength of the microwaves.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Radio waves are emitted by a straight conducting rod antenna (aerial). The plane of polarization of these waves is parallel to the transmitting antenna.</p>
<p style="text-align: center;"><img 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"></p>
<p>An identical antenna is used for reception. Suggest why the receiving antenna needs to be be parallel to the transmitting antenna.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The receiving antenna becomes misaligned by 30° to its original position.</p>
<p style="text-align: center;"><img 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" alt></p>
<p>The power of the received signal in this new position is 12 μW.</p>
<p>(i) Calculate the power that was received in the original position.</p>
<p>(ii) Calculate the minimum time between the wave leaving the transmitting antenna and its reception.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>A student investigates how light can be used to measure the speed of a toy train.</p>
<p style="text-align: center;"><img 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"></p>
<p>Light from a laser is incident on a double slit. The light from the slits is detected by a light sensor attached to the train.</p>
<p>The graph shows the variation with time of the output voltage from the light sensor as the train moves parallel to the slits. The output voltage is proportional to the intensity of light incident on the sensor.</p>
<p style="text-align: center;"><img 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"></p>
<p> </p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain, with reference to the light passing through the slits, why a series of voltage peaks occurs.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The slits are separated by 1.5 mm and the laser light has a wavelength of 6.3 x 10<sup>–7</sup> m. The slits are 5.0 m from the train track. Calculate the separation between two adjacent positions of the train when the output voltage is at a maximum.</p>
<div class="marks">[1]</div>
<div class="question_part_label">b.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Estimate the speed of the train.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>In another experiment the student replaces the light sensor with a sound sensor. The train travels away from a loudspeaker that is emitting sound waves of constant amplitude and frequency towards a reflecting barrier.</p>
<p style="text-align: center;"><img 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r+A331eyE/bhZVZIQib3A8Wa1Gell9h0oReSN13ErkldZqb2BuRC2ZhpJ+3uuBp6Ykhgc2c3GMuQz4LASEgBISAuxCQOW/WIL3R0dFqZWlMTIwINnd5eqvMTqv3LK8LlnRtbTuXwMsH/gFAfFYuCtAZPX8zEiFzPsShnKfg59cYyP8CifHAhE3dUCydKmsUvXTLkJtbhILsj5Cw/3s17Hr56HpMjk4CQh6tQMFeaOffCYjPwbmCIvhVUFRWoCLJKgSEgBAQArVAoGKuglowsCaqbN26NV599VW7njbOd6NXTlJdJnADF87kIK+MJuYdP4MLRYCnbzCmhZ/C/NhPkM85bRwy9X8aYwLNQ6ZlFOboUsFJxIV1RxP/p7D66HdqSmqz0Gikx44GThQLMUe3ynkhIASEgBCoPwTE82anr7lYgdtlHTx4EHl5eeBiBkl1mUAjtOnoCwtyHDbS0qMj2qifOvdgyNPDgfH7kf5SVyDxIAImxKKn163+DrqG7K2vYPK+gdhxbiVGtm1kteUSUqJOA/B1aJtcEAJCQAgIgfpF4Fa/ceoULX2FKRcrZGZmqtAhoaGhMoxap3rZXmM84d1nCCZYTuHwyW8NixEAFOQi6wQQ4O8DL3WrJ7wDR2CWfxLe2bIN78e3xdgBHW2HWu1V4fRcAc5lnQYCeqGrRRduHDn9Dy5fuu70bslwKwQokPvAIzQO2Q7nFd5K+XKvEBACQqBqCYh4A2AWbREREeBep+3bt69a2lKaixDwhFc7XwQoa4pwteAqirz74JklgfhgxkKsSssrFnAcxpwZgWj/OVg2xu+mQPPqht9M6IS4qTOwMuBRDPBtXEa77NRlN3cL9AkNgSVpCzakni+uvygPaasWYkbcSbt3yEkhIASEgBConwREvAG4du2aCgvCFaYi2urHH4Knbyii5v6Iyf534a4n30NOkTc6h7+G1E0DcSGqNxowzlqTPyJr4Cpk7YlAb5th0cbwDf0twi0WhIx9CL5O/opK1VVoj7EnvINmYs+GHjgS3K64/nYv4qN7wrBrRyQs9m6Rc0JACAgBIVA/CWiSHBI4fvy4NnXqVG316tUO88iF+kmgMCtWC7FM13acu14/AZS31VeytOTYSC0I0KBeIVpkbLKWdaXwZgnmPEGRWmxylnZFz/FjshZpgWaJTNZ+1M9phdqPyXM1C3prkckXNU27qCVH9tYQskZLPvq2FhlkKa7PMlFbkWQoS9O0wtx0bceKiZpF2dNVm7giVlsxsauGkFgty2BWSVXq4EctKzn2ZrmwaEGRsVpy1k2LmK0w96i2ITLE2lZzHt3m0dqbyQcM+WjDhwYmhdqVrGQttqQcaDAz0cx5HNUVokW++SdtooX8dVa2LZNPQkAIuB8BJz6D+iloP//8c7z88svYuXMn/P394ePjUz9BSKvtEyg6j9QNCbgxayJCShYW2M9av89eRsYbszD+4P1Yd6XQJujwTMbNIxwOTU9/EuMPtsfy3OvQtOvIXd4eB8cHYXhMWhmBiR2QTVqKxTvuwuQ954rL2tQJ74fMwhsZl4tvUIGQx2L1xceRqmw6jJc65eD9t8sami5CQUYspo0/DP91maodWuG/sKDBFgTP3F4yT67ofAKm9J6MlDYLkauCLGdinf9hjA+ah4TzNwwGOwmqXJCON6ZF4qD/q7iiMVjzdeQuuBPxwfOxNfuaCiFTkBmP6UEROKjXVZiB5W0OYrz/U4jR26pqTEL8IQvmZheiMHcLplbFqmhDS+RQCAiBWiLgfnqz+iymp23RokXqxWOmHTt2qFf11Soluw+Bn7Ss2NEalNdlh8FT4j4tqFFLC09psSH3aSGxpzT7Di2rJ6qUB/Omhyo26ydNq4jnzTJXS/7RUJu612K1Qa/PlKfEa+fI82bt9zI9c7rnz1xG8flir6HeLrMHzPZe5dXFaE213W6HWcsM36GdMzT1pveRNjiqy26BclIICAE3IyCeN2uQ3j/+8Y8qPMi4ceOU16179+61JKelWtcl0Bh+4Vuhabk4sHwk/GzmwdWs1T/99FPNVliZ2jzboPsjnZE0/y3sSktBQkq2yZNWvDtFnnmFLfRFHqeRdc7xpmDlMskaZPmECrKs1+eLdjZ9Zw1q7LDARvDp3g9BSX9F7K6PkZKQWnrfWBWsOQM3Q8rohRWXnRe/H+nmPXH1LLDWb43l5+nTFY8EHcL82L1IS9mLlOz8kpzqQNWVi4D+95fsxFGcwbYc25vkkxAQAnWJgIg3AM2aNUNkZKRarMBhUmNigN6rV68aT8mxEKh1AosWLUJ2dnat21G2Ac3Qe/ZmZG16AJd3LMeTwf5o4uGDQVFxxYKk6BLOHM8to4hcHD9zyTZ0Sxm5nV5yWp+jEjzh1TsCe7Ji8MDlvVj85CD4N2kAj0FRiDMJ0rzoYDTlYpeS1x3wn7zNUcH2z3sFYvaeVGx64AfsWDwVwf5N4eERiqi4FCUaiy6cwfEyI0rn4MwF4zCt/WrkrBAQAu5LQMQbgNtvvx3cZcGYzp49i3Xr1ql5byLejGTk2BUIdO3aFSdPljVPyxWspA3e8Bs8EuHLE4vnbqWvwa8vvIbgoD8jpaAFOvYoaz6pD3p0bHkzRMutNsmzpZP6yqrAE15+QRgZvhwHNA2FuenY8esLmB/8FBanXLLeaEFI7CkUqnlqnKtmeOUuw+CKbFPm5YfBI6dg+YFcaIW5SN/xCC7MD0bQ4lQUtOmIHmUtP7b4omMbQ6zAspol14SAEHBLAiLeTN2mi7ZVq1ahc+fOePrpp9GyZUtTLvkoBGqXQLdu3fDpp5/WrhEVrr0RLL1HYGrYcFjy6B3yKo5td+IznMwzeoqKUHAuByfQCf7tvAA19FmWWimvIdZYeqW2GrMGSC5vMdy4zNIbI6eGYYLF6h307obQCT44cfhL5NkE+r2MjJhhtxYA2NOC3iMnIWxCb6ht2rwc1aUHejYPC1egYZJVCAgBtyAg4s3aTVxhyk3p4+Li0LNnTyxbtgyDBg1Cw4YN3aIjxcj6RYDD+ytWrHDtRhdlIi7UF4OiEm7OESvIxv7EDCD8twj1vRPegU9hySMHMWPeeqQpAVcErqScOX4D/FfMxhi/xoBnRwwYOwB58e9geybnfxWhIHsXli7eUOZ+tKXhMJbeNKwZugfjZ8Yjs4AqKx/ZCSuxODqjdPaSM9eQHTcGHoPmIaFk/lk+svfvRxpGYlpoJ3iiJYKen4ehHyzCvFWHrQKOZUdj9hxgxbKR8Cvn/7ZF2XEI5TBpQqZ1jiDb+xES04DwacHw9WyBwGdm4hFTXZlxURgf3aZCdZU0UQ6EgBBwKwLl/O/ErdpUYWO//fZb7Nu3D4888oharMC9TDmUKkkIuCqBO+64A88++yyOHz/uqiYCnp0xacMWzGy1G0GcI6YCH4/G7lbTsGfJMLTl/z5eXRG+dgc2DTyLKJ/b4eHRAE2e+xIDN6Viz+xA65ZkjeE3ZgmSZv2M+V04/6sdhsf+B08ueAkhFW29ZweMXLUDGwNSMFjZ1BnTjnbBzBUjyiipMfwmrUL6zBbYHcT6OaetKYJ2t8DMPS9hhDVcjGfbEViVugoDL7wCnwaGPOnrMat3szLKt73k6TceG9KnodXu0Wii6mqAJkG70Wrm37BkRAd4ckFH5wlYa1NXZzyX1R+bsjZjdgXqsq1ZPgkBIeAuBDy4OtZdjK1pO7lYYcmSJejQoQNmzJhR09VLfUKgTAJvv/22uj5x4sQy88lFISAEhIAQqFsExPNmpz8p2rZv347Zs2erq61atbKTS04JgdolwHlvH3/8ce0aIbULASEgBIRAjRMQz5sBORcrpKWl4ciRIwgODkb//v2RnJyscowcOdKQUw6FQO0TYKy3O++8U4Wy4TCqJCEgBISAEKgfBG6rH80su5X0tG3evBk5OTkYNmyYWqwgc97KZiZXa58ABducOXOQlZWFHj161L5BLmTB999/D/IRUetCnSKmCAEhUGUERLxZUXKFaXh4uCxUqLJHSwqqCQJcXPPFF1+IeDPB3rt3rzoj8wFNYOSjEBACdYKAzHkD0LRpU5hXmF6/fh0HDhzAhg0bcObMmTrR2dKIukeAwXpl3lvpfpX5gKWZyBkhIATqDgGZ82bqSw6hHj58WM114/6m165dU0F6Zc6bCZR8dBkCDF3BXUBkiNC2S8jlu+++Q4sWLWwvyCchIASEgJsTaPDyyy+/7OZtqBLzKdo41MItsRgahEOoDzzwAL7++mtVfpcuXaqkHilECFQ1AQo3eo/bt29f1UW7dXmNGhVvEXXfffe5dTvEeCEgBISAmYAMmwJgkF49LAh3WRg1apT6MjTDks9CwBUJcMj/2LFjrmhardo0cOBApKen16oNUrkQEAJCoDoIyLCpE6orV65E8+bN8cwzzzjJKZeFQO0QyM7ORmRkJHbt2lU7BrhorVxxevfdd6sN4l3URDFLCAgBIVApAuJ5s4ONixW41ylHlI8ePWonh5wSAq5DwM/PD7t37wbFiqSbBDjXzeW3ELtprhwJARcmYN3fNzQO2dwSuNrTJaRE9YFHjdVX0QZZefjMQ0p+jQApZaCECjEgoWj75JNP1Nw3X19fNe9Nhl0MgOTQZQksXboUp06dUoGlXdbIWjBs6NChOHTokIRSqQX21Vklf6hwrme7du2qsxopWwi4LAHxvAHQw4LMmzcPmZmZiIiIwHPPPScTwF32sRXDzAT69Okj897MUAAEBgZi//79dq7IKXcmcOnSJTACAPf35U4jkoRAfSMg4g1Q4UAYUkBEW317/OtOe++//34RKXa6U/fMnDt3zs5VOeWuBDhV4MMPP8TJkycxbtw4cN6npJomkI/slDhEDfIBw/J4eIQiKi4F2QX6MKJ16NM8tJifgigfD/hEpSDfanJRXgYSYsLgo8oJQFjMP/DZheuGBhWhIDsFcVGh1ro84DEoCnEp2ShQufRh1rVI+XQtwnxoT3GejRl50C1SWYvykLExCoNUXeZySgxCRkLMzXI8fDAoKg4p2brFBtP0w4KTiAsLgE/YWqTl3bCevYG8jHjnjAZFYb3efjMvvXzTu4g3a5BerjA1h1rgXqepqanIzc01YZOPQsC1CFCk8DmVeW+l+2XIkCFISUlRX/D8kudLOJXm5G5nOKcxOjoav//97zF+/HisWbNGvHA11on5yIx7AUHjD6LN8gwUahoKcxeizcEI+A9fhYwSAVcOgwrSsPKpsVh98XGkXimEph3GS51y8P7bJ2/eXJCON6ZF4qD/q7iiadC068hdcCfig+dja/a1m/mSZmD8OmB6xnVo2o/ImtkAG/pMwcqMy8V5ir5GwpQQDE9pj+W5zFOIK+vux8HxTyIi4WuryLuMjJVTMHz3HdZyNGiF/8KCBlsQPC3Wftso3KaPw3zMRsra5xBoYZiiGzifMAu9h+8vYaRdeRX+ByMQFLEL542KMvWfONRiDrLZrtRpCPQuhzTTJJUicPz4cW3RokXq9eqrr2rvvfdeqTxyQgi4GoGlS5dqhw4dcjWzas2eq1evaps2bdJ69uypNWnSRHv44Ye1fv36qfdOnTppQUFB6jrzSXJvAuxDPv99+/bVjh075t6NcUnrf9KyYkdrCInVsgo1TfsxWYu0dNXCd5zR+LEkqfMWLST2lFaoXdSSI3trsMzVkn805FJ5oFkik7UftULtx+S5msWcR7/XWl9hVqwWgtFabNZPJVXZHuh1Tdd2nLtuuFR83qauUuWYbFD29dYiky8aytE0WxusPGj3ueNa7MSummXiBu3UFXM7dRaGomzK1+02MTJkd3RYDnl3U9TW9SN9henOnTvxxBNPqNWmHTt2RMOGDet606V9dYAA570dPHiwDrTk1ptAjzn3K960aRP69euHK1euoG/fvggODsbDDz+Mp556Chxqjo2NVfmYX5L7EuDuIpyz/Oabb2Lq1KlYtmyZeOGqrTuLkJ++H/F5XdC/a2vYiAgvH/gHACeycq3Dmc6M+O1BT7wAACAASURBVB7piUnIC/BFOy9jSV5o59+p5GZPn654JOgQ5sfuRVrKXsfDlwG90FV5vfRbi8vJi9+P9PxLxXVZfNGxTXEA7+JcnvBq54uAvCQkpn8PeA/G8tx0LA/8HikJCUjgKy4Kwf6TkaQXW/L+NRJXRmLy212w5KWx6FzSBp2RD3p0bGmHUS7iE78oGTYuKa4CB0ZaFbitbmXl7goMC7Jv374S0catsSQJAXciQDEisd6ALVu2qLiMFGoUtBxeGzRoEDjJ3Zh4vn///krQMY6jCDgjHfc87tGjR8kPGAZpPn78uHs2xKWtvoELZ3KQV4aNecfP4IJxWNBR3qJLOHO8HNOSvAIxe08qNj3wA3Ysnopg/6Z25tg5qgRAXg7O6HPo8v6E4KYNbs6d8/BAAxthxiHhyfBp4o/g1UehBlybDcW69DcRgtPIOlc8y07VlrcZ0Z/9EpETT2H+8n/aDoWqDBmIDm5lU5dHgy6YnFQWvTLaYbgk4g1A48aN1epS7rJgFm1cjv7f//7XgEwOhYBrEpDJ+VAC7MUXX8RvfvMbmz1NLRYLOIfVXqKIY34RcPbouN85oxeOP8rphZM5jlXZj43QpqMvLGUUaenREW3Koy48W6JjD58ySjJc8vLD4JFTsPxALrTCXKTveAQX5gcjaHGqcw+W8rbdXlxYSCyyCjlvzvxKx/LBLVGUvR0Rk9MwdMcZFB5YjvCRIzFy5MPw+fH/4YTBHHVomYvk3a/jTy+9gIC4RVi4S583p2ccjdisn+zUpSF3+WB469kq8V4evJUo1r1uuf3229G6dWsbo/kfPZehb926FRcvXrS5Jh+EgKsSmDhxIr788ktXNa9a7eIX9LRp0/DYY4/B29v2v0WKtwMHDjisn/l53+9+9zv5ondIyb0u0Av37rvvqlhwjz76KJKSSg96uVeLXMVaT3j3GYIJllM4fPJb25WcBbnIOgEE+PvAC7ZDn/atb4E+oSGwnMjBOZtFDgU4l3Xa/i0862lB75GTEDahN2y8fA7KsUwYgj7eLa11fYaTJatBWVgRCjJewyCPMYjLvoqCczk4AfOQ8M+4ctnxSlNPv5FYtqID4mb8DakqaG9ZjNIQM8gXoXGZtuwct9buFRFvJiwUbdycftWqVbjnnnvw9NNPw8ennL8MTGXJRyFQ0wQ4z6u+BpZ+66230KlTJxuPm86f3hh+mXMfY0eJHrh7770X27Ztc5RFzrsZAfY7f9Bw7uNf//pXtY2ceOEcdyLZlCtunncfPLMkEB/MWIhVadZQHFxxOTMC0f5zsGyMHzzRGL4DHkVI3h5s3P5l8Ry4gkwkLF2O6JJRQ094B03DmqF7MH5mPDKVgMtHdsJKLI7OKDG0KDsOoQxFkpBpnUvH0CEfITENCJ8WDF9dyeRtwOKlu6zhSjj8GYXx8Q9izfMD4A29roOYMW+9NZwHy9mFxbPXAitmY4zfnVZhegjxGz5Gnhr6vYG8tPWYN2NtGUPFzdD7dwuxwn8rFr+ZXmyj9wA8v2agiVEmEhYvwBxMtzIqaWKFD/QmV/jGunZDVlZWiWjr3LmzcrVznowsVqhrPe3e7SmOp2SNYaTHKTK8DxgwAC+99JLtHAvDdWf33+r12qS7fv16MP6Xo8RQQD/88IOjy+o873/ttdfKzCMX3Y8A+5VeuK5du0K8cLb9R8FGr+SUKVPUXsD8LnSevNE5/DWkbhqIC1G90YD/xzT5I7IGrkLWngj0tk7c9/QbhdVJ4cD8ADRhnuFv4cqTs/FmiGHQ1bMDRq7agY0BKRjchHPROmPa0S6YuWJEiRmefuOxIX0aWu0eXVyORwM0CdqNVjP/hiUjOtxcEBA0ARP6nsZSP5bTFIMPdsXG1GUY2da6QMFa16aBZxHlczs8SsrZgs2zAuHFGr0H4A97liPwSBh8GvD/2t548aOWCNu1DZEGs0uM0w+8emDczEeRNecVvKFCkzRC25HLTIxGY3eraUjfPL2EkX57Rd9lY3pA/Rqnt40rTM1z3rjShInRvCUJgdomQHE1f/78Ms3gUD+/oMxDh2XeVAUXlyxZUmubwDN229ixYzFs2LAyW/Lzzz/jttvK3hVw79692LNnj2y9VCZJ973IZ2XFihVo3rw5nn/++XrZz/SuffbZZ2pxB3/scXs9LvDo1asX6K10v8QgvY8i+PjvkfVBOPzqgVuqHjTR+WPI+W6c2GoWblyFygfcvErNeYmSQwjUHgH+J3znnXfWngG1UDMXFpXnS8eZcKPpLEf+5muhE2uoSnrh6KV98MEH1dQY/Qd6DVVfa9VQsB0+fFiNKvH/B4YV4v8V/NthmBWuvC7P31CtNUAqtiFQ9k9Qm6z15wNFG8OGJCYmolmzZmjatGn9aby01O0JmBffuH2DytGA06dPo23btuXI6TwLy2F5nCMnqe4S4GjKN998owRcbbaSqx6rK5k9bM8++ywmTZqkBJsIteqiXjPlingzcDaKttDQUMTExCA5OdmQQw6FgGsS4JBlTSVnw7Y1ZYexHgpW7k9cFen8+fNq4UNVlCVluDYBPbxOYGBgrRialpZWLfUyvt2hQ4dUxASOKI0ePVr9fXBRTt1MLTF4eTqqTwa7HjURbwAo2jZv3oycnBw1Z4aiTbxtrvewikVlE6jOX/B6zZxz54qpVatWuHbNsMfhLRjJodX6Nux8C7jkVhchYE+wffjhh3ZXX7uIyWLGLRAQ8WaFxxAL4eHhYMw3SUJACLgXAc5jOnLkCB566KFbmrfDYSaGE2F5koSAqxMwCjaGtGJYFBFsrt5rVWOfiDdAedk4edWYrl+/jk8++QQbNmxAUFCQ8ZIcCwEh4IIEOHTMYahu3bpV2rp///vf6guw0gXIjUKgmgmcO3cOKSkpas9NVsW5e1x0oQ8BV3P1UryLEBDxZuoIXbQxXICvr68aRm3ZsqUpl3wUAkLA1Qg899xzKoxKx44dKxUmJT8/X3kt3nnnHVdrmthTzwnYE2xr1qwRwVaPnwsRb9bO1xcrcOilX79+KhI3J0HXl2Xk9fhvQJpeRwhwMjYj6f/lL3/BkCFDnMZzMzab8d/oaX/vvfdkjpARjBzXGgGjYMvNzVUeYRFstdYdLlexiDdrkF6uoOMK04ULF8piBZd7TMUgIVA+AtzOjl9627dvV/PfyhOomB43CrdRo0apQL/lq0lyCYGqJ8DdDri9Hbfy0gUbY5BK2JqqZ+3uJYp4A9Sm9PxFY2+xwpkzZ1QkbnfvaLFfCNQXAlFRUWo4afz48UqQdejQwe4iBi5O+Prrr5XQo8eOwk+SEKhpArpg4566n3/+ufKwiWCr6V5wv/pEvFn7zCzc+Ee0c+dOnDp1Sm015H5dKxYLgfpLgEKM0eM3btyo5sH16dMHXI3XqFEj3LhxQ3k16OHgIgfuZSqTvevvs1IbLecw/X/+8x9V9d13343Vq1dj+vTp4mGrjc5w0zpFvBk6Tl+swG1DON+Ne53eyso1Q9FyKASEQDURKE/sOQo1e4nTJcoKOlwTsfPs2SXn6h6BoqIitbPBDz/8gLy8vJIfDOXd2q3uEZEW3QoBEW8AdNGmrzBlvLf27dsrrl999dWt8JV7XZgAN6g+efJklVvIpfuSapZAWQKsspbU5K4VlbVR7nNtArpg47xKzsWkh7d58+ZqKzdPT091Trapcu0+dFXrRLwBKjI797iLiIgoEW2u2mFiV9UR+Ne//qW2QGNImKpIBQUFKtSEeGuqgqaUIQTclwB3++BcNgo2i8WiBBuH7inYJAmBqiAg4s0apJeRqc3p7NmzSE1NlWjrZjB15HPfvn1RWFiIzp07V0mL+APgj3/8Y5WUJYVUjIB4ySrGS3JXLwHOabvrrrvQq1evCoWsqV6rpPS6REDEm53e5GIFhg7gNjkM0Mt9EyXVPQLcAomT17nqsCqGLij2J02aVPdAuXiLyuPp5Lw449AqxV557nPxpot5LkrAy8vLRS0Ts+oKARFvhp7UV5jyFBcrdO/eXYL0GvjUxcNhw4apycOdOnW65eYdOHBAhZ245YKkACEgBISAEBACZRAQ8QaAuyswXACTLtrKYCaX6hAB9veCBQtwq+KNXloGeWWUf0lCQAgIASEgBKqTgIg3AI0bN4ZxhakROJdxN2zY0HhKjusQgS5duoAes/79+99SqzjfjUFhJQkBISAEhIAQqG4CsvQFUDsr6KFBdOD0pHCLHQb5vHjxon5a3usYAXrK6H3jyrBbSZmZmSoo7K2UIfcKASEgBISAECgPAfG8mShx0vn777+PnJwccD7Us88+K543E6O69jE4OBhJSUmVHvJkDKd77rmnJOhmXeMj7RECQkAICAHXIiDizdofZtHGYVRumZWQkOBaPSbWVDkBDpm+8847lS6X+9+OHTu20vfLjUJACAgBISAEKkJAxBugQoLExcWpPUx10VYRiJLXvQn06NEDR44cwUMPPVSpkCEcVr/VOXPuTVCsFwJCQAgIgZokIOINUPuYvvzyy6W4c9ssbp/Upk2bUtfkRN0iwOC6ly5dUsOfFWkZY8RxvhwFoCQhIASEgBAQAjVBQBYs2KHM0CFcrDBjxgxcuXIFTZs2tZNLTtUlAoMGDVIe2Iq2iRtMc26kJCEgBISAEBACNUVAxJuBtC7aZs+erc7GxMSgX79+smDBwKiuHjIgM1eMVjRx70KuVpUkBISAEBACQqCmCMiwqTVI7759+9S8J648pGgTb1tNPYKuUU+7du3UkClXjnp7e5fLKO5f+NFHH6n9C8t1QzVn4hZQkoSAEBACQqDuExDxZu1jfnkvW7ZMrTCt+91ef1voTOB8/PHHFYZz5513Vvieqr7BuG9nVZct5QkBISAEhIBrERDxBigv24MPPmjTM1yswM3pN2zYgKCgIJtr8sG9Cbiz0OGG6u6WnAnmmmqPmZ0r2KVpWk01X+oRAkKgDhEQ8WbqTF207d27F76+vmoyesuWLU255KMQEAIVIeDOgrki7axIXrOYrMi9klcICIH6TUDEm7X/uVjhs88+A0UbJ69HRESAW2ZJkN76/QcirRcCQkAICAEh4GoERLxZg/TSMxAaGoqFCxfKYgVXe0rFHiEgBIRANRJIS0urxtKlaCFQ9QQkVIg1SC9XmI4aNaqUcOPWR1evXq168lKiEBACQkAI1BoBhvmZMmWK2r/6u+++A+cf1sar1gBIxW5NQMSbtfvMoUE+//xzcNeFo0eP4r///a9bd7IYLwSEgBAQAjcJcDrMPffcg6FDh2L9+vVo0aLFzYtyJATcgIAMmxo6iYsVGKh1586d6iyDr3br1s2QQw6FgBAQAkLAXQlkZ2djxYoVyvxvvvkGDBElSQi4IwERbwDMK0y5OT0XKzB99dVX7tivYrMdAsePH7dzVk4JASFQ1wlwD+Jt27ZhzZo14CrfkJCQut5kaV8dJyDiDcDly5fBX2H6CtM63uf1snkUbuPGjauXbZdGC4H6TIDetsjISPj5+eHDDz+UIdL6/DDUobbLnDfrgoWJEyeWeNv0/j179ixSU1ORm5urn5J3NyXw5ptvIiwszE2tF7OFgBCoKAF6295++22MHz8ev//97xEdHS3CraIQJb/LEhDPm52uoWh7//33kZOTAwbobdWqlZ1ccsqdCKxbtw5btmxxJ5Or1Nbvv/8eXF337bffKk/zlStXwC+3X/ziF2pLuNatW8PHxwcWiwW33Sb/LVQpfCmsxgmIt63GkUuFNUxA/pc2AOcKU+NiBc59o4iT5N4E+B/5r3/9azRq1Mi9G1JB6ynO/u///g8fffQRfv75ZxQUFJQq4Ycffig5xz1aGRbngQceQO/evcVLUUJGDtyFAJ/51157Dbt27QK97T169HAX08VOIVAhAiLeAHB3Bf7BM3GFKXdYkFS3CDRs2LBuNchJa7744gscPHhQPdt61s6dOytPm5eXF27cuAHGMOzatSvolbt27Rr0QKUMj8MfMl26dMHgwYNxxx136EXIuxBwWQKc1zp16lSMGDFCPfvy3LpsV4lhVUBAxBuAxo0bw7jC1MiVnoj69sVvbH9dOKZI0VcP14X2lNWG/Px8fPDBBzh//nxJcOkhQ4bg4sWLKhgpJ2137NhRFcEpAZcuXVL5KPb0z7xIIXfs2DGcPn0aw4cPL7mnrLrlmhCoDQLibasN6lJnbRMQ8QaoOT/mL3d64/bt24eNGzfi8ccfr+1+kvpvgQCHC+vDr3AKNz6vfHaZHn74YdDLNm/ePPTq1csuAz04KYeXuGiHQ8x///vflTeOzE6cOKH296UHToagbuEhlFurhcDhw4fxwgsviLetWuhKoa5MQMSbqXf0FaYcNho2bJhaoci5QJLclwAFDH+d1+VkFG4BAQFqjtvkyZMxevRou6LNEQt65rgq76mnnsKkSZPw0EMP4ZNPPkFiYqK6RQScI3JyviYJ8O950aJF6sfGpk2bVBiQmqxf6hICtU1AxJu1B4wrTCnaxo4dqzxy3EZFknsT4DAh+7euJi5GiI+PVx63+++/H56enti8efMtecoo0o4cOYLp06crbBRwKSkpaNasmQyh1tUHyY3alZWVpeZr/u///m+Ffpy4URPFVCFQJgERb4AKn7Bq1SrlaePct9tvv71MaHLR/QjU5f1p6RXTV41++eWXKuB0VWz7w2HTtWvX2gi4PXv2qLlz9WEY2v2e8vpjMX9ciBe4/vS3tLQ0ARFv1iC9r776aik63DaLc4D0eUGlMsgJtyDAoUCGfOGcrtpKjK/GhROMtXbq1KkSM5o3b462bduiU6dO+OUvf1lhLwIXJjAcCJOvry82bNjgcL9GDjV9/PHHSE9PV7HedCO44pRz2uwJPl3A9evXDxyO5Rw4euAYekWSEBACQkAI1A4BEW92uHPCNyfCJicnqyEoe19qdm6TUy5MYO7cuWrlZE2bSMFGscM5aY7irNFrdvLkSbW4gALuV7/6Fby9vctlKr1uLJdz0yio+vfvb/c+Dv8/+eSTWLp0KQYOHFgSeJqrqbnSdOTIkQgKCsKLL75Y6scKBRxFIefPMVEsMryI/Kixi1pOCgEhIASqnYCINwNifYUpvxBDQ0OxcOFCJeAMWeTQTQlw8n1NrhrmPDQ+RxQ6FFcM17F//35MmDABgYGBajcDoszMzFRBdPVhTz1EB+MN/s///E+ZtOnNoyhk4pw0DmmaE71tzz//vDrN/Xvt/RDh8BOFGTfufvTRR9XqUnM+5qFNjB1HG+mBowiUJASEgBAQAjVPQMQbAA6P8otPF20xMTFo2rRpzfeG1FhtBDh0unv3bvj7+1dbHXrBFFSMtUbhRm/Wd999h+eee05tz2XPW8VQHnqIDv6A4E4QfBYp6AYMGKAXW+qdQUkpDBkG5JlnnrHrCdODT7/++utlDsnSu8Zh5fvuu0954ext4P3ss88q8UZDOPxKL595Ky0PDw/MmTOnlK1yQggIASEgBKqOgIg3QEWXp6dBRFvVPViuWBIFXHUnetx04cahzHvvvRc7duywK6yMtphDdHA3BH3HA0cCTp/rxnIYVd6cOPTPMt59990yhZvxPgqyGTNm4M9//rMKGWK8RhsZyJeJ4XMoSrknqjmtWLHCfEo+CwEhIASEQBUS8KzCsty2KHrZHnzwQRtvG71xn376qfKWcN6SJCFQHgIHDhxQHjcKt3HjxiEuLs6pcDOWy+HJvXv3QtM0tSsEn0EuSjAneveYh4krac3DnDxPEUUvWEVXhnIINTU1VS2uMNfLEDoc9uVcudzcXPNl+SwEhIAQEAI1QEA8bybIFG2cP8QvUK7eCw4OLvE2mLLKxzpGgHPI+OLcMD3R08Q4cfY8THoe/Z33MrgzhzE5PEsPljFxkj+fKy5OoLDq27evGlblXDzjQgMKsX/84x947LHHlFd4586d+N3vfmczRMm5bPpOCpynZk5c1UpxZSzXnMfRZ4o92k6vnVkUclhVT+TUs2dP/aO8CwEhIASEQA0REM+bFTRFG70mnH/ESeQRERFqnpI+TFRD/SHV1AIBerboIePwIkVThw4dSl7cIo0R3BnvzDhMac9Mequ4wftnn32mhuCNeTiESZFFjxl3L6DnivPKKNy4knPKlCk2ni6KppdfflktdLh8+TIYv82Y9AUOPEevsTl9/fXXdodSzfkcfe7WrZvyPJuvt2rVqmSxBf9mJAkBISAEhEDNExDPmzVI7/z589UK08jIyHJ5WWq+q6TG6iBw6NAhJVLoLaPHlaE0ON9MT/SOvfTSSyrG2a5du8AdDLgS2TxRn6KMIlAfLjUuTND3XzRv40MPFz1jfDGUB8N1GBcK8HNsbKwyhYKQgqq8iV5AYzvKe5+er7JbwulDuXo5XIhRE4tE9PrkXQgIASFQHwiIeLMG6XW0WIFDT9wSSFLdI0DhdvToUTU0yBhpXHFsFF16i7nxNcNocBL/sWPH1ApPxkwzCjjOi6Q3jZP4jYsHOLzJ+83CTS9bf6dQ47NmXijAOWb0vHFlKQViRZK9uHIVub8q8tbEIpGqsFPKEAJCQAi4EwEZNrX2ljk0COcucdiKIRHq8tZK7vSwVqWtHALl3p3t27dXw5YcLteFG+em0WPEdyY9jMb69evVZ84ny8jIsDFHX9Ryzz332MwT4/NDMVceEcON5Dn0qtfLCjgkSi8YhaE+x82mYsDuwgHumsC5dZVNbI+jHy26KOQeqpKEgBAQAkKg5gl4aOZxjpq3waVqpGjjBHEmBiX96quv1DE9I5LcnwDjkOnp4YcfBgWTvm0WBRsXEvAZYHw2CikfHx8l4vV9FJOSksDdGjiMaS9xdWd0dHTJJQ7DmxcklFy0c7Bs2TIV/Na40MBos51bVODft99+2+YSPX56OA9dlNpkcPLBkd1sPxkx4LC9ZO+/E2f22yunvpyzx6u+tF3aKQSEQOUJyE9na5BeLlagp43znijaeNy9e/fKk5U7XZIAvyy5KIHpypUrJVs+cViSc7MYJoOrLCnA+E4xNnXqVLVdGu8JCQlRwo5z3xYvXqzCdRi/gOnJMydO8i9v4jw1zlezl1avXl1SH4dn9RQfHw+KNWOit5D5ubq1ookilsKV8wDNifui6sKNHNl248ucn5+N1/UhZWNb6FU05zPeYz5mn2RlZZWUyzh63MGiImWYyzR/ZlkMicKy9WtcXUshrn929s6gxmY7H3nkERs71Qf5RwgIASFQQQIi3gA1p4j/MYeHh6sVpiLaKvgUuVn29957Ty0s+MMf/qCGRCl8KNA4B47izJj0xQQMlKsPZ9ILS4/cxo0bS7IyrAzT2bNnS85V5kAfknR2L71p3Cyeafjw4XY9gVzVumbNGjUE7Kw8/TpZ0LPGPU4pAI2J17h4g4krcm8lTAj56Yl/exRklU0cIq7ofMDy1GW0kfkpMssz/K2X3bx5c/2w5P2uu+4qOZYDISAEhEBlCYh4sy5Y4NCZ2WvCL2J6ICQYaWUfL9e8b/PmzWo+lx5ig94RCnbjUKXRcobtoKeIzwJTly5dlPcpJyenxOOlCxmGCjEmPlMMtFvexFWnFCN6omDUhaFZTIwfP15l49C+vipVv4/vFHjcHov56E1zlijOuA8qd4WwN02AO0foHi7aYo4B56x843Xj3xTD8VAwVjZxbp+3t3dlb3d4n9FGZuIwdHk46gUaw7no5/7zn//oh/IuBISAEKg0ARFvdtBRtK1btw6rVq1SAXorMuxlpzg55YIE+CWsx/A7ffo0hg4dWqaVFGeM/8ekzyHjsBq9Rkx6WA6KPIogPdGTR++X8Zx+zfyuCwOjd+fUqVMqSDA9XUZRx3t/+9vfqiIYA+7f//63WpFqLpOCVBdwtEP3HprzMZwJN5qniOXiDXOi/UuWLCkZMmXQ4MokfWGQcc4geXI4kkPXzhLtp9DjwhA90VvJuHa6yNXP38q7PnxuFN4UqxR0ej+VVT7t5NxJY1/y+WHcQF0Al3W/XBMCQkAIlEVAxJuBDv+zpWhjwFZ+GXPyOL8wGzZsaMglh3WBAAWDPteK7XE2XEmPidm7Y/SyMfYbRT7jvBmFCb+8Oc9L3yDeETuuYKWHjHMtjengwYMqeC/FiVGwMA/bsGDBApWd4opDmvZEIgUc48cx3X333SogMIUcvXxcmEARykDBb775ZqldIdRNgAqVov8d0JtIcVOZNHjwYHXbW2+9ZWMrPd8MhGzPfmM9b7zxhvKCGod0t2zZogIo29tpwnhvRY7Zj0wUikabOJz897//3WlRDPli3mFj69at6j59uNtpIZJBCAgBIeCIAFeb1vd0+fJlbdGiRep1/PhxGxw7duzQ+JJUdwj4+vpqQ4YM0Y4dO6YalZWVpT3++ONlNnDOnDnaoUOHVJ5vvvlGYxnFc/GLb7t69arWvn17dW748OE2ZfHas88+q7GM7777zuYaP7Dcvn37aqtXr7a5xnq6dOmiynzhhRdsrukfWF67du1UnocfflhbunSpfsnuO21hexMTE9VzTQb2bDLeTPv8/f1VHa1atdLeffdd4+UKHbNNLCMkJKTU3xUZ0X7aaC+RDzkZr7MtgYGByrbk5GR7t1XqHLlYLBb1nOj9zoL0vqQtRjv0SniO19gW43WW0a1bN9V2Y3n6ffIuBISAEKgIAa6cqvfp2rVrWmZmpl0O8fHx2nvvvWf3mpx0TwIzZsxQX/hGscQvW+NnY8v4ZWsUDRTzFGiPPvqoMZu2du1aJSIGDhxYSpjwi5z3sRy9Loo5ika+dCFpLPCZZ55RdrZp00YJLuM14/E//vEPrVmzZqruhx56yGE7jPeU95htp0jVX0888UR5b3WY71e/+pUqr3v37jYCh4wo3sho48aNqs260CQjcjMLTTLq3LmzEs5GseSw8gpc0EVhz549S9mp953RTvYv7eQ1oy08fuyxx7T7779fif4KmCBZhYAQEAJ2CYh4s4tFcs7DbwAABCpJREFU0+iN27Ztm/rl7ehL3cGtctrFCVCQNG3aVAkIXQzQI8QvXooHCgYmnmPfU0zwmIlfxPwyp5jhF7cx8dq9995bInT0cox5eMzztIGCTS/XnIf1UoixHkdeN+M9ixcvVl4d5ud9ZXmwjPeVdUzvHD1/FB0sl23TeZV1n7NrbDfFJu2k0DEn8iFbXuOLLOyJW+ZhGRS35r4wl1mZz/Tk0fvmyKNJO2mb0U57fc48LIMeRwptSUJACAiBWyUg4s1E8MKFC0q08Vc+xRs9bzJsaoJUBz7Sq9KrVy+Nnhs9UXyxr9n3FCsUc/ziNQoWfua9FDLMb06ffvqp+pKm4KFniSKtool1cIiNNnB41l499socN25ciYCj4KTIrEz9bC8Fie55oh0cEnYkNO3Z4uxcZGSkah/FF9tb3jbq5bKf9CFlekErer9ejrN3/VnQ7XSW33zd2JdV4bU0ly+fhYAQqJ8ERLxZ+/3rr7/W/vrXv2qzZs3SUlJSNA6lMvFLQsRb3fvjoIekZcuWFfJS8YuYX+L02pU1v4rX6GWh6OFcsfKKE9pEMdmnTx91b2UEEz1w9Bax7oCAACXAKG4o4pwJHHq3aCvvpbDlO1/9+vWrUuHGp4m20C6Wz/ay3eURhxSW9Crq9lWGUUWeZqOd7HvaaRTzjsrSBTDvYRspNJ3xd1SWnBcCQkAImAmIeNM0jcLNLNp0UCLedBJ1750iiwKOQ1qck+TIS0VRo4sqCjcKJGeJZevih4sjeExhxDqMIoWCjcOTLJ9f8L/85S9VXnq9jPmc1We8zqE5ffGEboMulCZMmKDEj/5c0yY++8xHQWT0tnFok0O21SU6dGFEoct62X4KMzIyCiTmMwpLXRDdCiMjL2fHup2tW7cu4UNutMnIxmynLjDJvrJ96cw2uS4EhED9JCDizUm/619yTrLJZTclQJGlz1PTRQHFjD6Pid4rfgnr874qstKSX9j84tY9YSyfQtEokCjseE4XWZy/RXFoFAWVQUvxs2DBgpJy9fLL8057uajA3vytytji7B7OV9Pt4uIDXezq5/hOca2LITKqTlFpz172x2uvvebUTtquP0e0k/fcal/as0fOCQEhUL8JuNTG9LKBtaOALnJeCAgBISAEhIAQqAoC3JfY3dNtrtSAugDUlXiKLRUnwOj5Z86cKQnayyDNDI5rDApb8VKL72CwV+7IYCy/devWap/QW9lqqrz22Kuf97KN3PqpJmwoj60MWMygxN9++63K7uXlpXaZMO5WUJ5yqjsPn5WLFy+W2Mm+ZKBmV7OzujlI+UJACNQ8AZfyvNV886VGISAEhIAQEAJCQAi4FwHZHsu9+kusFQJCQAgIASEgBOo5ARFv9fwBkOYLASEgBISAEBAC7kVAxJt79ZdYKwSEgBAQAkJACNRzAv8f0e/GgWbzJmQAAAAASUVORK5CYII="></p>
<p>The sound sensor gives a graph of the variation of output voltage with time along the track that is similar in shape to the graph shown in the resource. Explain how this effect arises.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is about the superposition of waves.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what is meant by the principle of superposition of waves.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows two point sources of sound, X and Y. Each source emits waves of wavelength 1.1 m and amplitude <em>A</em>. Over the distances shown, any decrease in amplitude can be neglected. The two sources vibrate in phase.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p>Points O and P are on a line 4.0 m from the line connecting X and Y. O is opposite the midpoint of XY and P is 0.75 m from O.</p>
<p><br>(i) Explain why the intensity of the sound at O is 4<em>A</em><sup>2</sup>.</p>
<p>(ii) Deduce that no sound is detected at P.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about simple harmonic motion (SHM) and waves. <strong>Part 2</strong> is about wind power and the greenhouse effect.</p>
<p><strong>Part 1</strong> Simple harmonic motion (SHM) and waves</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A gas is contained in a horizontal cylinder by a freely moving piston P. Initially P is at rest at the equilibrium position E.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAvcAAAEACAYAAAA3AFmHAAAdyklEQVR4Ae3dDZBdZXkH8CfZiE5KQghDZEgm7rYbJIrjVKDJiJ98SZiqKCDQWJBYEItCAgoIJCnIx6jQbKIITSAoarEKOMIATkHFYjuh4EcRCWA0qSaYiUMM2ZhpU7LbOZvczRL24+6995x77jm/O7Oz995zzvu+z++5sX9Oz547pre3tzc8CBAgQIAAAQIECBBoeYGxLV+BAggQIECAAAECBAgQ6BMQ7n0QCBAgQIAAAQIECBREYFxB6lAGAQIECBAgkFOBlx4/P2af+kBsacT6jl0SD956UsxoxFjGIFBAAeG+gE1VEgECBAgQyJPAuCNviifWJSvaFM9966JYcMm/x7OVBVYT1nueiyduWxyLr12157jK8X4TIPAyAZflvIzDCwIECBAgQCA9gSlxyIcui3Pevc/ophh7SBxxzorouvJ1ozvO3gRKKCDcl7DpSiZAgAABAs0TmBCTDhpluO9b7L7xF29/R0x5cnNs7mne6s1MIO8Cwn3eO2R9BAgQIECgUAITYuLkWsJ9xNgZ74m/2+ePwn2hPg+KabSAa+4bLWo8AgQIECBAIB2BsUfFvB8flc7YRiVQEAFn7gvSSGUQIECAAAECBAgQEO59BggQIECAAAECBAgUREC4L0gjlUGAAAECBAor8PzXYtmqbYUtT2EEGikg3DdS01gECBAgQIBAwwVeWv+r+O+2hg9rQAKFFBDuC9lWRREgQIAAgaIIbIz/euhnsaMo5aiDQMoCwn3KwIYnQIAAAQIEahRIvpl2xYJYtGJnjQM4jED5BNwKs3w9VzEBAgQIEMiPwMMLYk77ghHWMzP+fIQ9bCZAYJeAcO+TQIAAAQIECDRP4Ngl8eCtJ8WMwVaQnLm/bXEsvvbFwbZ6jwCBQQRcljMIircIECBAgACBHAiMPSSOOGdJXH2Ov6bNQTcsoUUEhPsWaZRlEiBAgACBcgocGDOO/PNwqUE5u6/q0QsI96M3cwQBAgQIECCQmUBb7Du9Iyb3ZDahiQi0tID/EG7p9lk8AQIECBAovsDYQ+fHwuKXqUICDRFw5r4hjAYhQIAAAQIECBAg0HwB4b75PbACAgQIECBAYBQCPeu74v2f/H5sGsUxdiVQFgHhviydVicBAgQIECiEwMb42R0PxL4nvTmmFKIeRRBorIBw31hPoxEgQIAAAQLDCnTH1s07ht1j6I07Y9vj18cVK2fHiUdOHno3WwiUWEC4L3HzlU6AAAECBLIX6I4tG2sL9z3rvxiXnHVvrD3t6DhuogiTfe/M2AoC/mW0QpeskQABAgQIFEEg+cbZFdfGih8OCPf/8aN4cP2A14PV2b0qHvr6+XHe8UvjX7dPjyOOPswlOYM5eY9ARIzp7e3tJUGAAAECBAgQSEvgpcfPj9mnPhBbGjHB+DPjqlWLY64z943QNEYBBYT7AjZVSQQIECBAgAABAuUUcFlOOfuuagIECBAgQIAAgQIKCPcFbKqSCBAgQIAAAQIEyikg3Jez76omQIAAAQIECBAooIBwX8CmKokAAQIECBAgQKCcAsJ9OfuuagIECBAgQIAAgQIKCPcFbKqSCBAgQIAAAQIEyikg3Jez76omQIAAAQIECBAooIBwX8CmKokAAQIECBAgQKCcAsJ9OfuuagIECBAgQIAAgQIKCPcFbKqSCBAgQIAAAQIEyikg3Jez76omQIAAAQIECBAooIBwX8CmKokAAQIECBAgQKCcAuPSKruzvSOtoY1LgAABAgQIECCwW2DNurUsCPQLOHPfT+EJAQIECBAgQKD1BJxQbb2epbni1M7cVxbtvyYrEn4TIECAQNkFKiHM/20c+pNQMVp++1eH3mmQLeeefVbfu2wHwfFWqQScuS9VuxVLgAABAgQIECBQZAHhvsjdVRsBAgQIECBAgECpBIT7UrVbsQQIECBAgAABAkUWEO6L3F21ESBAgAABAgQIlEpAuC9VuxVLgAABAgQIECBQZAHhvsjdVRsBAgQI5ErAnVxy1Q6LIVBIAeG+kG1VFAECBAjkVUDAz2tnrItAMQSE+2L0URUECBAgQIAAAQIEQrj3ISBAgAABAgQIECBQEAHhviCNVAYBAgQIECBAgAAB4d5ngAABAgQIZCTQ2d4RyY8HAQIE0hIQ7tOSNS4BAgQIECBAgACBjAWE+4zBTUeAAAECBAgQIEAgLQHhPi1Z4xIgQIAAAQIECBDIWEC4zxjcdAQIECBAgAABAgTSEhDu05I1LgECBAgQIECAAIGMBYT7jMFNR4AAAQIECBAgQCAtAeE+LVnjEiBAgAABAgQIEMhYYFzG85mOAAECBAiUVmDNurWlrV3hBAhkI+DMfTbOZiFAgAABAgQIECCQuoAz96kTm4AAAQIECBAgQKB0As93xblvXRo/qLrwg6Lz3E/EieMnx6yPvidmTajtHHxtR1W9SDsSIECAAAECBAgQKKHAwfNj+bq1sWbdY/HA54+K1w8gaDvm6rjjqV9Hcqle388v7oybr3lLTP/6lbGs6+9j7ps+EHO//UxsHnBMtU+F+2ql7EeAAAECBOoU6GzviOTHgwCBMglMiUNO+Xh86LC2/qLb3vjGOGLfATF8wuw47sM3xS0PL465hyT7PRmPffrkOOEzD8evevoPq+rJgFGr2t9OBAgQIECAAAECBAiMRmDsfrHfgXvC/VCHjj34b+PiS2bH+L4dtsfmOxfGgu/8NnYOdcAg7wv3g6B4iwABAgQIECBAgED2Am0x8eiPx8X9Z/k3xjMLb4tvbq3+9L1wn33XzEiAAAECBAgQIEBgcIGxM+NN79xvz7btj8QDj1d/9b1wv4fOMwIECBAgQIAAAQJNFtg3Du44eMAauuOFLf8z4PXwT4X74X1sJUCAAAECBAgQINAyAsJ9y7TKQgkQIECAAAECBIovsCO6t3QPKHNCHDDpNQNeD/9UuB/ex1YCBAgQIECAAAECGQq8EBt+/cKe+ca/K048cvKe1yM88w21IwDZTIAAAQIEGiWQfFmNBwECBIYT6Hn2tlh657bdu4yPyWf/dcyZWP35+Or3HG4VthEgQIAAAQIECBAgUJ/Atntj6Sf/OX5RGWXmeXHVxw+P6s/bRwj3FTy/CRAgQIAAAQIECGQgsPOXv4wntg28d/2mePZ7i+LKD14UNz236yur2o65NJbc+rGYM/CbbKtYm8tyqkCyCwECBAgQIECAAIFGCez8/qI487BFgwx3UHSe+4k48U2Hx4ffe+iozthXBhPuKxJ+EyBAgACBlAU62zv6ZnDtfcrQhieQc4F9Lrg7fn7RW2KfFNbpspwUUA1JgAABAgQIECBAoBkCwn0z1M1JgAABAgQIECBAIAUB4T4FVEMSIECAAAECBAgQaIaAcN8MdXMSIECAAAECBAgQSEFAuE8B1ZAECBAgQIAAAQIEmiEg3DdD3ZwECBAgQIAAAQIEUhAQ7lNANSQBAgQIECBAgACBZgi4z30z1M1JgAABAqUUcH/7UrZd0QQiel6MF/+w65tnE46dL2yNLRExJQUbZ+5TQDUkAQIECBAgQIAAgV0Cm+K5u26Obz01INx/5xtx/arfx553GmflzH3jLI1EgAABAgQIECBAYJfA811x7luXxg8G89j+cNx3+sNxX7Jt/wvii48viDkNSuUNGmawVXuPAAECBAgQIECAQEkFDp4fy9fNz7x4l+VkTm5CAgQIECBAgACBogg8tmpV/M1pp/f95KEm4T4PXbAGAgQIECiFQGd7RyQ/HgQItL7A+vXr45KLPxVzTz8jVj/9dBz3nuNzUZTLcnLRBosgQIAAAQIECBBoBYEk1C9b0hX33H1333I/ePLJccGC+TFt2rRcLF+4z0UbLIIAAQIECBAgQCDPAlu3bo2vrFwZt9+2Mrq7uyNvob5iJ9xXJPwmQIAAAQIECBAgsJfA3qH+r2bNigsXzI9Zs2fvtWc+Xgr3+eiDVRAgQIAAAQIECORM4O677oprrrq670x93kN9hU64r0j4TYAAAQIECBAgQCAiklCfXFe/YcOGmDp1anz+xhviuOPz8QezIzVIuB9JyHYCBAgQIECAAIFSCCS3tUzO1K9evbov1H/uhi/Eyaec0lK1C/ct1S6LJUCAAAECBAgQaLRAEuqXLumK/3zssZgwYUJcMP/CuGB+9l9A1Yi6hPtGKBqDAAECBAhUIbBm3doq9rILAQJZCSS3tUzO1D/80EP9of4j8+bFxIkTs1pCw+cR7htOakACBAgQIECAAIE8Cwx2r/orFy9q6VBf8RbuKxJ+EyBAgAABAgQIFFqgclvLZV1L++rM673q62mCcF+PnmMJECBAgAABAgRyL1AJ9ZUvoEpua7lw8aKY+YY35H7to12gcD9aMfsTIECAAIEaBTrbO/qOdO19jYAOI1CDQCveq76GMvsPEe77KTwhQIAAAQIECBAoikAr36u+nh4I9/XoOZYAAQIECBAgQCBXAkW4V309oMJ9PXqOJUCAAAECBAgQyIVAke5VXw+ocF+PnmMJECBAgAABAgSaKpDc1vKSiz/1si+gavV71dcDKtzXo+dYAgQIECBAIFcClT9aztWiLKZqgdH8sfne96r/yLyz+75VtpW/gKpqqGF2FO6HwbGJAAECBAgQIEAgXwLJbS2XdXXFV1be3rewIt6rvh5x4b4ePccSIECAAAECuRJYfvtXc7Uei6lO4Nyzzxpxx8HuVf/5G2+IadOmjXhsmXYQ7svUbbUSIECAQFMFRnPJQVMXanICORO4feXKWLakK7q7uyP5AqoLF8yPWbNn52yV+ViOcJ+PPlgFAQIECBAgQIDAXgJ736v+lhXLhfq9jPZ+KdzvLeI1AQIECBAgQIBAUwWS21omd8DZsGFDTJ06NT53wxfi5FNOaeqaWmVy4b5VOmWdBAgQIECAAIGCC+x9r/orFi2Ms+fNK3jVjS1PuG+sp9EIECBAgMCQApXbNLr2fkgiG0ouMPf0M2LChAlxwfwLo8z3qq/nYyDc16PnWAIECBAgQIAAgZoFkj+Q/bcfPdJ/vHvV91PU/ES4r5nOgQQIECBAgAABArUI7Njxv/HjRx+Nb379ay87/MpFi1722ovRC4wd/SGOIECAAAECBAgQIFCbQHK2fvEVl/cF+6Pe8c64cdmXahvIUYMKOHM/KIs3CRAgQIAAAQIE0hI47oQ58fpDZ/bdCSetOco6rnBf1s6rmwABAgQIECDQBIHkD2aPPubYJsxcjildllOOPquSAAECBAgQIECgBALCfQmarEQCBAgQIECAAIFyCLgspxx9ViUBAgQI5EDA/e1z0ARLIFBwAWfuC95g5REgQIAAAQIECJRHQLgvT69VSoAAAQIECBAgUHAB4b7gDVYeAQIECBAgQIBAeQSE+/L0WqUECBAgkAOBzvaOHKzCEggQKKqAP6gtamfVRYAAAQK5ExDs02/JuWeflf4kZiCQYwFn7nPcHEsjQIAAAQIECBAgMBoBZ+5Ho2VfAgQIECBAINcCbjea6/ZYXAYCztxngGwKAgQIECBAgAABAlkICPdZKJuDAAECBAgQIECAQAYCwn0GyKYgQIAAAQIECBAgkIWAcJ+FsjkIECBAgAABAgQIZCAg3GeAbAoCBAgQIJAI+GNPnwMCBNIWEO7TFjY+AQIECBAYICDgD8DwlACBhgsI9w0nNSABAgQIECBAgACB5ggI981xNysBAgQIECBAgACBhgsI9w0nNSABAgQIECBAgACB5ggI981xNysBAgQIlFCgs70jkh8PAgQIpCUg3Kcla1wCBAgQIECAAAECGQsI9xmDm44AAQIECBAgQIBAWgLCfVqyxiVAgAABAgQIECCQsYBwnzG46QgQIECAAAECBAikJSDcpyVrXAIECBAgQIAAAQIZCwj3GYObjgABAgQIECBAgEBaAsJ9WrLGJUCAAAECBAgQIJCxwLiM5zMdAQIECBAorcCadWtLW7vCCRDIRsCZ+2yczUKAAAECBAgQIEAgdQHhPnViExAgQIAAAQIECBDIRkC4z8bZLAQIECBAgAABAgRSFxDuUyc2AQECBAgQ2CXQ2d4RyY8HAQIE0hIQ7tOSNS4BAgQIECBAgACBjAWE+4zBTUeAAAECBAgQIEAgLQHhPi1Z4xIgQIAAAQIECBDIWEC4zxjcdAQIECBAgAABAgTSEhDu05I1LgECBAgQIECAAIGMBYT7jMFNR4AAAQIECBAgQCAtAeE+LVnjEiBAgAABAgQIEMhYYFzG85mOAAECBAiUVmDNurWlrV3hBAhkI+DMfTbOZiFAgAABAgQIECCQuoBwnzqxCQgQIECAAAECBAhkIyDcZ+NsFgIECBAgQIAAAQKpCwj3qRObgAABAgQI7BHobO/Y88IzAgQINFhAuG8wqOEIECBAgMBQAoL9UDLeJ0CgUQLCfaMkjUOAAAECBAgQIECgyQLCfZMbYHoCBAgQIECAAAECjRIQ7hslaRwCBAgQIECAAAECTRYQ7pvcANMTIECAAAECBAgQaJSAcN8oSeMQIECAAAECBAgQaLKAcN/kBpieAAECBAgQIECAQKMEhPtGSRqHAAECBAiMILBm3doR9rCZAAEC9QkI9/X5OZoAAQIECIxKQMAfFZedCRAYpYBwP0owuxMgQIAAAQIECBDIq4Bwn9fOWBcBAgQIECBAgACBUQoI96MEszsBAgQIECBAgACBvAoI93ntjHURIECAQOEEOts7IvnxIECAQFoCwn1assYlQIAAAQIECBAgkLGAcJ8xuOkIECBAgAABAgQIpCUg3Kcla1wCBAgQIECAAAECGQsI9xmDm44AAQIECBAgQIBAWgLCfVqyxiVAgAABAgQIECCQsYBwnzG46QgQIECAAAECBAikJSDcpyVrXAIECBAgQIAAAQIZC4zLeD7TESBAgACB0gqsWbe2tLUrnACBbAScuc/G2SwECBAgQIAAAQIEUhcQ7lMnNgEBAgQIECBAgACBbASE+2yczUKAAAECBAgQIEAgdQHhPnViExAgQIAAgV0Cne0dkfx4ECBAIC0B4T4tWeMSIECAAAECBAgQyFhAuM8Y3HQECBAgQIAAAQIE0hIQ7tOSNS4BAgQIECBAgACBjAWE+4zBTUeAAAECBAgQIEAgLQHhPi1Z4xIgQIAAAQIECBDIWGBMb29vbxpzuhtAGqrGJECAAAECBAi8UsC3H7/SpKzvOHNf1s6rmwABAgQIECBAoHACqZ25L5yUgggQIECAAAECBAjkXMCZ+5w3yPIIECBAgAABAgQIVCsg3FcrZT8CBAgQIECAAAECORcQ7nPeIMsjQIAAAQIECBAgUK2AcF+tlP0IECBAgECdAsmd5NxNbnhERsP72EpgJAHhfiQh2wkQIECAAAECBAi0iIBw3yKNskwCBAgQIECAAAECIwkI9yMJ2U6AAAECBAgQIECgRQSE+xZplGUSIECAAAECBAgQGElAuB9JyHYCBAgQIECAAAECLSIg3LdIoyyTAAECBAgQIECAwEgCwv1IQrYTIECAAAECBAgQaBGBMb29vb0tslbLJECAAAECBAgQIEBgGAFn7ofBsYkAAQIECDRTYP369c2cvmFzb926tWFjGYgAgeEFhPvhfWwlQIAAAQKZCzy2alWcdsqpcfH8BZnPncaE58z7aCy44MIoyn+spGFkTAKNEhDuGyVpHAIECBAgUKdAJdTPPf2M+MkTT8T2P/2pzhHzcXhSx3333hvvetvbhfx8tMQqCiwg3Be4uUojQIAAgdYQ2DvUt8aqa1ulkF+bm6MIVCsg3FcrZT8CBAgQIFCnQGd7RyQ/lUeZQn2l5srvoUL+3kaV/f0mQKA6AXfLqc7JXgQIECBAoG6BSrD/xjfvjH+84ca+S2/qHrQgA7z3fe+Liy/5dN+lO0lJa9atLUhlyiCQrcC4bKczGwECBAgQILB0SZdgv9fHIDmT/6pXvWqvd70kQGC0As7cj1bM/gQIECBAoEaBypn75Kx0cklO5ez9mDFjYrCvnZk5c2bc9+ADNc6Wn8PeO+fEWL169ZALqpy1nzZtWv9lS87cD8llA4FhBVxzPyyPjQQIECBAIB2BWbNnx7/c9e1ILtF5y+GH902ShPwyPZJQ/8iPH40ly5ZGEuw9CBCoX0C4r9/QCAQIECBAoGaBMoZ8ob7mj4sDCYwoINyPSGQHAgQIECCQvsBgIb9tXDH+NK5Sh1Cf/ufIDASK8b8a+kiAAAECBFpAILmOvHLd/VDLrYT85Jr85KcIj/d/4KT40s1fdulNEZqphtwL+IPa3LfIAgkQIECAAAECBAhUJ+CynOqc7EWAAAECBAgQIEAg9wLCfe5bZIEECBAgQIAAAQIEqhMQ7qtzshcBAgQIECBAgACB3AsI97lvkQUSIECAQFEEkj+mHekPanNTa8+TcfcJ58Sy51/KdEktZZSpjMkIVCcg3FfnZC8CBAgQIFAigU3x7K2XxuW/e0PMmOLGeiVqvFILICDcF6CJSiBAgAABAo0T2BnbHr82LrrumdjZuX9MlhQaR2skAhkI+CebAbIpCBAgQIBAywhsuz9WXHF/PJss+MBJwn3LNM5CCewSEO59EggQIECAAIHdAhvjp1++Pm56bmff67bXTor92BAg0FICwn1LtctiCRAgQIBAWgLJ5TjXx8Ivb+yfoO2AiTGp/5UnBAi0goBw3wpdskYCBAgQIJCyQM/6L8anz1gdk4+avHum8TFp0p9FW8rzGp4AgcYKCPeN9TQaAQIECBBoPYGeJ+O+f7gtfvKxK2P+uyfsXv+rY+J+wn3rNdOKyy7g/lZl/wSonwABAgQyE1izbm1mc1U/0fZ4/p6Fcclvz4murjfHmJu7dx96UMyYnv1FOfk0ql7TngSaLeDMfbM7YH4CBAgQINBEgZ71y+Pqy18X5688L+bsuyW2bt7RxNWYmgCBegWcua9X0PEECBAgQKBVBbb9MO649Gux/vrvxE3T9omI7tiysRLuO2PG1Ne0amXWTaC0AsJ9aVuvcAIECBAot0By28vL4/oJC+O7H5i+6w9nX/ptrPv57nA/fv84YF//D/5yf0ZU34oCwn0rds2aCRAgQKAlBTrbO/rW3fzrynfd9vLy5bPi/EdOjEMHy/CvnhSTxw+2IV36/BilW6fRCaQlINynJWtcAgQIECCQV4Ft98ctH3s6ptzylTi/73Kc3Qvd9Fw8/cfdz6fv79tp89o/6yIwjIBwPwyOTQQIECBAoHACPc/ED6+5Pr51xrL43rFTX3Yf+57uzfGHSsEHThLuKxZ+E2ghAeG+hZplqQQIECBAoD6B5LaXl8Z5Pz0juu45PCpfV1UZs2frC/G73S/aXjsp9qts8JsAgZYREO5bplUWSoAAAQIE6hNIbnv52cvGxvF3nhlzXvHHsjtj+4svRuVeOW0HTIzs73JfX32OJkAgQrj3KSBAgAABAmUQ6Hky7r16RTz00vaIU/8yOoetef+Y/ropkdwc04MAgdYSEO5bq19WS4AAAQIEahDY9S20l//fZXHHU3Pjra84a58MuTl++oXj4kM3ba5hfIcQIJAXAeE+L52wDgIECBAgkIpActvLz8S8yzrivEdOGyLYJxN3D/h22oNixnQX5aTSDoMSSFlAuE8Z2PAECBAgQKAi0JT722+7P5Yv+EGM+9z9L7/tZWVR/b8Hfjvt5Jg8sTkRoSlG/QaeEGh9geb8y219NxUQIECAAIH8CyS3vbz22vinwz6751toh1p1z4vx4h927t46OQ6YICIMReV9AnkW8C83z92xNgIECBAgULPApnj21gVx3k/mRtc97xv8W2gHjr3tN7HmN7vD/fj944BBr8sfeIDnBAjkUSD775XOo4I1ESBAgACBQglsimeXnxWnXvdMtJ3wtjimiqDe8/tfxVPbC4WgGAKlFBDuS9l2RRMgQIBAUQV6NjwQ91z34b5gn2T1HQ89GN9+vnL3+sGq3hnbVt8WXdfdHb+obN5+Vyy95rvxWHdP5R2/CRBoEYExvb29vS2yVsskQIAAAQIEhhQY7laW42PKonvi0Xmvj7b+43fExrtOjrd96qn+dwZ9Mv7MuGrV4pg70fnAQX28SSBnAsJ9zhpiOQQIECBAgAABAgRqFfCf4bXKOY4AAQIECBAgQIBAzgSE+5w1xHIIECBAgAABAgQI1Cog3Ncq5zgCBAgQIECAAAECORP4fxTlKGMhK9UxAAAAAElFTkSuQmCC" alt></p>
<p> </p>
<p>The piston P is displaced a small distance <em>A</em> from E and released. As a result, P executes simple harmonic motion (SHM).<br>Define <em>simple harmonic motion</em> as applied to P.</p>
<p> </p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph shows how the displacement <em>x</em> of the piston P in (a) from equilibrium varies with time<em> t.</em></p>
<p><em><img src="data:image/png;base64,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" alt></em></p>
<p> </p>
<p>(i) State the value of the displacement <em>A</em> as defined in (a).</p>
<p>(ii) On the graph identify, using the letter M, a point where the magnitude of the acceleration of P is a maximum. </p>
<p>(iii) Determine, using data from the graph and your answer to (b)(i), the magnitude of the maximum acceleration of P.</p>
<p>(iv) The mass of P is 0.32 kg. Determine the kinetic energy of P at<em> t</em>=0.052 s.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The oscillations of P initially set up a longitudinal wave in the gas.</p>
<p>(i) Describe, with reference to the transfer of energy, what is meant by a longitudinal wave.</p>
<p>(ii) The speed of the wave in the gas is 340 m s<sup>–1</sup>. Calculate the wavelength of the wave in the gas.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>A longitudinal wave is travelling in a medium from left to right. The graph shows the variation with distance <em>x</em> of the displacement <em>y</em> of the particles in the medium. The solid line and the dotted line show the displacement at <em>t</em>=0 and <em>t</em>=0.882 ms, respectively.</p>
<p><img 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" alt></p>
<p>The period of the wave is greater than 0.882 ms. A displacement to the right of the equilibrium position is positive.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what is meant by a longitudinal travelling wave.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate, for this wave,</p>
<p>(i) the speed.</p>
<p>(ii) the frequency.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The equilibrium position of a particle in the medium is at <em>x</em>=0.80 m. For this particle at <em>t</em>=0, state and explain</p>
<p>(i) the direction of motion.</p>
<p>(ii) whether the particle is at the centre of a compression or a rarefaction.</p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about simple harmonic motion (SHM) and waves. <strong>Part 2</strong> is about voltage–current (<em>V</em>–<em>I</em>) characteristics.</p>
<p><strong>Part 1</strong> Simple harmonic motion (SHM) and waves</p>
</div>
<div class="specification">
<p><strong>Part 2</strong> Voltage–current (<em>V</em>–<em>I</em>) characteristics</p>
<p>The graph shows the voltage–current (<em>V</em>–<em>I</em>) characteristics, at constant temperature, of two electrical components X and Y.</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A particle P moves with simple harmonic motion. State, with reference to the motion of P, what is meant by simple harmonic motion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Use the graph opposite to determine for the motion of P the</p>
<p>(i) period.</p>
<p>(ii) amplitude.</p>
<p>(iii) displacement of P from equilibrium at <em>t</em>=0.2s.</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The particle P in (b) is a particle in medium M<sub>1</sub> through which a transverse wave is travelling.</p>
<p>(i) Describe, in terms of energy propagation, what is meant by a transverse wave.</p>
<p>(ii) The speed of the wave through the medium is 0.40ms<sup>–1</sup>. Calculate, using your answer to (b)(i), the wavelength of the wave.</p>
<p>(iii) The wave travels into another medium M<sub>2</sub>. The refractive index of M<sub>2</sub> relative to M<sub>1</sub> is 1.8. Calculate the wavelength of the wave in M<sub>2</sub>.</p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline, with reference to the graph and to Ohm’s law, whether or not each component is ohmic.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Components X and Y are connected in parallel. The parallel combination is then connected in series with a variable resistor R and a cell of emf 8.0V and negligible internal resistance.</p>
<p><img 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" alt></p>
<p>The resistance of R is adjusted until the currents in X and Y are equal.</p>
<p>(i) Using the graph, calculate the resistance of the parallel combination of X and Y.</p>
<p>(ii) Using your answer to (e)(i), determine the resistance of R.</p>
<p>(iii) Determine the power delivered by the cell to the circuit.</p>
<div class="marks">[8]</div>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Part 2</strong> Simple harmonic oscillations</p>
<p>A longitudinal wave travels through a medium from left to right.</p>
<p>Graph 1 shows the variation with time <em>t</em> of the displacement <em>x</em> of a particle P in the medium.</p>
<p><strong>Graph 1</strong></p>
<p><strong><img src="data:image/png;base64,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" alt></strong></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>For particle P,</p>
<p>(i) state how graph 1 shows that its oscillations are not damped.</p>
<p>(ii) calculate the magnitude of its maximum acceleration.</p>
<p>(iii) calculate its speed at <em>t</em>=0.12 s.</p>
<p>(iv) state its direction of motion at <em>t</em>=0.12 s.</p>
<p style="text-align: left;"> </p>
<div class="marks">[6]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Graph 2 shows the variation with position <em>d</em> of the displacement <em>x</em> of particles in the medium at a particular instant of time.</p>
<p><strong>Graph 2</strong></p>
<p><strong><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></strong></p>
<p> </p>
<p>Determine for the longitudinal wave, using graph 1 and graph 2,</p>
<p>(i) the frequency.</p>
<p>(ii) the speed.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p><strong>Graph 2</strong> – reproduced to assist with answering (c)(i).</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;">(c) The diagram shows the equilibrium positions of six particles in the medium.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;">(i) On the diagram above, draw crosses to indicate the positions of these six particles at the instant of time when the displacement is given by graph 2.</p>
<p style="text-align: left;">(ii) On the diagram above, label with the letter C a particle that is at the centre of a compression.</p>
<p style="text-align: left;"> </p>
<div class="marks">[4]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about wave motion. <strong>Part 2</strong> is about renewable energy sources.</p>
<p><strong>Part 1</strong> Wave motion</p>
<p>The diagram shows a wave that is travelling to the right along a stretched string at a particular instant.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>The dotted line shows the position of the stretched string when it is undisturbed. P is a small marker attached to the string.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram above, identify</p>
<p>(i) with an arrow, the direction of movement of marker P at the instant in time shown.</p>
<p>(ii) the wavelength of the wave.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The wavelength of the wave is 25mm and its speed is 18mms<sup>–1</sup>.</p>
<p>(i) Calculate the time period <em>T</em> of the oscillation of the wave.</p>
<p>(ii) On the diagram above, draw the displacement of the string at a time \(\frac{T}{3}\) later than that shown in the diagram.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Marker P undergoes simple harmonic motion. The amplitude of the wave is 1.7×10<sup>–2</sup>m and the mass of marker P is 3.5×10<sup>–3</sup>kg.</p>
<p>(i) Calculate the maximum kinetic energy of marker P.</p>
<p>(ii) Sketch a graph to show how the kinetic energy <em>E</em><sub>K</sub> of marker P varies with time <em>t</em> from <em>t</em>=0 to <em>t</em>=<em>T</em>, where <em>T</em> is the time period of the oscillation calculated in (b). Annotate the axes of the graph with numerical values.</p>
<p><img 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" alt></p>
<div class="marks">[5]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The right-hand edge of the wave AB reaches a point where the string is securely attached to a second string in which the speed of waves is smaller than that of the first string.</p>
<p><img 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" alt></p>
<p>(i) On the diagram above, draw the shape of the second string after the complete wave AB is travelling in it.</p>
<p>(ii) Explain the shape you have drawn in your answer to (d)(i).</p>
<div class="marks">[5]</div>
<div class="question_part_label">d.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about wave motion. <strong>Part 2</strong> is about the melting of the Pobeda ice island.</p>
<p><strong>Part 1</strong> Wave motion</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State what is meant by the terms ray and wavefront and state the relationship between them.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The diagram shows three wavefronts, A, B and C, of a wave at a particular instant in time incident on a boundary between media X and Y. Wavefront B is also shown in medium Y.</p>
<p><img 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" alt></p>
<p>(i) Draw a line to show wavefront C in medium Y.</p>
<p>(ii) The refractive index of X is <em>n</em><sub>X</sub> and the refractive index of Y is <em>n</em><sub>Y</sub>. By making appropriate measurements, calculate \(\frac{{{n_{\rm{X}}}}}{{{n_{\rm{Y}}}}}\).</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the difference between transverse waves and longitudinal waves.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph below shows the variation of the velocity <em>v</em> with time<em> t</em> for one oscillating particle of a medium.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(i) Calculate the frequency of oscillation of the particle.</p>
<p>(ii) Identify on the graph, with the letter M, a time at which the displacement of the particle is a maximum.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
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<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about simple harmonic motion (SHM) and a wave in a string. <strong>Part 2</strong> is about the unified atomic mass unit and a nuclear reaction.</p>
<p><strong>Part 1</strong> Simple harmonic motion and a wave in a string</p>
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<div class="column">By reference to simple harmonic motion, state what is meant by amplitude.</div>
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<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
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<p>A liquid is contained in a U-tube.</p>
<p><img 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" alt></p>
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<p>The pressure on the liquid in one side of the tube is increased so that the liquid is displaced as shown in diagram 2. When the pressure is suddenly released the liquid oscillates. The damping of the oscillations is small.</p>
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<p>(i) Describe what is meant by damping.</p>
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<p>(ii) The displacement of the liquid surface from its equilibrium position is <em>x</em>. The acceleration <em>a</em> of the liquid in the tube is given by the expression</p>
<p>\[a = - \frac{{2g}}{l}x\]</p>
<p>where <em>g</em> is the acceleration of free fall and <em>l</em> is the total length of the liquid column. The total length of the liquid column in the tube is 0.32m. Determine the period of oscillation.</p>
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<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
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<p>A wave is travelling along a string. The string can be modelled as a single line of particles and each particle executes simple harmonic motion. The period of oscillation of the particles is 0.80s.</p>
<p>The graph shows the displacement <em>y</em> of part of the string at time <em>t</em>=0. The distance along the string is <em>d</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
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<div class="column">(i) On the graph, draw an arrow to show the direction of motion of particle P at the point marked on the string.</div>
<div class="column">(ii) Determine the magnitude of the velocity of particle P.</div>
<div class="column">(iii) Show that the speed of the wave is 5.0 ms<sup>–1</sup>.</div>
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<p>(iv) On the graph opposite, label with the letter X the position of particle P at <em>t</em>=0.40 s.</p>
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<div class="marks">[9]</div>
<div class="question_part_label">c.</div>
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<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about simple harmonic motion and the superposition of waves. <strong>Part 2</strong> is about gravitational fields.</p>
<p><strong>Part 1</strong> Simple harmonic motion and the superposition of waves</p>
<p>An object of mass <em>m</em> is placed on a frictionless surface and attached to a light horizontal spring. The other end of the spring is fixed.</p>
<p><img 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" alt></p>
<p>The equilibrium position is at B. The direction B to C is taken to be positive. The object is released from position A and executes simple harmonic motion between positions A and C.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>simple harmonic motion</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) On the axes below, sketch a graph to show how the acceleration of the mass varies with displacement from the equilibrium position B.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(ii) On your graph, label the points that correspond to the positions A, B and C.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) On the axes below, sketch a graph to show how the velocity of the mass varies with<br>time from the moment of release from A until the mass returns to A for the first time.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> (ii) On your graph, label the points that correspond to the positions A, B and C.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The period of oscillation is 0.20s and the distance from A to B is 0.040m. Determine the maximum speed of the mass.</p>
<div class="marks">[3]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A long spring is stretched so that it has a length of 10.0 m. Both ends are made to oscillate with simple harmonic motion so that transverse waves of equal amplitude but different frequency are generated.</p>
<p>Wave X, travelling from left to right, has wavelength 2.0 m, and wave Y, travelling from right to left, has wavelength 4.0 m. Both waves move along the spring at speed 10.0 m s<sup>–1</sup>.</p>
<p>The diagram below shows the waves at an instant in time.</p>
<p><img 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" alt></p>
<p>(i) State the principle of superposition as applied to waves.</p>
<p>(ii) By drawing on the diagram or otherwise, calculate the position at which the resultant wave will have maximum displacement 0.20 s later.</p>
<div class="marks">[4]</div>
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p><strong>Part 2</strong> Simple harmonic motion and waves</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>One end of a light spring is attached to a rigid horizontal support.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">An object W of mass 0.15 kg is suspended from the other end of the spring. The extension <em>x</em> of the spring is proportional to the force <em>F</em> causing the extension. The force per unit extension of the spring <em>k</em> is 18 Nm<sup>–1</sup>.</p>
<p style="text-align: left;">A student pulls W down such that the extension of the spring increases by 0.040 m. The student releases W and as a result W performs simple harmonic motion (SHM).</p>
<p style="text-align: left;">(i) State what is meant by the expression “W performs SHM”.</p>
<p style="text-align: left;">(ii) Determine the maximum acceleration of W.</p>
<p style="text-align: left;">(iii) Determine the period of oscillation of the spring.</p>
<p style="text-align: left;">(iv) Determine the maximum kinetic energy of W.</p>
<div class="marks">[8]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A light spring is stretched horizontally and a longitudinal travelling wave is set up in the spring, travelling to the right.</p>
<p>(i) Describe, in terms of the propagation of energy, what is meant by a longitudinal travelling wave.</p>
<p>(ii) The graph shows how the displacement <em>x</em> of one coil C of the spring varies with time <em>t</em>.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The speed of the wave is 3.0 cms<sup>–1</sup>. Determine the wavelength of the wave.</p>
<p style="text-align: left;">(iii) Draw, on the graph in (c)(ii), the displacement of a coil of the spring that is 1.8 cm away from C in the direction of travel of the wave, explaining your answer.</p>
<div class="marks">[6]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Simple harmonic motion and forced oscillations </p>
<p>The graph shows the variation with time of the displacement of an object undergoing simple harmonic motion.</p>
<p><img 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jDgOAj+ZeBc4FzgXHD+uRCsIf/1qkCCl8lG+B2+Jd37dRHZ3Sxry/4pG34wQEoTvA42thIz2aHnULnw2qFy/rmj5aUn7pfJMz+Q9c++ISuvO0FGJXTR3SLNe3ZLs3SRwacOFLMHgKgFN1XIYz8cJ0+sO0p+MvvBuEPAdexVJENF5O3m+TLr7evktChDGLZUL5HF3z5JTuvZT467oJ/IzHXyx9kr5UdDR0Xob0GNOPAvWbT4ABl1Wq+oVU1nQceS4+W8LiIv7y6XssVXy9BRkbtmbKt38odIOvUT4RWB9PxSz33S8BMTyqz+5y3RdfUGnZxH1dFL8aRijUHwSOU44FzgXOBcCApwLnAucC7oc4FPbwskfxnfoUBGXHJ8UGXNMzLttc1hvfXvle2bN4s1oF8yj8TXL5AXFoX2td6h5zC56v+7S36ihgps3i2ft3u8PtqrCnvkk5VrROR4GTOyIKEO3fZVLZaZ65pFup8qpx2bQF8Ihw2UkdZwc/Uy/5kZ8l59pCEMd8p787bJEYepC+pu0v/EodarC80zp8nDi7aFuSnSFmlavUhWtyTfsV3Ch2nXI+XE01V3ipvl5anPyKKI9d4jq+etlZYuyR8eCdcj6oq8IhCVhgUIIIAAAggggAACCCCAQIYEUrjaO0CKz/kfOccadr1e5o//qdwzo6L1nf5GqS6fJo+/UR+snu6R3q7sPvliT+uwee3etf9Slr+yWLaFv07f9Qgp6t1JpEt3ObDdxelOqXx/Y9hQhCIt2xbLrNk7ZcBtt8n3Ss3e8EVavtgjO+z6REi0a8BokebGPUbjxh5Z/9LrsqalVL53T+sQhuuek3E/vE9mVta3XeC31EvljGdkUb+TWjvB2196nX2F/Eg1bMgHMvPa78lN0xZIdZMOeK/UV/5Zpj67v1xwmr5bb5QdMjxghHrHnLVL9nzROrRghz5y1vVXBPtlUPU+88fyyMLqNkOr3tPkuW5nyGmtT2G0mRnbscv7tzQ2fGl9a9cPQY9+crQ1zF+FvLlMNX40yvrpv5WZ1TH6mmh9RWBEceh+s4uLl2hulIav1UphwwPGyxey/GvZsefLtn0pbTGmNTxgu2M+pFC+IIAAAggggAACCCCAAAI5E0ihMUCkQ6+L5YGyKXKm1SDwgbw8aaycemSRlBQOke+9OUBuvnG4NbSgyBKZ8p2BUjJ6ulSra96mtfK3V94PBrfmdfnbamMsdxHZN+92OfeGaTLHvqhWjQvPyu/f6itXPXWjfXHaptNJZP5TMtVujFAjACyQx+6eKotH/Eoevv6EsGEH98jqN16XtdYGNsmCd9fZF8Ed+58qV1lPIPxFHnzonWDjRlO1LJr+pPz+rc3BIpv/JOOOvUZe7nWCDO6ohjC8Rh6efG6wo8J1L8rkS0+R/oXKoUhKjjxLJtWcLDdd3K/tyYSuw+TW5x8LlqP6Qnj0BjnvmOLg+oUD5NSr/iEl4y9ue+2ipU7eeWV+a0d/+oJaR98iTesXyd+WBof02zN/niw27/K3bJPFcxa1joLwvsx6Y21rrKreN8ofpo8LNgg0vyVPXHeOHGfX+xS59t1Sue1/SlvrbZqZ2wnWI9jwEvRpXrVEKs066FdKRDUanS79C4fIZctL5MyoF/r6FYFTUhxFYK9se3uOzLHGtNwty95cGdq41LRe3nyjIljx3YvktcXm0xl7pX7xPFlgcTbL2lfmy+rWhhozRln6rizfZj4F0ijr//6mLLO2ukkWzFke0tllS/1yeW3+pmCZEY754AL+iwACCCCAAAIIIIAAAgjkViClxgCRDtJ1wBXy8JznZdJVx7bWuKecedvv5a8PXiy9/kvNUkMDPiQPPf5XWVx2rRStniYnHjNWnlCP4ltTpTxx6fFy4rRKCd6zPkKuWLBG5t8yUFrendR6cXqKjF9ZJHcumCGTR/Vqu6hu3YIa3vA7902QS2SOXGc1RhTLcaNniVz4pMz//VUywBwPfl+lPHL88TL2UWtAQBFplvWPjpXjCm+VOfX7RLqeIOMee0R+cnY3Wf/CODn1yNEy6S/V0u3cG+VnP7lKLlUNBV3OlttefUbutuvSTQZc+6jMnz1NfnK2evQ+OHU5+1Z5cHq5vHLvWdIzTLhDz7Nk8qvl8txkPWqCyqOsnpRZbz8q1wzoZm1kX+U0OfHI062hFoNbbb2gPn6aVO6rkznjTpTjvjtJ3tac6i7/ySfLDeV1Esw7Usa98EEwq47Vyqtm7S89R/1KXllg7j8RGXilTHr8r212Mc3+LfXlt0r/EbfL/Ah1sAruMECufuY5uc2yMY6PMJPWSopIGq8IWHUdIKeNL7dHSWied7ucduT58kjlHquuJcdcKFPean1qxXo6Y6T0H1cu9a15T732OVmvK7PuYRnb2lATEmNzudwxYkDwuK0vlxsKh8gFk//eWmZz67Gjjqk9UjntfOl/8rjg6yfWdsOPeV0YnwgggAACCCCAAAIIIIBAbgXS6B2ug3QtHSXX3K/+hVV66O2ysvb20JmR5plr9DxJRlnX0+fKJUPPlUvCspurhqT/6whrBIK/XR1eiZC1RDoOlfHvb5TxYbPNr11LvyPjn/tOhHXOksnzPpLJ5sp2en/pOXSMjH9uTIR89kqhia6lMura+61/oQvavnWM4zX0uUoZ3bZ6WCqCf9gaVoNOtP2n141nNuYxqRnzmF474meHnqfIT5/7p/w04tLwmT1k1P2xtxeew/4er65DY9c13rFhlxOSGCq/rx0TMifky+1zpSbR4zgkI18QQAABBBBAAAEEEEAAgewKRL1Hm91i2ToCCCCAAAIIIIAAAggggAACCORLgMaAfMlTLgIIIIAAAggggAACCCCAAAJ5EnB5Y0A6PcbnSZxiEUAAAQQQQAABBBBAAAEEEMizgAsbA8xe33fLsjcWyXp7eL48a1I8AggggAACCCCAAAIIIIAAAi4QcFdjgNV7+wAxe31vfmuSXHDMiVYv+i7wpooIIIAAAggggAACCCCAAAII5F0gjdEE8lD3nmNi996ehypRJAIIIIAAAggggAACCCCAAAJuE9gvEAgE3FZp6osAAukLlBQWhWzkxVmvhnz3y5crx14mfo1d72MMRDDAQJ0PHAcYcBwE/zJwLnAu6HOhpnZj8KDgv94UUI0BTAgg4D+B4oLCgPkvUYFlyysSXdVez8l5lEGyk5PjSaVuGASsc4HjgHOBc4FzQf0OcBxgwHEQ/IuYyrmQ7N9S1s+vgLv6DPBmewxRIYAAAggggAACCCCAAAIIIJBTARoDcspNYQgggAACCCCAAAIIIIAAAgjkX4DGgPzvA2qAAAIIIIAAAggggAACCCCAQE4FaAzIKTeFIYAAAggggAACCCCAAAIIIJB/ARoD8r8PqAECCCCAAAIIIIAAAggggAACORWgMSCn3BSGAAIIIIAAAggggAACCCCAQP4FaAzI/z6gBggggAACCCCAAAIIIIAAAgjkVIDGgJxyUxgCCCCAAAIIIIAAAggggAAC+RegMSD/+4AaIIAAAggggAACCCCAAAIIIJBTARoDcspNYQgggAACCCCAAAIIIIAAAgjkX4DGgPzvA2qAAAIIIIAAAggggAACCCCAQE4F9gsEAoGclkhhCCDgCIGSwqKQerw469WQ7375cuXYy8Svset9jIEIBhio84HjAAOOg+BfBs4FzgV9LtTUbgweFPzXmwKqMYAJAQT8J1BcUBgw/yUqsGx5RaKr2us5OY8ySHZycjyp1A2DgHUucBxwLnAucC6o3wGOAww4DoJ/EVM5F5L9W8r6+RXgNQFvtvEQFQIIIIAAAggggAACCCCAAAJRBWgMiErDAgQQQAABBBBAAAEEEEAAAQS8KUBjgDf3K1EhgAACCCCAAAIIIIAAAgggEFWAxoCoNCxAAAEEEEAAAQQQQAABBBBAwJsCNAZ4c78SFQIIIIAAAggggAACCCCAAAJRBWgMiErDAgQQQAABBBBAAAEEEEAAAQS8KUBjgDf3K1EhgAACCCCAAAIIIIAAAgggEFWAxoCoNCxAAAEEEEAAAQQQQAABBBBAwJsCNAZ4c78SFQIIIIAAAggggAACCCCAAAJRBWgMiErDAgQQQAABBBBAAAEEEEAAAQS8KUBjgDf3K1EhgAACCCCAAAIIIIAAAgggEFVgv0AgEIi6lAUIIOBZgZLCopDYXpz1ash3v3y5cuxl4tfY9T7GQAQDDNT5wHGAAcdB8C8D5wLngj4Xamo3Bg8K/utNAdUYwIQAArkS+CbwxarHAucXHB+4vmxLjEK/Dny6qiww7bqTA8UFhYHigosDdz3/TqDqi29i5EluUXC7atvBf4nmXra8ItFV7fWcnEfFn+zk5HhSqRsGAes84DjgXOBc4FxQvwMcBxhwHAT/IqZyLiT7t5T18yvAawLebOMhKocKtGx7TX5x1cOyPmb9GmX99NvknEuflz1X/VWqajdKzYe/kZLFv5LvjX9J1je1xMzNQgQQQAABBBBAAAEEEEAgngCNAfGEWI5ApgRaNsvrU6bK/OZYG9wr28rvkcsmvyfFkx+Qu0f1Eusk7TpIrr7vl3Lq0kly2Z2vyTbaA2IhsgwBBBBAAAEEEEAAAQTiCNAYEAeIxQhkRmCvbHvtcZnef7xMOrt79E02LpWnJ5RLsxwvY0YWBBsCWtfu0OtUGXtpP2meN1Xuf22z0B4QnZElCCCAAAIIIIAAAgggEFuAxoDYPixFICMCLdvmyv3P95NJ158iB0Xd4l7Z9vYcmaOeHBhytowoPiBszYPkqBOHiEi9zH/+bdlAa0CYD18RQAABBBBAAAEEEEAgUQEaAxKVYj0EUhWwXg+YI/3vuVqGdo11ym2XijfeFdUW0GVwoRzebtWO0qNfUbAxYc1bsnTDv1OtEfkQQAABBBBAAAEEEEDA5wLtLjd87kH4CGRYQL0e8Ht586Sfy7ih0Z8JsAptrJGVS3erpgApLjlCukaoScdeRTLUmr9FarY2RViDWQgggAACCCCAAAIIIIBAfAEaA+IbsQYCKQuo1wOmLjxR7vrBoIgX9+aGWz6rlQ+tzgU7yaEHfSukvwBzvWB6p3xY20C/Ae1hmIMAAggggAACCCCAAAIJCNAYkAASqyCQkkDTRzJjyko581fnS68EzrSWL3bLlngF9egnR1v9DzbLlt1f0hgQz4vlCCCAAAIIIIAAAgggEFEggUuUiPmYiQACMQX2SOWzv5Xl371BLuq1f8w1WYgAAggggAACCCCAAAII5FqAxoBci1OeDwRapKlyhkypGi13XdwvzuP+SXLs3Cwfq24FmBBAAAEEEEAAAQQQQACBNARoDEgDj6wIRBRoWiXP3btZrp2U2OsBehsdvt1d+uovcT+7SN/u8foViLsRVkAAAQQQQAABBBBAAAGfCnT0adyEjUCWBPZJ/Vsz5Ik1r4uM+IvcEaOUt8f/t5SMVytcJA8te1hGH14ox3QRWWt1Ihg5Y8sXe2SHtaiHHFN4SMynDkoKiyJvJMrcZNePshlXzvZz7HqHYSCCAQbqfOA4wIDjIPiXgXOBc0H/PwKfHhYIMCGAQAYF/hP4tOyngeKCwiT+/TRQ/ul/AoFvPglMv/hoK98JD68K/CdCrf6z6uHACda2rwxMr/oqwhqJzwqvY6I5ly2vSHRVez0n51EOyU5OjieVumEQsM47jgPOBc4FzgX1O8BxgAHHQfAvYirnQrJ/S1k/vwI8GeDhhh5Cy4dAR+k55jGpGfNYlMLrZM64i+WOt0TOfOQ1+f2YPsZ6BTLikuNF1iyRPYs+kI23DZXSkBd59snOzRtlj8ox5GwZUXyAkZckAggggAACCCCAAAIIIJC4QMilRuLZWBMBBDIvcICUXjpOvt9FRKo3ytamlrAi9sgnK9eISD/5/u0XhjUUhK3KVwQQQAABBBBAAAEEEEAghgCNATFwWIRAzgW6jZCbfzNGujT/RR6dXS1mc0DLtsUya/Zm6XLe7XLzaT1yXjUKRAABBBBAAAEEEALbmmgAACAASURBVEAAAe8I0BjgnX1JJJ4Q2F96XXynPHZNiax94LfyZEW9tEiLNFWXyz3XTZTFI6bIqw9eLL04cz2xtwkCAQQQQAABBBBAAIF8CdBnQL7kKReBaAIdesmoe2fIvDNmy5/uPkv6r2sW6XK2/OQ3M2T+xUOlJw0B0eSYjwACCCCAAAIIIIAAAgkK0BiQIBSrIZAZgT4y+rlKGR13Y92kdNS1MkX9i7suKyCAAAIIIIAAAggggAACyQlwjzE5L9ZGAAEEEEAAAQQQQAABBBBAwPUCNAa4fhcSAAIIIIAAAggggAACCCCAAALJCdAYkJwXayOAAAIIIIAAAggggAACCCDgegEaA1y/CwkAAQQQQAABBBBAAAEEEEAAgeQEaAxIzou1EUAAAQQQQAABBBBAAAEEEHC9wH6BQCDg+igIAAEEkhYoKSwKyfPirFdDvvvly5VjLxO/xq73MQYiGGCgzgeOAww4DoJ/GTgXOBf0uVBTuzF4UPBfbwqoxgAmBBDwn0BxQWHA/JeowLLlFYmuaq/n5DzKINnJyfGkUjcMAta5wHHAucC5wLmgfgc4DjDgOAj+RUzlXEj2bynr51eA1wS82cZDVAgggAACCCCAAAIIIIAAAghEFaAxICoNCxBAAAEEEEAAAQQQQAABBBDwpgCNAd7cr0SFAAIIIIAAAggggAACCCCAQFQBGgOi0rAAAQQQQAABBBBAAAEEEEAAAW8K0Bjgzf1KVAgggAACCCCAAAIIIIAAAghEFaAxICoNCxBAAAEEEEAAAQQQQAABBBDwpgCNAd7cr0SFAAIIIIAAAggggAACCCCAQFQBGgOi0rAAAQQQQAABBBBAAAEEEEAAAW8K0Bjgzf1KVAgggAACCCCAAAIIIIAAAghEFaAxICoNCxBAAAEEEEAAAQQQQAABBBDwpgCNAd7cr0SFAAIIIIAAAggggAACCCCAQFSB/QKBQCDqUhYggIBnBUoKi0Jie3HWqyHf/fLlyrGXiV9j1/sYAxEMMFDnA8cBBhwHwb8MnAucC/pcqKndGDwo+K83BVRjABMCCPhPoLigMGD+S1Rg2fKKRFe113NyHmWQ7OTkeFKpGwYB61zgOOBc4FzgXFC/AxwHGHAcBP8ipnIuJPu3lPXzK8BrAt5s4yEqBBBAAAEEEEAAAQQQQAABBKIK0BgQlYYFCCCAAAIIIIAAAggggAACCHhTgMYAb+5XokIAAQQQQAABBBBAAAEEEEAgqgCNAVFpWIAAAggggAACCCCAAAIIIICANwVoDPDmfiUqBBBAAAEEEEAAAQQQQAABBKIK0BgQlYYFCCCAAAIIIIAAAggggAACCHhTgMYAb+5XokIAAQQQQAABBBBAAAEEEEAgqgCNAVFpWIAAAggggAACCCCAAAIIIICANwVoDPDmfiUqBBBAAAEEEEAAAQQQQAABBKIK0BgQlYYFCCCAAAIIIIAAAggggAACCHhTgMYAb+5XokIAAQQQQAABBBBAAAEEEEAgqsB+gUAgEHUpCxBAwLMCJYVFIbG9OOvVkO9++XLl2MvEr7HrfYyBCAYYqPOB4wADjoPgXwbOBc4FfS7U1G4MHhT815sCqjGACQEE/CdQXFAYMP8lKrBseUWiq9rrOTmPMkh2cnI8qdQNg4B1LnAccC5wLnAuqN8BjgMMOA6CfxFTOReS/VvK+vkV4DUBb7bxEBUCCCCAAAIIIIAAAggggAACUQVoDIhKwwIEEEAAAQQQQAABBBBAAAEEvClAY4A39ytRIYAAAggggAACCCCAAAIIIBBVgMaAqDQsQAABBBBAAAEEEEAAAQQQQMCbAjQGeHO/EhUCCCCAAAIIIIAAAggggAACUQVoDIhKwwIEEEAAAQQQQAABBBBAAAEEvClAY4A39ytRIYAAAggggAACCCCAAAIIIBBVgMaAqDQsQAABBBBAAAEEEEAAAQQQQMCbAjQGeHO/EhUCCCCAAAIIIIAAAggggAACUQVoDIhKwwIEEHCbwL82bJAPP/zQbdWmvgjkXeCrr76y6rB169a814UKIIAAAggggEBuBDrmphhKQQABBDIvUF1dLQvfWijvLnpHKpavCClg2EnD5fRRZ8hZZ58lpaWlIcv4ggACImvWrJH5b74p8+bOlc21myyS00eean2q8+fCiy6S884/Xw4++GC4EEAAAQQQQMCDAvsFAoGAB+MiJAQQiCNQUlgUssaLs14N+e7kL3Vbtsi8uX+TRQsXJlTNUWedJWMu/Z4ceuih7da/cuxl4qbY2wWQgRkYiPjJQJ0/zz37e6n+5JOEjp7Lvv99OfOss6Vbt24Jre/mlfx0HETbTxgk9nugzqOVKytk9fvvtzuXThg+XI4ZPFhOPmWEa88bjoPEjoNo55FX5qvjoKZ2o1fCIY5IAqoxgAkBBPwnUFxQGDD/JSqwbHlFoqva62UyT3lZWUi9VQy33HxzQM2fNOmewKxXXrHSap4Zn0qrdcInNT/ZKZPxxCo7V+VgELCOlVj7ItKyXO2fTJXT3NwcePqpp9udFxMnTLDODXUcqPNn5owZgcvHjg1Z74zTTw+sXr26HUOm6tZuw2EzclUO54I/zoWww6vd11jHQVVVVUCdM2qdRP6pc66hoaFdGWpGro7rVMqJZRAxGIfHg0Fqx1sqx0G044P5zhTgNYFILSTMQwABxwmod5qfePxxeeapp+263XjLzXLduHH2Y8w9e/WRk4afaC0fPWaMqPefn37qKfnziy9Z8+4Yf7t8+mm93HTzTfY2SCDgBwF1/vz8jjvkzbnz7HB//stfytj/HWufP+r8uGzsWGv5lVddJeo1nEemTbPyqNcIvjd6jDz0yDRR5xYTAn4UmFNeLuo8Mafvnn+ejBgxQtZX1cjgY46WvXv3yhuvv26/uvbbqVNl1it/ll//3//JKaecYmYljQACCORdgMaAvO8CKoAAAvEEwi9k+hUWyLRHH5UhQ4bEzNq7d2+5/9e/ti5wbr/tNuu9aPU/ZmqiQSAmHQs9JBB+/qj+AO67//64fWmovjaefOopMS+AaFDz0IFBKAkLJNIYvXzFSrsxWjemvTB9utUYrRrTrv7+FaIa4PjbkzA7KyKAQA4EGE0gB8gUgQAC6Qn8+v777Tua6i7MjBdfjNsQYJaoGg1UHtWIoCbVIPC7p39nrkIaAU8KhDcEqPPnj9Onx20IMDHUkwB/nVMecv7885//NFchjYBnBfQ5pJ9KU39H1Plw5y9+YT9VEyl41ZimGqN/99yz9mL+9tgUJBBAwCECNAY4ZEdQDQQQiCygLtr1Y/7qQua3Dz0k6o5/spPKE94goO54MiHgZQH1ao1+NUCfP507d046ZN2gpjOqu5xqNAImBLwuEN4Y/ZfZs5NqjD777LPl3SWLQxrTaIz2+lFDfAi4R4DGAPfsK2qKgO8E1N1H/Vi/uhsz5f77JZULGQ0X3iAQ/u6nXo9PBLwg8NZbb9l9bKTTEKAtrPPn5WD/G2qeevWmsbFRL+YTAc8JRGqMTmWozfC/PervGk/XeO5wISAEXClAY4ArdxuVRsD7AuoiY+KvfmUHqu7qp/I/YfYGWhPqf8pUfwPmpB4DZULASwI7duyQm8Zdb4WkGtImTJyYVkOatlEdoKlOBNWk3oN+xWgc0OvwiYAXBLLVGK1t1NM16jxlQgABBPIpQGNAPvUpGwEEogqoiwx1saEmdfGhLuIzNalHnu+9f4q9OfUoNRMCXhKY8cJ0OxzVi3kmzx/Vh8DlV15hbX/RwoWinkBgQsBrAtlqjJ5hNKA9+fhjQmO0144c4kHAXQI0Brhrf1FbBHwhoO7IqIsMNamLjmwMZaZ6e1aPTqtJdQylhlFjQsALAqovjFUrVlihqOE3szGc2c/uuMN+B/o399/PBY0XDhxiCBHQjdGqA8BMNqap81GNKqCm6k8+kdl//WtIuXxBAAEEcilAY0AutSkLAQTiCqi7JOYdGXXRka1JPTqtp7vvuksn+UTAtQK7du2SRx95xKq/ej3gJz/9aVZiUa/sTGg9Z9RF0wvTX8hKOWwUgVwLmE+6qMZo1QFgpqdrrr1G1BCfarrnrkk0RmcamO0hgEDCAjQGJEzFigggkAuB+W++GfJ6QCb6CYhWb/NuT8XyFdZ46tHWZT4CbhCY9cos+/xRrwek0+FmvHjVRdIJw4MXNKpDNJ6uiSfGcqcLqMZo9aSLmlRjWrYao9V5eV9rOaqsR6YF++Fwug/1QwAB7wnQGOC9fUpECLhWQN3V1D38lx51lJzz3e/mJBb1P31qUndUeX8zJ+QUkgUBdTGuR98YddZZWXk9ILzaY//3cnvWC9Pb+imwZ5JAwEUC6pF9/XrAbePHZ6TT2mjhl5aWygUXj7YWq+E/GV0gmhTzEUAgmwL7BQKBQDYLYNsIIJAfgZLCovwUTKkIIIAAAggggAACnhCoqd3oiTgIIoqAagxgQgAB/wkUFxQGzH+JCixbXpHoqvZ6ieRpaGiw63P52LGBRPLYBbQmUsmjDNSkylTpM04/PdDc3By+6ZDvqZTj5DzaICTIOF+cHE8qdXO7QVVVlX3+TJwwIaXzJ1UD89xVZcebUtk/ucqTqkG8mMOX5yqeVMrxq8HTTz1tn0O5NCgvK7PLVel4Uyr7NJU8uTSIF3P48lTiSSUPBgHr2Az357u3BHhNIEojCbMRQCC3AupdZz3dOn68TubsU5epHhFV/RYwIeAmAfMR/WuuvTanVVf9euje0f/84kv0HZBTfQrLhIB6RU2/YqOHzczEdhPZhnodjlfVEpFiHQQQyIYAjQHZUGWbCCCQlID5P2Kqh+VsDIUWr0KqTN27M30HxNNiuZMEtm7dKuoiXE3qQka9i5zr6aKLL7KLNBsm7JkkEHCwgNkYnevGNNWZoOqfQE2qMXrJkiUOlqJqCCDgNQEaA7y2R4kHARcK/OO99+xa6zv09owcJq67/nqrNP6HLIfoFJW2wOuvvW5vI9cXMrpgNTKHvqOqGiZUAx8TAm4QMBuj89WYZj4d8Idnn3UDG3VEAAGPCNAY4JEdSRgIuFlAj4uer6cCtN3IkSPtxzX5HzKtwqeTBZxwIaN9zIYI806rXs4nAk4UmDd3rl2tCy680E7nMmE+HaCGuWVkgVzqUxYC/hagMcDf+5/oEci7gPqfHj2U0+Xf/35e66P+h+y6ceOsOqj/IVuzZk1e60PhCMQTMJ+qydeFjK6jej1Bv2oz65U/M0ynhuHTsQJqKNk/PPecVb98N0abQ+nOnDHDsWZUDAEEvCVAY4C39ifRIOA6Af0/PaoDJfN/hvIVyHnnn28XTUeCNgUJhwr8+eWXrZrl+0JG8+jXfFQD3+rVq/VsPhFwpIA6RnVjtD5281VR1RitO+J8c+48OuLM146gXAR8JkBjgM92OOEi4CQB1fGZ+p8eNY3938tF/c9QvifVM/qNt9xsVeOZp57m3ed87xDKjyqgnlxRT7CoKd9P1ehKHnfccfarNrqhTy/jEwGnCTz2yCNWlVRjtDp28z2ZHXEufGthvqtD+Qgg4AMBGgN8sJMJEQGnCpgdn5n/E5Tv+ppPKJiPYee7XpSPgClgPrny36edZi7KW1o16KmGPTWphj7V4MeEgBMFqqur7cY0pzRGmx1xqqEO1WsMTAgggEA2BWgMyKYu20YAgZgC6r1iNX33/PNE/U+QU6YhQ4bY7z7rx7CdUjfqgYASUB0HqidX1KSeZFFPtDhlMhv2zAY/p9SPeiCgBMw772P/d6xjUMy+Pxhm0DG7hYog4FkBGgM8u2sJDAFnC5gdB15y6aWOq+yFFwXHTacjQcftGiokIpWVlbaD+SSLPTOPCdWwpxr41KQb/PJYHYpGoJ2AuuOu7ryrSR2rTmpMO+WUU+xXbcpmz25Xd2YggAACmRSgMSCTmmwLAQQSFlj8j3/Y66oh/Zw2mR0J/nPpP51WPerjcwE99KV611k9yeK0STfwqc7ZGJXDaXuH+pidW1519dWOA+FVG8ftEiqEgGcF9gsEAgHPRkdgCCAQVaCksChk2YuzXg35ns0vX3/9tfzo6qusIi64eLRccVUwnc0yo237yrGXSbTYH/7tg7JqxQo59LDDZOpDD0unTp2ibcbV82MZuDqwJCrvJoMdO3bI+B/fYkV3zXXXyTnfPTeJSKOvmkmDxsZGuXncdVZh+T7Ho0fcfkkmDdpv3R1z/GDw7DO/k0ULgx30/XHGzHa/7fk2yNY5nswRmG+DZOqarXUxEFEGNbUbs0XMdp0goBoDmBBAwH8CxQWFAfNfogLLllckuqq9XnieBQsW2GUvXbrUXs9MhOcxl0VLp5JHGUSbotUzlXKcnCeWQTQbJ8eTSt3cZDBzxgz7/Kmrq4u4i5xgMHHCBLuezc3Ndj1TqVuu8rjpOLBBYyRScfO6QUNDg31cPv3U0xH1nGBw+dixVj3Vpzmlsk9TyeMEAzNuM51KPKnkwSBgHYOmPWnvCfCagBNaZKgDAj4T0O9Bqkec1fuRTp3M1xfM1xqcWl/q5Q+BN15/3Qp02EnDHdXxZri+2RGa+Vh2+Hp8RyCXAmZ/G6eMcO7fHz1cKP3W5PLooCwE/CdAY4D/9jkRI5BXAdULuhpyTE36vci8VihG4WqYNNVTu5pUz+0M8xQDi0U5EVBD9amLAzXpTi5zUnAKhZjjttOYlgIgWbIiYDZGO7G/DR20OVwo/dZoFT4RQCDTAjQGZFqU7SGAQEwBt9yV0UGc+t//rZPC3U2bgkSeBBa9845d8qgzzrDTTkzQmObEveLvOrmpMVqNcMCoHP4+XokegVwI0BiQC2XKQAABW0BfzDi1F3S7oq0J7m6Gi/A9nwJueUVAG5mNaVVVVXo2nwjkRcBtjdGMypGXw4RCEfCVAI0BvtrdBItAfgXUY/Z/fvElqxJOf0VAS5l3N+fNnatn84lAzgXc9IqAxjEb03jUWavwmS8Bt7wioH2GDh2qk8L5Y1OQQACBDArQGJBBTDaFAAKxBczH7Icc57yx0aPV/vjW/yFjzPRoQszPhcDKigq7GKe/IqArqhrTeNRZa/CZTwE3vSKgncxXBd5d1PaKkF7OJwIIIJCuAI0B6QqSHwEEEhYwOxEz7xgmvIE8rcjdmTzBU2yIwPz5863v6hWb3r17hyxz8hfzUefq6monV5W6eVjAba8I6F1xzjnnWEnVcah6OogJAQQQyKQAjQGZ1GRbCCAQU0D1yK8m1UO/umPolom7M27ZU96tpxvvauq9MXDgQJ2UFcuX22kSCORS4P3KSrs4J48iYFeyNXHisGH2LN3njj2DBAIIIJCmAI0BaQKSHQEEEhNYs2aNvaJ+7N6e4YLEiBEjrFqquzM7duxwQY2popcE1q9fb4fj5LHR7UoaCfUUw7CThltzdAeIxmKSCGRdQPVXYzZGZ73ADBZgnj9Lly7N4JbZFAIIICBCYwBHAQII5ETgw7Vr7XLMx+7tmQ5PmO9of7JuncNrS/W8JmC+YtO/f3/XhXfhRRdZdVaNaY2Nja6rPxV2t4A5koU5woVbotLnz5tz53H+uGWnUU8EXCJAY4BLdhTVRMDtAvqOoLpDqB67d9uk7s6od7XVVLGCR53dtv/cXl89koXbXrHR7scMHqyTUrX+EztNAoFcCJg98Q8YMCAXRWa0DM6fjHKyMQQQMAQ6GmmSCCDgY4HlK1YmHH0y66qNqjuB6o6gmo4+ZrAkmj/R9cyKZzPPSaeMEDWiwKoVK+S9fyyRTp06mUXHTWezbmbhlCMJH2NucKvbssU67lRdu3yra8KxOfU4qFpflXAMbtg/qo5OtaZuwSNozpw5VuKE4cOluuZfIqL+xZ6cuk85f4L7zan7R9XOa3WLfaaw1PUCASYEEPClQHFBYcD8lyjCsuUVia5qr/fEE0/aZa1evdqeHyuRSjmp5FEGiU5Lly5NOg697VTqlqs8yRi4IZ5U3JxscN99U+zjrqGhQe+CmJ9ONHhg6lQrjpOHDY9Z90gLU4knlTxOPg5SiSeVPF4zeP2Nufb5U15WFunwajfPiQb6/MlV3XJVTirHaK7yYBCwzp12JwgzPCXAawKub84hAAScL6DuZOjJTb046zrrT3M4RPOxU72cTwSyIaD723DrKzbaRHccumP7dmGIQa3CZ7YFNtVutIswe+a3Z7okoc8fVV3OH5fsNKqJgAsEaAxwwU6iigi4XWDFsn9aIaj3nd08qeEQv3v+eVYI7y56x82hUHeXCKhe0NVrKWo6fdQZLql15GqaQwx+/NFHkVdiLgIZFtBDCqo+X1TfL26dzI53GaLTrXuReiPgPAEaA5y3T6gRAp4SUHcw1J1ANZl3NtwapDnEoBr7nQmBbAqsXr3a3rzbhhS0K96aMIdImz9/fvhiviOQFYFFCxda2z3v/POzsv1cbVR1vKuH6GSIwVypUw4C3hegMcD7+5gIEcirgHkH0LwzmNdKpVH48JNOsnNXVlbaaRIIZENgzeo19mbdOKSgXfnWhH66QQ2Rpp56YEIgmwJr1rSdP15ojOb8yebRwrYR8KcAjQH+3O9EjUDOBCoqKqyy3P6IpgYrLS3VSdGPn9ozSCCQYQH9Oop6PUW9puL2achxQ+wQzLHf7ZkkEMiggO5vQ23SfMw+g0XkdFPm+WM+NZTTSlAYAgh4SoDGAE/tToJBwHkCf37xJatSbn9E05QdddZZ1lc99ru5jDQCmRJQr6HoITn16ymZ2na+tmOO8W5eqOWrPpTrbQH9OL3bO9/Ue8nsxNZ8akgv5xMBBBBIVoDGgGTFWB8BBBIWMHs89sIjmjrwowYebSU3126SrVu36tl8IpBRgfXr19vbO2bwYDvt5oR677n0qKOsEPSFmpvjoe7OFVCvoajXUdSkH693bm0Tq5l6OuiE4cOtlfVTQ4nlZC0EEEAgsgCNAZFdmIsAAhkQ8Fp/AZqkqKhIJ2XdunV2mgQCmRQw7/x5ob8AbXPc8cdbSfoN0CJ8ZkPAfA3FfLw+G2Xlcpu6YVA9NUQntrmUpywEvClAY4A39ytRIeAIAd1fwKGHHebqIZ3CMfv07WvPot8Am4JEhgX0nT91J9AL/QVonpKStn43zAs2vZxPBDIhYL6GYr6ekolt53MbRx5ZbBdvPj1kzySBAAIIJCFAY0ASWKyKAALJCej+AoaffEpyGV2w9uVXXmHVkn4DXLCzXFhFs78AfSfQhWFErHK/ggJ7vnnBZs8kgUAGBPRrKOq1FPV6ilemvv362aGYTw/ZM0kggAACSQjQGJAEFqsigEDiAmZ/Af0H9E88o0vWHDZsmFVT+g1wyQ5zWTXNO37mnUCXhRGxut26dbPHS+c1m4hEzExTwOwvQL+WkuYmHZO9U6dOokYXUZN+esgxlaMiCCDgOoGOrqsxFUYAgawILF+xMuHtJrLuP957z95eQWGRJJLHztCacHKefd8E7Or+/e/zJZG7t06Oh7qJo47R11573T6+1J1Ar+2fwiOLrZES1NNDF42+xI41VsJrBsSTvXOuprraPpTUayles+55RC8rPtVvwHv/WCKqgSDe5DUD4sne+RPvWGK5xwQCTAgg4EuB4oLCgPkvUYRlyysSWnXihAnW9s84/fRAonnMDecqjzJIdtJ1035PP/V03E3oPHFXNFbIVZ50DIzqxk3mKp5UynGawS0332ydP+ozlXhSyZNLgwULFti/P1VVVY45dnJpEDfosBVS2aep5PGCQXlZmX18zV+wMEwy/lenG6xevdqOT6XjTX49DkwXDAIp/S1J5Vww3Uk7X4DXBDzWuEM4CDhFYOmSJVZVzjv/fKdUKeP14FHNjJOyQRExH3EeMWKEJ00GDhxox2WOOmLPJIFAGgK689phJw0X9VqK16a+Rie29Lvhtb1LPAjkVoDGgNx6UxoCvhDYunWrqHfp1eSlIdHCd56+UGOIp3AZvqcjYPawf2RxW8/h6WzTaXl79+4t/QqDHQma8TqtntTHnQK689qhJ5zgzgDi1Fp1iKgaOtSkO0qMk4XFCCCAQEQBGgMisjATAQTSETA7BTt60KB0NuXovGY/AVu2bHF0XamcewRqN260K+ulIdHsoFoTI0aOtFKMyBEuw/d0BMzOa48fOjSdTTk67+mjzrDq9+bceY6uJ5VDAAFnC9AY4Oz9Q+0QcKVATXWNXe/S0rYxxe2ZHknwqKZHdqTDwtCPOKs7514aEi2cmRE5wkX4ngmBTZuCT6WpbZmvo2Ri207axpDjhtjVMRtA7JkkEEAAgQQEaAxIAIlVEEAgOQE93JF+pz653O5Z23xU03wawj0RUFMnCuhHnL3c34ZyN58a2rx5sxN3BXVyocD7lZV2rdXrKF6d+vXrZ4dGvxs2BQkEEEhSgMaAJMFYHQEEYguozs/UO/Rq0u/Ux87h7qX6nVR9AefuaKh9vgVUfxt68vIjzirGPn366FDlXxs22GkSCKQjoF87ufzKK9LZjOPzmv1u6KeJHF9pKogAAo4ToDHAcbuECiHgbgGzMzCvdn5m7iHzgo1HNU0Z0qkImE+YFBQEO9hLZTtuyNO5c2fRTw/RCZob9pjz67hr1y6781r9Gorza516DXW/G3r0ntS3RE4EEPCrAI0Bft3zxI1AlgT80vmZ5jMv2Mx3VfVyPhFIRsAv/W1ok8GDj7WSdIKmRfhMR8DsyLWwqCidTbkir27wUKP3qIYQJgQQQCBZARoDkhVjfQQQiCmgH1f0eudnGsHsING8kNPL+UQgGYG1az+wVtd3zJPJ68Z1S0pL7GrzZI1NQSJFgQ/XrrVzenlYWx2k2e/G+vXr9Ww+EUAAgYQFaAxImIoVEUAgEQH9uKLXOz8zLfS7qbrjRHMZaQQSFVD9beg75H7ob0O5mL290wlaokcK60UT0K/ZDDtpuKjXULw+0e+G1/cw8SGQfQEaA7JvTAm+FWiRpur3pGza9XJsYZGUWP9Gy6TpH9PTDwAAIABJREFUc6Wyfm8clb1SX1kuj4w7xci3SKqbWuLky+9i1fmZelxRTX64K6O19QWN6jhRXdAxIZCKQF1dnZ3ND/1tqGDN3t7N/kZsCBIIJCGgO3LVHbsmkdWVq6oGD9XwoSb63XDlLqTSCORdYL9AIBDIey2oAAKeE9gr9YselOuufU4iPrjX5VyZVDZVrhnQLULkjbJ++i/lssnb5NLpT8vdo3pJh6aP5IXx4+Qh+bG8+sgVMqBr+u14qnHCnF6c9ar5NaW0ekTz/6bcZ+Wd+tDD0qdv35S2k8tMV469TNKN3Y1xm8aZMDC358a0Ewz+8d578rsnHrf4HnnyKTn00ENzSpkvg2ef+Z0sWrhQSo86SibfNyWnMYcXli+D8Hrk87tbDXbs2CHjf3yLRXf7nXfKicOCF8mpWLrJoLxstrz68stWmOn+LTOt3GRg1juTaQxElEFN7cZMsrItpwmoxgAmBBDIsMDn7wTuGnhx4K7n3wlUffFNcOPffBpY9aeJgfMLCgPF6t+5jwVW6WV28V8HtpaNDwwuODow5vlPAq05raXfbC0L3DywMDD4prLAVnOBnTe5hFUHXZeCwoQzL1teEXXdmTNmBGMrKAw0Nzfb68XKY68UlshVHuWQ7BRet7q6Ojvu8rKyiJsLzxNxpbCZucqTCYOwqkf8mqt4UinHCQYPTJ1qH0cmYCrxpJInXwbRfjf8ZGDGGi2dyj5NJU++joNocZvzY8WzYMEC+/ypqqqys8XKY68UlnCTQbS4zZC8bmDGGi2NQSCQK4No+4D5zhRI//ai01o3qA8CeRf4t1TP/rv811NPy73XjpJSfRe/Q08ZevXd8uwjY6SLquO6v0jZyrDefxuXytMTyqVZjpcxIwvEPEE79DpVxl7aT5rnTZX7X9ssTnxhwG/va+pDzRzvmUedtQqfyQpUrlplZdF9UCSb363rm69EmK9KuDUe6p0fAbMDV7Nj1/zUJnelMqJN7qwpCQEvCpjXGl6Mj5gQyIPATlnfeJrccFqvkIv5YEX2l14X3yR3DFHNAZtl3vubZZ9dw72y7e05MqdZRIacLSOKD7CXBBMHyVEnDhGRepn//NuywYGtAX57X9PcQXq853lz55qzSSOQkIDqa0L1OaEmPVxYQhk9sFK/fv3sKOhE0KYgkaSA30bi0Dxmw4fZIKKX84kAAgjEEqAxIJYOyxBISaCPXHjr+dIr2tnVobcMHlUQYcvbpeKNd0W1BXQZXCiHt8vfUXr0K5KDVM41b8nSDf+OsI38zVKdB+rJT50H6pj1BRzjPWsRPpMRMO+I+2F8dNOGTgRNDdKpCuiROAYPPjbVTbg2nx6KVDeIuDYQKo4AAjkXaHe5kfMaUCACvhXoLkOLDpOOOv7GGlm5dLdqCpDikiOkq55vfHbsVSRDre9bpGZrk7Ek/8nNmzfblTDHPrZnejxhXsBt2bLF49ESXqYFzDvifV3Q8Wam49evRuhXJTK9fbbnbYHq6mo7wJLSEjvtl4RuANENIn6JmzgRQCB9ARoD0jdkCwgkKbBHtnxUL9LldLlg+GF23pbPauVD9ViAdJJDD/pWhFcM7FVFZKd8WNvgqH4D/rVhg11Bc+xje6bHE+YFXO1Get71+O7OeHi6r4l+hQVy8MEHZ3z7Tt8gw3M6fQ85u36bNgWHtFW1NN+hd3atM1c7swHEbBjJXAlsCQEEvCpAY4BX9yxxOVfAegLgaxlw/RVyVq/97Xq2fLFb4t5P7tFPju6usjTLlt1fOqoxwK+dB+odqC7g1IWcmvSFnV7GJwLxBPQdcd33RLz1vbacTgS9tkdzG4/5rrz5Dn1ua5G/0swGELNhJH81omQEEHCLAI0BbtlT1NMjAq2dBMo5csP/Don4KoBbA/Vz54F6n+kLOX1hp+fziUAsAT93Hqhd6ERQS/CZioB+V16/O5/KNtycx2wAMRtG3BwTdUcAgdwI0BiQG2dKQSAoYA0duFl+NPMeGW08FZAwz87N8rHqVsBhk987D9S7Q3ciqHqFVxd4TAgkImB2HnjY4YcnksVz69CJoOd2aU4D0u/K63fnc1q4QwrTDSG6YcQh1aIaCCDgcAEaAxy+g6iehwRatsmih56Tz35xn4wbao0JEBJch293l74hc2J96SJ9u8frVyBW/swu83vngVrTvJAzL/D0cj4RiCRgdh5o3iGPtK6X5+lOBGtra70cJrFlWMB8R958dz7DxTh+c7ohRDeMOL7CVBABBBwhQGOAI3YDlfC+wF7Z9to0eVR+KPf9YFDE1wM6HF4ox3SJLdHyxR7ZYa3SQ44pPCROJ4Oxt5XJpds/+8zenB87D9TBmxdy5gWeXs4nApEEzD4mzDvkkdb18jzdiSAXM17ey5mPzXxH3nx3PvMlOXuLZkOI2UDi7FpTOwQQyLcAjQH53gOU7wOBFmmqfEZ+/OZIefKes6RntLOu6xFSUqpaA3ZL5cbtsi+CTFsng32lpHekwQcjZMrBrIqKCquUYScNl86dO+egRGcWYV7ImRd4zqwttXKKgO5jQt8Zd0q9cl2Pw3v2tIvkYsamIBFH4LP6ensN8915e6ZPEmZDiNlA4pPwCRMBBFIU2C8QCARSzEs2BBCIK9AiTetfkl88InLbg1fIgK7RWgLUhv4t1dPHyXmTl4gMuUfmlV0rpSGr75P68p/JqeNfj7I8tDIlhUWhM/iGAAIIIIAAAggggEASAjW1DJecBJf7VlWNAUwIIJANgW8CX3wyI3DzTTMCn3zxTZQCPg9UrdoQ+EIv/fydwF0DCwPFA+8OvPN5eJ4dgXcmnhYoLjgtcNc7O3SOlD+LCwoD5r9EN7RseUXIqg0NDfZ2ysvKQpbpL+F59PxYn7nKowySnWLVbeaMGbaHud1Yecz1zHSu8mTawIzBTOcqnlTKyZdBVVWVfbwsWLDA5LLTqcSTSp58GdiBBgK2hTqPzCmVeFLJ4wQDM24znUo8qeRxm4Gqr/r3wNSpJped9oOBDvbysWMti4kTJuhZ1qefDEICN75gEAjkysBgJ+kCgZD7ju5ryqDGCDhVIIEnApqq5e1pU+TFxm5tfQh0GyE3/2aMdGn+izw6u1pajPBati2WWbM3S5fzbpebT+thLMlvsqGhwa5AYRFPI/Cos304kEhAwHyc13zMN4GsnlxF94i+bt06T8ZHUJkVYCSbUM+hJ5xgzdBD/YYu5RsCCCDQXoDGgPYmzEEgTYFgQ8DPLpkk8+dNkguOKRb1yH67f8ecIzc820VGDT3YKG9/6XXxnfLYNSWy9oHfypMV9dIiLdJUXS73XDdRFo+YIq8+eLH0ctCZa3aU17dv4uMhGEF7Kmle0JkXep4KkmAyJsD7zqGUhYWF1gwuZkJd+BZZYOfOnfaCowcNstN+TfTv398O3WwosWeSQAABBMIEHHRJEVYzviLgUoGWba/JLy6ZJG83xw+gy6VnyNBuYadhh14y6t4ZMu+pkbL97rOkf2GxHDf6b3LIjTNk/u+vitPvQPwyM72G2VHewQebDRuZLskd2zM7sDIv9NxRe2qZawF9B1zfEc91+U4rz7yY2bVrl9OqR30cJlC7se1dZj+PZKN3i9kgYjaU6OV8IoAAAuECHcNn8B0BBNIT6NBrjDz18Zj0NiLdpHTUtTJF/UtzS9nOrscE93tP6KazGlWhYvkK0Rd65jLSCJgC+g64viNuLvNj2ryY2bJli9DA6MejIPGY9Ug2/QoLfD2SjRY75JBDdFJUQ8mQIUPs7yQQQACBSAJhtyQjrcI8BBBAILqAHhNcjxEefU3/LOG9Tf/s63QiNe98m3fE09mm2/OGX8y4PR7qn12BDTU1VgEjRo7MbkEu2bpqPFMNI2rSDSUuqTrVRACBPAnQGJAneIpFwAsC5ljgZsd5XogtnRjMCzvzgi+dbZLXewLqzreezDviep4fP80nAcxXkPxoQcyxBb766ivrCSy11rBhw2Kv7KOlumFEN5T4KHRCRQCBFARoDEgBjSwIIBAUMN9JNDvO87uPOaqCOdqC312IP1TAfN/ZvCMeupb/vulXjipXrfJf8EScsEBdXZ297mGHH26n/Z7QT+mpV9VUgwkTAgggEEuAxoBYOixDAIGYAv/asMFeTudNNoX06NE29KM52kLbGqQQEDHvfJt3xP1uY17M+N2C+KMLmKO1mL+50XP4Y8mRxcV2oGaDiT2TBAIIIGAI0BhgYJBEAIHkBHQHearDvM6dOyeX2cNr9+7d247OvOCzZ5JAQETofDPyYWC+cmS+ihR5beb6VaCmOthfgIrfHMXFrx46brNhxGww0cv5RAABBEwBGgNMDdIIIJCUwNIlS6z1i0tKksrnh5X1o876gs8PMRNjcgJ0vhnZy3zlyHwVKfLazPWrQF1dsM8NhuUMPQLMhhGGtw214RsCCLQXoDGgvQlzEEAgAQH1LuLm2k3WmnTe1B6sT5++1kx9wdd+Deb4WcC8423eCfeziY7dfOVo+2ef6dl8IhAiwLCcIRwhX9TTemrST++FLOQLAgggYAh0NNIkEUDAxwLLV6xMOHq1bp3RE/rOht0SL3+85ZEKd3Oepi+b7ZDe+Ns8OfTQQ+Ma2RmMhJsNjDDsJPGIdRx8uHatbfL551/EPTb85nboYYfJju3b5fXX35CevfpYVn4zsA8QI4FB8PxpbGy0Vfbr0JHzx9YIJg47/AgrsXDBW3LR6EusNMdO8NgJo4r7Fbe4RKzgdoEAEwII+FKguKAwYP5LFGHZ8gpr1QULFtj5q6qqYmbXeWKuFLYwV3mUQbJTInVTJtp39erVgUTyhNcjV3myZZCveFJxy7VBeVmZfXw0NzeHU4V8TyWeVPLk2iAkyLAvEydMsHwuHzvWWpJKPKnkcZJBGEnOfkPcYBD++xpuZX7343Fg/r40NDSkdOy44Tgw93O8tB+Pg3CTXBmEl8t3ZwvwmoDbW3OoPwJ5EjDfRTTfUcxTdRxXrDlUnDmEnOMqSoXyIlBRUWGV26+wgM43I+wB/eoRw6NFwGGWmKO09O0bfCULljYBhrdtsyCFAAKxBWgMiO3DUgQQiCKg30XU7yZGWc23s9VQcepCT02MKODbwyBq4Btqgj2hjxg5Muo6fl5gjhvP8Gh+PhIix27+pjIsZ3sjc0QBs+Gk/ZrMQQABvwvQGOD3I4D4EUhRQI8kMPSEE1Lcgvez6Qu9ylWrvB8sESYloO54q2ngwIFJ5fPLyubFDMOj+WWvJx6nHqVFj9qSeE5/rGkOb/vpp/X+CJooEUAgJQEaA1JiIxMC/hYwRxLo37+/vzFiRK8v9PSFX4xVWeQjAUYSiL+zzVePzFeS4udkDT8I6FFa9Kgtfog52Rj1kIt6CMZk87M+Agj4Q4DGAH/sZ6JEIKMC5mO75ruJGS3EAxszh4wzR1/wQGiEkIbAzp077dwFBcFXSewZJGwB/QqSfiXJXkDC1wJbt2614z/iiJ52mkSoQGFhoTVDD8EYupRvCCCAQFCAxgCOBAQQSFrAfGzXfJw36Q15PIN5obdnzx6PR0t4iQps/+wze9U+fYLD5tkzSNgCxSUlVlq/kmQvIOFrAbMx7ehBg3xtESt486k9cyjGWHlYhgAC/hOgMcB/+5yIEUhbwHxs13w3Me0Ne2wD5oXe7t27PRYd4aQqwEgCicnpEQU2125KLANr+ULAHJ3FHLXFF8EnEaT51F7j558nkZNVEUDATwI0BvhpbxMrAhkS0I/t6sd4M7RZz22mc+fO9ogCWzZv9lx8BJSaACMJJOb2ra5d7RV5zcam8H2CkQQSOwTMp/Y2btyYWCbWQgAB3wnQGOC7XU7ACKQvoB/b1Y/xpr9F725BjyhQX/+pd4MksqQEdIeSuoPJpDL7aGVes/HRzk4i1M9b73IzkkBsNPOpvYaGtn5KYudiKQII+E2AxgC/7XHiRSBNga+//lr0Y7v6Md40N+np7Lq361UrgkPJeTpYgosrYN7hNjuYjJvRhyvwmo0Pd3oCIesO8fRvawJZfLuKHlFgx/btvjUgcAQQiC1AY0BsH5YigECYgPk/FYcdfnjYUr6GC5i9XZu9YIevx3d/CJgdSZp3vv0RfXJRmq/ZfLLu4+Qys7YnBcyO8MzfVk8Gm4Gg9IgCixYuzMDW2AQCCHhRoKMXgyImBBBIXmD5ipUJZTIfd9+2rV4SzZfoemYlvJBn3zcBO6RFi96TktJS+3siCS8YmHH6PR6zI8lP67fLrt2JdezlV7cji0usJ5FUQ5pfDTh/2gTMjvCavvwq4WPCr8fOfh3a/jf/vX8skU6dOrVhJpDyq5tJg4GpQdqTAgEmBBDwpUBxQWHA/Jcown33TbHzJZpn2fKKRFe118tVHmWQ7JRM3RoaGmyv8rKypIpKphy94VTyZNsgnbqlEk8qeXJlcOtPb7OOhzNOP12zxP1MJZ5U8uTKIJm6zZwxwz5/4kKFrZBMOTqrEw103VKJJ5U8TjZ48MGH7OOhrq5O08T89JpBMvGsXr3a9qqqqorpFL7QycdBMgY6rlTyYBCwjh9tyKc3BXhNwJNNPASFQPYENtXWWhtnJIHEjA8++GB7RbMXbHsmCV8J6CdrdMeSvgo+hWC7GiMK8JpNCoAey2J2hGd2kOexMDMWTpcuXextbdrEEJ02BgkEELAFaAywKUgggEAiAvp/yBlJIBGt4Dq612vdC3biOVnTawK6I0k6P0tszx49aJC94s6d9IhuY/g0ofus0R3j+ZQh4bBLjdfSPquvTzgfKyKAgH8EaAzwz74mUgQyIlD9ySfWdhgWLXHOAw880FpZ94KdeE7W9JKAbkhTMdH5WWJ79pBDDrFXrGWsdNvCr4mP1q61Qtcd4/nVIZm49VN869atSyYb6yKAgE8EaAzwyY4mTAQyIVBdXW1vhmHRbIq4if79+9vr7Nq1y06T8JdAc3OzHbB5x9ueSaKdAK/ZtCPx7YyvvvpK9JMB5m+qb0ESDFw/xbd0yZIEc7AaAgj4SYDGAD/tbWJFIE0B82KGYdESxywsKrJXbmhosNMk/CXw8Ucf2QGb7/LaM0lEFOA1m4gsvptZV1dnx8ywtjZF3MSwYcOsdTbX0mdAXCxWQMCHAjQG+HCnEzICqQqYj+n26dMn1c34Lp954UcnTr7b/XbAn37a9s4unZ/ZLHETvGYTl8gXK5i/nT169PBFzJkI8ltGJ5zm032Z2DbbQAAB9wvQGOD+fUgECORMwOwNv3Pnzjkr1+0F0YmT2/dgZupfV7fF2hCdnyXnaT4Szms2ydl5ae0vm5rscMzfVHsmiYgC5lN8dMIZkYiZCPhagMYAX+9+gkcgOQHdG75+bDe53P5eu/SooywAOnHy73Gg39ml87PkjgFes0nOy6trV1RUWKH1KyzwaohZict8im/7Z59lpQw2igAC7hWgMcC9+46aI5BzAd0bPsOiJU+vHwvfUFOTfGZyuF5AdX6m39k173S7PrAcBMBrNjlAdkER+rdzxMiRLqitc6poPsVnPt3nnBpSEwQQyKcAjQH51KdsBFwkYD6ey7Boye+4gsJCK1PF8hXJZyaH6wXo/Cz1XWg+Em4+Kp76FsnpRgH928mwtsnvvVFnnWVlqq2tTT4zORBAwNMCNAZ4evcSHAKZEzB7wTcf281cCd7ekjlEGp04eXtfR4rOfFeXzs8iCcWed+hhh1kr6EfFY6/NUq8JbN261Q6pq9Ehnj2TREwBff68OXdezPVYiAAC/hPo6L+QiRgBBCIJLF+xMtJse97KirY72jU1/5J/f/0fe1kiiXjbj7QNL+Xp2fMIO8QVK1bKrt2f299jJbxkoOL0azxLlvzT3s2f1m9PeP/rTH510/EPGjxYFi1cKKtWVSZ1DPndzSvnXE11tT4UZN83gaSOAa8Y2AAp/I4eckjb6AsL3npbunXrZm4uaprzx79/s6IeFCzwnkCACQEEfClQXFAYMP/FQ5g5Y4a9frx1w5cvW14RPivu91zlUQbJTqnUbf6ChbZfeVlZQkWmUk4qeXJlkErdcpUn2wYTJ0yw9v/Jw4YntO/NlbxioGNKJZ777ptinz96O/E+Uykn28eBrnMqdctVHicaqN9MVS/1r6GhQTMm9JmKmxMNdLCpxDNz5ku2X1VVld5UzE+vGaTihkHAOm5iHigsdL0Arwl4r32HiBDIioDuBV/3ip+VQjy8UfNOjDnevIdDJjRDYPfu3dY3dYebKXmBzp272JnMR8btmSQ8LWD+ZpqvXHk66AwGd8ABB9hb27Rpk50mgQACCNAYwDGAAAIJCeienHWv+AllYqUQAT2+vB5vPmQhXzwtoN/V1e/uejrYLARXVFRkb7W5udlOk/CHgP7NPGH4cH8EnOEo+/Tta2/xs/p6O00CAQQQoDGAYwABBBIS0D05617xE8rESiECenx5PURjyEK+eFbAHInDfHfXswFnIbBOxp3Njz/6KAslsEknCyxdssSq3re//W0nV9PRdRt2UrAhRT/l5+jKUjkEEMiZAI0BOaOmIATcK2A+lms+ruveiPJTc3N8eTXuPJM/BMyROI44oq0jSX9En5koDz30UHtDTU1NdpqEPwQ21wYfbT9q4NH+CDgLURaXlFhb1U/5ZaEINokAAi4UoDHAhTuNKiOQawHzsVzzcd1c18Pt5R12+OF2COa48/ZMEp4UMN/RPfCggzwZYy6C4s5mLpSdV4Y5FGv37t2dV0GX1GjgwIFWTfVTfi6pNtVEAIEsC9AYkGVgNo+AFwTMx3LNx3W9EFsuYzDHlzfHnc9lHSgr9wLmO7rmHe7c18TdJeo7m/qRcXdHQ+0TFTB/Kw+iMS1Rtnbrde3a1Z5nPu1nzySBAAK+FKAxwJe7naARSE7AfCyXi5nk7My1+/TpY3/d/tlndpqEtwX0O7r6zra3o81edMOGDbM2rh8Zz15JbNlJAuZvJR1wpr5njh40yM5sPu1nzySBAAK+FKAxwJe7naARSE5AX8zo3vCTy83aWqBz5846KVVVVXaahLcF9Du6+s62t6PNXnTfMu5smo+OZ69EtuwEAfO3slOnTk6okivr0KVL2/Cc5tN+rgyGSiOAQMYEaAzIGCUbQsC7AvqxXN7XTH8fX37lFdZGPv/88/Q3xhZcIaDf0dXv7Lqi0g6sZEFBgV0r7mzaFJ5P6N9K/dvp+YCzFKA5LLD5tF+WimOzCCDgEgEaA1yyo6gmAvkU0I/l6sd081kXt5d94IEHWiEwvKDb92Ri9TffzTXf2U0sN2uZAocccoj9tXbjRjtNwtsC+rdS/3Z6O9rsRqef7tNP+2W3NLaOAAJuEKAxwA17iToikEcB83Fc8zHdPFbJ1UUzvKCrd1/SlTfvYJvv7Ca9ITLIwQcfbCt8+mm9nSbhXQFzCFbzt9O7EWc3Mv10n37aL7ulsXUEEHCDQEc3VJI6IoBA9gWWr1gZsZCa6mp7/ueffyHf7naQRFvXXjFCgjxiue1s2G3rzJ37d+nTt6/9PVICt6BbJJtY85zi9o/33rOrub6qRlQHnE6pm10xI+H0up0wfLisWrFCVq5cmZCj0+Mx6BNK+i2eui1bbBf129mzV5+E9rudqTXhN7fw+NV3ZXBQ9+DTNeppv0RMElknvCzyuPtvVvj+5LsPBAJMCCDgS4HigsKA+S8aQnlZmb1eQ0NDYNnyimirRp3v5DzKINkpnXiqqqpsz6VLl8YsOp1yYm44bGGuDcKKj/nV7QYzZ8yw97cKNFfxpFKOG46DiRMmWJ5nnH56zOMmVWs3GMQN3FjB7ceB+o1U+0T9U7+dqcSTSh6vHgcLFiwI8TQOlXZJrxq0CzTGDAwC1vESg4hFHhDgNQEfNPgQIgLpCJiP45qP6aazTT/nZXhBf+19/W4uwwpmZr/rfkt0PyaZ2SpbcaqAOayg+dvp1Po6vV50wun0PUT9EMi9AI0BuTenRARcJVBXF3xMU3c85KrKO7CyDC/owJ2SxSoxrGBmcc1+S8z+TDJbCltzioA5rKD52+mU+rmtHnTC6bY9Rn0RyL4AjQHZN6YEBFwtoDsa0h0PuToYh1ReD5Glh8xySLWoRhYEGFYws6jc2cysp9O3pn8j9W+m0+vr9PqZT/eZT/05vd7UDwEEsidAY0D2bNkyAp4Q0I/j6sdzPRFUnoPQQ2TpIbPyXB2Kz5IAwwpmHpY7m5k3dfIW9W+k/s10cl3dUjf9lJ9+6s8t9aaeCCCQHQEaA7LjylYR8ISA+Riu+XiuJ4LLYxDmEFnm0Fl5rBJFZ0GAYQUzj2re2Wxqasp8AWzRMQLmb6P5m+mYCrq0IvopP/0Kk0vDoNoIIJAhARoDMgTJZhDwuoD5eK7XY812fIcdfrhdRF1dnZ0m4S2Bjz/6yA6oS5cudppEegK6M0bdOWN6WyO3UwXM30bzN9Op9XVLvfRTfvoVJrfUm3oigEB2BGgMyI4rW0XAEwLmxYz5eK4ngstjED169LBL37lzp50m4V2B3r17eze4HEdWXFJilcidzRzD57g487fR/M3McTU8XZz5KpOnAyU4BBCIKkBjQFQaFiCAgPkYrvl4LjLpCZhDZJlDZ6W3VXI7TaCiosKqkr6T7bT6ubU+AwcOtKrOnU237sHE6m3+Npq/mYnlZq1oAkcPGmQvMl9lsmeSQAABXwnQGOCr3U2wCCQnoB/D5WImObd4a5tDZJlDZ8XLx3J3CezevduqsL6T7a7aO7e2Xbt2tSvHnU2bwnMJ87fR/M30XKA5Dsh8Zcl8+i/H1aA4BBBwiACNAQ7ZEVQDAScK6MdwuZjJ/N7RQ2XpobMyXwJbzLfAm3PnWVXo06dvvqviqfK5s+mp3Rk1GP3bqH8ro67IgqQEzFeWzKf/ktoIKyOAgGcEaAzwzK4kEAQyL6Afw9WP5Wa+BP9uUQ+VpYfO8q+ENyPftWuXHdgRR/S00yTSF+DOZvqGbtiC/m3Uv5VuqLNb6qif9tMeZ9FcAAAgAElEQVRP/7ml3tQTAQQyL7BfIBAIZH6zbBEBBPItUFJYlO8qUD4CCCCAAAIIIICAiwVqaje6uPZUPa6AagxgQgAB/wkUFxQGzH/hAlVVVfZyldbTsuUVOpnwp5PzKINkp0zEs2DBgoi+Zl0yUY65vWjpfBlEq485360G0fZvruJJpRw3HQeXjx1rnT8TJ0wwD5eQtNcNQoKN8sWtBubfH3Uu6SmVeFLJ46ZzQdvE+gw3mDljhv33J1o+rxtEi9ucj0HAOk5ME9LeE+A1gbjNJayAgD8FNm3aZAduPpZrzySRlkBBQYGdnx6dbQrPJL5sarJjKS0ttdMkMiOg+zHRnTRmZqtsxSkC5m+i+VvplPq5vR5mJ5zmK01uj4v6I4BA8gI0BiRvRg4EfCFgXsyYHQ75IvgcBHnIIYfYpdRu5BE8G8MjCd0Ter/CtkYfj4TmiDB0p4y6k0ZHVIpKZEzA/E00fyszVoDPN1RY1PYaYUNDg881CB8BfwvQGODv/U/0CEQV0GOkczETlSitBQcffLCd/9NP6+00CW8I6J7QR4wc6Y2AHBaF2SkjdzYdtnMyUB3zN9H8rczAptmEiJhP+5lPAYKDAAL+E6AxwH/7nIgRSEhAP37LxUxCXCmt9N3zz7Py1dVtSSk/mZwrQE/o2d033NnMrm++t65/E/VvZL7r47XyzVeXzKcAvRYn8SCAQHwBGgPiG7EGAr4U0I/f6sdxfYmQ5aC7d+9ulbChpibLJbH5XAp89dVXdnH9+/e30yQyJ2De2dy5c2fmNsyWHCGgfxP1b6QjKuWxSuin/vRTgB4Lj3AQQCBBARoDEoRiNQT8JGBezJiP4/rJIBexDhw40CqmYvmKXBRHGTkSqKurs0s67PDD7TSJzAn06dPH3tj2zz6z0yS8IaB/E/VvpDeiclYUPPXnrP1BbRDIlwCNAfmSp1wEHCxgXsyYj+M6uMqurJrZo/PWrVtdGQOVbi9g9oTeo0eP9iswJ22Bzp0729vQnTXaM0i4WsD8LTR/I10dlAMrf+CBB1q10q80ObCKVAkBBHIgQGNADpApAgG3CZiP3ZqP47otDqfX9+hBg+wqmheQ9kwSrhSgJ/Tc7LbLr7zCKkh31pibUikl2wLmb6H5G5ntcv22ffMVJvNpQL85EC8CfhegMcDvRwDxIxBBwHzs1nwcN8KqzMqQAD06ZwjSAZuhJ/Tc7oSlS5bktkBKy6qA+VtIY3T2qM1XmMynAbNXIltGAAEnCtAY4MS9Qp0QyLOA+dit+ThunqvlueLp0dlzu9QKiJ7Qc7Nfhw0bZhW0uXZTbgqklJwImL3b9+7dOydl+rEQ8xUm82lAP1oQMwJ+FqAxwM97n9gRiCKgH7vVj+FGWY3ZGRCgR+cMIDpsE/SEnpsd8q2uXe2Cqqur7TQJdwvo3u31b6O7o3Fu7c2n/synAZ1bY2qGAALZEOiYjY2yTQQQcJ/A8hUr7UovXPCWla6v/0zM+XqFSPP0smif5JGIlkcWl4i6s4l1tCMnslv0tYNL8nm86Z7QOx3QOeI+z2fdnOyWbN0+//wLO8sHH3wou3Z/bn/XCazdd/5UVweHWlW/jZH2X6R5en9H+yRP7ONg2fIV0rNX2wgd2hG32G7aKfzTa27h8fHdYwIBJgQQ8KVAcUFhwPxnIuj55WVl5mwrvWx5Rbt58WY4OY+KNdkpk/E8MHWqvR/C65HJcsK3bX7Pt4FZl/C02wzq6urs/em288dtx0E2rN1mEH6+hH9P5fzJt4EqX/17+qmnw8MJpBJPKnnybdAucGNGKvFEy3PLzTdb1hMnTDBKCCb9YtAucGMGBgHr+DBISHpQgNcEPNa4QzgIpCtgDutkPoab7nbJH1mAHp0ju7h1Lj2h527Pme+TNzU15a5gSsqagNmr/RFH9MxaOWw4KNC9e3croV9twgUBBPwnQGOA//Y5ESMQU8C8mCkoKIi5LgvTF6BH5/QNnbQFsyd0J9XLq3UZdtJwK7R169Z5NURfxWX2am/+NvoKIYfB6k449atNOSyaohBAwCECNAY4ZEdQDQScIvDxRx/ZVWFYJ5siawmzR2ezISZrBbLhrAqYPaGbo0VktVAfb7y4pMSKfvfu3T5W8E7o5m+g+dvonQidG4n5VKBza0nNEEAg0wI0BmRalO0h4CEB8zFcD4XlqFAOOeQQuz61GzfaaRLuFKAn9Nzutz59+loFvjl3Xm4LprSsCJi/gWZv91kpjI3K0YMG2QpmQ4w9kwQCCHhegMYAz+9iAkQgOQEuZpLzSnftgw8+2N7Ep5/W22kS7hYYMXKkuwNwSe3N98p37drlklpTzWgC5m9g586do63G/CwI8IpTFlDZJAIuEKAxwAU7iSoikEsB/bgtFzO5U//u+edZhdXVbcldoZSUFYE/v/iStd0DDzwwK9tno6EChUVF9oyGhgY7TcKdAvo3UP8mujMK99TafJXJfMXJPRFQUwQQSFeAxoB0BcmPwP9j71zgqyjO/v80pWpiRO4ECCQxCRARlWhAoRW8VKvVAloRUSutqNXepP61b1GUir2obdG+Vmu1rb5eqrYKiIKCAtoSSQIRpBjICU2AAAESriERxeT/mT2ZOXPue/bsZXb3t58PZM7szDzP853ZPWdnZ57HYwT4clu+/NZj5ilpDjw6K9ktKSsle0KXo0Sk3BAq6CYg+zVpbm7WXQ8F1STAvdrze6KaWnpLqyH5QUfBfFWgt6yDNSAAAskIYDIgGSGcBwEfEZAfZuTltz5C4IipJSUlmlx4dHYEv2lC4QndNJS6G5L3le/ZvVt3PRRUkwC/B/J7oppaeksrrAL0Vn/CGhBIlQAmA1IlhvIg4GECeJhxpnOzs7OFYOx7Fihcl5AdcMETuj3dJ+8rl/eb2yMdUswkIHuzl++JZspAW9EE+JYmvsUpugRyQAAEvEwAkwFe7l3YBgIpEsDDTIrATCqOfc8mgXS4GdkTuhwlwmG1PC+e7y/n+809b7BHDZS/f2Qv9x41VxmzsKVJma6AIiDgCAFMBjiCHUJBQE0C8sOMvPxWTW29o5W87xkend3br62trUJ5OUqEyETCEgJ8f3n5qlWWtI9G7SGAe589nCOl9OvfX2QFAgGRRgIEQMAfBLr5w0xYCQIgkIxAReUaWl1RKYp9vGGjSEcmWNlUD9Qh0sNg3bqP6aTuPQRePXVE4a4E6uhjbTa3FStWak0WDx+esK/RP+b2T4+evTXu2xq2RnEHa3NZR14z8ud0WbN7Hz/27T8Y1Zf8XLpyeDvJ/vpFzs6doZC2lZVriLHnh18YcHtj/QWDWFSQ5ykCnThAAAR8SaAwL79T/scg3DNrlpZ3+223xWWyuqIq7rl4J1SuwxikelhhD++Lhx96SKhjhRzRuJRQhYGkkki6iQG7bhhLdh3FO+yyx4gct46DBfPni3tZY2OjQO8nBsLoiISbGLB7H78PRpghPhqxx0gdt14LAlREIhGDlpYWwZ1dS/zwEwNuc+RfMOjUxkYkF3z2FgFsE/DU1A6MAYH0CCCsU3r80qk99bppWvWDB0NvZdJpD3XtJ8DDcsITur3s5f3l8r5ze7WAtHQJ8Hsfvxem2x7q6yMgb2mStzrpq41SIAACbieAyQC39yD0BwETCSCsk4kwDTaFfc8GwTlcTY4CAU/oznUG9p07xz5dydybPfdun257qK+fQNmY0Vrhmpoa/ZVQEgRAwBMEMBngiW6EESCQPgE8zKTPMJ0WysrKtOps3zMO9xFoaWkRSsvRIUQmEpYRKC4uFm0fkZw4ikwkXEUA3u3t767CoiJN6P79++0XDokgAAKOEsBkgKP4IRwE1CGAhxln++LE7GyhADw6CxSuSTQ3Nwtd5egQIhMJWwjU1tbaIgdCzCUg3/Pke6G5UtBaPAK5uYO1U3yrU7xyyAcBEPAeAUwGeK9PYREIGCIgL6/Fw4whhGlVysvLS6s+KjtLYM/u3UIBhOUUKGxL8H3mfN+5bYIhyHQCuBeajjRpgwMG5Igy8ipBkYkECICAZwlgMsCzXQvDQCA1AvLyWnnZbWqtoLRRAvIEzCcb44d1NNo+6llLYNeuUHiuzMxMa4Wh9SgCfJ8533ceVQAZShOQ73nyvVBppT2knLy1SV4l6CETYQoIgEAcApgMiAMG2SDgNwJYXutsjw8aNMhZBSA9LQKNjdu1+pdcdmla7aCyMQLYZ26Mm4q1cC+0v1fkCRh5y5P9mkAiCICA3QQwGWA3ccgDAUUJ8OW1fLmtomp6Wq0h+cGtAlVVVZ6204vGISyns70q7zOX9587qxWk6yXA73ncq73eeihnDgF5a5O85cmc1tEKCICAygQwGaBy70A3ELCRAELa2Qg7jqix48bFOYNs1QnwsJw8KoTq+npNP+wzd3ePci/23Ku9u61xn/by1iZ5y5P7LIHGIAACqRLAZECqxFAeBDxKgIe0w8OMcx2Mfc/OsU9H8o4dO9KpjromEJCXOcv7z01oGk3YQIB7sede7W0QCRERBPgWJ77lKeI0PoIACHiUACYDPNqxMAsEQMB9BLDv2X19xjRua2sTip86YoRII2EfAewzt4+12ZLa29tFk7JXe5GJhC0EevbsqcnhW55sEQohIAACjhPo5rgGUAAEQEApAse+6KSKyjUJdUp2PlZl1KGkXBt37BToXnttPuUOHpy0jqggJcA6OWsJl0ga5bamqlK08fHH/6F9+w+Kz7ESRuXEaitRnt/k9O3Xj/bu2UOLFr1JOQNzNTR+YxBrPKjOoHF70Pkm0725ZX/Se57q9sTqg0R5qthz/AnBKChsyxPXif9NpH/kOdSx9/snkn+yz0b6J1mbOO9yAp04QAAEfEmgMC+/M9a/2trahDxWV1QlPB/rpMp1GINUD6vsYex5n6xbt67TKjmR9qrEIFI3NzBYMH++6LdI/SM/22WPETluHwf3zJql9QP7yw4/MjBjvNk9Dti9jt/3VPn+sZtBZL8l+mxkXOupI9/HWlpatD5JpEesc3rkRNZTuY4fx0Fk/xhhENkGPqtNANsEXD6ZA/VBwGwCxcXFZjeJ9nQS6N27tyjZUF8v0kioTQBhOdXoH/jcUKMfUtVCvtfJ98BU20H59AjkFxSIBlpaWkQaCRAAAW8TwGSAt/sX1oFASgR4aLuUKqGwaQR69eol2mptbRVpJNQmgLCcavQPfG6o0Q+paiHf6+R7YKrtoHx6BGQnnM3Nzek1htogAAKuIYDJANd0FRQFAesJILSd9YyTSeBxtmtqapIVxXlFCCAspxodcWJ2tlAkEAiINBJqE+D3On7vU1tb72onrwrcs3u3dw2FZSAAAmEEMBkQhgMfQMDfBPgyW39TcNZ6Hmebx912VhtI10MAYTn1ULK+TF5envVCIMF0Avxex+99pgtAgykTwNanlJGhAgi4lgAmA1zbdVAcBMwngGW25jNNtUUeZ5vH3U61PsrbS2DHjh32CoS0uATk/eafbNwYtxxOqEWA3+v4vU8t7fylzdTrpmkG861P/rIe1oKAPwlgMsCf/Q6rQSAmAXmZbcwCyLScgBxn++jRo5bLg4D0CLS1tYkGTh0xQqSRsJ8A9pvbzzxdie3t7aIJ+d4nMpFwhAC2PjmCHUJBwBECmAxwBDuEgoCaBLDM1vl+6de/v1CCxUzHoTaBrVu3qq2gz7Tj+86rqqp8Zrk7zW1sbBSKy/c+kYmErQTKyso0eXzrk63CIQwEQMARApgMcAQ7hIKAmgRkb8Jqauh9rfr06SOM/PTTT0UaCTUJHJGiPsgOuNTU1vta8X3nfB+69y12t4Xyyhr53uduq6A9CIAACLiHACYD3NNX0BQELCcwaNAgy2VAQGIC8r7nXbt2JS6Ms44TgKMtx7sgTAG+75zvQw87iQ/KEWiorxc65ebmijQSzhDAVidnuEMqCDhJAJMBTtKHbBBQiMCQfHjiVqE75H3P7e2h/egq6AYdoglwR1vc8VZ0CeTYSUDedw6fG3aSNyZr164mUTEzM1OkkQABEAABELCHACYD7OEMKSCgPIGx48Ypr6NfFOT7nrc2NPjFZNfayR1tISynGl0o7zuHzw01+iSRFo2N27XTl1x2aaJiOGcTAWx1sgk0xICAQgS6KaQLVAEBEHCQwOHDR6iico0uDfSWkxtDHdLN98TskzR0hw8f1l0HrGUC+lnLtYyMUe5o60sZ3XT3lRE5qKOvT3fuDL1pZj43wE0fN/k6YGm7uK1dW62JPnr0M90y7dINcuwbB2CtNuvI+wM+e4xAJw4QAAEFCRzt3LV2fue8m87pLMzL7yzM+1bnvX9b0Vl7+AvTdA22y9oO/lswf76utldXVOkqJxdSuQ6zP9XDanuefOJJ0S926KYiA2631ay5HCMMFr25WPTTsmXLeFMJ/9pljxE5RhgYkWNlnZaWFtEnjzzyu4R9EeukFxjIdhlhbScDJov9e+H552W146aN2GOkjp0M4hob54QRe1Kpc8+sWeIaiqNC3OxU5PBGVK7j53HA+8cIA14Xf91BANsEPDa5A3O8QOAQbX72J3TxlX+jA9e/RrUN9VT3n19R0b9/Tlfd8RJtbu2wxMgTs7MtaReNpk5A3vcsx+FOvSXUsJLAUSnaA8JyWklaf9vwuaGfldMlDx06JFTIxvePYIEECPiGQMdOWnn/RCrKP5duX7CNrPl1ayfNZlp574/puYC7IkFhMsDOMQJZIJCUwGe0c8H9dPWcD6hwzsN034SBpF2k2SPohgd+Rl8tn01X3/UG7bTgjomHmaSdY1sBed+zHIfbNgUgSBeBeskTOsJy6kJmSyH43LAFc9pCDh08KNrILygQaSScJVBWVuasApAOAm4lcOg/9F5NKY0tPMFVFmAywFXdBWU9T+BQOT05awG10SiaNC4vOBHQZXTGwK/SlCuHUNuSh+jBN8yfQcXDjDqjS463LcfhVkdDaBJJAGE5I4k497mwqEgTznxu4FCXwIEDB4Ry+P4RKJRK7NixQyl9oIzHCGQMpAm/WEh1DR/SE5OGhP3mdZ+lHXSo+l+06YpzqdBlT9cuU9d9QwMag4B+Ap/RzuULaSGLJnfGRTFmFnvQ8LPPIKImWvq35bTF5NUBeJjR31NWl+zdu7cQIcfhFplIKEFgU80nmh4Iy6lEdwglcnMHa+m1lZUiDwn1COzfv18olZubK9JIOEvg1BEjhAKYjBYokDBMoINaq9+mlU3HDLfgjor7qPrdvXR5xIs8N+iOyQA39BJ09AmBPVT15vvE5gKyRuZT/6irsxv1GVJAPRiN9e9S+RZ37UnySSeaYqa877m1tdWUNtGIdQQQltM6tkZahs8NI9Tsr9PS0iyEZmZmijQS6hDYunWrOspAE3cS6Gik955eSaFNQe40I6nWLt0iwOyKetxIaiwKgAAIWEPgUB2tKWdvSrKosGgAxXLn121gAZVq0rdT3Q48JFrTEWq0yuNu19TUqKEQtIgisPK997S8k08+OeocMpwjAJ8bzrFPRfLePXu04vxel0pdlLWOQHFxsWj8CCajBQskjBA4RJv/79c0ewl7zeXlw71bBFivYDLAy2MTtrmKQMfuBvqPdr88nvr2ODHJxdlM/2lo8YDnVVd1ka3K9uzZU5MnL6W1VQEI001g6NChusuioPUE4HPDesZmSOD70fm9zow20YY5BPjWp9raWnMaRCs+JMAiY/2Mrp7ztrbi1dsA3LtFgPULJgO8PTphnYsIdBzeT9uT6dtnCJ2qPSO20fb9RzAZkIyXi8+XlJRo2r+zeImLrfCu6oFAQBiHsJwChRIJ+NxQohuSKhHYtEkrw+91SSuggG0E+Nang1LEB9uEQ5D7CbRupoX33kDfFBMBi+jOc4qpKL+AikbNo2rNfcAhCqxcRAtfn0e3nFpKtyxolOzuOrfgrzT70hF09rxq0qq0Bmjls/fSN1k7+RNp9vNV1CT8Z7E6z2rlNTmX3ksvVDfF+Z3Myv6DHp1xblAn1t6l99JzKwNkaM1tSlsELLSto4mqFzCejM8I+ua9z9LKwCHqCCygF6rjW9ZNIo8kCIAACICAIgTkuNvt7e2EPbWKdEwMNRCWMwYUB7Pgc8NB+DpF79u3T5SU73UiEwlHCfCtT+WrVjmqB4S7lED2MJr44EKa+MMFdMs5M2k5XUG/W/17mpjDHztbqXreVJryGN8G2ZMuEKY208p7r6IZL2wTOT0uJqLWjfTcHTNo7rtNXfkf099nT6f/fPE6vTZ9AAUiVyHUvEhzrqyh5tf/QneUat62gvU6dtLKX/yIHvniBnr00VV0RzZRa+A9euah+2ju9Pn06o1/oL/cfyHl6H5dzrcITNERRcBK2w5Q9WM/oOkbv05/Xb6Z/pxzHDOMlj99J5352A763usXCZ6RiS91dnZ2RmbiMwiAgP0EjlXPo3Ou/AMdoJ50waNv0J8nxfCu3MRvrEQ9fvIarZ5ZSvzWmqrG48aOo907d2rV+g8cSMcdf3yqTaC8hQQ+bW+nvU3BLz30j4WgDTZ9+NAhOtDSotXOyc2lr3zlKwZbQjUrCOxqbKRjn39OmVlZ1Kd/fytEoM00CHx29Kj4/umbk0MnwIFgGjTNryrf3wYXFJgvAC2mTYD1EfvesePaWbFiuTF9xW/WyMmAruY6NtNzk6+kueuPj/7dK861UY8f/Ib+p7WOPp14E00rzaEMeWKg5wx6ZFY7LWscTzNvvpCK2cP95pfop5Nn0/K2yN/Kn1Lg2Rl0VcW36e0/TqKB0gN/R+BZuurrv6ANNISuffY1mjuhj06b2QP+A7T1xofpxuIT9NWxwrZDK2n2OQ9T7xdepTtKZa9jTL87aN2Vf4rID6kqYQhlIgUCIGA/gYyTelIwIJYe2Vk0uGcyvwKJ22FfIt2+8hXtxzIeZBKzcuJsRkbo9tzRIdbBOaEKZCYhgOsnCSAHTvM+wbXjAHwdIr/44gtRSr7XiUwkHCUg98nnn3/uqC4QHk2AOXZkk9Ete/dGn3RTTsaJ1KNvnBdRGYNo5IQ8zZrPNn9OI+/6OV3PJgJYTvYIuuFnt9JIlt5fSev73k6Pz/w6FWezsxmUPWwSff/m4FbLAxu3kYhbcmg1/d/D22niNV8NmwhgzWQUnE7jtW2422jhu/+hQ5pkHf+ltEWgqz0LbDtW9xEtadtKy96vidjq0IfOu/HblGhqw+hLRR10UAQEQCAVAhn98+m0LKINCZyudhw+QMFbfx86Lb93QqcfbM+UnmMA4jvrwWR7Gf4wwwSzH2N2zP7bbqSLBR5tb9e0z/jyl11shXdV/3LXSo2jnyIEq4q9/OVuwZ+f7K98r1NRVz/qJPdJJyajlRsCx45pO+ipQ5pUU05JExU6bsSpVKg96IcazTipB/XVPn5OPbp3T/h7OFiLLedfQQvbtlHb9DL6e6ipqFTbhgba3UHUPfROJqpMqM1/0aYr9GwRiN2EObYRBV8ottGGx35MP6UH6C5tlUTQgIziSXR9bPFaLiYDEsDBKRCwlUD2ACoqziJav5+q6/fQMcqN2gIQcjI4mIoGycuAojWta6iPzpRyzj8/tENLykZSEQJfklYG8C9+RVSDGhKB47G9RqKhTrJb18Mm04g9zMjXkzpa+lcTPknzxbFj6BsFh4F8vbDJaGwjVKuTPj96VFPo+BN0LktXS32HtPmMdjdsoTYqoR++HrmU3qhKXVEEbszTMRlhVIa+ehmFF9D0S5+iO5c00fLHbqHlj51O1865lSZ/4yIqZf4DEhyYDEgAB6dAwFYCGXk0dvIoovWr6MDKj6n+J6VUHDYreYyat9XTAabUGRfR2ML0vgS214dPFiSbPOAsKirX0JjRZ/OPuv6qXIetoNBrOzfWLnuumXINra2spMsv/yY9+MtfcvEJ/xrRTWUGRuwxUidVBnzlzXem30h33X13wj6RTxrRza46qTJgdtmlW6pyPvzwQ7rh2mka+qefeZrk2Olyf0SmvcTAaP/YweCRhx+mp554UsOfyn7kVMeBygyM6mYnA6bjPffMoomTJml9lew/u3SzS44d14KRcXDtNddQVUUlTb7qSt2/DYzIYXUYA28cx+jwfua49Ai1HGIrxhK/UNNlc9cWge+k+Xtcl6xkhTKG0MQ/zqfBLz5Os2e/SJvpY/r7nB/Q3+fk0AU//T098MNz4zpFDHvUSCYH50EABKwkcAIVXzmDrs0iokA97WiN3Cd+gDatWU/EnJvMvDxiosBKvdC2UwROOukkTfSWujqnVIDcJASGDh2apAROO0GgT5/QDsm2tgR7r5xQDjKJh6ybel1wwgZI1CVQW1urrnI+1YxNBLADYTmNDIBttOSjbcFQhUaqizo8isC5OqIIiErWJjJyqPSGB2nR6tfo0TnX0TBNWhMt//0MuumxqghfAiFVMBkQYoEUCDhPoPtYuu1Xkyir7Z/02OuBsPioHTv/Ta++vo2yLp1Jt50X+qHrvNLQwCoCefn5WtP8i98qOWg3NQKBQEBUODHbhLcLojUkzCLQu3dv0VRDxCoocQIJxwggZJ1j6FMWzCduUq6ICpYQQFhOo1izqGhUGbH3bQeeXkj/PhT5wo23+ykFVlYQD2DIc6P/dm0RGOf8FoFI3TJySuny6WxS4FWac/3pRNRGm59+k9bEsRmTAZEE8RkEHCVwHA381l30hxuLaMPDv6U/VjVRB3VQa2AB3X/TPfTvsXPpH498K8oLqqMqQ7hlBDIz2ddW8JB/APA8/HWeQF5e0Nux85pAA5lAr169xMfW1laRRkINAtsatmqKlJWVqaEQtIhL4OUXX4p7DifsJ9DSFdKWSc5H2McUOiCDsoeOoq+yn1Vt/6RHfreCmmLNB7RuoLc/OqpNGiRs3EgUgYQNpnmyaRk9t1LETdAay8gpo+v/5176YUkWUdt+OtgWy2AWfwEHCICAWgQyBtKEXzxPS54YR3vuu5CG5nlEaSYAACAASURBVBfSmRPfot63Pk9L/3w9DYvwqGpI+Y7oOc/nVgbiLiEyJAOV0iYwYMAA0Yb8A0BkaolDFFi5iBYueIUenXEuXfe9l6k66Gg4vFjkp44mql4wj245NbgfsOjSe0nXGOiq9/ANV2t7CXXXi5Tv4s+fbNwotM/KCk3YiEzbE2wM/EPrf7a/k/277s6n6LlF1bF/7Mj6GRwHHU3VtHDezfTdKWwcjKBv3vssrQzoDsYka2BZunj4cK3tmpoay2So1zCbPF5Jz907MTgOWP+keG0zm7RxpLMeGwv/evnXdLo29pKPhR07dqiHzfMatVL1vKuoKP/HtLAp0RfEZ9RUvUC7l8hIAlHbFuWzRITvhQgg1n1sbg498Knx/ZPA1j5D6FQtXF8VvbN6J3XQIdr87G/phUBXlJeOI3RgL3OGeJT2HjgSthqW6FM61HJEazwsPGACcTFP7T1Ah7uegTMGTqAZN5cG35Q/N4MuvuV/abn0vdXRVEUv/OY16n75aOoeszGeme4WAfNtY74QKl75N+2MfN7PHkAFg44nyupJJ2fFfuyPncttxV8QAAGHCHSn4gnTae6SjZpzu7pPnqY7JpXGdf6RkpKtG+m5WyZHVVl1+3fop89uxIRAFBnnMk6QPAXLPwCERh2b6bnbfkflB/bSmqceoMffjZ7kEWXlRNcYmPJUG01bvlk7s+7R4ZR0DEj1vv7oS1TXsIV01ZNleyw9aNAgZy3q2Ekr77+BLp1+d3j/b3+X5v7oKrr4lhdoc7wf8lJ/6h8HHdS6+QX6/gU30J8PTKXfvvwPqmv4kH5fVEE/nvgzem6zOhMCvG/279/vbB/ZJv0zalr5a7rm69+luS98HJJa8yLNnT6JrpkXf88oSWOBVdR3bYfGwqLWr9PS/9brGguyD4dTR4wI6YmURQQ+o+YPnqHpj1UnaZ89qP2ELr7yb3Tg+tfCyk6aMU/XfQTfC2HYLPmwZ/du0W6u6qGhM06knkPYhHkTLb1jPA3NP4OuriiiCzSHex3Uum4pvbqe+XRpow2vLKV10ncV3xqrGVv+PlXs/EzYTWxS4e13aLWWs5WWLawIm/juaKqgN5YGVx/R+kX01jrN9TYR9aDSn/wvPXMjWzpP1Pbu7+mWr58RnPzML6Ch5/yYPii6ga4qTuagO70tAtbYRnRsyUz6xi3zaGE1W1XMjkMUWPA0/fndwXT9E7fSeXFiJWIyQIOF/0DAJwQ6ttHCu2bQ3HcLowye86tzaPWcGXT3gm0Rs7NRRZFhE4G+/foJSfIPAJGZMYxufPIXdOOk79APbr1QZCdMSGNg9h/upAldIWeyh02hhGMgot6o3l8htrgsab2EyrjzZFVVlaa43D/OWNJBhz54in5cOZJmP7uU1jWwh7F6ql39Kn3nwuCKj7Z3f00/fXpt9CRfRH/qHQcdO9+guyfPpuXFd9Gj919IvbVfEd1p2Hd+TnPHr6O5k++nhWE/2pwhw6Ty/nln8RLnlLBRcsfOxfTAvHaaIsbCFnrmd3fRDy/KCb4Je+wxeo2/kZP1ihgLwVPJr215LPz4e2d3TVYnHwtbt3b9SJd1QNoyAmxcPPf0KkrsRvMz2rngfrp6zgdUOOdhum/CwDB9Stc9Tlff9Ub0W8eIsePn74UwYBZ+2LUrNOmfmZlpoSQTms4YRjc89Qz9RLsH5dAFP/kzvaZtdWUrVS6nM6/8PQVfRxBRze9pymmX06PVTVQ97zIaOnYmLeWDtm0B3Tl2GJ09r5qONS2gW/LPoG/OebtrTLfR5udm0FdPYateDgTrnjODXqjhlavp8StHBesyk/jq22fvp2vZ8nntyKJh18+mR1+fT3+aPiJ5nAHDWwSY3VbZNoCmLVtPS28voY73Z9OZ2kqtc+mONQV017Lnac6EgXG3AyC0YNcwwB8Q8D4B9uDwF5q9pInojFu1EIayzQMvmEgTsxbQ32fNo0WjH6KJAxPHJZXrIm0NATmGvfwDIFpaN+ozpIB6MMc40SelnPAxEB6e8jiKPwai6+1bw5tNVI+X8ebfESNHOmtYR4Dmv5JFf/jbTDGpwxRi+wQvufmndMZxv9RiDmuOg246iyaItwLR/RkyJFF/NtMHT8yjpW1ZNHJy0IMyC9SkHRm5dP41F1PWkv+j2XPHU9kfJznu26R375Cj1fb2dlL+hzNnaehvM33wynaa8tR90ljIoMzBo+mOR8uIrp5Oj9d8Qqs2NtONxbmSBHPGwsCMw6E2k4yFI5IPB70hH0ONI5USgY5ttGjuQhp88/XU4/EXaHm8yofK6clZC6iNxtGkGA7RSs7sSR8ueYgefKOUHp80pOuhInrs4HshHmDz8hsbt2uNnTV6tHmNWthSRs659KNnPqQfhcnIptKZi6luZlhm6ENpgnNUSn9uSBDqMlG7QkLX6lu2AlfkpZDoPoHmhi+e0Vk5id1p2jaBzfvSN2hy6Tdocjy2MTTFyoAYUJAFAp4k0NFIK15ZSm0U/CEfZWP3Ijp7bE+itqX07NJ6rA6IAuRMxiWXXaoJ5j8A0tIiYgwURn4DxBsDRuulpay6lblDrRNPdDiSwJ56OnTJtXRe1+qOMGIZOXTFT28lbbqirYrW1fG3JGx/b/i9QO84CC1tHBXjgSGDug8fReewd9BL/knLtnTtCQ1Tyt4Pss+NxsZGe4XbLq0PTZj5I2kiQFIgu4TOu5g5ujyJ+veIWP7qwFhAqDqpbyxNfkY73/hfenbo7XTFCG3jdhxpn9HO5QtpIbtFnHERhU8SB6sMKhwcXOr9t+W0he9JNjh24iiBbJ0EeKhhHnpYZzUUA4G4BCJ/CsYtiBMgAAIuJ7Cnmt5iqwKoD52WHwq7FbKqBw0eEVxOumH+h6Ev/FABpBwg0LNn8Ecc/wGQlgoRYyD6CyDOGDBaLy1l1a88eMgQZ5XM+Qb9SLyli1Ylo+B0Gh/rGcBQfx6jPZXLg8s2swopr3+MlUPCWdRHtGDVVscnFGWfG/I+9WhSPskp+TZNPjsUZUGz2oGxwEPVTbhQ59Ymn3SP2Way7QEP/m0Izb75LEq8mHwPVb35vrbkOmtkPvWXvhiG5AejpWze87m28ozWv0vlfKLP0Ngx20r/tcdDDfPQw/4jAIvNJiBd8mY3jfZAAATUIdBBhzZ91OVsZTAVDYr1RvMEGlhQFFQ5UE87JEcu6tjhP01KSko0o/kPAOMEjI4Bo/WMa6pyzUAgINTLzIx4yyrOqJYoooKBXFej/XmANq1ZHzSsuIAGxYpq0q0fFZzFZh/aaEvdrmg/BTZj4T4DmNiG+nqbpSskrrWGPlhZRLMfvZFKw/rNmbFQvmqVQnA8qgrbHvDrVTTm4cg+j2HvoTpaU86cbGZRYdGAsP3SY8eN0ypknNidmA92ou1Ut4OF6jQ6dmLIR5ZuAnKIYTn0sO4GUBAEYhCAz4AYUJAFAt4j8BntbtjS5WylF/U4KfrSr6hcSy11XSFr2tbSymWrKXNwjLd/RFRRKTaM60aFOsa47WraIxgve3c5de8eO+DNF5t30OddJTdWraHPvyyqdSU+o8aVa7vGQAftrVtPFftDhYL980WMMUBx64X6NFY9b46dxu3B/ZoMak7OALWvhWUr6V/7iY4ry6duDeuoYhvT2uA4GNREK1d1ebH+8j4KrFlD3F9AaBzsocC+oMfntlXv07LV2ZQb55VDqE7kOI3/OdU6ss+N1RWVlDNQ3itvnhzWUqq62Vano5n+dNcbdOCGa+jcg7VUUSnbHX8shOyJcW3HGAtsrVmoDpMRfyxsawg6EBxecmpEHVm3+OlwOfHLyWf8Vedzav7gr/RK3kT6kdTnLRqQZgp8tJYqeofu/R3b36dybRfRlyijeQtVVYb8Pxw+HAzt9vKCCjpDq7+byld+QB9m5dDOON8nIdYxxg5+U8jDMiwd4haWHfZB/v5h26D01AlrIOo6jTyLz34kEP1E4EcKsBkEPE/gGB3ez3+6xzZ2zOgxdKxbGfV4/EM6QB3Uo+B0GlMavYKAffmMGX127Ebi5Kpch6mssj1f//qF9KfH/1cjm583mOI53DrW7V/E/PuzY0TZ2VQadXdvpa+s4ps9+1DxqLNoTE6oEGcQPQYoZr3IPo2u566xw7hxBkGKsf9v2hnae378CSfoqiO3FMlNPhcvbaxOJZVkHqQAldItP/8efbOUuZdkh8FxcPoJ9OEBFg+aiHqdQqWjzya2qShct1b6yteG0J+qa4gOdKeCs2ONw8g6wSaT/R8uJ1np4HlWh/ncYNEEvpzxJd19pWccyBoY1c1aOYcosPId+tMffk0Lq/dT1ucldN7PbqQLiuXJxPhjQdYt6tqOMRa2Rn0vxB4LO3bskNHp7hNeyS7WTJ7MgMtP9Ncu3RLLYeEeX6K7t36TfvvY5cKJZ8WSDyi4OTD63s++Ow5qhh1HvYtOpzGjQ5NmF1wwgd56Y6F29ms9idbvP0oHT86nstFD6eMY3yeRukWNHZf9pmCGqzQOOr7gU/5EbBuUHbolGvM45w0CcebsvWEcrAABEAABtxPIyuKhb4iam7tWbrjdKI/o37dvX3Ut6dijOQylS2+gKWfyiQB11bVKM1N9blilpNntHqumR0edQZdOv1ubCGDNa/G0J/6Mntt8yGxpKbUn+24oKAiGv0ypARROTKB1LT1z93q65OeXiYmAxBUSnz0xOzSp23wscVmctZ6AHGJY3gZlvWRI8DIBTAZ4uXdhGwikROAYNW+rTxKaLqUGUdgEArm5obc08g8BE5qO0YTRMWC0XgwVFM+qqqrSNCwbo3JYpw46sm4RzW6YRs9qMZ1ThWq0Pw/Q9o2hGNipSrWivHk+N6zQzqI2u5XSHR/VU91/P6T7f3gVXcDnE9vept89ujw6VnxCNcwdC1u3BrcIJBSJkwYJHKDqp5+g2u/+iK4wKTRwXl7QgSBTaEto94BO/YyOHZ3N+7CYHGJY3gblQxQw2UQCmAwwESaaAgF1CXSjk3pGeJFOqGwv6hnDr0DCKjhpCQE5Nrr8QyB1YUbHgNF6qWvophqFRV3ONhVUuqNpBb38ymG6M8phHFPWYH9mnEg9h/CnSh1GD+lJJynwCyNberMpO9/SYYH7i2Tk0NDzptKfK9+k2RdpAaipbclyqtrDX/HaPxaOtDLnc8EjdzALV4fDHAId1Fr9PM2tnUj3fmsIpXLpZZzUk+L1hLwyLbimJIsG9zyRMozeR8wx1ret8BDDPOSwb0HAcFMJpHK/MFUwGgMBELCTwHHUP7+QEv+UP0aHD3T5FYgXOsxOlSFLEOBf/PyHgDiRUsLoGDBaLyXlXFP45Rdf0nTNzY3389lhU5gX8V/8jeia79ANw+T94Vwvg/2Z0ZvyRvbhjcT+23GEDuwN+hWIDFEWu4L1ufnSUvSWlqALNeulKiYhu4Suun0aDdPUqqP6nZ92KWj/WKitrVUMjlfU2UnvPfE32rBkJp13SgEV5Yf/u+62/6XlmqmL6M5zioPnZywgto4no38+nRbnx8GgQYMEoODCgGBo4gwyOHZEa0gYIcBDDPPtT0baQB0QiCSAyYBIIvgMAp4kkEHZgwqoULNN/jEoGys5GYwXOkwujrRtBPgXP/8hYEyw0TFgtJ4xLd1Sa8CA4JtWtfQ9QNWP3U/vXPIr+m5pnzhvB432ZzYNKuqaAFlbTzv5y2UZQMcR2r+NuSWPDlEmF7MzLb/Z9K/PjQzKPn0cfZ1FfSR51Zf9Y+HgwaCruqnXTbNzGEBWIgLZA6iomM0G7Kfq+j0UeWkPyQ9uFQjGteGhiY2OnUSK4FwyAjzEMN/+lKw8zoOAHgKYDNBDCWVAwAMEMgrPpUlnsC/8rfT+x+EenYPm8f2+WTRy8rlUiLuDMr3Ov/j5DwGjikWOAR5bINRe7DFgtF6oXW+kAoGAMKRf//4irUbiEG1+9pf0TM//Rw9PSrxM2Fh/nkCF4y6ikczY/WtpQz1/uyxZ37yNPmHhymkUTRqXF2cyQipvQ9Jenxs2GGRURLd+VHBWT6KIVV92j4XyVauMWoB6CQnk0sRnqqmuoT7mvxef/BFdoNW/gn63OhAs88wkLSIIZeTR2MmjtLMHVn5M9RFfDGPHnaud0yYJzriIxhaeoH02Nna0qvjPAAF5m5O8/clAU6gCAmEE8HM/DAc+gICHCWQU0+SZ36YsaqMtdbuiDT1UR2vK9xNlfZt+cmWxEj/ko5X0Z478xS//IEiZRsQYCO3e7Wop3hgwWi9lBdWuIHtC79MnyZJ5W01hEwFz6TGaTg9PH0Eh/9+SEq3/pepAlyd5g/2ZUXw5/eT6IUS0nep2RI6eDjq06SNazdYFXD+DJhcHHxgkDRxJmudzwxH1zROqXdtHaeTd0+i87tJPP5vHwraGoAPBsrIy82xDS2kSOIGKr5xB17J3BYF62tEaPhtw8snHi/avnXk5FfPhY3DsiMaQSImAvM1J3v6UUiMoDAIxCPBLOsYpZIEACHiLQAZ1P+8mmntpDrW98EyUaTuXL6SFbTl08a9uCv+xGFUSGXYTkL/45R8EqesRPgbmB+S3u59R/DFgtF7qGqpco6G+XqjXu3cwarfIcCyRbCKgg1oDy+jRu/5Bh/rzaQKj/dmHzrt9Jl2ctY3+Pu9NCsjPDB2NWijDtqxJNPf2sRTLW4FTiMzxueGU9mbI7bq2875Ps78dOdFrzlho1DEWduyItSLNDPvQRtoEuo+l2341ibLa/kmPvR4guTuL+4Zi2992njwJanTspK2tLxuQtznJ2598CQNGm0oAkwGm4kRjIKA4gYwhdMX9D9L1JR9FKXrzHavpnDnPJF1iHFURGZYTkL/45R8EIcEH6OP3/x0MC/l5E23f81noVGRKGgO/e+hZWtMULBtY8EtKOAYi6m1qYT8QD1HSepHyXfy5VfKE3qtXKtE5rDKaTQT8jK6e809aOudyOlNyGnbdlKu7nIgV0plfv4X+2nsMlYa9EQ7dC1IZBxkDL6P7nphBw9Y/RY88/iG1sKeG1s208L4f0Z3vn0mz5/+CJpoU1swsaub43DBLG4vaaa2iRy8dQUWn3kyPvv42VXdd19TRQtXPP0A/eHMY/fVvt1JpdoyffRHXdlDD5Ne2PBZeem0DNSUZC/LKmlNHjLAIBJo1RuA4Gvitu+gPNxbRhod/S3+sCoYIbQ0soPlP/1M0eWRLaKuUlhkxdvz4vSDgWJyQQwvL258sFovmfUAgxreCD6yGiSDgYwIZORfSnH8siCJwy+vz6U/xlhhHlUaGnQSKi4uFOPkHAVErVc+7jIryR9GUx6qDZY6uojvHDqOi/B/TwqZIV1DBInwM/OGrjXT/OUEf41e92YOSjQG53l9vm0ZF+WeQnnpCeZcnampqNAvKxoxWwJLPaOeC++nqOW8Tc9mX+BhCEy86Leptvdyf+sfBcZQz4ef0yrJf07g9v6EfT72aik6bTm/1/i69uvwxujFmBIPE2ll91iyfG1brmVb7WYPpvGmTaVjbu/T4T2+jKeewe8C59PCrH9H2wTfS8898n87OOS6uCHkssEL6ru3QWBi573n6KvNin2AsfLJxo5AvT3CKTCScJZAxkCb84nla8sQ42nPfhZouZ058iwbf8HBCveSx48fvhYRwTDwphxaWtz+ZKAJN+ZRAN5/aDbNBwN8EskMPlxzExFIVvaNz7fCXEwgPzZVNpTMXU91MfpaoonINjRl9digjXiq7mCZMf1D7x8JQffyM1Ei8Oiy/q97Dp07SJydRWy47t3+/5h2PCouKFND8OBo4aR59PGleTF2sHQcZlF08gW58cAIN/5bO8RZTS3syI31uqLGqw2TbM3Ko9IYH6a0bHgxrODgOou/3YYX4h65rm+a8qDmY49mJ/wbHwqW3ZtOcv+i473Q1xkLWNe6I4bsmsTCcNUqg93n054af6qjdnYonTKe5E6bT3/MLqO6Tp4n5qXn5oWBVNqEjT06LBn38vSAYWJzgoYX5tieLxaF5HxHAZICPOhumgkAiAuxHo94jlbK8TdQJPqhzHnr/cm4TLryQVr73Hm3eXKs98Ceqz+skKhN5DnWS9887i5do2L7o6BR9AG7JuUWONfbZTm6tR9qFCitWvE+5g7tCJIrc8ISduoVLTv7JzbotWvSmZmDffv1E/7vZnli95XV7Pt7wH8oZmBvLdJHndQbC0AQJKxisXRtc/Xf06Ge2Xz8JTMUpLxDoxAECIOBLAoV5+Z3yP70QVldU6S0qyqlchzFI9XDCnntmzdL66/zx4xOqa0Q3tzBIaLh00goGbW1t4npZMH++Js2IHJXreHUc1NbWir4rLy+XRkp00qsMoi2Nn2MVA34PY3/ZgWvBPQymTpmiXUO87+KNHpX71IhuVl0Lkfz06MZ0Yf/s/v4xwiDSPnxWmwB8BnhhRgc2gAAIeJ4AD8XFQ3N53mDFDGxsbBQa9evfX6SRUJ+AvKw53OeG+rp7ScOXX3xJM+fkk0/2klm+sIVvjeJbpXxhtEJGIhKHQp3hQVUwGeDBToVJIAAC3iaAHwb296/sCb1PHzm8lv26QKJxAuE+N4y3g5rGCQwdOtR4ZdR0hEBubnBrDd8q5YgSPhYqf/8gEoePB4JFpmMywCKwaBYEQAAEzCQg/wCQfxiYKQNtxSfQUF8vTiKsk0DhmsTU66Zpuh48eNA1OntJ0UAgFJLuxOxsL5nmC1sGDAg5GG5vD/ng8IXxChi5detWBbSACl4lgMkAr/Ys7AIBEPAsAfwwsL9rW1tbhVCEdRIoXJcoX7XKdTp7TeG8vDyvmeR5e+StUfKWKc8broiBR6TvH3nbkyLqQQ2XE8BkgMs7EOqDAAj4g4D8A0D+YeAP6523sqamRlMCYZ2c7wsjGsDnhhFq5tVhIen4kZWVxZP46xIC8tYorEyzv9Owvcl+5n6SiMkAP/U2bAUBEPAEAfwwsL8bt9TVaUJ79uxpv3BINJUAfG6YilNXY/LKmkGDBumqg0LqEOjdu7dQRt4yJTKRsJQA397EtztZKgyN+44AJgN81+UwGARAwK0E+A8B/sPArXa4Ue+qikpN7ZKSEjeq73ud4XPD2SHAV9aUjRntrCKQbohAr169RD15YkdkImEpAWxvshSv7xvHZIDvhwAAgAAIuIUAD8nFQ3S5RW+367lv3z5hQjacnwkWbk3A54b9PcdD0vEQdfZrAInpEuATOXxiJ932UF8/AR5SmG930l8TJUEgOQFMBiRnhBIgAAIgoAQBhORyphtaWlqE4PyCApFGwj0E4HPD2b7iIel4iDpntYF0IwT4RA7fMmWkDdRJnYC8rQmROFLnhxrJCWAyIDkjlAABEAABJQjIPwTkUF1KKOdhJZqbm4V1cH4mULguMSQ/6MW+qqrKdbq7WWE5FJ0cos7NNvlRd75Fim+Z8iMDJ2yWHTYiEocTPeB9mZgM8H4fw0IQAAGPEMAPAWc6cs/u3UJwbm6uSCPhLgJjx41zl8Ie0VYORSeHqPOIeb4xQ94iJW+d8g0AhwxFJA6HwPtIbDcf2QpTQQAEEhCoqFyT4Gz4qVTK8pqoQ5Qug71793KctHDhIvraeeeJz3IiXTlyW4nSfpGzust5IGPx8YZQiDT22S8MvDAODh8+opnBfG5cMXFyXJPQp+aO67pAQLDeubMp7JoBa3NZC9AxEumybj3SLlpdseJ9yh08WHyWE+nKkdtKlPaLnEDdfwWGxh27iP3jh10MuDz89SiBThwgAAK+JFCYl98p/9MLYXVFld6iopzKdRiDVA8n7eF9tmD+/JhqG9HNbQxiGi5lms3gnlmztGuF/ZUPI3JUruP1ccCuGX79yP0op73OQLY1XtpsBjL3lpYWIRbXQmenmxjU1taK66e8vFz0o5xQ2R4jupl9Lcis5HQi3fj3z/njx8tVbBs7RhiEKYoPyhPANgGPTvLALBAAAW8S4B6dse/Zvv5FWCf7WFspCT43rKQbv+1du5rESTlEnchEwhUE5C1S8tYpVyjvASWxzckDnaioCZgMULRjoBYIgAAIxCLAPTrzUF2xyiDPXAII62QuT6dak31uyE65nNLHL3IbG7drpl5y2aV+MdmTdmZmZgq75AkekYmEJQR4KGEeWtgSIWjU1wQwGeDr7ofxIAACbiPAQ3PxUF1u099t+sphndymO/QNJ9C7d2+R0VBfL9JIWEuAh6Lr2bOntYLQuuUEpl43TZPBJ3gsF+hzAXIkDoQW9vlgsNB8TAZYCBdNgwAIgIDZBOTQXPIPBbPloL0gAfkN8qkjRgCLiwnIS9RbW1tdbIm7VOeh6HhoOndpD21jEcDWqVhUzM9DJA7zmaLFaAKYDIhmghwQAAEQUJaAHJpL/qGgrMIuV2zr1q3CgqysLJFGwp0EuM+NmpoadxrgMq3lEHRyaDqXmQF1uwiUlZVpKb51CmCsJSBPRvfp08daYWjdtwQwGeDbrofhIAACbiQg/yCQfyi40RY36HxEeoM8aNAgN6gMHRMQgM+NBHAsONXS0iJaxcoagcITCWyhsr4b5e1M8jYn6yVDgp8IYDLAT70NW0EABFxPQPboLP9QcL1hihrAozYMyc9TVEOolQoB+NxIhVb6ZeWVNem3hhacJiBP6GAy2vrekLczyducrJcMCX4igMkAP/U2bAUBEHA9AXh0dqYLEdbJGe5mS5V9bshL2M2Wg/aCBOSVNcXFxcDicgLyVqlPNm50uTXqq8+3M/HtTeprDA3dSACTAW7sNegMAiDgawI8RBc8Ols/DBDWyXrGdkrILygQ4uQl7CITCVMJ1NbWmtoeGnOWALZK2cufR+Lg25vslQ5pfiGAyQC/9DTsBAEQ8AwBHqKL/1DwjGGKGSJHa0BYJ8U6x6A68pvN5uZmg62gml4CBw8e1IrykHR666GcugT4lim+hUpdTd2vGSJxuL8P3WABJgPc0EvQEQRAAAQkAjxEF/+hcd+73wAAIABJREFUIJ1C0kQCcrQGOYqDiSLQlM0EZJ8be3bvtlm6/8RhZY33+hxbpuzpU3kbEyJx2MPcr1K6+dVw2A0CIBBOoKJyTXhGgk+plOXNoA6RWQx2Ne3hWOnNt5ZQ3759xWeWMEtOWKMxPnhdTl0gIKzeubMpJlevMxAAEiTcymD58pWUMzA3yjK32hNlSFeGCvZ8KaMbrp84HaRC/8RRLWafHT58RCvOJnqumDg5qqrb7IkyICLDKXsat28XmrQeaY/ZF3bpJhRBwpsEOnGAAAj4kkBhXn6n/E8vhNUVVXqLinIq12EMUj2ctqe2tlb0HUvLhxHd3MhAtjkybRaDBfPnC84tLS2RYjqNyFG5jl/GwT2zZmn9yv5GHn5hEGm3/NksBvJ9qry8XBahpXEtdCp9D4k3DuT7YltbW1i/qtynRnSLxyDM6IgPRuTEqrNs2TLx/RP5Pc9ExqoToUrURyN1jDCIEowMpQlgm4A353hgFQiAgE8IIHSXdR29a1eTaBxhnQQKzyTKV63yjC0qGiKHnuvTp4+KKkInAwTkLVPyVioDTaFKAgKIxJEADk6ZSgCTAabiRGMgAAIgYD0BOUSX/IPBesn+ksCjNfDoDf6y3rvWlpWVacZta9jqXSMVsKyhvl5o0bt3b5FGwt0E5IkdecLH3Vappz0icajXJ17VCJMBXu1Z2AUCIOBpAvDobH338mgNPHqD9RIhwQ4CJ2ZnCzEByS+EyETCFAKtra2iHaysEShcn5AnduQJH9cbppgBiMShWId4WB1MBni4c2EaCICAdwnAo7P1fcujNfDoDdZLhAQ7COTl5dkhxvcyampqNAZYWeOtoSBP7MhbqbxlpfPWIBKH833gFw0wGeCXnoadIAACniJw8skna/bwHwyeMk4BY3bs2CG0QFgngcITCfnN5icbN3rCJhWNwMoaFXvFHJ34BA/fSmVOq2glFoGhQ4fGykYeCJhGAJMBpqFEQyAAAiBgHwH5B0J7e7t9gn0iSd4Le+qIET6x2h9mym825aXs/rDePiuxssY+1nZL4lun+ISP3fK9Lk/eviRva/K63bDPGQKYDHCGO6SCAAiAQFoE4NE5LXxJKyNKQ1JEri5QNma0pj9fyu5qYxRUHitrFOwUE1XiW6f4hI+JTaMpIpIno7GtCUPCagKYDLCaMNoHARAAAQsIyB6dm5ubLZDg7yblKA1y9AZ/U/GO9YVFRZoxeLNpTZ/KDzNYWWMNYydblbdOyRM/TurkJdmyY0Z5W5OXbIQt6hDAZIA6fQFNQAAEQEA3gdzcXFF2z+7dIo2EOQSqqqq0hnjUBnNaRSuqEMCbTWt7Ql5Zk5WVZa0wtG47AXmCR574sV0RjwqUty/J25o8ai7McpgAJgMc7gCIBwEQAAEjBDIzM0U1eHQWKExL7N+/X2sLURtMQ6pUQ/KbzX379imlmxeUkVfWDBo0yAsmwQaJgDzBAyecEhiTknz7EnfUaFKzaAYEYhLAZEBMLMgEARAAAfUJ8B8K8Ohsfl+9s3iJ1mhu7mDzG0eLjhPILygQOrS0tIg0EuYQwMoacziq2gomeKztGb59iTtqtFYaWvc7gS91dnZ2+h0C7AcBLxIoyg/92PWifbAJBEAABEAABEAABEDAWgJ1DfXWCkDrzhJgkwE4QAAE/EegMC+/U/6nl8Dqiiq9RUU5leswBqkeqtizYP580YfcBiO6uZkBt1v+my6D2tpawbW8vFxuOixtRI7Kdfw2Dvj9j11H/PAbA263/NcMBpztk088KTcdlsa10NnpZgb3zJql3Sdvv+020a8q22NENzOuBQEnQULWrbGxUXz/yPemyOpynchz8T4bqWOEQTz5yFeTALYJODsXA+kgAAIgYJiAHH9YjktsuEFU1AjI0RnkqA3A4y0C3DkkX9LuLeucs0b2wTBgQI5zikCypQT4Fiq+pcpSYT5qXHbIKDtq9BECmGozAUwG2Awc4kAABEDALAKIP2wWyfB25OgMctSG8FL45HYC3DkkdxbpdntU0V/2wSD7ZlBFP+hhDgF5okeeADKndf+2IjtklB01+pcILLeaACYDrCaM9kEABEDAIgJy/GH5B4RF4nzTbG1trbBVjtogMpHwBAG82bSmG+WVNXiYsYaxCq3KEz3yBJAKunlFBzhq9EpPqm0HJgPU7h9oBwIgAAJxCcjxh+W4xHEr4IQuAgcPHtTKTb1umq7yKOROAnizaU2/yStriouLrRGCVh0nIE/0bN261XF9vKIA37bEtzF5xS7YoS4BTAao2zfQDARAAASSEigbM1orw+MSJ62AAkkJvPziS1qZk08+OWlZFHAvAbzZtKbv5JU11khAqyoQkCd6jrS2qqCSJ3Tg25b4NiZPGAUjlCaAyQCluwfKgQAIgEBiAoVFRVoBHpc4cWmcTUagvb1dFBk6dKhII+E9AvKbTXlpu/cstdcirKyxl7cK0jABZF4vcIeMfBuTeS2jJRCITQCTAbG5IBcEQAAEXEGgpKRE07OqotIV+qquZGNjo1CxX//+Io2E9wjIziHlpe3es9Rei7Cyxl7eTkrjW6n4BJCTunhBtuyIUd7G5AXbYIO6BDAZoG7fQDMQAAEQSEogOztblNmxY4dII2GMgPyGGGEFjTF0Sy3ZOSTebJrTa1hZYw5Ht7TCt1LxCSC36K2qnrIjRnkbk6r6Qi9vEMBkgDf6EVaAAAj4lIAch1iOT+xTHGmbLb8hlt8cp90wGlCSAN5smtstWFljLk/VW5O3UskTQarrrap+siNGeRuTqvpCL28QwGSAN/oRVoAACPiUgPyDAeEF0x8Eu3Y1iUbkN8ciEwlPEcCbTXO7EytrzOWpemvyVip5Ikh1vVXVT3bEKDtoVFVf6OUNApgM8EY/wgoQAAGfEpDjECO8YPqDoLFxu9YIf2OcfotoQWUCeLNpbu9gZY25PFVvTd5KJU8Eqa63qvohrKCqPeNtvbp52zxYBwIgoJdAReUavUUplbK8UdQhy7gVDx9OgU2baMWKlVQ0dLhlcnhf8r9e7NP3lr2rmXf48BFdHL3IgPev3r9uZtDcsl+YuXjx21razfYIY6SEnfYsX75SSP54w0aRjpewU7d4OsTLh27Jv7OOHj0q8K1a9SF97bzzdN03RaWuBFgHWQcCdRqRUwqLdHG0i1tkf+Gzxwh04gABEPAlgcK8/E75n14Iqyuq9BYV5VSuwxikeqhmzz2zZml9OXXKlE4junmBgdyH6TDg18SC+fPlJmOmjchRuY4fx0Ftba24D5aXl2vpmJ2dIFPlPjWiWzrjgN+L2N9khxHd7KqTDoNkdsvn7bLHiBy9DFg59u/hhx4y9P1jRDe76uhlYFafcpZPPvGk3GTMtMoMYiqMTGUJYJuAxyZ3YA4IgID/CCC8oDl9HggEREPyXliRiYTnCMhOIuUl7p4z1CaDuFd57ovBJrEQ4yABvqUK4QXT6wSEFUyPH2obJ4DJAOPsUBMEQAAElCAghxfcu3evEjq5UQl5z6u8F9aNtkBnfQSYk8gh+XlaYYQX1McsXinZm7zsiyFeeeR7gwCf+OETQd6wyn4rEFbQfuaQGCSAyQCMBBAAARBwOQE5vODRTz91uTXOqS+/GZbfGDunESTbQWDsuHGamIaGBjvEeVaG7E0eK2s8281RhskTP7IPgaiCyEhIAGEFE+LBSQsJYDLAQrhoGgRAAATsICCHF6yvr7dDpCdlyG+GEVbQk10c06jc3MFa/juLl8Q8j0x9BLCyRh8nr5WSJ3727tnjNfNsswdhBW1DDUERBDAZEAEEH0EABEDAbQTk8ILt7W1uU18ZffmeV74HVhnFoIilBAYMyLG0fb80Lq+sQYx0v/Q6kbyl6sCBA/4x3GRLEVbQZKBoTjcBTAboRoWCIAACIKAugbIxozXltmKps+FO4nte+R5Yww2hoqsI5BcUuEpfVZXFw4yqPWOtXvKWqv37Q6E6rZXqvdY5O75tyXsWwiJVCWAyQNWegV4gAAIgkAKBwqIirfTGDRtSqIWisQjIe2BjnUeetwjI22y8ZZm91uBhxl7eqkiTnXBuqvlEFbVcpwffpsS3LbnOACjsWgKYDHBt10FxEAABEAgRKCsr0z5gz2aIidGUvAfWaBuo5x4CWNJuTl/hYcYcjm5shb/NPnz4sBvVd1znQ4cOCR2wbUmgQMImApgMsAk0xIAACICAlQROzM4WzQcCAZFGInUC8h7Y1GujhhsJ8PCCbtRdBZ3xMKNCLzinA3+bvbay0jklXCz50MGDQntsWxIokLCJACYDbAINMSAAAiBgJYG8vGCsdCajrQ1OBNNhLe+BTacd1HUPAf5m0z0aq6UpHmbU6g+7tZHfZu/bt89u8a6XJ0cBwmS067vTdQZgMsB1XQaFQQAEQCCaQO/evUVmA8ILChapJtgbYoQVTJWa+8uXlJS43wgHLcDDjIPwFRAtv81uaWlRQCN3qSBHAZKjA7nLCmjrVgLd3Ko49AYBEDCXQEXlGt0NplKWN4o6RHYxWF1RSTkDczl6XX/t0k1lOQzUKYVFKfWTyvZAN/3X3K6mUHz0N99aQn379tV13fBCfmctP8w07thF7J+ew+/cGCMvMGjcvl1099Kly2jf/tCyd3EiQcILDGTzUrWHRwEqHj48pfGQqhymo5E6sm1Ie5BAJw4QAAFfEijMy++U/+mFsLqiSm9RUU7lOoxBqoeq9tx+221an94za1ZKJnmJATPcSP/wa+HJJ57Uzc6IHJXr+Hkc1NbWivshS6dyqNynRnQzMg5u+t5NGr+pU6boRmdEN7vqGGFgl252yUmVASvP/r3w/PO6xwAraJc9RuSkysCoPd+45Bspf3cbscdIHSMMUhoAKOw4AWwT8OAED0wCARDwJ4H8/HzN8JdffMmfAAxaLe9xlfe+GmwO1VxIQA4v+MnGjS60wFmVd+zYoSnAQ5w6qw2kO0GgbMxoTWxNTY0T4l0tM7Bpk6Y/tiu5uhtdqzwmA1zbdVAcBEAABMIJDB06VGS0t7eLNBKJCch7XOW9r4lr4ayXCMj7dHftavKSabbYwh9meIhTW4RCiFIE+ETQlro6pfRSXRk5+k//nBzV1YV+HiSAyQAPdipMAgEQ8CeBfv37C8MbGxtFGonEBOQ3wfDknJiVl89ectmlmnmNjaH9z1621yzb5IcZOcSpWe2jHXcQ4G+1qyoQXjCVHpOj/8hRgVJpA2VBIB0CmAxIhx7qggAIgIBCBOQH2a1btyqkmdqqtLa2CgXlN8QiEwlfEOjZs6dmZ/mqVb6w1ywj8TBjFkl3tyO/1ebbRtxtkT3ay9F/5KhA9kiHFBAgwmQARgEIgAAIeIRAcXGxsOSI9IArMpGISYDvceV7XmMWQqbnCfAl7tsathK22ejvbjzM6Gfl5ZLyW+3m5mYvm2qqbfK2pF69epnaNhoDAT0EMBmghxLKgAAIgIBLCPTt10/TtKqqyiUaO68mfxPM97w6rxE0cIIAttkYo15bWysq4mFGoPBdQn6rLU8Q+Q5EigbzbUlTr5uWYk0UBwFzCGAywByOaAUEQAAElCAwYuRITQ84cdLfHexNMDv4m2H9NVHSSwSwzcZYbzY0NGgV8TBjjJ9XaskTQfLbbq/YZ5UdPPrPySefbJUItAsCCQlgMiAhHpwEARAAAXcRyOsKLwgnTvr6Dc7P9HHyQylsszHWy+8sXqJVzM0dbKwB1PIMgQkXXqjZwt92e8YwiwyRw9rK0YAsEodmQSAmAUwGxMSCTBAAARBwJ4HMzCyhOJw4CRRxE/LeVnnPa9wKOOELAthmo6+b5YeZAQMQFk0fNe+WOvHEbM04/rbbu5aaYxnC2prDEa2kRwCTAenxQ20QAAEQUIpAQUGB0Ed+0BWZSIQR2LN7t/icm5sr0kj4mwC22ejrfzzM6OPkl1KDhwwRpsoTRSITiTACctSfrKzQRH5YIXwAAYsJYDLAYsBoHgRAAATsJNBd2ncIJ07JyctvgDMzM5NXQAlfEMA2G33d/MnGjaKg7HNBZCLhKwIDBgwQ9soTRSITiTACu5uaxGd5m5LIRAIEbCDQzQYZEAECIOACAhWVa3RrmUpZ3ijqENnBoHv37hw5LV++knIG6nvbbYduTDHV5AQCdYKXaroJxRTk5mXduG2vvTafcgfr2wfv17GzuqKS46LGHbu0fyJDR8Kv3GQ0XmJwwgknCNOWLl1G+/YfFJ8TJbzEgNmp154VK1ZqWIqHD9ddR+aoV066deT6SHuQQCcOEAABXxIozMvvlP/phbC6okpvUVFO5TqMQaqHyvYw3e6ZNUvr29tvu02XaV5koMvwzk5D1wBvW/VxwPXU+9fP44Azku+J69at49kJ//p5HPB7zZSrpyRkFOukytxwLQTvjbH6LVEe61N+Db3w/POJiopzfh4H548fr/G66Xs3CR56E3ZxM3It6LUB5dQggG0CHpzggUkgAAL+JsC9enMv3/6mEd96OFiMzwZniLDNJvko4I7icnJCy8OT10IJLxMoGzNaM6+mpsbLZppiGw9rO7zkVFPaQyMgYIQAJgOMUEMdEAABEFCYgOzVG06c4ncUHCzGZ4MzRLW1tcCQgEB7e7s4KzuOE5lI+JJAYVGRZnf5qlW+tF+v0XJY2549e+qthnIgYDoBTAaYjhQNggAIgICzBPKliAJw4hS/L/DmNz4bP5+Zet00zfyGhgY/Y0hqe2NjoygjO44TmUj4kkBZWZlmN3vrLU8Y+RJGAqPlyegePXokKIlTIGAtAUwGWMsXrYMACICA7QRkr96yt2/bFVFcIN78Kt5BDqmHbTb6wMth0WTHcfpqo5RXCfTr31+YJk8YiUwkNAJyWNu+/fqBCgg4RgCTAY6hh2AQAAEQsIbAoEGDRMO7doVCF4lMJDQC/M0vfxMMLCDACMjbbOBXIv6YkMOi6Y26EL81nPEKAXkyWp4w8op9ZtnBw9oOyc+j448/3qxm0Q4IpEwAkwEpI0MFEAABEFCfwCWXXaop2di4XX1lHdKQO1jkb4IdUgNiFSNw6ogRQiN5Ka/IREIjwB3EcYdxwAICjEBxcbEAIU8YiUwkNAJb6oJhbceOGwciIOAoAUwGOIofwkEABEDAGgL5+flaw9zbtzVS3Nuq/MZXfhPsXouguVkEevfuLZqCXwmBIirBHcRxh3FRBZDhWwJ8gohPGPkWRALDqyoqtbMlJSUJSuEUCFhPAJMB1jOGBBAAARCwncDQoUOFTEQUEChEQn7jK78JFgWQ8C2BXr16CdvhV0KgCEswx3A8LBp3GBdWAB98TYBPEPEJI1/DiGG8HEmgf05OjBLIAgH7CGAywD7WkAQCIAACthFARIHEqOU3vvKb4MS1cNYvBLgfCe5Xwi9267VTdgwn32v01kc5bxPgE0SIKBC7n+XJ6Ly8vNiFkAsCNhHAZIBNoCEGBEAABOwkIDtxQkSBaPLyG1/5TXB0SeT4kQD3I8H9SviRQSKb5XuKfK9JVAfn/EMAEQUS97UcSSA3NzdxYZwFAYsJYDLAYsBoHgRAAAScIICIAomp8ze+/A1w4tI46zcCRcVFwmTZv4TI9HlCjlIi32t8jgXmdxGQJ4gQUSB6WMiRBDIzM6MLIAcEbCTQzUZZEAUCIKAwgYrKNbq1S6UsbxR1iOxmcNbo0bS2spJWrFhBo846m3dFzL926xZTiTiZVujG3/h+0dEp+sUKObFMghz7r4VY/RAvj/XPwYOHxem3315Kp40cKT7HSvitT9esCX5fsHsMt53/jcUnXh7qqH8txOu7ePmRffrhh6vppO494hXX8iPrJCzcddLNddaurdasOKWwyBXXj57+QBkXE+jEAQIg4EsChXn5nfI/vRBWV1TpLSrKqVyHMUj1UNkeWbcnn3hS9HEiG73MIJbdjY2NgsuC+fO1In5jEIsLGHRq44KxaWtrixojsZixPPmai1cmMl/lOnrGASvD/j380EOaaSrbY0Q3PQzc1KdOMJg6ZYo2Ru6ZNSsSVdhnI7rZVceqccCvnxeef17568cIg7AOxgflCWCbgIsncqA6CIAACCQiIIfMw1LnECnZeRMiCYS4IBUiwJbuDskPOvbiS3pDZ/2dkqOTyFFL/E0F1kcSQESBSCLBz3IkgVMKC2MXQi4I2EgAkwE2woYonxFoDdDK1+fRLacWUFE++zeCvnnvX+nN6ibqSIKio6maFs67mU4X9Z6llYFDSWrhNAiEE5AfdOUH4PBS/vskRxKA8yb/9b9ei8eOG6cV3VJXp7eKL8pt375d2IlIAgIFEhEEEFEgAkjXR9mHguxbIXZp5IKA9QQwGWA9Y0jwIYGOpvdoztWTaMZP/0DL2ziANtr8wly648rJ9P1nN1Irzw7720Gtm1+g719wA/35wFRa+t96qmv4kH5fVEE/nvgzem4zJgTCcOFDQgJyyDz5AThhJR+c5G962ZtfOG/yQYcbNLGkpESrWVVRSe3t7QZb8V41+V4yePBg7xkIi0whgIgCsTHubmoSJ4qLi0UaCRBwigAmA5wiD7keJtBMHzz+G6o66y56Ztl6qmtgD/Sb6d+v/5KuLckioiZaPuc+eqb6QBSDjp1v0N2TZ9Py4rvo0fsvpBztCu1Ow77zc5o7fh3NnXw/Ldz5WVQ9ZIBALAJyyDw5lF6ssn7K4296+ZtfP9kOW/UTkJfwNjY26q/o8ZLyvUS+x3jcbJiXIoEhQ4aIGnIoSpHp00RNTY1medmY0T4lALNVI4DJANV6BPq4nkBH4G169cv/Q395YDpNKO7eZc9xlFM6jX7xl1/SxWw+gKrpr6+vo/D3/M30wRPzaGlbFo2cfC4VyldnRi6df83FlNW2gGbPXUw7k+0zcD1FGGAWAR46r3rtWrOadHU77A0ve9PLDv7m19UGQXnLCMhLeOWlvZYJdEnDCMvpko5yWE055KQcitJhtRwXX75qlaYD96nguEJQwPcE5McN38MAABBIn8Ax2rPpM7rk1q91vdUPbzFj4Ddo5t3Bfahtb31EdcdC5zt2/ptefX0bEY2iSePyKPzizKDuw0fROUTUtuSftGzLp6GKSIFAAgL8gZc/ACco6otT8hte+c2vL4yHkSkRkJfw1gXgN4DD42E5+b2F5+MvCEQSuOSyS7WsxsaQn4nIMn76zJxvbmvYqpnMfSr4yX7YqiaB8OcNNXWEViDgIgLdKOeK79HEgcfF0fkEKjj9LIqOuHuM9lQup6XMv0BWIeX1j1G/zxA6tSdr9iNasGprUieEcRRAts8I9M/JERbLXoxFps8S8hte+c2vzzDAXJ0E8DATDkq+h8j3lvBS+AQCQQL5+fla4uUXXwISImppaREc4HxToEDCYQKYDHC4AyDexwTOKqCB3bj9B2jTmvXBD8UFNCg7xqXZrR8VnMVmA9poS92uOA4IeXv4CwJBAnl5wfBo7JP8IOxXPnDe5NeeN2Y3HmbCuclRSeR7S3gpfAKBIAE59CTC2xLJvhMwGY2rRBUCMZ44VFENeoCAFwkco+Zt9XSAcujiy0upHzexo4W2bmgOfurbg05KcmW2bWig3fAbwOnhbwIC8lJn+UE4QRVPn+LOm/gbX08bC+PSJoCHmXCE/92yRWTI9xaRiQQISAQQ3laCQUSy803Zp0J4KXwCAXsJJHnksFcZSAMB7xPoWgFQMo1mXJQb8gvQcYT2bxMxCONg6EGDR3Qt+d62nw5jMiAOJ2RHEuBei/mDcOR5P33my1X5G18/2Q5bUyeAh5lwZvwewu8p4WfxCQTCCSC8bTgPON8M54FPahDAZIAa/QAtfEIg6CTwM7r41ol0ZqytAD7hADPtJVB61lmaQP4gbK90daTJy1TlN77qaAhNVCOAh5nwHuH3EH5PCT+LTyAQToCFnhySH9yqVlVVFX7Sh5+4883c3ME+tB4mq0rgS52dnZ2qKge9QMBbBJpp5b3X0iO9f0WvzCyjbNm4Y9X0aNlV9Ph+IrpoHv37mUkUcvvGCzbSwhnfojvf3U/U88f0atVMKhU+B3iZ0N+i/ILQB6RAAARAAARAAARAAARAIEUCdQ31KdZAcVcRYJMBOEAABKwmcLRz14oHOyfd9HznpsNfRAv7YlPns986tbMwL7+z8Kb5nbuiS3R2dm7vXHDTqGCZb/2tszZGMzGrxcnUZDF5Xf/iFIvKXl1RFZWXLEPlOsz+VA+V7YmlW21trejndevWRZnrBwbM6AXz5wsOLS0tYRz8wiDM6IgPYNCpjY8ILJ33zJql5Z8/fnzkKe1zrGsuZkEpU+U68cYBu3ewc+wfu6fIh8r2GNEtHgPZ5si0ETkq1zGLgXzfbWtri8TW6QcGzOjy8nJXXj9GxkFUJyNDaQIJ3iu6ak4DyoJAegSaFtAt58yk5Sm3cgX9bvXvaWJO4kupY+diemAe0U+emkLDYm0PyOhNeSP7EK3fFl+DjiN0YO9R7XzWyHzqj00+8VnhTBiByKXOZ5xxRth5v3zgy1TZslW2fBUHCOghwOKBs+XxLD54e3s7ZWZm6qnmuTIN9aG3g/I9xXOGwiBTCfTr31+019jYSH51PAnnm2IYIKEYgcRPMIopC3VAwDICOZPozw2TrGm+tYr+cNsquuTJX9KEnOPiyMimQUVsD9k2orX1tPMYUdT8gnAymEWFRQPCtxnEaRXZIMAI8H2b7GGGPRBPnGTRWFccd/mqVZqGY8eNU1xTqKcSATkeuJ8fZjCZptKodI8uQ4YMEcqy0Hp+nQyA800xDJBQjADeLSrWIVDHYwRaN9Jzd71KPR+eTRMHxpsIYDafQIXjLqKRLLl/LW2o/zQaRPM2+oT5FKBRNGlcXigSQXRJ5IBAFAH+AMwfiKMKeDxj37592ptdZiZ704sDBPQSkOOBy3HC9db3Sjl+7+D3Eq/YBTusJSCH0JND61krVb3W4XxTvT6BRkECmAzASAABqwhoEwEGmT1pAAAgAElEQVTPEt0xm24c1j2GlA5qDXxMgdZgjMCM4svpJ9ezGfTtVLejNaJ8Bx3a9BGtJqKs62fQ5OITIs7jIwgkJsAfgNnqAPZg7LejpaVFmCy/6RWZSIBAHAJ4mCHtnsHuHezg95I4uJANAlEEpl43TcvjofWiCng8A5FsPN7BLjcPkwEu70CoryiBpBMBhyjw3h/p7hf2UX/hQ6APnXf7TLo4axv9fd6bFAjOEQQN7GikFa8spbasSTT39rEUa2pBURJQSxEC8gPw9u3bFdHKPjXkN7qDByOsk33kvSGJP8xUr13rDYNStEK+Z8j3khSbQXGfEigpKdEs56H1/IahublZmHzqiBEijQQIqEAAPgNU6AXo4C0CbCLgjhk0990moiX/pLlxrRtC1z57bdiDfcbAy+i+JzbS1ulP0SOPD6MHfngu5bRtpoW/uZvufP9Mmj3/F0m2G8QVhhM+JyA/ADNHYH5zIsiXp8J5oM8vBIPm84eZqopKXzoRlJ0HyvcSgzhRzWcE+ueEgiUHAgHf+Q2Qr5/c3Fyf9T7MVZ0AVgao3kPQz10EOrbRwru6JgKSaZ41gS4sjfRofhzlTPg5vbLs1zRuz2/oq6cUUNFp0+mt3t+lV5c/Fme7QTJBOA8CISeCjAV/MPYTF/5GF/ud/dTr5tl6SmGhaIw5EfTbAeeBfutxc+3Ny8sTDW7dGtxuIjJ8kODXT9mY0b6NRuKDbnatiVgZ4Nqug+JKEsgYQhOf/JAmpqVcBmUXT6AbH2T/0moIlUEgjAB7EGb7fpcsXkx33X132Dkvf2Dh4NgbXXZgv7OXe9o62/zuER3OA60bW35oWY4gUBeoo4suusgPZgsb+fVTetZZIg8JEFCFAFYGqNIT0AMEQAAELCbAH4T95kRQfpOL/c4WDzKPNu9nJ4KIxOHRQW2zWZdcdqkmccOGj22W7Kw4+foZOnSos8pAOgjEIIDJgBhQkAUCIAACXiQgPwjLDsG8aKtsE5wHyjSQNkrAr04E5XuFfA8xyhH1/Elg5MjTNcP95kRQvn7gPNCfY191qzEZoHoPQT8QAAEQMImA7PhLdmhkUvPKNsP3a8J5oLJd5ArF+MoatuXET+E55XuFfA9xRadBSWUIFBUXCV2YE0G/HP/ZsEGYCueBAgUSChGAzwCFOgOqgICTBCoq1+gWn0pZ3ijqEKnAoG+/frR3zx5atOhNyhkY8mqsgm58rET+TVe395a9qzV5SmFRwj5IV06k3vE+Q44a10Kq/dN6pF1UWbLkHSoqLhafvdyn7F7BDnbvCNT9l4jYv+jDywyirY2dAwbxr+1Pj34uoC1duoz27T8oPnuZ24oVKzU7i4cPp483bBQ2RyZUZhCpKz57jEAnDhAAAV8SKMzL75T/6YWwuqJKb1FRTuU6jEGqh8r2JNPtnlmztH4/f/x4YbaXGbS0tIhxvmD+fGFzZMLLDCJtjfcZDDq1sRKPT7yxlOyai9WeynUixwG7V7C8hx96KJYpWp7K9hjRLZJBXMOlE0bkqFzHCgaszcix5HUGsWyWho3y14+RcRBpHz6rTQDbBDw2uQNzQAAEQCARAb7U2S9OBOX9mtjvnGhk4FwyAr169SK21YQdfOtJsjpuP79jxw4tAgmzA87P3N6bzuvvN78b7PrhB64fTgJ/VSOAyQDVegT6gAAIgICFBGQHRps3b7ZQkhpNy/s18WNMjT5xsxaXXnaZpj4PFeZmW/Tovm3bNlFMvneITCRAIAUCJSUlWmnmd4OFfPX6gevH6z3sDfswGeCNfoQVIAACIKCLgOzA6L9btuiq4+ZCNTU1mvplY0ZTZmamm02B7goQ4BNKbGWN/NZPAdUsUUG+R8j3DkuEoVHPEzilsFDYKId8FZkeS6xft15YhOtHoEBCMQKYDFCsQ6AOCIAACFhJgD0QswdjdpSXl1spSom2X37xJU2P0rPOUkIfKOFuAvLbcfmtn7utiq89v0ewGPGYTIvPCWf0ERg2bJgoKId8FZkeS2zY8LFmEa4fj3Wsx8zBZIDHOhTmgAAIgEAyAuMnnK8V8Xq8Z/nN7ajS0mRYcB4EkhIoliIIyG/9klZ0aQF+j+Ax4l1qBtRWhIDf/G7g+lFk4EGNhAQwGZAQD06CAAiAgPcI+CXeM98iwHowLy/o+M17vQmL7CbA3vKxg7/1s1u+XfLkWPBnnHmGXWIhx+ME/OJ3A9ePxweyh8zDZICHOhOmgAAIgIAeAtyJEyvr5aWaH1VXCxzyG12RiQQIGCAwduxYrRZ76+dlJ2jyvWHIkCEGSKEKCEQT8IvfDVw/0X2PHDUJYDJAzX6BViAAAiBgGYFBgwaJtmtra0Xaa4nqtWs1k3g4K6/ZB3ucISA7QfPy9cPDJ7JwivI9wxnqkOoVAn7xu8HvDbh+vDJyvWsHJgO827ewDARAAATiEuAPyEsWL45bxs0n9u3bRyx8FTvklRButgm6q0FAdoLWUF+vhlIWaMHDJ/Jl3RaIQJM+JCCv0vKy3w3+3Tp23Dgf9jJMdhMBTAa4qbegKwiAAAiYRKCsrExriYVI8+KxefNmYdZpI0eKNBIgkC4B5gSNR+Tgb8/TbVO1+sz5Jr838GXdqukIfdxLgPvdeH/lCvcakUBz+frh37UJiuMUCDhKAJMBjuKHcBAAARBwhoC8VNMZDayVKsdHx8OMtaz92DoPVclDV3qNgex80+v3Cq/1nRvs4X432Oqto0ePukHllHSUw47i+kkJHQo7QKCbAzIhEgRAQEECFZVrdGuVSlneKOoQqcQg8geYSrrxMcP/GtHtjTcWadWLhw+njzds5E0l/GtEDuqoNa4jO9iq/sk6MVuIaty+XaRTSVilW6QORuQseuNN0cy+/Qd13buMyEEdf14/9KUvi/G1fds2qqg8XnzWm1B57PDvH2aLF64fvX2Cci4l0IkDBEDAlwQK8/I75X96IayuqNJbVJRTuQ5jkOqhsj2p6Hb7bbeJMeAlBu9/8G9h15NPPKnLND+PAw4IDDq1ccN5JPrb2Ngoxtgjj/wuUdGY51K5TnkDdtVh4+D88eM1++6ZNYuLT/jXLt3skoNrQf+1IA8Mvf3T0tIirp8HHpgrN6ErrVeO3JiROkbHwdQpUzT72HesnsOIbnbVMcJAj80oow4BbBNw6SQO1AYBEACBdAnwpZqsHeZwzysHe9PED8RH5yTw10wCzLs+8xLOjk01n5jZtBJtcX8B2O+sRHd4TgnZ78Z/NmzwlH2HDh0Szmvl71hPGQljPEUAkwGe6k4YAwIgAAL6CciO9WSHe/pbULPkf/+7RSgme34XmUiAgAkEuJf9le+9Z0JrajaB/c5q9osXtBo/4XzNjLWVldTe3u4FkzQbtm0NOeWVv2M9YyAM8RwBTAZ4rkthEAiAAAjoIyA71vNSiCf+pol5fGdvoHCAgBUERpWWimYDgYBIeykhh4Hzkl2wxXkC8qqt2tpa5xUySYO6utC9QP6ONal5NAMCphPAZIDpSNEgCIAACLiDQGZmJnktxBN7w8TeNLGDv3lyR29AS7cRKCkpESp/slGfk0pRwQWJqddNc4GWUNGtBORVW3wC1622yHqv++gj7SP7bmXfsThAQHUCmAxQvYegHwiAAAhYSIDvaWQhnrzgN0B+wyS/ebIQIZr2KQHZb0BVVZUnKLD46PyAvwBOAn+tICD7DSgvL7dChO1tsu/QwKZNmlz+3Wq7EhAIAikSwGRAisBQHARAAAS8REDe0+gFvwHyGyb5zZOX+gy2qEOA+w14+cWX1FEqDU1qampEbfgLECiQsIgAX731zuIlnvAbIH+Hyt+tFuFDsyBgCgFMBpiCEY2AAAiAgDsJyHsaveA3gL9hgr8Ad45Ht2kt+w1Yv36929SP0vej6mqRB38BAgUSFhGQV2/Jq7osEmd5s/J3qPzdarlgCACBNAhgMiANeKgKAiAAAm4nIO9pfPWVl11tDluiyd4wsePyK65wtS1Q3h0ESiUngvKqFHdoH63lksWLtcxbb78t+iRyQMBkAvLqLS9cP++vXKERgr8AkwcKmrOUACYDLMWLxkEABEDAPQRYbHF5z7B7NA9qiiWabusx9+vL9j0XDx+uGcJXpbjVKhYRgd0D2CGveHCrPdBbfQJeun7YZDTzvcMO+AtQf+xBwxABTAaEWCAFAiAAAr4nIO8ZdhsMLNF0W495Q98zR43SDGGrUtzshFOOiCBHSvBGL8EKVQmMHTfOE9dPtbTFBv4CVB1t0CsWAUwGxKKCPBAAARDwGYEh+XmaxStXBJc5utF8vs1hwoUXIqSTGzvQpTqfdtpIobm8OkVkuiSxdOlSoSmLlIADBOwgcMophUKMm68f2d/GGWecIWxCAgRUJ/Clzs7OTtWVhH4gAALmEyjKLwhr9MVX/xH22S8frptyNfnVdt7HjME3vzWR3npjoZb11+dfoOOPP56fdsXfvXv30h0/uF3T9fs//BF97bzzUtIb44AIDIwxOHr0KH3vhuu18cauo2nXB9MpDUCHC8s2MFVwT8T3gl33A3nsqXb9pMLgjh/+gPbu2UNsMvrmW7/v8BVtnnjGoK6h3rwG0ZJ6BNhkAA4QAAH/ESjMy++U/+klsLqiSm9RUU7lOoxBqofK9hjRjTEoLy8X42HdunVJkRiRY2WdBfPnC/0Xvbk4qf6RBTAOOjV+kVySfbayT2XZdskxOg7umTVL43f++PGy2nHTdtmjV458/RtlENfYOCf06iZXt6sOGNh7P1D1+tE7Dmpra8X3z+OP/1EesrrSdo1rI3L0MtBlKAopSQDbBNSbn4FGIAACIGA7Admr84flH9ouP12BfIkz2+7Qt2/fdJtDfRBIicCE88/XyjMHfMwRn9uOf//rX25TGfp6iIB8/bjRiW1lRYXojbyIVZfiBBIgoCgBTAYo2jFQCwRAAATsJMC8OrNwSOzg4ZHslJ+OrPb2dhFScMo1U9NpCnVBwBAB2eGe/GBgqDEHKvGQglOvm+aAdIj0OwH5+nGj3xoeSaRszGhMRvt9MLvQfkwGuLDToDIIgAAIWEGAh0Ni4ZHc9HZm3bp1Ase5Y88VaSRAwC4CzOEeexBgx5uLFtkl1hQ569evFyEF+RtaUxpGIyCgk4B8/fAHa51VHS/GIoiwSCLsuPyKKxzXBwqAQKoEMBmQKjGUBwEQAAGPEpAfBNZUVbnGSnmJ89ChQ12jNxT1FgH+IMAm09wUYvA/GzaIjigtLRVpJEDATgLjJwS32rgtRCdCCto5SiDLCgKYDLCCKtoEARAAARcSkN/O8D34bjDjqSee1NS89fbbEFLQDR3mUR1HjxkjLJMfEESmogm+koFtE2LbhXCAgBME5FVdbrp+eEhB5q8GIQWdGDmQmS4BTAakSxD1QQAEQMBDBNz2doYtcebHV7/2NZ7EXxCwnUBxcTGxBwJ2zH/9ddvlGxHItgOxlQzs4NuEjLSDOiCQLgH2IM2vH7f4DWD+avhk9KWXXZYuAtQHAUcIYDLAEewQCgIgAAJqEnDb2xk58oEcEUFNutDK6wS4A0u3LHWWH7rkbUJe7yfYpyYB/kD98osvEXvQVv2Q/dVgMlr13oJ+8QhgMiAeGeSDAAiAgA8JyG9n3PB289VXXtZ6CUucfThYFTTZbZNpfIsAc37ItgnhAAEnCcgP1PKDtpM6JZIt+6s588wzExXFORBQlgAmA5TtGigGAiAAAs4QcMvbTdkL+uQrr3QGFqSCgETATZNp8hYB7vxQMgVJELCdgPxALT9o266IDoHyFgH4q9EBDEWUJYDJAGW7BoqBAAiAgDME3PJ2U94iAC/ozowVSI0m4JbJNGwRiO475DhLIDMzk9iDNTvYXnyVtwrIKxfkFQ3OEoR0EEidACYDUmeGGiAAAiDgaQLy282/PP20krayH4m/feghTbep102DF3Qle8mfSsmTaUsWL1YWwl+eeUbTDVsElO0iXyomP1jLD9yqwZBXLsgrGlTTE/qAQDICX+rs7OxMVgjnQQAEvEegKL8gzKgXX/1H2Ge/fLhuytXkV9t5H8disGD+6/SPv/9dK/LoH5+gvn378uJK/GWx0X899wFNl5/Pvo9OGzkyLb1iMUirQRdWBgMisxjMuW82BTZtouLhw2nOA3OVGw11gQDdf88sTa+Zd91FZ5eNFjqaxUA06MIEGJh3LaTa/UePHqXv3XC9Vm3ChRfSzbd+P9UmTCsfbxzIOn7zWxNp2vVBfU0TrFBDjEFdQ71CGkEV0wmwyQAcIAAC/iNQmJffKf/TS2B1RZXeoqKcynUYg1QPle0xolssBo2NjWJ8vPD881GIjMgxs849s2YJ/dra2sL0MyInFoOwRmN8MCJH5Tpg0KmNqRhdnTArVp+ya4bxZP9qa2uj6seqE1UoIsPMOg8/9JDQr6WlJUwSxoF54yAMbIwPZvZpjOZF1v9v726A5KjqBIC/UJx60bNA5EyBshs3QeCK48tTQzjhCAeIIgEvUS9w5CRRpEr5CIqQRM7iQ7gTAmKBelYBYlATJQEUigjoeQIJESVyH5AslyVeAiJIRIyeH+mrN5MeZkN6d2Z2Pnp6fl21uzPzXne/93vv7Uz/p193I/vpZD+47trrMvtnrFQj9WlknSyD+++/v1K++Lh6aWQ/eV4ny6C6zh53t4BpAk0Pr9ggAQIEul8gXlk8nj4cl/R04rzU6he/+EWIt56Ky7nnnRfiPFMLgTwJpLdIi2W65+578lS00jzs9N7optjkqmkUZptA9VSbf//+93Pn8pWbbiqVaa/+vmCKQO6aR4HqFBAMqBNMdgIECPSKwGlz55aqumHoifDAAw/kptrVHw6rPzTmpoAK0vMCr3nNa0K83WVc4rUt8nQhtPvuu6/SPu9817sqjz0gkBeB6uvWfG3bdLW8lC0Go++6485SceLFQgWj89IyytGogGBAo3LWI0CAQMEFqq/Q/+1vfSs3tU0/HMYzF+KHRguBPAqcfMoplWJVH4BXXuzQg/SioPFbzSlTpnSoFHZLYGSB0+bMKWVYverBsG7dupEztzG1+qKg046a1sY92xWB1ggIBrTG1VYJECDQ9QLx2830Nk/xtPz4jUinl3iGQvxwGJf3vf/9nS6O/RPIFIinD8cD7rikB+CZmduUEA+q0vGTHmy1add2Q6AugbxOtUmnzcVg9OTJk+uqk8wE8iggGJDHVlEmAgQI5ERg+oknVkpS/Y1I5cU2P6g+Q+Gv3/72Nu/d7gjULhBPH46nEcclL99uLl+2rFKB6oOtyoseEMiJQAxGx2taxCUvU21iMDpOm4tLOo2u9MQvAl0sIBjQxY2n6AQIEGi1QPzmo/pCgp2c+7xx48ZhFw6MHxYtBPIsMPO9MyvFu/GGGyqPO/EgntnjwoGdkLfPRgWqr2mx4q67Gt1M09ZLLxwYNzh16tSmbdeGCHRSQDCgk/r2TYAAgS4Q+OhZZ5VKGb8R6eTc59tvu72iZa5mhcKDHAtUf7vZ6ak2S76+pCJ16uzZlcceEMirQLymRTrVJr1WTKfKGqfYpBcOdBebTrWC/bZCQDCgFaq2SYAAgQIJ5GHuc/xWM54qGpd46qi5mgXqYAWvSvWBd/UBeTurHc/oScePuc7tlLevsQqcuS0YHafadPKuNtW3CD3+3cePtVrWJ5AbAcGA3DSFghAgQCCfAnHuc6c/kFUfRFWfOppPMaUi8KJADFxVz33uxIU4q0+xTs/0ebGEHhHIr8DRxxxTKdxnr7qq8ridD7YPRu+5557t3L19EWipgGBAS3ltnAABAsUQiB/I0tM12/2BrPqDWPxW0+3QitGneqkWnTw7IJ4VcPW2gyjjp5d6XTHqGoPR8bT8uHTq7IDqYHT1WC6GsFr0uoBgQK/3APUnQIBADQLbnx3ww9Xl2/vVsOqYs1R/EPOt5pg5baADAtufHfD888+3rRQ33nBj5Qroxk/b2O2oiQLVF+LsZDDaFLUmNqpN5UZgXJIkSW5KoyAECDRNYFL/xKZty4YIECBAgAABAgR6T2BwaH3vVbqXahyDARYCBHpPYKCvP6n+qVVg5arVtWat5MvzOtGg3iXP9WmkbPUYLF+2rNJv4uN6lkbKdtoHTqvsb+3atTXtrpH91GOQFqKR/eR5HQZJqa+l7Vvr33radP4FF1T688MPP1zrLkr56tlPuuHq8VPr/vSD1veDtH0aadN2rZO3fvDss89Wxs6xxxybEtb8txG3aJD+xLFby9LIfvK8TiP9oBYnefIjYJpAL0V+1JUAAQJjFIjXDojzjuMy76yzw8aNG8e4xezV16xZE753zz2lDE7PzHaS0j0CHz7jjEphL7v00hDn87dq2X78HHDAAa3ale0SaLlAvE3npy6+qLSfdY8+Gm5dvrzl+6zegWsFVGt4XCQBwYAitaa6ECBAoMUC8doBn7jggspeLr3kksrjZj6IB0lnn3lmZZPnzJtXeewBgW4ViFchTw9o4sXQbvnmN1tSFeOnJaw22mGBk97znsqFbONFMVt5Z47q2xh+6IwPu51th9ve7lsnIBjQOltbJkCAQCEF4jeM73z3CaW63XXHnS35huZz11xTuejZFVctCvFbIQuBIgjEA5rJ++xTqsqFCxaGdevWNb1axk/TSW0wBwIxGH3BggWlkmwYeiJcecUVLSlVDKbNP//80rbjXXROmzOnJfuxUQJ5EBAMyEMrKAMBAgS6TOA9M2ZUvqGJ0wWaeUBz9913hy9ce11J5JC3vCWcMH16l+koLoFsgXhAM2fuBysZPjR3blOnCxg/FVoPCihw1FFHhSOmTSvV7GuLbw6xvzd7qQ6mnXnWWYLRzQa2vVwJCAbkqjkUhgABAt0h8PKXvzwsuvrqSmHjAU0zTtmMQYXT58wtbTd+I3PKqbMr+/CAQFEEXv+GN1SmC8RvOM+dN68pAQHjpyg9RD1GEph+0ovTBS69+OKmXrumOpgWyyAYPVJLSCuCgGBAEVpRHQgQINABgThdIJ3/HA9oFi5YMKYDmngxwhhUSJdLPv3psPvuu6dP/SVQKIFZJ58cjjnuHaU6xek28dvIsSzGz1j0rNtNAvF9oXq6wLnnnDOm95607tsH09LX/SVQZAHBgCK3rroRIECgxQLxgCZe6T8u8YAmfsPZyBkC8UDmlFmzKtcJiEGGKVOmtLj0Nk+gswKfueKKSkAgTo1ZMH9+Qwc1xk9n29He2y8Qpwuce955pR3Hi3GO9eyaHQXT2l8reyTQfgHBgPab2yMBAgQKJTB/wYLKAU0MCPzdSSfVdQ2BeNXm6kBA/IAXgwwWAkUXKF0Qbf78yvU34hzoeFATD0xqXeJpzYdPPawSSDN+apWTr9sFTp196rD3nkYDAoJp3d4TlH8sAoIBY9GzLgECBAiEeEATv+FMzxCIUwbe8bdHh89f9/kRzxKIH8DiN6GnvP/vhx3InP7h06kS6BmBeLvBb9xyy7CDmnhwH++jHq9qnrXEU5rj+EmvsRHzxTNqjJ8sMa8XTSB976mebvOB2bPrCqbFYLRgWtF6hvrUI7BzPZnlJUCAAAECOxKIH8ouvuSSsO+++4Z4u7S4fObyy0s/8R7Ne++9d/jZ08+EcWFreHLTprBixYrStILqbd301ZtNDagG8bhnBOKtM2NArb+/v3InjXiXjrik42fzL38VfrPlhfDLzZtfMn7ixTbjNTZMremZLqOi2wTSgEB8Gs9Mi1MG4sF9vCXt0cccUwpW7wgrTmeLtyaMZ+OkSzyrRjAt1fC3VwQEA3qlpdWTAAECbRCIp/e/5a1vDZ9csKD0oSzuMr1NYNbu4xkF58yb5/ZNWUBe7wmBeFDzsY9/vHQAc9mll9Y8fmKwIN4HPQYULAR6USANCOy//1+WAtDRIAbTYpBs5nvfFyZNnhQ2bnwyvPJPXxEef3zwJcG0mF8wuhd7jjpHgXFJkiQoCBDoPYFJ/ROHVXrxkqXDnvfKk1kzZ4RerXvaxq0yGFy3Ljy4alV4cOUD4edPP53urvR38j77hAMPOii8+c1/FeJt1jq9tMqg0/WqZ/8MQsiTwX888kj4yZo14du33fqSZozj59CpU8NBBx/S9Dtu5MngJRVv0wsM8jUW6mn2+L7zlZu+HNY9+mhNqx0xbVqItyrc0Z1r9INyPxgcWl+TpUxdKhCDARYCBHpPYKCvP6n+qVVg5arVtWat5MvzOtGg3iXP9WmkbO0wePbZZ5Obb/5asnbt2mTLli01kzdSn0bWaYdBrHQjZWvXOgyS0v/EmjvntoztaJ84fm644cul8VNP+Ropm36Q337Qzv8h3d4P7r///uSfL7982OecWKf48zeHH55cd+11o46nbjfY/n9Fu/4fbL9fz/MtYJpAlwZxFJsAAQLdJBBPYX7jwECYPHlyNxVbWQnkQiCOn3323df4yUVrKEQ3CMTrZ8SfOPUmXqz27rvvDYce+raw2267mVLTDQ2ojG0TEAxoG7UdESBAgAABAgQIECDQToF4xw7BtHaK21c3Cbi1YDe1lrISIECAAAECBAgQIECAAIEmCAgGNAHRJggQIECAAAECBAgQIECAQDcJCAZ0U2spKwECBAgQIECAAAECBAgQaIKAYEATEG2CAAECBAgQIECAAAECBAh0k4BgQDe1lrISIECAAAECBAgQIECAAIEmCAgGNAHRJggQIECAAAECBAgQIECAQDcJCAZ0U2spKwECBAgQIECAAAECBAgQaIKAYEATEG2CAAECBAgQIECAAAECBAh0k4BgQDe1lrISIECAAAECBAgQIECAAIEmCIxLkiRpwnZsggCBLhOY1D9xWIkXL1k67HmvPJk1c0bo1bqnbcwgBAYM4njQDxjoB+V3BmPBWEjHwuDQ+nKn8LuYAjEYYCFAoPcEBvr6k+qfWgVWrlpda9ZKvjyvEw3qXfJcn0bKxiApjQX9wFgwFoyF+H9AP2CgH5TfERsZCyybvncAABBpSURBVPW+l8rfWQHTBIoZ41ErAgQIECBAgAABAgQIECCQKSAYkEkjgQABAgQIECBAgAABAgQIFFNAMKCY7apWBAgQIECAAAECBAgQIEAgU0AwIJNGAgECBAgQIECAAAECBAgQKKaAYEAx21WtCBAgQIAAAQIECBAgQIBApoBgQCaNBAIECBAgQIAAAQIECBAgUEwBwYBitqtaESBAgAABAgQIECBAgACBTAHBgEwaCQQIECBAgAABAgQIECBAoJgCggHFbFe1IkCAAAECBAgQIECAAAECmQKCAZk0EggQIECAAAECBAgQIECAQDEFBAOK2a5qRYAAAQIECBAgQIAAAQIEMgXGJUmSZKZKIECgsAKT+icOq9viJUuHPe+VJ7Nmzgi9Wve0jRmEwIBBHA/6AQP9oPzOYCwYC+lYGBxaX+4UfhdTIAYDLAQI9J7AQF9/Uv1Tq8DKVatrzVrJl+d1okG9S57r00jZGCSlsaAfGAvGgrEQ/w/oBwz0g/I7YiNjod73Uvk7K2CaQDFjPGpFgAABAgQIECBAgAABAgQyBQQDMmkkECBAgAABAgQIECBAgACBYgoIBhSzXdWKAAECBAgQIECAAAECBAhkCggGZNJIIECAAAECBAgQIECAAAECxRQQDChmu6oVAQIECBAgQIAAAQIECBDIFBAMyKSRQIAAAQIECBAgQIAAAQIEiikgGFDMdlUrAgQIECBAgAABAgQIECCQKSAYkEkjgQABAgQIECBAgAABAgQIFFNAMKCY7apWBAgQIECAAAECBAgQIEAgU0AwIJNGAgECBAgQIECAAAECBAgQKKaAYEAx21WtCBAgQIAAAQIECBAgQIBApsC4JEmSzFQJBAgUVmBS/8RhdVu8ZOmw573yZNbMGaFX6562MYMQGDCI40E/YKAflN8ZjAVjIR0Lg0Pry53C72IKxGCAhQCBNgn86sFk0bH7JQOnLUueHGGXf3zyoWT5lXOS/fv6k4G+/ZLj5l+ffHftL0dYo/6kgdK24/bLP7VuYeWq1bVmreTL8zqx/vUuea5PI2VjkJTGgX5gLBgLxkL8P6AfMNAPyu+IjYyFet9L5e+sgGkCxYzxqFUeBbZuCLd+7KPhc/+9ZYTSbQ0vPPaVcPqRp4Qvbn5fWPE/68Pg0APhykmrwkdPOC/c+NjzI6wriQABAgQIECBAgAABArUJCAbU5iQXgTEK/C5sum1RWHjnUyNuZ+um28LHT1wY7p38sXDVhdPChNIIfXV40z+cHy46/OFw0YkXhls3/W7EbUgkQIAAAQIECBAgQIDAaAKCAaMJSSfQBIGtm+4IF1+/Z7jon44dYWvPhO9fuyis2DI+7H/ilDBQPTp3en34m/ceHcZvWR4WXnRH2LR1hM1IIkCAAAECBAgQIECAwCgC1Ycbo2SVTIBAQwJbN4TbL7o17H3h7PDWXf4kcxNbN/0gLLllQwjhoDB9al8YPjh3Cq/e56DwthDClju/Eb7z+G8ztyOBAAECBAgQIECAAAECowkMP94YLbd0AgTqFIjTA64JN+x9Rphz8C4jrPuH8PSD94YV8XIC4wdC3+te9tK8r90r7LdrfPnHYfl9TwQnB7yUyCsECBAgQIAAAQIECNQmIBhQm5NcBBoSiNMDLr/rgHDZ3EPCq0bcwubw6A/XlHNMnhj2fNUOhubOfx4mHhKjAVvC44NPhhdG3J5EAgQIECBAgAABAgQIZAvs4IgjO7MUAgTqEIjTAz79w3DkwpnhTTs6uK/e1NZnwxOPPFN+Zfddwp+NMjK3PDIUfubUgGpBjwkQIECAAAECBAgQqENglEOOOrYkKwECVQLPh8e+fE24d9oHw/F77OCU/6qcpYdbfx2e2zDSLQdjrl3CG/5iQnnNDc+FXwkGbK/oOQECBAgQIECAAAECNQoIBtQIJRuB2gW2hhd+dGP4xKqp4bx377XdhQBr34qcBAgQIECAAAECBAgQaJWAYECrZG23dwVeeCh86VMbwuyFx4U9mjrCNoef/udTveuq5gQIECBAgAABAgQINE2gqYcqTSuVDRHoWoHN4Uf/em1Y+48fqW16QFrPnV4Zdt1rfPps9L977TrqdQVG34gcBAgQIECAAAECBAj0qsDOvVpx9SYwTOCp5eGDbzs73DvsxVqeHB+uWHllOGHCtqH01PfC56/+Xrg3HB72PmuE9e8+OxzWf3YIYddw5FW3hS9O3y307f/aENZsyF5p66/D5p//Xyl9/P794XWjhPIm9U/M3tYOUurNv4NNdO1LvVz3tNEYhMCAQRwP+gED/aD8zmAsGAvpZwR/CyyQWAgQaJ7Ak8uSuX39yUDNPwclc5f9NEmS3yRrr59VXu/AK5OHfr+DIv3+oWTRgXHb+yXTr380+eMOstTz0vZlrHXdlatW15q1ki/P60SHepc816eRsjFISmNPPzAWjAVjIf4f0A8Y6Afld8RGxkK976Xyd1bAmQEFDvSoWgcEJkwPXxyanrHjP4Snlp8TDjvr9hCOWhR+8KXpYdu9AUr5B6YeFfYP94VHnnsoPLL+t+Hgya8Yvp1nNoT/ei6+dFCYPrXPhQmH63hGgAABAgQIECBAgEAdAqOcaFzHlmQlQGBMAjtNflc48+S9Qgg/DYMbX9huW1vD84/+OKwMIYw/eU44cftAwXa5PSVAgAABAgQIECBAgMBIAoIBI+lII9BWgdeGt59xdjh6/Ibw1UXfCuu2Vu186/+G7359Rdgyfnq46IxDw6urkjwkQIAAAQIECBAgQIBAvQKCAfWKyU+ghQI77XFc+OS1c8Kb1nwh/MvnHghPxYDAC4+FWz/5kTDv3w4MC5d9Kpywx8taWAKbJkCAAAECBAgQIECgFwRcM6AXWlkdu0jgZWHCEeeHr39navjmjZeFw974kxDChHDkmeeFJfceFw6eIBDQRY2pqAQIECBAgAABAgRyKyAYkNumUbDiCewcJkz/bBic/tlRqrZTeNXkI8KpF8efUbJKJkCAAAECBAgQIECAQAMCpgk0gGYVAgQIECBAgAABAgQIECDQzQKCAd3cespOgAABAgQIECBAgAABAgQaEBAMaADNKgQIECBAgAABAgQIECBAoJsFBAO6ufWUnQABAgQIECBAgAABAgQINCAgGNAAmlUIECBAgAABAgQIECBAgEA3C4xLkiTp5gooOwECjQlM6p84bMXFS5YOe94rT2bNnBF6te5pGzMIgQGDOB70Awb6QfmdwVgwFtKxMDi0vtwp/C6mQAwGWAgQ6D2Bgb7+pPqnVoGVq1bXmrWSL8/rRIN6lzzXp5GyMUhKY0E/MBaMBWMh/h/QDxjoB+V3xEbGQr3vpfJ3VsA0gWLGeNSKAAECBAgQIECAAAECBAhkCggGZNJIIECAAAECBAgQIECAAAECxRQQDChmu6oVAQIECBAgQIAAAQIECBDIFBAMyKSRQIAAAQIECBAgQIAAAQIEiikgGFDMdlUrAgQIECBAgAABAgQIECCQKSAYkEkjgQABAgQIECBAgAABAgQIFFNAMKCY7apWBAgQIECAAAECBAgQIEAgU0AwIJNGAgECBAgQIECAAAECBAgQKKaAYEAx21WtCBAgQIAAAQIECBAgQIBApoBgQCaNBAIECBAgQIAAAQIECBAgUEwBwYBitqtaESBAgAABAgQIECBAgACBTIFxSZIkmakSCBAorMCk/onD6rZ4ydJhz3vlyayZM0Kv1j1tYwYhMGAQx4N+wEA/KL8zGAvGQjoWBofWlzuF38UUiMEACwECvScw0NefVP/UKrBy1epas1by5XmdaFDvkuf6NFI2BklpLOgHxoKxYCzE/wP6AQP9oPyO2MhYqPe9VP7OCpgmUMwYj1oRIECAAAECBAgQIECAAIFMAcGATBoJBAgQIECAAAECBAgQIECgmAKCAcVsV7UiQIAAAQIECBAgQIAAAQKZAoIBmTQSCBAgQIAAAQIECBAgQIBAMQUEA4rZrmpFgAABAgQIECBAgAABAgQyBQQDMmkkECBAgAABAgQIECBAgACBYgoIBhSzXdWKAAECBAgQIECAAAECBAhkCggGZNJIIECAAAECBAgQIECAAAECxRQQDChmu6oVAQIECBAgQIAAAQIECBDIFBAMyKSRQIAAAQIECBAgQIAAAQIEiikgGFDMdlUrAgQIECBAgAABAgQIECCQKTAuSZIkM1UCAQKFFZjUP3FY3RYvWTrsea88mTVzRujVuqdtzCAEBgzieNAPGOgH5XcGY8FYSMfC4ND6cqfwu5gCMRhgIUCg9wQG+vqT6p9aBVauWl1r1kq+PK8TDepd8lyfRsrGICmNBf3AWDAWjIX4f0A/YKAflN8RGxkL9b6Xyt9ZAdMEihnjUSsCBAgQIECAAAECBAgQIJApIBiQSSOBAAECBAgQIECAAAECBAgUU0AwoJjtqlYECBAgQIAAAQIECBAgQCBTQDAgk0YCAQIECBAgQIAAAQIECBAopoBgQDHbVa0IECBAgAABAgQIECBAgECmgGBAJo0EAgQIECBAgAABAgQIECBQTAHBgGK2q1oRIECAAAECBAgQIECAAIFMAcGATBoJBAgQIECAAAECBAgQIECgmAKCAcVsV7UiQIAAAQIECBAgQIAAAQKZAoIBmTQSCBAgQIAAAQIECBAgQIBAMQUEA4rZrmpFgAABAgQIECBAgAABAgQyBcYlSZJkpkogQKCwApP6Jw6r2+IlS4c975Uns2bOCL1a97SNGYTAgEEcD/oBA/2g/M5gLBgL6VgYHFpf7hR+F1MgBgMsBAj0nsBAX39S/VOrwMpVq2vNWsmX53WiQb1LnuvTSNkYJKWxoB8YC8aCsRD/D+gHDPSD8jtiI2Oh3vdS+TsrYJpAMWM8akWAAAECBAgQIECAAAECBDIFBAMyaSQQIECAAAECBAgQIECAAIFiCggGFLNd1YoAAQIECBAgQIAAAQIECGQKCAZk0kggQIAAAQIECBAgQIAAAQLFFBAMKGa7qhUBAgQIECBAgAABAgQIEMgUEAzIpJFAgAABAgQIECBAgAABAgSKKSAYUMx2VSsCBAgQIECAAAECBAgQIJApIBiQSSOBAAECBAgQIECAAAECBAgUU0AwoJjtqlYECBAgQIAAAQIECBAgQCBTQDAgk0YCAQIECBAgQIAAAQIECBAopoBgQDHbVa0IECBAgAABAgQIECBAgECmwLgkSZLMVAkECHStwKT+iV1bdgUnQIAAAQIECBDovMDg0PrOF0IJWiawc8u2bMMECHRUoJZ/3jFgUEu+jlakxTtnEAIDBnGY6QcM9IPyG46xYCwYCy+OhfIjv4sqYJpAUVtWvQgQIECAAAECBAgQIECAQIaAYEAGjJcJECBAgAABAgQIECBAgEBRBQQDitqy6kWAAAECBAgQIECAAAECBDIEBAMyYLxMgAABAgQIECBAgAABAgSKKiAYUNSWVS8CBAgQIECAAAECBAgQIJAhIBiQAeNlAgQIECBAgAABAgQIECBQVAHBgKK2rHoRIECAAAECBAgQIECAAIEMAcGADBgvEyBAgAABAgQIECBAgACBogqMS5IkKWrl1IsAAQIECBAgQIAAAQIECBB4qcD/A80GChrQqE4PAAAAAElFTkSuQmCC" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) State the amplitude of the oscillation.</p>
<p>(ii) Calculate the frequency of the oscillation.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Determine the maximum speed of the object.</p>
<p>(ii) Determine the acceleration of the object at 140 ms.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph below shows how the displacement of the object varies with time. Sketch on the same axes a line indicating how the kinetic energy of the object varies with time.</p>
<p>You should ignore the actual values of the kinetic energy.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA6kAAAKdCAYAAADBQy+8AAAgAElEQVR4Aey9C5geVZWvv4z+UUIfkIS/BBNIMN1gCAhEA5I4gAg4AUduDtcAQRFRZzSIjo4EAQHPjI4CXkBHhMRwdRSCAhnuAU0QohGGS07SHdOBBBImCZDTNA5q5zy7OqtTXf1dqurbVbV31fs9D/RXVfuyfu+q7tSqvffab9q8efNm4QMBCEAAAhCAAAQgAAEIQAACEHCAwDAHbMAECEAAAhCAAAQgAAEIQAACEIBAQIAglRsBAhCAAAQgAAEIQAACEIAABJwhQJDqjCswBAIQgAAEIAABCEAAAhCAAAQIUrkHIAABCEAAAhCAAAQgAAEIQMAZAgSpzrgCQyAAAQhAAAIQgAAEIAABCECAIJV7AAIQgAAEIAABCEAAAhCAAAScIUCQ6owrMAQCEIAABCAAAQhAAAIQgAAECFK5ByAAAQhAAAIQgAAEIAABCEDAGQJvaWZJ+7jdmxXhOgQgAAEIQAACEIAABCAAAQhAIDaBru6Vdcs2DVJNzUYN1G2ZCxCAAAQgAAEIQAACEIAABCAAgQiBZgOhTPeNAOMQAhCAAAQgAAEIQAACEIAABIojQJBaHHt6hgAEIAABCEAAAhCAAAQgAIEIAYLUCBAOIQABCEAAAhCAAAQgAAEIQKA4AgSpxbGnZwhAAAIQgAAEIAABCEAAAhCIECBIjQDhEAIQgAAEIAABCEAAAhCAAASKI0CQWhx7eoYABCAAAQhAAAIQgAAEIACBCAGC1AgQDiEAAQhAAAIQgAAEIAABCECgOAIEqcWxp2cIQAACEIAABCAAAQhAAAIQiBAgSI0A4RACEIAABCAAAQhAAAIQgAAEiiNAkFoce3qGAAQgAAEIQAACEIAABCAAgQgBgtQIEA4hAAEIQAACEIAABCAAAQhAoDgCBKnFsadnCEAAAhCAAAQgAAEIQAACEIgQIEiNAOEQAhCAAAQgAAEIQAACEIAABIojQJBaHHt6hgAEIAABCEAAAhCAAAQgAIEIAYLUCBAOIQABCEAAAhCAAAQgAAEIQKA4AgSpxbGnZwhAAAIQgAAEIAABCEAAAhCIECBIjQDhEAIQgAAEIAABCEAAAhCAAASKI0CQWhx7eoYABCAAAQhAAAIQgAAEIACBCAGC1AgQDiEAAQhAAAIQgAAEIAABCECgOAIEqcWxp2cIQAACEIAABCAAAQhAAAIQiBAgSI0A4RACEIAABCAAAQhAAAIQgAAEiiNAkFoce3qGAAQgAAEIQAACEIAABCAAgQgBgtQIEA4hAAEIQAACEIAABCAAAQhAoDgCBKnFsadnCEAAAhCAAAQgAAEIQAACEIgQIEiNAOEQAhCAAAQgAAEIQAACEIAABIojQJBaHHt6hgAEIAABCEAAAhCAAAQgAIEIAYLUCBAOIQABCEAAAhCAAAQgAAEIQKA4AgSpxbGnZwhAAAIQgAAEIAABCEAAAhCIECBIjQDhEAIQgAAEIAABCEAAAhCAAASKI0CQWhx7eoYABCAAAQhAAAIQgAAEIACBCAGC1AgQDiEAAQhAAAIQgAAEIAABCECgOAIEqcWxp2cIQAACEIAABCAAAQhAAAIQiBAgSI0A4RACEIAABCAAAQhAAAIQgAAEiiNAkFoce3qGAAQgAAEIQAACEIAABCAAgQgBgtQIEA4hAAEIQAACEIAABCAAAQhAoDgCBKnFsadnCEAAAhCAAAQgAAEIQAACEIgQIEiNAOEQAhCAAAQgAAEIQAACEIAABIojQJBaHHt6hgAEIAABCEAAAhCAAAQgAIEIAYLUCBAOIQABCEAAAhCAAAQgAAEIQKA4AgSpxbGnZwhAAAIQgAAEIAABCEAAAhCIECBIjQDhEAIQgAAEIAABCEAAAhCAAASKI0CQWhx7eoYABCAAAQhAAAIQgAAEIACBCAGC1AgQDiEAAQhAAAIQgAAEIAABCECgOAIEqcWxp2cIQAACEIAABCAAAQhAAAIQiBAgSI0A4RACEIAABCAAAQhAAAIQgAAEiiNAkFoce3qGAAQgAAEIQAACEIAABCAAgQgBgtQIEA4hAAEIQAACEIAABCAAAQhAoDgCBKnFsadnCEAAAhCAAAQgAAEIQAACEIgQIEiNAOEQAhCAAAQgAAEIQAACEIAABIojQJBaHHt6hgAEIAABCEAAAhCAAAQgAIEIAYLUCBB/D/ukp/MRueO2K+ScvabLnM4/bZXSs1iunDZR2qd9T5b09G09b/tbT6csmHerXHn2QfKeWQtkk+32aQ8CEIAABCAAAQhAAAIQKD2Bt5ReYUUE9nX+VE4/4hJ5KtA7VabW0D189I6yXY3zVk71LZM5px0vlz7ZGzQ3fLqVVmkkRKB93O7B0QUXXypnzZgu18++IXS1/2ut8/XOmRrRNuqVjZYzdbMoa9rErvhs4RXcLrHvxTx55dlXkt9H7HL3nsGPyXwDr+x41WKrfzv6e+X/EMiBwOYmn/FjxzUpwWV3CPz35ocuOHjz+LGnbZ69/PUCzPrr5lcf+trmfcaO27zPBQ9tfrUAC7zs8tXfbp738H83Nd38Lpb19/G66+c21e9jAXT55zV85pfP8Jdf/jLW4jO/fFZWf/nlhXJa2+yZlum+ObwIoAsI1CXQ94Is+PYP5XcZzsKu2zcXIAABCEAAAhCAAAQg4CABglQHnYJJFSHQt1Z+9/2L5HNz/lgRwfVllnUaEbrq+9zVK/jMVc/Utgt/1ebi8ll85rJ3htpWVn8NVcoZ1wgQpLrmkQT29K1dLDfMOkbMWsX2vT4p31v8ggwdkNsknQt+Jbdf8Ul5z14XyYJN4RKbpHPeRXK0qT/uGLlw7mJZ+8pjcscj6/utiCRCejXcn5YPN9fI9r61smSeSepk+jL/HSTnXDFPlqx9o0YtY/NsudAke1LbZi+QziFJn96QtUvmBYmatrZ5X6icuf6foWRSvdLTuUDmDGK2NmAWZXnlA53SM8SymP3NniVHB6z/NMi+95z9Q/md6u15Ruacc5yc/J37pVeek5tnTO7Xesxs6YzLdIh9/p6otebVXzVbLUfXVha+fMNnvniq30785Ze/jLX4zC+fldVffnmhmtYSpHrq974X5sk/HPY5eaT9G/JE90rpevyLstudc+WWNeGg70/SOfszMm3G5+RLV5lgKPx5Q16Yd6n80+/2lyufXiFd3f8hn3337+VrU/6pf+ppkAjpWDl75lfk+/evFVn7a7ntvj45/Ot3SNcfF8q1Z4rcfOEM+cRVi2sEc+F+zPdXZMlVn5UTf9Qrpz64TLq6l8lvZn9E1lx1nsy45G55IRyUmemvF50lM+9/u5zxH08FZR+58l1yx8VnyQlf+mWo7BuydsG35NNXr5UPXPawdHU/KfOvPFLWXHXOlnJ9smnB5XLk8Z+W87/wXXmw9/9K1/xbZN4r75bTL7tdnrjnUjlM7perzvy2zL3vVpn7oPRre/pOuXDK0/L9T1wivwhnSJYE/V18oyyTF+R3P79FHpT3y+euXRj09/5F/yofV71tE+XMax+S+RebFFe7ySmzF0uX8eMdM6SD38roDcQxBCAAAQhAAAIQgECFCPA47KOz+5bJ3E9/XVZ98rvynRkTpc1oaNtTjjn/aNn5sbUhRW+Tjhk3SNd/XS+nDA+dNl/7Vsp91z8g0j5BxreZ22AbGTX543LxNw6VN5vrw/aUM+94SpbMPkOCqqP+Rk44/UAZZYoOe6ccetE35cJ9RZZddVUkmIv0Yw43PSG3/3iJDH/vVJk0apv+vg7+mJy473DpffgPsnxghPQNeeGX35LPPX6oXPqVj0rHFrveefi5cun090jvC6/Ia1ua73vhbvn6eetlxtc/Lu8L2txeOo79R/nS9N2kd/4Vcs0jG2X7Qy+R//rjf8qF+xoF/0vap50q0yePkmEyTNr2/Fs59fjdRHp/I4+9dpCcfurkfm1tE+S46UfKcPmDzFu4amBkOnl/bdLxt6fKqZO29NcxWaZ2RPXWYMUpCEAAAhCAAAQgAAEIVJwAQap3N0CfbHrkJvn2k3vJiR/Zpz9AVQ3b7y0fMoFX7M//yFO3/lwe0Smoso2887CjZP84d8WwsTLluP1FIsFcza6HbScjx+4o49t3GWxvtHAQON8r8t59pD0IULcUMAH4ZXeERhn/JCvu/bncu9u+slcQoGpDbTK6fVcReU7uuP/pJvu0atltZOTbh8tQyb2youvFLaPEafrbXnZoC+3wNGykjN1nJ5HeFbJqXXi0W23nJwQgAAEIQAACEIAABCBgCISeogHiB4GNsuT+BdIrJhhr4TNsdznirCPl2zOvlbPff6cc9vkvyKkf+bAc2nGgHHNwnHa3kZ3HjZfhsnBLMLenbF+vWttkmTl/icwMrpt1nffLPbf9aMueqluCtu3fJn0rHpV5Zp/Vfeo1pOd7ZE3X8yJPXiLT3nWJnhz0s/epblnXJ/VtGlS62UHe/TWzp3zXy5qYAV3+3av4zC+f4S+//GWsxWd++ays/vLLC9W0dugAUjU5+KO6b4OsempLYqOWrN5G3nnsJfKLK8+QPWWtPHjVP8nZRxwkR8+aF0o81FIHkcqaDOn98onbXpKxp391yzTcSLE4h8pg34tk/h9X9q/lNOs5w//ZXNuZd39xGJSsTFkTM6DLvxsVn/nlM/zll7+MtfjML5+V1V9+eaGa1hKkVtPvW1SbdZyXyF1P3yvXXnya7Cm9suyG8+SEf3mkyVTZMLThMabxmmRIp8u0zzwm7VcukLsumyGHdrw93Mig7zoKOuhk+ECnznaulDUD61nDBSx/z7s/y+bTHAQgAAEIQAACEIAABHwiQJDqk7eMrRowyfPStWboJimx5fQtkxu+uyUYbeuQQ2dcJr/67bUyfcJw6b3tIVkyaKuaRq3uL8dOHVtjTafWMWtofySfm9Ml+/zTTDl9z7qTgmXY+IPkWJPk6Mnr5ae6DY42Y372PCMLlmw0WaL615723is/e3D1QHKjrUX/JJ2/us/iVi5597dVCd8gAAEIQAACEIAABCBQNQIEqd55fIS87/iPyZ4mOdCtvwltyRIWEi+A/evDv5KHXtiaxGfYqKly2kkmGVKMT99qeejWe0WmfUyOGP+2BhXekHXdK6RXdpK9x41sEMyaAFyTMT0nN3/mn2XwXqWbZNnP58vq/2Uy9b5Nxk89XPaRtXLvzJPk3CvCe6P2Sc+y2+TGV3aT8dbu7rz7a4CTSxCAAAQgAAEIQAACECg5AWuP8SXn5JC8YdI26XS59POTpHf+BfLJr+ka0k2ybO5P5GfBPqnPyc0zJst7Zi0Ipu32reuWp4NNUjfJqz1/2arlL3fL+Z+4XO7o3BSc61u7UG689VnZ85MfkfdtP/jW6L3hCvnWvGX92W771srvvn+pXPjw++XSC4+Sdw4U1YBURDa8Iv0zcTXAe07uuOE/ZZk52dMpD37/epk3sHHrK7Jk7t3S2fc26fjYP8uFh48S6b1fvv+JI2W/cbtLe/DfQfKFlw+RYzv6A+JhHcfLv1z8tzI8WE97jkzbe/yWcuNlv5kb5KPHdQQBcd/apfJYp+lohTz2zEtbR137XpJnH1shIutlyR9WhvZ63SRdf3i6f0/ZAQ0iifvrfVqe6OrnGsDtWSlP/N6sJQ7bocmnttjQ94I8ctMjdV48bHUb3yAAAQhAAAIQgEAeBEiclAdl+qhFYCC8qHWRc64SeLtMOu96mf+Tc2X0becFAdp7zp4ja97/93Li6DbZc/qF8u3v/ULu/fr7Zd3s6bLHEZfIU0ZK7zw5f8r+ctzsZUGw9uYP/UAe+e4H5ZU5pwcB3h6H3SJv/9S18pPPTx6yVczwk4+Tg5/7N5liAsZ3fUguemmqfPeOS+SYd5p9T82+q8tkzjHvlWkXLwwOe+efJwe/a7rM6fxTEOB988ozZNf7L5Sj954q5/y4W3b9+MXyg8/270f6szm/lf913N9Kh7kb2ybKmVf+dMsa2f6mhx/+OfnW7Hly63lhu7aXPWdcJffedrmcMkE3gR0lh33+CvnZ9Z+SSW0imxZcJPtNOU/uDYJhM+p6iOxxzHXyuwcukve86xA5f77ZU7ZXll11ouw3brrMWXy3XLjX/nLiVUuGaDB5gpP1t0S+f/z+8p5ZD8jqBRfJe/Y+Ub6/1BjSb8d+wQuEYbL9wZ+S757ZLsuumiEnfe1x2eWjHwgF/f36+T8EIAABCEAAAhAoggCJk4qgTp+GwJs2b968uREKM4plsqbyqSKBPtm04BL5wIyfiky/Xn5z2aGWtnSpIsvWNZvfRfMp4++j+UewjG9r0dX6fZ93C/gsb+Kt9Ye/WuNXRG18VgT19H2W1V/piVDTFoFmMSYjqbZI0w4EIAABCEAAAhCAAAQgAAEItEyAILVlhDQAAQhAAAIQgAAEIAABCEAAArYIEKTaIlnKdmonESqlVERBAAIQgAAEIAABCEAAAk4QIEh1wg3uGdHXOVuOG1cviZB79mIRBCAAAQhAAAIQgIBdAmXMF2GXEK1lReAtWTVMu34TGNYxQ27vnuG3CKyHAAQgAAEIQAACEEhNgMRJqdFRsUUCjKS2CJDqEIAABCAAAQhAAAIQgAAEIGCPAEGqPZa0BAEIQAACEIAABCAAAQhAAAItEiBIbREg1SEAAQhAAAIQgAAEIAABCEDAHoE3bd68eXOj5ppttNqoLtcgAAF7BMzvovl0da+01ygtQQACEIAABCAAAQhAIGcCzWJMRlJzdgjdQQACQwmYxAxl/KDLP6/iM798hr/88pexFp/55bOy+ssvL1TTWoLUavod1RCAAAQgAAEIQAACEIAABJwkQJDqpFswCgIQgAAEIAABCEAAAhCAQDUJEKRW0++ohgAEIAABCEAAAhCAAAQg4CQBEic56RaMgsBQAiROGsqEMxCAAAQgAAEIQAAC/hEgcZJ/PsNiCFSOQFkTM6DLv1sZn/nlM/zll7+MtfjMP59hMQSKIMB03yKo0ycEIAABCEAAAhCAAAQcJ1DWlwqOY8c8ESFI5TaAAAQgAAEIQAACEIAABCAAAWcIEKQ64woMgQAEIAABCEAAAhCAAAQgAAGCVO4BCEAAAhCAAAQgAAEIQAACEHCGANl9nXEFhkCgMQGy+zbmw1UIQAACEIAABCAAAT8IkN3XDz9hJQQqTaCsiRnQ5d9tjc/88hn+8stfxlp85pfPyuovv7xQTWuZ7ltNv6MaAhCAAAQgAAEIQAACEICAkwQIUp10C0ZBAAIQgAAEIAABCEAAAhCoJgGC1Gr6HdUQgAAEIAABCEAAAhCAAAScJEDiJCfdglEQGEqAxElDmXAGAhCAAAQgAAEIQMA/AiRO8s9nWAyByhEoa2IGdPl3K+Mzv3yGv/zyl7EWn/nls7L6yy8vVNNapvtW0++ohgAEIAABCEAAAhCAAAQg4CQBglQn3YJREIAABCAAAQhAAAIQgAAEqkmAILWafkc1BCAAAQhAAAIQgAAEIAABJwkQpDrpFoyCAAQgAAEIQAACEIAABCBQTQJk962m31HtIQGy+3roNEyGAAQgAAEIQAACEBhCgOy+Q5BwAgIQcI1AWbMHosu1O625PfisOSOXSuAvl7wRzxZ8Fo+TK6XK6i9X+GJHfQJM963PhisQgAAEIAABCEAAAhCAAAQgkDMBgtScgdMdBCAAAQhAAAIQgAAEIAABCNQnQJBanw1XIAABCEAAAhCAAAQgAAEIQCBnAiROyhk43UEgLQESJ6UlRz0IQAACEIAABCAAAZcIkDjJJW9gCwQgUJNAWRMzoKumu50+ic+cds8Q4/DXECTOn8BnzrtokIFl9dcgkRw4SYDpvk66BaMgAAEIQAACEIAABCAAAQhUkwDTfavpd1R7SECn+15w8aWB9WfNmC7RN5xJzplG0tY3deP2laSsaRO74rOFV3C7xL4X8+SVZ1/8jiW7D+AFr34C8f/WJrlnkpR1+e9E+PlA7VRu/ISADQLNpvsSpNqgTBsQyIGABqld3Stz6C3fLsw/hmX8RxBd+d5HNnrDZzYo5tcG/sqPta2e8Jktkvm0U1Z/5UOPXhoRaBakMt23ET2uQQACEIAABCAAAQhAAAIQgECuBBhJzRU3nUEgPYEyj6Smp0JNCEAAAhCAAAQgAAHfCDCS6pvHsBcCFSRgphOV8YMu/7yKz/zyGf7yy1/GWnzml8/K6i+/vFBNa5nuW02/oxoCEIAABCAAAQhAAAIQgICTBAhSnXQLRkEAAhCAAAQgAAEIQAACEKgmAYLUavod1RCAAAQgAAEIQAACEIAABJwkQOIkJ92CURAYSoDESUOZcAYCEIAABCAAAQhAwD8CJE7yz2dYDIHKEShrYgZ0+Xcr4zO/fIa//PKXsRaf+eWzsvrLLy9U01qm+1bT76iGAAQgAAEIQAACEIAABCDgJAGCVCfdglEQgAAEIAABCEAAAhCAAASqSYAgtZp+RzUEIAABCEAAAhCAAAQgAAEnCRCkOukWjIIABCAAAQhAAAIQgECxBM6aMb1YA+i9sgTI7ltZ1yPcNwJk9/XNY9gLAQhAAAIQgAAEIFCLANl9a1HhHAQg4BSBsmYPRJdTt1ksY/BZLEzOFMJfzrgitiH4LDYqJwqW1V9OwMWIhgSY7tsQDxchAAEIQAACEIAABCAAAQhAIE8CBKl50qYvCEAAAhCAAAQgAAEIQAACEGhIgCC1IR4uQgACEIAABCAAAQhAAAIQgECeBEiclCdt+oJACwRInNQCPKpCAAIQgAAEIAABCDhDgMRJzrgCQyAAgXoEypqYAV31PO7ueXzmrm9qWYa/alFx+xw+c9s/UevK6q+oTo7dI8B0X/d8gkUQgAAEIAABCEAAAhCAAAQqS4AgtbKuRzgEIAABCEAAAhCAAAQgAAH3CBCkuucTLIIABCAAAQhAAAIQgAAEIFBZAgSplXU9wiEAAQhAAAIQgAAEIFCfwFkzpte/yBUIZEiA7L4ZwqVpCNgkQHZfmzRpCwIQgAAEIACBZgRM4iQC1WaUuJ6GANl901CjDgQgkCuBsmYPRFeut5GVzvCZFYy5NYK/ckNtrSN8Zg0lDUGg1ASY7ltq9yIOAhCAAAQgAAEIQAACEICAXwQIUv3yF9ZCAAIQgAAEIAABCEAAAhAoNQGC1FK7F3EQgAAEIAABCEAAAhCAAAT8IkDiJL/8hbUVJkDipAo7H+kQgAAEIAABCECgRARInFQiZyIFAmUlQCINvzxbVn8ZL5RVG7r4HXOFAPeiK56IZ0dZ/RVPPaWKJMB03yLp0zcEIAABCEAAAhCAAAQgAAEIDCJAkDoIBwcQgAAEIAABCEAAAhCAAAQgUCQBgtQi6dM3BCAAAQhAAAIQgAAEIAABCAwiQJA6CAcHEIAABCAAAQhAAAIQgIAhcNaM6YCAQCEECFILwU6nEIAABCAAAQhAAAIQcJsAiZPc9k+ZrSNILbN30QYBCEAAAhCAAAQgAAEIQMAzAgSpnjkMcyEAAQhAAAIQgAAEIAABCJSZAEFqmb2LNghAAAIQgAAEIAABCEAAAp4RIEj1zGGYCwEIQAACEIAABCAAAQhAoMwECFLL7F20QQACEIAABCAAAQhAICUBsvumBEe1lgkQpLaMkAYgAAEIQAACEIAABCBQPgJk9y2fT31R9BZfDMVOCEDAbQIbN26U+XffLYsWLZJ77p4vw948TPr+2icfPmqaTJkyRQ794Adl9OjRbovAusoR6OzslAfuf0AeXvCQLH7s8UD/nOt+LB/4mw/I0R/5iOy3336y7bbbVo4Lgv0h8PRTT8uOI3bk76s/LsNSCEAgBgGC1BiQKAIBCNQn8Prrr8ttv/iFXDTrwpqFTMBq/jOfT33m0/KJs8+WESNG1CzLSQjkRWDNmjVyzdVXyy033jSky9XPPRecN9d2GzdWvjprlhx++OFDynECAkUQ0BeCd/7qVwMvVtQO81LwuOOPl6lTp/JyRaHwEwIQ8JIA0329dBtGQ8ANAuZB/+MzZgwEqCefdqr84o558tTSZ2X5ihXS1b1S5t93r3zxy18ODP7R1dfIx44/XszoFR8IFEXg/vvvl0OmfiAIRE0Q+u0rr5CHF/4muF8vuPjS4P6de/NNwSyA57pXyblnf1K+9c1vinkhwwcCRRK4Y948OWDSe4O/uTryv8e73y2TJr8vMMu8EDT369HTpsmTTz5ZpKn0DQEIQKAlAm/avHnz5kYttI/bPfiHu1EZrkEAAtkTML+L5mMCPxc+JkA9/bTTxDzETz7wAPn6ZZdJR0dHXdPM2/8LZ80aGFU1QcBBBx1UtzwXIJAFgR9e80P5t3/916Bp8/LkzBlnNhxxMgHtNy67LLjPzSjVv3372w3LZ2EzbULAvCD54vnnD/z9NC8E//7EE2XfffcdBOfRRx+VG+bOHShn7vFzP33uoDIcQAACEHCBQLMYk5FUF7yEDRDwjEA4QDUP7tfNnt0wQDXyzBTfH1x99cCo6umnnCrmgcp8ypqYAV1u3djhANW8JDEP79H1plGfmWm+c2+8MZj2a0apTKDg44hqVJdbnklvTRV0mb+3ZmTU3H9m5N/MVrns8suHBKiGonnxZ/7O/vDaHwdQzQuZz37mM07ds1XwWfo72r2aZfWXe6SxKEqAIDVKhGMIQKAhATMiqiOoaUaWTGCg038v+Od/FvMAxgcCWRMwI6I6gpp0FN8k/AoHqnNmz8naXNqHQEDAvBAJ/739+W231QxOo7jMyxWz1MIEtSa4/f73vhctwjEEIAABpwkQpDrtHoyDgHsEzJRdM8U3TYCqakygaqarmXa++IUvyJ///Ge9xE8IWCdg1kCbdXrmY0aY0kwzN4Hqj368dXTKBL18IJA1ATNyH/57myTpnFl+YV6umI/JB3DjDTdkbS7tQwACELBGgCDVGkoagkD5CZikHTrl7NLLLhsyVTIJgQtmzQre8pvkH39Y8vskVSkLgdgEzPBlZxkAACAASURBVEjU12bNCsqb7NKtZOk1D/0myZL5mHWqZlYBHwhkRcAElfr39qsXXJDq720wC+Dm/gzWJgM7yZSy8hbtQgACtgmQOMk2UdqDQEYEik6cZKblmoyo5mPWREUTdqSRbUa4ph1xZFDVTE1rlHgpTfvUgYB50DcP5ya5l1k7HV2DmobQrAsuCDIDm9kAZm0gHwjYJhD+22jj763+Hpjpv3fNn2/l98C2ZtqDAASqRYDESdXyN2ohkBkBs6ek+ZjRKBsBqmnLBKWXXHZp0K6OdgUHJflfWRNO+KLLPOjr/r0m+3ScADWOti+cf35wh5p9VDX5l+u3bBxdrmuoZV8ZdZnR/0+c9YlArvn7aOPv7WnTpw9sqVT0+tQy+sw4q6y6av3ecQ4CeRBgum8elOkDAp4TMFPEzAO5eQv/ibPPtqrm+BNOkO13eHuwKb2ZTswHArYIzJk9O2jKvFixOUpv1gXqtN/vXnmlLXNpBwIBgXvvuUdeWP18MPpv/j7a+sw877ygKbM+1bzA4QOBOAQIvuNQokwWBJjumwVV2oRABgR0uu8FF/ePPJ41Y/qQN7dJzhkTo//41Kt/8AcODh6aPnLs8bLvfvsH6uqVjbZpCjcr+8cVK+TmubODINhMRbvl1l8MItisfrhwFmVNm+YT1ZZFX6afuO1iV7/na/GatP8+csIxxwYvQD5+zrmy3XbbBVxt+dEk+7phzvXB74UJWDe+0tNvzJb/45v6vqnlL3j18zrmo0fJAZPeGxycefY5MmbMrnX/HphCSf8m/frhBfLIQw9I+57vlv+8Z36s+qafej6r1X8auwLBW/4Xty/s6geWFa+wb/X3M+wnvkOgVQLNpvvK5iaf8WPHNSnBZQhAIA8C5nexiN/HRYsWBf1+8JBDNvf29mYi9brr524++cQTg37m3X57Jn0U0ajRVcaPD7rS3k9JtOXxu2Hr/kmiy1afebRTNl3XXH1N8Hfw2GOOzwSf+Rtu/pabf0vM/VvEp2w+U4boUhL8hEA8As2eaZnu2+prAOpDoOQEdDrjV2fNirWmLy2Oz82cGVS96sorndp4Pq0e6hVHwKwTNVmjzfT0Iz/84cwMMVvZmIRMZosQM0WTDwRaIWCyRetevu+fMqWVpurWNeuyP7/lb63+ba9bmAsQgAAECiTAdN8C4dM1BJIQ0Om+Xd0rk1Rrqax52D/9lFODh/0HFyxoqa04lU856aQguDDTJ4859tg4VSgDgSEENPtuHveR/o6YYPXmW28dYgsnIBCXwA+v+WEQpH7xy18Ws5d0Vh+TmOnoadOClytzb74p1b7BWdlGuxCAQHUINJvuy0hqde4FlEIgMYEb5s4N6uib98QNxKyga1/Co6kxqzpdTHU5bWQK41zWZRLCmCRf5pNmFDWpNh1NNSO3Lmf6TaorxW1RSJWy6AqPov7dR/9uyFpRm3CLHk0ti8+iPkFXlAjHEGiNAEFqa/yoDYHSEjAP+7qRfJqH/TRg9IHfTJ90+YE/jTbq5ENg3u23Bx2Z0ag4W87YsOrkU04JmtGXOjbapI1qEZh/992BYLP37ujRozMXb/6mm+nw5uWKyd7OBwIQgIBrBAhSXfMI9kDAEQIP3P9AYMmJJ52c28O+6ZAHfkduAA/NMKNRZnsN8znxpBNzU6AvccxLHbb2yA17aToy029/cu21gZ4zZ8zIRZd5gaPbif3Hz36WS590AgEIQCAJAYLUJLQoC4GKEAhPPcvzYd/gDT/wr1mzpiLEkWmDwK8feSRoxoxGmb1M8/qYB34zcms++nInr77px38CTzzxRLA+1KxrtrmfbzMy0446Kihipsebv/l8IAABCLhEgCDVJW9gCwQcIZD3w354D7bwA/+vfvkrR4ikMyOsK10LbtZyVdctN98cADv6Ix9JDS6tNrOO0HxMdlYzMubaJ60u13RE7SmDLp0mrmvyjcY8dJkXOZ/6zKcDpDrdOMo3i+M8tGVhd7M20dWMENchkIwAQWoyXpSGQCUI2HjYTwIqmnDiQ4d/KKj+s1tvcfKBP662qK649Vwv56Ius65Ot50xa5vTftJqM+sIP3zUtKBbMzLm2ietLtd0RO3xXZeZLaJr//fbb78BeXnpOva444I+dbrxgAEZfslLW4YSajaNrppYOAmB1AQIUlOjoyIEyknAPDTZeNhvhY6Z8qb7T7r4wN+KNupmQ+DRRY8GDes6u2x6adzqcccfHxTQkbHGpbkKARGdLZL32n9lH/5bS7I6pcJPCEDABQIEqS54ARsg4BCB8ENTkWZ94pOfDLr/za9/XaQZ9O0BATO91kyzNZ9DP/jBwiyeOnVq0LcZGWONX2Fu8KpjM1vEfHS6eBHGa7I6/tYWQZ8+IQCBegQIUuuR4TwEKkrAhYcmg37SpEmBB0y2VhfX+FX09nBSto62m+m2eWzfUQ+CWU+ta/yWLFlSrxjnIRAQMCOXZrstM2ukyPv2bw4+OLCHv7XcmBCAgEsECFJd8ga2QKBgAmZdnwsPTQaDSerh8hq/gl1F9yECOgKk021Dl3L/+oG/+Zugz9tvuy33vunQLwJ63+pIZlHWm7+1JiO2+SxcuLAoM+gXAhCAwCACb9q8efPmQWciB+3jdpeu7pWRsxxCAAJ5EzC/i+aT5e/jD6/5YTBt8pLLLpXTpk/PW+KQ/sxIw+mnnBoEqz+4+uoh1zkBATPKvs+EvQIQjy/5fa5bz9Si75o9tWzkXPEEXLtP+Ftb/D2BBRCoGoFmMSYjqVW7I9ALgQYEdKpv3uv66mVF1GyXZo2fj1N+6+lq4AIvLrmkKzzV18beqK1qc3XKb6u6XL0xfdXV7L7NW1f4b23W66nz1pbXvYuuvEjTT1UIEKRWxdPohEATAi5N9VVTzQO/TkPThzq9xk8IGAI6ZdKFqb7qEab8Kgl+1iPg2n3r6suVevw4DwEIlJ8AQWr5fYxCCMQioFt4fOTv/i5W+bwK6aiuPtTl1S/9+EHAJHsxH0205YLVeY5KuaAXG5IRMLNCXLxv9eXKgoceSiaI0hCAAAQyIECQmgFUmoSAjwQeXtD/YHLAgQc6Zb4GH2SedMotThhjRv/NxyTYsjHV15YoRqVskSxnO8uXLw+EuXbf6suVW268ycvlFeW8W1AFgeoSIEitru9RDoEBAmvWrJHFjz0uu40bK2Zz97w/Z82on6QpnOVXH+7yti9tf410pW3ThXqu6NLR/ylTpljDYkvb/lu2UPqDI1vR2NJlDbSlhnzUFee+LUKXebmSR0b1IrRZut0aNoOuhni4CIHEBAhSEyOjAgTKR+B3ixcHok486eRCxDVLOHHkkUcGdunDXSFGpui0ma4UTTpRxRVdOvqvU8JtwLGlLTwDwIZdrbZhS1erdtiu76OuOAnqitKla7uzXF5RlDbb9160PXRFiXAMgdYIEKS2xo/aECgFgXvvvTfQse9++zqp532TJwd2aVDipJEYlSuB8Oj/6NGjc+07TmfhGQA6LTlOPcqUm4C5b81e1GbWiov3rb5cmX/33eV2BOogAAHnCRCkOu8iDIRAtgRMEg+zxYv56JqkbHtM3rp5mDMPdWZKsnnI4wOBpUuXBhCKGv2P4wGdhvz0U0/FKU6ZChAoetZKM8Tm5crkAw8IAunOzs5mxbkOAQhAIDMCBKmZoaVhCPhBQLd2MWuRzJokVz8ajGhw4qqd2JUPAc1A6urov6GgScju/NWv8oFCL84T0FkrB005yFlbNcP744895qyNGAYBCJSfAEFq+X2MQgg0JPDkE/0ZUnXdZ8PCBV7UYESDkwJNoeuCCZjRf5OB1HxcHf03tmkSMjMDYOPGjQVTo/uiCYRnreyxxx5Fm1O3/7332Se4tmjRorpluAABCEAgawJv2rx58+ZGnbSP2126ulc2KsI1CEAgBwLmd9F8bP8+nnLSScE02vn33TvwUJ2DnMRdmAe8fSbslQmDxMZQoVACZo3nCcccG2Qi/cHVVxdqS7POv/XNbwZ7Ys69+SY56CB3R8+a6eB66wQeffRROf2UU724b/Xfm6eWPuv0DJvWvUILEIBAUQSaxZiMpBblGfqFgAMEwslndNSnCLPiZEUMb4/gSyKaOLqK4N1qn0Xr0jWeuuazVT3h+ra16VY0OmMh3Fee323rytP2Rn35pEvvgTizVorWdfJppwbYdTlIIx8kvVa0tqT2xi2PrrikKAeBeAQIUuNxohQESklA13dOO+ooL/RpUKJBihdGY6R1AjoNUaclWu/AYoMTJkwIWtNtRyw2TVOeEdDs5HtNnOi85ZO3ZFTXwNp5gzEQAhAoHQGC1NK5FEEQiE/gD0uWBIV1tCd+zWJKalCiQUoxVtBrkQTC6/r23dfNLZPCfDQztdl2hMzUYTLV+m7WJJu1ySZLeZGzVuJSZ9uvuKQoBwEIZEWAIDUrsrQLAQ8I6F54OtrjusmabMRsmWOCFT7VI7B8+fJAtE5H9IGAzlTQmQs+2IyNdgksW7YsaFDvBbut229NX66Q9Ms+W1qEAATiESBIjceJUhAoHQGXNpU/a8b0WHzD61I1WIlVsaBCcXUVZF7qbovU9eiiRwO7dTpiahF1KmahTWcq6MyFOl1nejoLXZkaHLNxX3T95te/DhTpvdBMngu6NKDWALuZzXGvu6Atrq1JyqErCS3KQqA5AYLU5owoAYFSEtBRHX0QKVJkkoQTPq1LTaKrSP5J+y5SV9br+rLQpjMVdOZCUt42ymehy4Zdrbbhiy71vd4LzXS7oEsDatvrUl3Q1ox/muvoSkONOhCoT4AgtT4brkCg1AR0VEcfRHwRy7pUXzxl304zxdtMPzQfH9b1KQGdOmnWpbJfqlKpzk/jc+N7sx7V3Au+fDSg1hdDvtiNnRCAQDkIEKSWw4+ogEBiAknf7CfuIKMK4XWpGXVBs44S0CnePq1HVZRTpk4NvtqeOqnt89NdAupzF2atJKGkATXrUpNQoywEIGCLAEGqLZK0AwGPCPj6Zt8gDq9L7ezs9Ig6prZKQLce0hGeVtvLs76uobU9dTJPDfSVjoD6XF+wpWulmFr6QkgD7WKsoFcIQKCKBAhSq+h1NFeegD5w6OiOb0D22ec9gcnPPvOMb6ZjbwsEdOshnfLdQlO5V9W9MZk6mTv6wjtUn+s9ULhBCQzg5UoCWCUtWtaEUCV1V6lkEaSWyp2IgUA8AvpmXx9A4tXKrlTSfwT33a9/f8zFixdnZ5SFlpPqstBlLk0UpctsPWQ+WY5IZaVN19CaqZNFbJ+Ula5cbrgGnbiuS/dHNRL0HmggZ+CSK7o0sH7qqf8asK3VL65oa1VHtH5ZdUV1cgyBvAgQpOZFmn4g4BABfeDQB5CiTUuaFXHPPfcMTL7lxpuKNr1h/0l1NWzMoYtF6NKp3R8+alow5TsrHFlqM7abj66tzUpDrXaz1FWrv7zOua7r+eefD1DotNm4XFzRpYG1zb2pXdEW1xdxy6ErLinKQSAeAYLUeJwoBYHSEDCjODoipQ8gvokbMWJEkCnT2G32e+VTfgI6tVunevuoWLdP6l650kfzsTkFAZ/XUavcIl+uqA38hAAEqkeAILV6PkdxxQmsXr06IKAPHr7i0EyZut+rrzqwOx4BHX3Uqd7xarlV6l3jxwcGuT5N3S1qflujf598XEet5Hm5oiT4CQEI5EmAIDVP2vQFAQcI6IiUPng4YFIqE3RdYldnV6r6VPKLgG6ZtNtuu/lleMhaX6aph0zma4sEdEmC/r1qsblCqvNypRDsdAqByhMgSK38LQCAqhHQURx98HBBf5qEE7qeVtfXuqAjakMaXdE2XDzOW1eeWyZlqa3IaepZ6iryHnVZl66jnnzgAYnXUbuky/bLFZe02bx30WWTJm1BQIQglbsAAhUjsGjhwkCxSyNSaRJO6Hpamwk9bN8KaXTZtiGL9vLWleeWSVlr02nqzz33XBauqdtm1rrqdpzxBZd1rVq1KlA/6b3vTUzBJV22X664pC2xYxpUQFcDOFyCQAoCBKkpoFEFAr4SyHNEKg9Guq5W19nm0Sd95E/gjytWBJ26smVSKwR02qduA9VKW9R1m4AuRdh/0iS3DY1hXVEvV2KYRhEIQKCkBAhSS+pYZEGgFoE8R6Rq9W/7nGZ61XW2ttunPTcIaPKZcbvv7oZBLVjhwzT1FuRRNUTg4QUPBUdjx44NnfXzKy9X/PQbVkPAZwIEqT57D9shkJBAmUakjPT2jvaAgGZ+TYiD4p4Q0OQzu+66qycW1zdzzJgxwUXdBqp+Sa74TMBs9bX4sccDCbo0wWc9vFzx2XvYDgE/CRCk+uk3rIZAKgJlGpEyACZMmBBwWPL736fiQSX3Ceg+uLuNGytmbZzvn2233VZMIh3z0cQ6vmvC/qEEdAmCLkkYWsKvM7xc8ctfNq0ta0Iom4xoKxsCBKnZcKVVCDhJwNURqbT/CI4ePTrgbEYszMiFa5+0ulzTEbUnT12aYEjXxEVtsX2chzZNpKOJdWxrqNVeHrpq9Zv1OVd16RIEXZKQlINrumy+XHFNW1Lf1CtfVl1lTQhVz4+cd4cAQao7vsASCGRKwOURqVb+ETz5tFMDbjpykSnEhI23oithV7kWz1OXTlHXNXFZC81Dm2rRxDpZazLt56ErDx3RPlzVpUsQdElC1O5mxy7qsvVyxUVtzfwR53pZdcXRThkIZEGAIDULqrQJAQcJ6IjUlKlTHbQuvUk65VdHLtK3RE0XCegUdV0T56KNSW1SLS7v8ZtUE+UHE9AlCPr3afBVP4+KeLniJymshgAEbBAgSLVBkTYg4AEBHZEqwzYeYdzvGj8+ONSRi/A1vvtPQKeo65o4/xWJqBaSJ5XBm0M1hJMm6ZKEoaX8O8PLFf98hsUQ8JkAQarP3sN2CCQgoCNSZdjGIyx7p512Cg515CJ8je9+EwhPUTdr4srysbm+ryxMyqRDlx7oUoSyaOPlSlk8iQ4I+EGAINUPP2ElBFomoCNSZdjGIwxDt3dwNXlS2Fa+JyNQ1inqhoKu71u/fn0yKJR2noAuPRgzxv8tk8KwebkSplGd72VNCFUdD/qrlCDVX99hOQRiE9i4cWNQtizbeESF6zYPOoIRvc6xnwTKOkXdeEPX96lGPz2E1bUI6NKDtEmTarXpyjl9uZJnZmpXtFfVDhJCVdXzxesmSC3eB1gAgcwJPP/880EfZUuapOB0mwcdwdDz/PSbQFmnqBuv6LR71ei3p7A+TECXHowdOzZ8uhTf9eVKnpmpSwEOERCAQGICb9q8efPmRrXax+0uXd0rGxXhGgQgkAMB87toPhdcfGnw00zBib7hrHdu5szz5c55t8kR046WAw58v+j0nbj1o+WMAfX6aqVsWrv+z9Jn5Re33iwHf/BDct3118bikkRDWrsCR235n0u8fLFr0r77y6ZXX5GZX/qKbLfddjXvOVf92Oyeee211+TKb/1L4Arzb2wrvzeuMqiqXZdffGHg16R/q33g9dJL6+THV39f9tlvktw+7xdD7ttm930AZsv/av1NTMIgSVns6odei3mcc8pvi+v4AQErBJrGmCZIbfQZP3Zco8tcgwAEciJgfhfT/j5e8NWvBnUXLVqUk7XJurnu+rnJKkRKL1++PND3mU9/OnKl2MNWdRVrff3e89C1YcOGwKdp7/n61je+koc2teCDhxwSaDRas/7kqStrLeH2XdNl62+Ra7qUuY3fS1e1qca0P9GVlhz1qkqg2b/vTPe18i6ARiDgNoEVXV2Bgbvttpvbhqa0jqyTKcE5XE2nqJctQ2oYuU6/V63ha3z3k4Cu1Rw3bpyfAppYPWLECDG5DcxHs283qcJlzwkwiuq5Az02nyDVY+dhOgTiECjrnn1h7WSdDNMox/fulf3LTCZMmFAOQTVUqDbVWqMIpzwjoGs1de2mZ+bHMldfrpCZOhYu7wvVWorgvSgEeEGAINULN2EkBNIT0Iy3mgE3fUtu1xzf3h4YyIOT236Ka51mSH3X+PFxq3hXTrUtXrzYO9sxuDaB1av7k9TtNXFi7QIlODt58uRABS9XSuBMJEDAYQIEqQ47B9MgYIOATj/TDLg22nSxDX1wYksPF72T3CbNkLrTTjslr+xJDdWm0/E9MRszGxDQ/ah1CUKDot5eesfOOwe283LFWxdiOAS8IECQ6oWbMBIC6Qno9LNddhmVvhEParKlhwdOSmDi4sceD0p3dHQkqOVXUdWmWv2yHmujBHSNplmzaZYglPWjuQ14uVJWD6MLAm4QIEh1ww9YAYHMCFRh+pmBp6NSixYuzIwlDedDoLOzM+ho8oEH5NNhgb3oNHzVXKApdN0iAV1qoGs2W2zO2eqjR48ObDMvV0zOAz4QgAAEsiBAkJoFVdqEgEMEqjD9zODWB6fnulfx4OTQ/ZfGFH3Yn/Te96ap7lUdzQKr0/K9Mh5jBxHQNZqaEGvQxZId6MsVzXlQMnnICREgu28IBl9zJUCQmituOoNAvgQ2btwYdFj26WdKVbcr4cFJifj5U9cVlzlDqnpGNa5bu1ZP8dNTAlVI9qWu4eWKkij/T7L7lt/HriokSHXVM9gFAQsEdP/Fsk8/U1RjxuwafH32mWf0FD89JLB06dLAal1n7KGE2CarRtUcuyIFnSNQhWRfCp2XK0qCnxCAQFYECFKzIku7EHCAQJWmnxncmhzqxRcZlXLg9kttgq4r1nXGqRvyoKJqVM0emIyJdQhoAixNiFWnWClO6xY7vFwphTsRAQEnCRCkOukWjIKAHQI6/WznUeXO7Ku09MFJk0XpeX76Q8AkYjHris1H1xn7Y31yS1Uja6mTs3Ophia+qkKyL8N95MiRAX7NeeCSL7AFAhAoBwGC1HL4ERUQqEmgu7s7OD927Nia1105aSsxg2sPTrZ0ueIntSNLXbqeWBOzaJ95/cxSWz0NqlW11yvXyvkidLVib9y6rujSZF/j29vjmt6wnCu66hk5YsSIgUua+2DgRJMvrmtrYn7dy+iqi4YLEEhFgCA1FTYqQcAPAvfcPT8w1PWN5W0lZmjlwSkLj9rSlYVtrbSZpS7NcquJWVqxM03dLLXVs0e1qvZ65Vo5X4SuVuyNW9cVXS+tWxeYPHny5LimNyzniq5GRmqiug0bNjQqNuSaD9qGGB3jBLpiQKIIBBIQIEhNAIuiEPCJQFU2lo/6JO2DU7QdjoshoFluNTFLMVbk26tqVe359k5vNggsXrw4aEYTYdlo0/U2SFTnuoewDwJ+EyBI9dt/WA+BugR0+llVMvsqCB6clISfPzURS5Ue9lWravfTc9W2ekVXVwBg+PDhlQFBorrKuBqhECiEAEFqIdjpFALZE6haZl8lyoOTkvDzp2a51ay3fqpIZrVqVe3JalPaBQJVyuyrvElUpyT4CQEIZEGAIDULqrQJAQcI+JTZ12bCCZcenGzqcuCWGjAhK10uZPbNStsAvBpf8sjwW4SuGlKtn3JBVxaZfV3Q1cxZaRPV+aCtmfZa19FViwrnIJCeAEFqenbUhIDTBHzJ7Gsg2kw4kfbBKQtn2tSVhX1p28xKl2a31Wy3ae1rpV5W2prZpJqVQbPySa8XpSupnUnLu6BLl1bYyuxrGLigq5kv0iaq80FbM+21rpdVVy2tnINAHgQIUvOgTB8QKICAL5l9baNJ++Bk2w7aS05As9tqttvkLfhbQzUrA3+VVM9y25l9fSJIojqfvJXOVoLvdNyo1ToBgtTWGdICBJwjUNXMvuoIHpyUhF8/NbutZrv1y/rWrFXNr/X0tNYQtXMnoJl937Hzzrn3XXSHJKor2gP0D4HyEiBILa9vUVZhAr29vYH6qmX2VZfrgxOjUkrEj5+a3Vaz3fphtR0rVbMGPHZapZU8CGhmX02AlUefrvShiep6eLniikuwAwKlIUCQWhpXIgQCWwk8+8wzwcGECRO2nqzQN31w0pG5Ckn3WmqVH/Z16xJl4LUjK2Z8FTP7qos1UZ2+YNLz/IQABCDQKgGC1FYJUh8CDhJ48cW1gVU7jxrloHVDTbKdFVFHpYp+cLKtayi5Ys5kpUsf9jXbbRHqstLWTEtHR0dQRBk0K5/0elG6ktqZtHzRunRpxeQDD0hqesPyRetqaFzoor5cSbJ9ki/aQjJjfUVXLEwUgkBsAgSpsVFREAL+EFi9+vnA2LFjx3phtO3EDDrtLsmDUxagbOvKwsY0bWahK4ttPFzRFtcODXSURdx6ccpl4bM4/WZdpmhdWWT2NcyK1hXXb/pC6bnuVWK2kIrz8UVbHC3hMugK0+A7BFonQJDaOkNagIBzBG658abAJt2OxTkDMzYo/OCUcVc0b4lAVg/7lszLpRndwkTXlOfSKZ20RKB75cqg/uTJk1tqx+fKWW+f5DMbbIcABNITIEhNz46aEHCSQPhtdng7FieNzdAofXDKYlQqQ7Mr23SVt/FQp2ugo4GPnuenuwSWL18eGLddW5u7RmZsmW6fpC+aMu6O5iEAgYoQIEitiKORWR0Cq1evDsTqNizVUT5Y6Y477hic4MFpMBdXj3jYF9FAR1m46ivs2krg1VdfDQ58WVqx1XJ733T7JH3RZK9lWoIABKpMgCC1yt5HeykJ6LYrO+ywgzf6skg4oaNSRT44ZaHLBadmoau7uzuQVvTDfhba4vpMtWvgE7denHJF6opjX9oyRevSpRVjxoxJK6FmvaJ11TSqzkndHzbu9kk+aasjueZpdNXEwkkIpCZAkJoaHRUh4CaB17bsV6dvt920crBVWSSc0AenIkelstA1mFwxR1nouufu+YEY2w/7SQlloS2uDapdA5+49eKUK1JXHPvSlilS18aNGwfM3nbbbQe+2/hSpK6k9muiupdffjlWVZ+0xRK0pRC6ktCiLASaEyBIbc6IEhDwioC+zdZtWLwy3qKx+uCkI3QWm6YpywSyfNi3bGqmzYUDnTCTTDulYUhQqgAAIABJREFU8dQENmzYENSt+tIK3T5JXzSlBkpFCEAAAiECBKkhGHyFQBkIrOjqCmTo/nVl0JRGg45K8eCUhl6+dXjY38pbAx5lsvUK31wjoEsrxozZ1TXTcrdnt3H9253pvrG5G0CHEIBA6QgQpJbOpQiqOoHFjz0eINC321XlYUal9MGJUSm37wIe9rf6R9eSK5OtV/jmGoF1a9cGJu2yyyjXTMvdnilTpwZ9sn1S7ujpEAKlJUCQWlrXIqyKBPQttgZnVWQQ1qwPToxKham4952H/a0+0bXkurZ86xW+uUZg6dKlgUlVX1phIEyYMCFg8ewzz7jmJuyBAAQ8JUCQ6qnjMBsCtQjoW2wNzmqVcfFcVlkRdRpeUaNSWekq2oe2dbn0sG9bW1JfacCja8uT1q9Xvmhd9exq9XyRurJcWlGkrjQ+aduyT+yLL/aPLjdqwzdtjbSEr6ErTIPvEGidAEFq6wxpAQLOENC32PpW2xnDmhiSVVZEnYanI3VNzLB+OStd1g1N2KBtXVk+7CeUJra1Je1f15LHzZQat/2idcW1M2m5InVlubSiSF1JfWDK7zVxYlBt9ernm1b3TVtTQVsKoCsuKcpBIB4BgtR4nCgFAS8I9GzZfkbfanthdIZG6qiUjtRl2BVNt0Agy4f9FswqpKquJSfhVyH4Y3eqSysmH3hA7DplLqgvVxYtXFhmmWiDAARyJECQmiNsuoJA1gQ0GNO32ln353r7+uCkI3Wu21tF+3jYH+p1XVOubIaW4EzRBHRpxfj29qJNcaL/0aNHB3Y8173KCXswAgIQ8J8AQar/PkQBBAYI6FtsDc4GLlT0i45K6UhdRTE4LZuH/aHu0TXlymZoCc4UTcDXpRVZctNR5c7Oziy7oW0IQKAiBAhSK+JoZFaDgL7F1rfavqjOMuFEkaNSWeoq0rc2dbn2sG9TW1ofacIvZZO2nXA9F3SF7bH1vShdWS+tKEpXK37RUeVmL1d81BaHC7riUKIMBOITIEiNz4qSEHCagL691rfZThsbMS7LhBNFjkplqSuCMNdDm7qyfthPCsamtqR9a3lN+KVs9HwrP13Q1Yr99eoWpSvrpRVF6arHOc75yZMnB8W6V65sWNxHbQ0FbbmIrjiUKAOB+AQIUuOzoiQEnCagb6/1bbbTxuZonGY6tjkqlaP5pe8q64d9HwGS8Mt9r7G0YqiPtkuwDc3Q2pyBAAQgMJgAQepgHhxBwFsC+vZagzJvhVg2XDMd2xyVsmxipZvTpFaso956GygLZbP1Ct9cIeDr0oos+Y0dOzZoPs42NFnaQdsQgEA5CBCklsOPqICA6CbqGpSBpJ+AZjrWETu4uEVAk1r5to46S4ok/MqSbutt+7y0onX19VsYOXJkcFFHmeuX5AoEIACB5gQIUpszogQEvCCgb681KPPC6ByMZFQqB8gpu9AtVnxcR51ScuxqRSb8im1kRQuytKK240eMGBFc0FHm2qU4CwEIQCAeAYLUeJwoBQHnCejbaw3KnDc4ZGCWWRF1hE5H7ELdZv41S12ZG9+gA1u6XHzYt6WtAb5Yl2wn/HJFVyzxCQoVoSuPpRVF6EqAvW7RDx81Lbimo821CvqqrZaW8Dl0hWnwHQKtEyBIbZ0hLUDACQL69lqDMieMimlE1lkRdaROR+5imtVysax1tWxgygZs6dJkVi6to7alLSXagWq2t6FxRdeAQEtfitCVx9KKInTZcMmOO+4YNKMvoGq16au2WlrC59AVpsF3CLROgCC1dYa0AIHCCehbaw3GCjfIMQM043GjByfHTK6EOZrMinXUQ92dxTY0Q3vhTBoCLK2oTy3uNjT1W+AKBCAAgX4CBKncCRAoAQENvjQYK4EkqxJsj0pZNa7CjWkyK9ZRD70J2IZmKBNXzmjWZR+XVmTNkG1osiZM+xCoDgGC1Or4GqUlJpDHGimf8TEq5ab3eNiv7xcNgF5++eX6hbhSCAFd3+7j0oqsgbENTdaEaR8C1SFAkFodX6O0xAR8nzaZdcKJokalstZV1C1tS5eLD/u2tLXqG92G5p6757faVFDfFV1WxIQayVuXrmvPemlF3rpCSFv6GmcbGl+1NQODrmaEuA6BZAQIUpPxojQEnCTg+7TJrBNO6KiUjtzl5cSsdeWlI9qPDV36sK9brUT7KOrYhjZbtiubjRs3ttykS7paFhNqIG9deS2tyFtXCGlLX+NsQ+OrtmZg0NWMENchkIwAQWoyXpSGgJMENPjSYMxJIws0SkeldOSuQFPoegsBfdjXrVYAM5SAstmwYcPQi5wphICLGakLAdGgUx1l1oR+DYpyCQIQgEBdAm/avHnz5rpXRaR93O7S1b2yURGuQQACORAwv4vmc8HFlwY/zdQifXN7+cUXBufM76qeC06ISLhc+Jz5HrdstJypW6/dVsrqdKloGzb6mrTv/rLp1Vdk5pe+Itttt12AIm67WdoV1ZqErc92PfnEH+TOebfJF7/8ZXnrtm2BP8L/i+sbV3nZ8M36l16QH119jZxw0iny7gl7BXhqcXGVQRntevyx38p98++Sb195hWx8pSfwif6vVd+UhdesCy6QW268Sc48+xzRpHW12NQ6l4RBkrKmL/OJ/r2tZUOtc0n6SlLWZbvCrNTOACL/g4AlAk1jTBOkNvqMHzuu0WWuQQACOREwv4u1fh9Xr14dnP/gIYfkZIn9bq67fq79RiMtXvDVrwacli9fHrmS3WEeurKzvn7LNnTNu/32wB/mp0sfG9ps6bHJyCVdtviYdvLWpX9HnnjiCZsyhrSVt64hBrRw4oa5cxv+bvusrREWdDWiwzUIDCVQ65k2XIrpvpbeBtAMBIoiwLTJeOT1jf6qVaviVaBUpgQWL14ctK9JrTLtzNPG37HzzoHlyspTGaUym6UVzd2p+x5rQr/mNSjhMgFGUV32TrltI0gtt39RVwECukZKgzAfJefxj6BuQ/Naz+ApelnyykNXlvbXa9uGLt1axbV11Da01eOW9PxOO+2UtErd8i7pqmtkigt569J17brOPYXJsarkrSuWUTEL6b7HmtAvWs1nbVEt4eOy6gpr5DsE8iRAkJonbfqCQIYENAjLsIvMmg6vfcmqkyJGpfLQlRWvRu3a0KVbq2T9sN9IR61rNrTVajfNuTFjxgTVzPq+Vj8u6WpVS7h+nro0y7JmXQ7bYft7nrps264vnnTUOdq+z9qiWsLH6ArT4DsEWidAkNo6Q1qAQKEEdCog0yYbu8HmqFTjnrjajIA+7DcrV/Xr22677QCC119/feA7X4ohoFmWNetyMVa43+vo0aMDI3XU2X2LsRACEHCRAEGqi17BJggkIODqtMkEEnIpanNUKheDS9yJPuyffNqpJVZpR9qHj5oWNLR69Wo7DdJKagK6nt3npRWpxSesqKPNuh9ywuoUhwAEICAEqdwEEPCcgE6b1CDMczmZmc+oVGZoEze8fv36oM4OO+yQuG7VKuy4446BZE2QVjX9LunV9ew+L63Ii6eONnPf5kWcfiBQPgIEqeXzKYoqRCA8BTAchPmGIK+EE3mPSuWlK29/t6rrpXXrApP32GOPvE1v2l+r2pp2kLDA5MmTgxrdK1vbr9w1XQkx1C2epy5dWqHr2+saZeFCnrosmDukCR1t1tHncAHftYW1hL+jK0yD7xBonQBBausMaQEChRHQKYC+T5vMK+FE3qNSeenK+wZsVdfy5csDk7dra8vb9Kb9taqtaQcpC7z44tqUNfuruaqrJVEiUoSuPNa3F6GrVV+E6+tos44+h6/5ri2sJfwdXWEafIdA6wQIUltnSAsQKIwA0yaTobc1KpWsV0pHCbz66qvBqbFjx0YvcRwhoNt5rF79fOQKh3kT0CzLLK1oTl5Hm3X0uXkNSkAAAhAYTIAgdTAPjiDgFQGXp026CFJH7lodlXJRm082LVq4MDB35MiRPpldiK3NtvMoxKgKdlqWpRV5uS6P0ea8tNAPBCBQDAGC1GK40ysErBDQYEuDLyuNlrgRHbljVKpYJz/XvSowYMSIEcUa4kHvbOfhhpN0aYWua3fDKnet0NFmHX1211IsgwAEXCVAkOqqZ7ALAjEIaLClwVeMKpUuwqhU8e7v7OwMjJh84AHFG+OJBWznUbyjNEutrmsv3iK3LQgn8guPQrttNdbVIlDWhFC1tHLOLQIEqW75A2sgkIhAWaZN5vWPYN6jUnnpSnTTWChsQ9f49nYLlthvwoY221bZ2M7DRV02OOWlS7Mr67p2G7Y3aiMvXY1saPWajjrrKLS2VwZtqiX8s6y6ypoQKuw7vrtJgCDVTb9gFQRiESjLtMk8/xHMc1QqT12xbhhLhVrR9ewzzwRWTJgwwZI1dptpRZtdS7a21mg7j62lGn9zUVdji+NdzUuXLq2IZ1XrpfLS1bql9VvQUWcdhdaSZdCmWsI/y6orrJHvEMiTAEFqnrTpCwIWCaxZsyZojWmTyaDaGJVK1iOlwwR6enqCwzYHt58J2+nS90bbebhkZ5lt0aUVmm25zFptadNRZx2FttUu7UAAAtUgQJBaDT+jsoQE9O20q9MmXUVuY1TKVW0+2LV06dLAzHG77+6DuU7YqNt56P6yThhVMSNWdHUFinVde8XktyQ371HoloylMgQg4AwBglRnXIEhEEhGQKdNatCVrHZ1SzMqVazvX3755cAAHvbj+0G389D9ZePXpKQtAosfezxoSte122q3zO3oqLOOQpdZK9ogAAH7BAhS7TOlRQjkSkCDrlw7tdxZngkndFQqj03m89Rl2SUNm2tF1z13zw/a7ujoaNhHURdb0ZaVzbqfbCvbebioywavPHRt3LgxMFXXs9uwu1kbeehqZoOt6zoKre2VSZtqMj/RFabBdwi0ToAgtXWGtACBQghokFWGaZN5JpzQUak8nJanrjz0aB9pdfmwFUVabcomi5829pN1UZcNVnno2rBhQ2Cqrme3YXezNvLQ1cyGVq/riygdhdb2yqBNtYR/oitMg+8QaJ0AQWrrDGkBAoUSYNpkMvxsMp+Ml83SuhXFyaedarPZSrSl23noPrOVEO2IyFWrVgWW7LDDDo5Y5I8ZOvqso9H+WI6lEIBA0QQIUov2AP1DICUBnfqnQVfKZipXLbzJfOXEFyx4/fr1BVvgb/e6nYe/Cvy1/LUtGan32GMPf0UUZLmOPutodEFm0C0EIOAhAYJUD52GyRAIT5sk6Ep+PzAqlZyZjRovrVsXNKNbU9hosypt6L6ymjCtKrpd0KlZlXU9uws2+WKDjj7raLQvdmMnBCBQPAGC1OJ9gAUQSExAp01qsJW4gYpX0FEp3can4jhyk69bUWzHHqmJmeu+srrPbOIGqJCagGZVznM9e2pjHauoo886Gu2YeZgTg0BZE0LFkE6RggkQpBbsALqHQBoCGlxpsJWmjSrX0VEpNpnP9y7QrSjGjh2bb8cl6E0TpOk+syWQ5I2ERQsXBrZqlmVvDHfAUH0hpaPRDpiECQkJlDUhVEIMFC+AAEFqAdDpEgKtEtDgimmT6UgyKpWOW6u1dCsKkn0lJ6nMdJ/Z5C1QIy2B57r7EyfZyLKc1gZf6+kLKR2N9lUHdkMAAvkTIEjNnzk9QqBlAkz5aw0ho1Kt8UtbW7eiGD16dNomKltPE6TpPrOVBZGzcM2mPPnAA3LuuRzd6eizjkaXQxUqIACBPAgQpOZBmT4gYJmATvnba+JEyy1XozlGpfL3s25BoVtS5G+B3z2GE6SFE6f5rcof68e3t/tjrEOW6uizjkY7ZBqmQAACjhMgSHXcQZgHgVoEyjblL+/EDLrJfNajUnnrqnWvZHEujS7dgkK3pMjCLhttptFmo984bej+spo4LU4dLeOyLrUxzc+sdWk25TFjdk1jXuo6WetKbViKijoKvWbNmqB2mbSFcZRVV1gj3yGQJwGC1Dxp0xcELBHQ4EqDLUvNFtZMkYkZshyVKlJXls5Mo0u3oNAtKbK0r5W202hrpb80dTVxWpK6PuhKokfL5qVrl11GaZe5/MxLVx5idBRa79syaQvzK6sugu+wl/meJwGC1Dxp0xcELBDQaZMWmqp0E62MSlUaXErxugWFbkmRsplKV9NEaZo4rdIwchK/ePHioCddx55Tt6XqRkehdVS6VOIqIKaswXcFXOe9RIJU712IgKoR0GmTGmRVTb9tvfp233a7tDeYgG5BoVtSDL7KURICJE5LQstOWV3Hbqe1arWS9yh0teiiFgLlJUCQWl7foqykBNavX19SZfnKYlQqX966BYVuSZFv7+XoTROlaeK0cqhyW8UtN94UGKjZld221k3r3rHzzoFhOirtppVYBQEIuEaAINU1j2APBJoQeGnduqCEBllNinO5CQFGpZoAsnRZt6DQLSksNVvJZnS/2UqKL0h0OLtyQSZ42+1OO+3kre0YDgEIFEeAILU49vQMgVQEXnxxbap6LlcqIjFDHqNSRejKw89pdOkWFLolRR52pukjjbY0/aSpo4nSdL/ZJG24rCuJjmjZLHXpHqkfPmpatNvMj7PUlbnxkQ50FFpHpcukLSwVXWEafIdA6wQIUltnSAsQyJXA6tXPB/1pkJVr5xl1VmRihixHpYrUlZGrgmaT6tKtJ3Qriixta7XtpNpa7S9t/aQJ1HzRlZRHHrp23HHHpGa1XD4PXS0bGbOB6Ch0mbSFEaArTIPvEGidAEFq6wxpAQK5EtCgikQerWFvZVSqtZ6rV1uTU+lWFNUjYE+xJkzTBGr2WqalKAHNRjthwoToJY4TEtDRaB2dTlid4hCAQAUJEKRW0OlI9puATvUbPXq030Icsj7pqJRDpnthiu6RqltReGG040aSQC17B+l69ba2tuw7K3kPRYxGlxwp8iBQegIEqaV3MQLLSGC3cWPLKCt3TYxK5YNc90hlK4rWeWvCNE2g1nqLtFCPgGZRZo/UeoTin9fRaB2djl+TkhCAQFUJEKRW1fPo9prAlKlTvbY/anzRCSeyGpUqWleUs63jpLp0j1TdisKWHVm0k1RbFjY0alP3mU2aQM11XY00N7qWpa6XX3456LqIpRVZ6mrEM6tr4dHosmlTZuhSEvyEgB0CBKl2ONIKBHIlsMMOO+TaX9adFZVwIutRqaJ0ueYv3SPVh60oXPeZ7jOrCdTi+tp1XXF1RMtlqeueu+cH3Wl22mjfWR5nqStLu+u1raPRZq/UsmlTzWXVpfr4CYG8CRCk5k2c/iBggcAee+xhoRWaSDsqBblkBNgjNRmvRqV1VE8TqDUqy7X0BF5//fWBytHstAMX+BKbgN63sStQ0BkCBN/OuKJyhhCkVs7lCC4DAQ2uyqClSA1pR6WKtNnHvn3ZI9UHtpowTROo+WCzjzauXr06MFuz0vqowSWbdTRa90p1yTZsgQAE3CRAkOqmX7AKAg0JaHDVsBAXmxLQt/uMSjVFlbqAT3ukphaZc0VNnEZW6uzA67ZJZKW1w5jRaDscaQUCVSJAkFolb6O1NAQ0uCqNoIKEMCqVPXh92GePVHusNXEae6XaYxptqXvlyuCUrluPXuc4OQEdlX7ppXXJK1OjBAT6pGfJ9+TocRPl6CsWS08JFCEhWwIEqdnypXUIZEJAg6tMGi+g0SKzImY5KlWkrizdmESXbjnhyx6pSbRlybhR25o4LUlWah90NdJc71pWunSP1Hr9Zn0+K11Z292ofR2VPv64jzYq5u21MvrMOMO+ru1l9I7DvfUzhudHgCA1P9b0VHECfWsXyw2zjpH2cbtL+7hj5MK5i2VtX3IoGlQlr+lujSITM2Q5KlWkriy9nUaXL3ukptGWJetabWvitCR7pfqgq5bWZuey0qV7pO41cWIzEzK5npWuTIyN2ajulfqDH/wwZg2/ipXRZ8YD6XStl0fmPSabBrlwmLRN+ke5q/tR+fcZE6Vt0DUOIDCUAEHqUCacgYBlAn3Ss+wGOfewz8kj7d+QJ7pXStfT35D2h78on7jkgcSBqgZVlo2sbHNpRqUqCyuFcLPlhPn4sEdqCnmFVNHEaUn3Si3EWE871T1SPTXfSbN1r9T/+Z//cdI+jLJF4A1Zu+BHcsXvtmbIttUy7VSLAEFqtfyN2iII9Pxerp35v+W3h3xZLj5jy9vDtoly+pfPkm3mzJKv//I5STKgqkFVEVLK2GeaUakycshakw97pGbNwFb7mjgt6V6ptvqvQju6R2pHR0cV5OaiUfdKXfvii7n0RydFEHhD1i6+Tr72mWtlRRHd02epCBCklsqdiHGPQJ9s+t2dct1SkfEHTpBRod+4YeMPkmP33ST3/ugOeaInfpiqQZV7Wv20iFGpbP2mW06MHDky244q1LomTiMrdTZOD++Rmk0P1WxV79vXX++tJoDSq94ky2Z/Xo78+3+VB3tFem84SyYFy5umy5zOP4n0dMqCebfKlWcfJO+ZtWBgKnDf2iVyZ3D+EDlu9jLpM+Vmz5Kjg7oHyTnffbR/xlnfWlkyN3T+ivukc8iz0xuydsm8oI/+pVUHyTk1y5XeGaUQGHpkLoUeREDAMQIbZcn9C6RXdpK9x42UQb9ww0bK2H12Eln6c7n9dxtj261BVewKHhS0n5ghvugsR6WK1BWfQPKSaXSNGDEieUcF1EijLW8zNXFakr1SfdCVhmMWunSP1JNPOzWNSVbqZKHLimEtNKJ7pXYt+z8ttOJu1TL6zNCOr2t72XPGNfLEfRfJPiIyfPr1ssQsb+q+Qc4cv0rmnHasnD3zK/L9+9dudeKmBXLRYSfIzOD8enmj616Ze/tGefcZl8ldT98pFx4u8uB3viJX/XSe3PDTRSJHfE3u6n5S7rp4P/ntVTPln37eGZqJZqYZf0s+ffVa+cBlD0tX95My/8ojZc1V58gJX/qlvBB/LGCrfXwrlMCgZ+ZCLaFzCJSRwKan5YHbnhORXaV9dDRNQJuMbt9VRNbL090bQn9oG4PQoKpxKb+upkvMYEejvt3PYlSqSF126NRuJa6uzs7OoIHJBx5QuyEHz8bVVrTpmkAt7l6pvuhKyjULXbptUlJbbJbPQpdN+9K0Fd4rtYyj1WX0mfGzFV3D9pQz73hKlsw+Qwbl9d3+ULn02aUy/+KpwS21TfuRcvrpB/bPOmubIMdNP1KGy3Ny12Mih51xvEwatY2IbC97Hn+SHDO8V566/VFZsSX47Hvhbvn6eetlxtc/Lu/bUq7j2H+UL03fTXrnXyHXPLI+zW1LnQIJEKQWCJ+uy0+gb123PG1mNg0fL2N3Nn9ca316ZUXXi7H3DNOgqlZLnEtOIM2oVPJeql2DPVLt+18TqLFXqn227JFqn6m2qHul6mi1nudn6wTuv/9+uWPevNYbcqaFYdI2encZb+wZ+XZpqxWxdK6UNcGU3z/Jint/Lvfutq/sFQSoKkIHA56TO+5/emCKsV7lp9sE3uK2eVgHAQgogf9/1CjZvHmzTJ9+up4q1c+fzrmuMD3D3vxm6fvrX+Xggw+RN7/5zVbtKFKXVSGRxuLo+r+b+jcguPPOu2ThokcjLbh7GEdb0dZv/O//Dkw4ffrpsu3wQWMTdU3zQVdd4xtcsK2rZ8t9e/nl35Arr/pug56zvWRbV7bWxmt9/bp1QcEzTj9D3rbttvEqeVSqSJ89v3JlQMr2PXvGmR/3wAM9sqbreZEnL5Fp77qkpr29T3XLuj6R7WsFuzVrcLJoAgSpRXuA/iEQk0AZ/0GPKT3zYm9961vl9d5e+etf/mI9SM3ceA86eMtb+KfGtpv+v7e+VaSnR/7yl7/Ybrry7b3x5z8HDGy/sKo8WBEx9635W/vnP/+5lEFqUT7+61//GnRtXrhW8tO3QVY9tV5k34tk/u0zpINAtBS3AU8OpXAjIlwlMGzncbL3cJGnelfIqnVviGz/tpCpW978yXAZ375L042t9S1pV3f/29JQQ95/NWte4idnsC/3W9/8pvzo6mvk3779b3LQQQdZ66BoXdaERBqKq2vWBReIye77k+t+Ivvuu2+kFTcP42or2nozte/csz8pZ599tpz76XObmuOLrqZCIgWy0KX37U/n/lSK2oImC10RdIUcmumo5888T847b6acNn16ITZk1WmRPjPr/6cdcaScePJJctnll1uVaHQ5/9FElLf1T//tYLjUeZfFMZB3DXEoUQYCaQm07SLtHc2m4u0vx04dOzjzb9r+PK1XZIBqkOm2Pi9tmYpmC2PRumzpiLaTVJdP66iTaouyyetYE6jF3SvVF11J+WWhS5OoFXnfZqErKdssyuteqUuXLs2i+ULbLNJn69f3JwXKYh/1InXFd+iWtae998rPHlxdIxHln6TzV/dJJxl+4yN1oCRBqgNOwIQSExi2uxxxlslO97x0rekZLHRgesrhMmV8eIR1cLEqHBX9pla39XnxxVBqfAvgi9ZlQULNJuLq0j1SdeuJmo05djKutqLN1gBKA6pm9viiq5mO6PUsdOnWPppULdpnHsdZ6MrD7mZ96H378ssvNyvq3fUifaYvWPWFq014ReqKr+NtMn7q4bKPrJV7Z54k5w7aG7VPepbdJje+spuMJ+qJj9SBkrjLASdgQpkJbCPvPPxU+fiE9XLHrb8ZtE9X34pHZd6T28uRZx3GH86Cb4Gko1IFm+td9+GtJ7wz3lGDNYDSgMpRM70zS7f00S1+vBPguMH6wuqeu+c7bqlf5ukLVn3hWqT1usyp9/dPSVfPn2TtI/NkwQtviMgbsq57hZgND2TDKxIk5TXf+16SZx9bISK9suKxpbJ2YLTzDVn7zJMSXAna0gt90tP1lCwJGtokr/b0r8sf1nG8/MvFfyvDZa08eNU5Mm3v8dI+bndpHzde9pu5QT56XEelZ6wVeU+k7ZsgNS056kEgLoG298rZl58ru86/Xq755bJgq5m+tQ/I1z/3XXnjzMvkax/djT+ccVmDyaUJAAAgAElEQVRmVE7f7scdlcrIjFI1q3uk6pYTpRLniBgNpDSwcsQsr83QLX10ix+vxThofPiFVRn3Si0KuU771xeuRdkR9Lv9FPns1WfLnku/Iyf+/f+Wx3Y5TA4dtVLmHPNemXbxwqBI7/zz5OB3TZc5i++WC/c+RM6f3z+LadD5vfaUg2fO6w9qTVt77yPHzX5EHpz1Qdnv+O/IMtNS7zw5f8r+ctzsZdJn9k+dcZXce9vlcsoEXWY1Sg77/BXys+s/JZNq7mFTKCk6b0KAxElNAHEZAq0TGCZtkz4rt973brn2X2fIfjPXigw/XP7he7fKrR/qaJowqfX+aaEZAUalmhFKf33HHXdMX5maDQmYQOq57lViAqsRI0Y0LMvFeASyXNsXz4Lyl9pnv0ny1BNLxOyVWlRiqrJRXrSwP/jTF67F6ttGRh16gdzVfUHIjO3lzDuekTNDZwa+PrtSLh04CH2pd14elq7LQuUGfd1GRk06VS6df2rtNgeV5cB1Aoykuu4h7CsJgWHS1nGEzLz2UTHZebue/bHMJEAd8K0LiRl0VGrNmjUDdrX6xQVdrWqoVT+OrmefeSaoOmHChFpNOHsujjZXjNckKatWrWpqkk+6mooJFbCtK8u1fSGzm361ratphzkWmDjx3UFvvb3BfM0ce862qyJ9Zl5WmY++cLWptEhdNnXQln8ECFL98xkWQ6B0BFxIzKDT+2w+OLmgK4ubJYmutra2LEzIrM0k2jIzImbDmiTltZ5IUrYa9X3SVcP8uqds61q+fHnQV9Fr+2zrqguwgAs9r/0p6LV7Zbm2UyvKZ/piVV+02nZpUbps66A9/wgQpPrnMyyGAAQyIJBkVCqD7kvX5OLFiwNNuuVE6QQ6IEgDKQ2sHDDJexNeffXVQIMTa/u8p9lYQE+MlyuNW+CqIaAvVvVFK1QgUBYCBKll8SQ6IACBlggkGZVqqaOKVXZjjVQ5oWsgpYFVOVXmq8qttX35as+rt13e+c6gqzLulZoXw3A/Ot1fX7SGr/EdAj4TIEj12XvYDgEIWCPAqJQ1lEFDPu6RapdA9q3pCwANrLLvsfw9ZLm2r/z0kiks416pyQjYKa3T/fVFq51WaQUCxRMgSC3eB1gAAXsE+tbKkrmz5Ohgb7CJcvSsm2TJWrM/GZ9mBBiVakYo3fXwlhPpWqBWPQKaJEUDq3rlOB+PQNZr++JZUf5S73jHzoFI9kq142ud7q8vWu20SisQKJ4AQWrxPsACCNgh0POMzDnnOJnx8LvlO0+vkK7uR+U77b+WGWd9SxY4Hqi6kD0wi1EpF3TZubkGt9JMl897pDbTNphE8UeaLEUDrHoW+aarno7oeZu6XFrbZ1NXlFnRx2FtZdorNawrT8Y63V9ftNruuyhdtnXQnn8ECFL98xkWQ6AGgVdkyY+/Jpcuer9c+vUTZc9g0+rtZc8zZsr529wkn7vkbnmhr0Y1R065kD0wi1EpF3Rl4eK4unzcIzWutiy4pmlTk6VogFWvDd901dMRPW9Tl0tr+2zqijIr+thoO/m0UwMzzF6pZfkU5TOd7q8vWm3zLEqXbR205x8BglT/fIbFEBhKYNMTcvuPl4h07Ct7jdpm6/VhY2XKcftL7/y58rMnXtl6nm81CUw+8IDgfLNRqZqVOTlAwNc9UgcEePRlzJhdA2s1wPLIdOdMZW1f/i5p9nIlf4v861Gn++uLVv8UYDEEahMgSK3NhbMQ8IhAn2xa8pDc0SsyfJ9xsvOg3+ptZOdx42W4LJHrbntCNnmkqghTx7e3B93y4GSHvm97pNpRnW8ru+wyKuhQA6x8ey9Xb7q27x0796+ZLJc6t9RMnjw5MKhse6XmTVlfqOoL1rz7pz8IZElg0ONslh3RNgQgkBWBjbLk/gXSK8NlfPsu0jaom2HSNnp3GW/2UnuqW9Y5POV3kNkFHTAqZQc8e6Ta4RinFQ2oNMCKU4cytQno2r6ddtqpdgHOWifAXqmtIdUXqvqCtbXWqA0BtwgQpLrlD6yBQHICfRtk1VPrRWQn2XvcSKn7S925Utb0uBmlupKYwfaolCu6kt9UjWs006VbS2S1Rqqxda1dbaattdbt19aASgOsej34pquejuh5m7p0bd/IkSOj3eR+bFNX7sY36dBo22vixKBUmfZKLcJnOs1fX7A2QZ/qchG6UhlKpdIRqPs8WzqlCIIABJwl4EpiBtujUq7osu34Zrp0a4kxY8bY7jrz9pppy9yAhB1oQKUBVr3qvumqpyN63qYuXds3YsSIaDe5H9vUlbvxTToMa9MXWk2qeHE5rCsvg3Wav75gzaLfInRloYM2/SNAkOqfz7AYAhDIiEDcUamMui9Fs+EtJdgjNXuXakClAVb2PZazB9b25evXjo6OoEN9oZVv7+XpTaf56wvW8ihDCQSk/sxA4EAAAp4QGDZSxu5j1lCtl6e7N8jgCb190rNmpawwUjp2l9HB1jSe6CrAzLijUgWY5k2XuqXEh4+a5o3NvhuqSVM00PJdTxH2s7avCOr9fW7cuLG4zj3vWaf56wtWz+VgPgQGEWAkdRAODiDgI4E2Gd3evw1FfeuHyz7HHSTj+Y2vj0hEGJVqiCfWRX3Y93GP1FgCHSykSVOUvYMmOm9SHmv7nIeQs4G6V+qGDRty7rk83ek0f33BWh5lKIEAI6ncAxAoAYG3yfgjPyZHDu+VFV0vSs8gRW/Iuu4V0iv7y7FTxzJ1YhCb2geMStXmEvesbimhW0zErUe59AQ0aYruT5u+perWzGNtX3XpNla+fr1J/McnDQGd5q8vWNO00awOiZOaEeJ6VgQYV8mKLO1CIEcCw955qJz9yUnSe9sd8tALb2ztuW+VLLr9DzJ82sfkiPFv23resW8u/SNoc1TKJV02Xd5Il+9bSjTSZpOhzbbiJE3xUVccRrZ06bZJrqzts6UrDsO8y6g2fZH10rp1eZuQSX+qK5PGazSq0/v1xWqNIpyCgNcECFK9dh/GQ0AJvF0mffIr8g9jH5Z/v/pu6TRbzfS9IAsu+Se59I1T5bsXHSXvdPi33aXsgTZHpVzSpXeKjZ+NdOmWErrFhI3+8myjkbY87UjSlwZWGmjVquujrlo6ouds63JlbZ9tXVFuRR6rtu3a+nf1fvHFtUWaY61v1WWtwSYN6fR+fbHapHjqy3nrSm0oFUtHwOHH1tKxRhAEsiXQNllm/setcv7Iu+SEvcdL+7tOkJve/g8y/z/+WQ4dtU22fZeo9TijUiWSa11KmbaUsA4nowZdCawykpdLs7fceFPQD2v7csEddDJ27Njg5+rVz+fXaYl60un9+mK1RNKQAoGAAEEqNwIEykSgrUMOO+/H8l/dK6Wr+1H59/OOkA4y+ibycJxRqUQNVqywbimhW0xUTH4hcnU/Wg20CjGiJJ1mubavJIisyRg+fHjQ1oquLmttVrEhXqxW0evV0EyQWg0/oxICEIhJgFGpmKBqFAvvkVrjMqcyIsB+tK2B7ezsDBpg26TWOCatPXr06KDK4sceT1qV8iKi0/v1xSpQIFA2AgSpZfMoeiDgIYG8E040QmRzVMolXY00J71WT5fukapbSyRt14Xy9bS5YFsjGzTA0oArWtZXXVEd0WObulzaNsmmriizoo/D2nYb1z/ltwx7pYZ15ck46xerRenKkyF9uUmAINVNv2AVBCpFwKXEDDZHpVzSZfOGqqerDFtJ1NNmk18WbWmApclUon34qiuqI3psQ5eu7ZswYUK0+cKObegqzPgmHYe1TZk6NShdhr1Sw7qaILByWaf364tVK43WaCRvXTVM4FRFCRCkVtTxyIYABOoTaDYqVb9mta/oVhK6tUS1aeSrXgMs3ac239797k23TWrbkm3WbzV+Wb/DDjsEBq9atcovwx2y1uaLVYdkYQoEhCCVmwACEIBAhECzUalIcQ63ENCtJHRrCcDkR0ADLA248uvZ/55026Rxu+/uvxjPFOyxxx6Bxa/19HhmebHm6rR+faFarDX0DoFsCBCkZsOVViEAAY8JMCqVznm6lYRuLZGuFWqlIaABlgZcadqoah3dNkmzzVaVQxG6NenP8uXLi+je2z51Wr++UPVWCIZDoAEBgtQGcLgEAQhUkwCjUun8rltJ8LCfjl8rtZS5BlyttFW1urptUtZr+6rGNY5eTfrz6quvxilOmS0EdFq/vlDNEgyJk7KkS9uNCBCkNqLDNQhAIBcCrv0jaGtUyjVdtpxZT5duJaFbS9jqL8926mnL04Y0fem+tBpwRdvwVVdUR/S4VV3hbZNcWtvXqq4oJ5eOw9pGjhwZmLZo4UKXTExlS1hXqgYSVNJp/fpCNUHVxEVJnJQYGRUsESBItQSSZiAAgfQEXPtH0NaolGu60ntocM1autasWRMU0i0lBtfw56iWNn+s77e01nYeZdBVyw+t6nJ126RWddVi5cq5sLYRI0YEZj3X7X/ipLCurFnrtP69Jk7Muivah0BhBAhSC0NPxxCAgKsEmo1KuWp3kXbpGindUqJIW6rat+5PW4btPPLyYRm2TcqLVVb9TD7wgKBpTQaUVT9lapdp/WXyJlrqESBIrUeG8xCAAAREpNaoFGCGEtAtJMaM2XXoRc7kSoDAKz5utk2KzyqrkuPb27NqurTt6rR+faFaWqEIqzQBgtRKux/xEIBAPQKMStUjU/u8biGxyy6jahfgbOYEdH9aDbwy77AEHbBtUvFO1Bdbzz7zTPHGeGABL049cBImWiFAkGoFI41AAAJlI6CbzDMqFc+zuoWEbikRrxalbBLQ/Wk18LLZdlnbYtuk4j3Li61kPtDp/PoiNVnt5KXzTAiV3DpqlJkAQWqZvYs2CEAgNQHdZJ5RqXgIdQsJ3VIiXi1K2SSg+9Nq4GWz7bK2xbZJxXtWs6kvXry4eGM8sEBfnOqL1KxNzjMhVNZaaN8vAgSpfvkLayEAgZwI6KiUjhDm1K233dxy402B7bqlhLdCPDZcs1KXYTuPvNxQhm2T8mKVVT9635IMKB5hfXGqL1Lj1aIUBPwjQJDqn8+wGAIQyIGAjkrpCGEOXZaiC91SohRiPBOh+9OWYTuPPNDrtkmaXTaPPuljKIExY8YEJzUZ0NASnAkT0Ben+iI1fI3vECgTAYLUMnkTLRCAgDUCOiLIqFRzpLp1xIePmta8MCUyJaABlwZgmXbmeeO6bRLZZYt15LbbbjtgwOuvvz7wnS+1CeiLU32RWrsUZyHgPwGCVP99iAIIeE/AxcQMOiLYyqiUi7ps3CxRXfqwv+OOO9povtA2otoKNSZF5xpwqU+0Cd91qY7oz1Z0aTZZzS4bbbvI41Z0FWl3nL5radMkQKtXr47ThJNlaunKwlB9caovUrPoI9xmXrrCffIdAoYAQSr3AQQgUDgBVxMz6KiUjhQmBeWqrqQ6ouWjurpXrgyKTJgwIVrUu+OoNt8EaMClAZja77su1RH9aUOXi9llbeiKsnLluJE2TQrkiq1J7GikK0k7zcrqi1N9kdqsfKvX89LVqp3ULx8BgtTy+RRFEICAJQI6KmWpudI209PTE2hra2srrUZfhLkYcLnKTrPJanZZV+2sgl3s8RvPyzqNX1+gxqtFKQj4SYAg1U+/YTUEIJADAR0ZjI5K5dC1V10sXbo0sHeviRO9sruMxmrApQFYGTXa0qTZZDW7rK12aSc5AU0CxB6/jdnpNH5eoDbmxNVyECBILYcfUQEBCGRAQEcGdaQwgy5K0SR7TbrjRg24NABzxzL3LNFssppd1j0Lq2ORJgFij9/GPtcXpvoCtXFprkLAbwIEqX77D+shUAoCriZm0FEpHSlMCttVXUl1RMtHdZVpr8motqh21487OjoCEzUAU3t916U6oj/T6gpnkQ1nl422X9RxWl1F2Zuk31ra9OWKJgVK0p4rZWvpsm2bvjDVF6i226c9CLhEgCDVJW9gCwQqSsDVxAz64JR2VMpVXa3eZmFdukZqt3FjW23WifphbU4Y1IIRGzduHKhdJl0DokQkrS7NIqtZZcNtuvA9rS4XbG9mQy1tZdjjt5auZiySXtcXpvoCNWn9NOXzCL7T2EWd8hMgSC2/j1EIAQikJFBvVCplc6WspmukpkydWkp9PorSwGvDhg0+mp+LzZpFdocddsilPzppTkCTAaXNpt68B/9L6AtTfYGah6I8gu88dNCHfwTe4p/JWAyBahPQfzDM2039rkSSnDN10tY3deP2FbessUXf2Lpkl7I1o1J3/PJuPQx+xmGgWuKU1cbjli2Sl+radcyowOwXXlg3cD8VaVczhua62l6vrLleywemfK3z9c7F6atem/XO1+orWvaPf+w2p8QEYr9Z+Fjw3fxPden3gQsJdJk6tWyodS5JWVPffJr5plabWqeWDbXOmTZGvL0/E/X/a+9ugC2rqsSOH42URWllhsaycWi6G7obBxUh7TSkQQVGAkWPXyUTvimbjMSPmakYdZwMMIkVNVMYHXVMQGVGtPgQLRVGsAlgRgVpAj0SWpyhfN2mvx4CRghaaEuw8lJrv17Neeede885956Ptfb+3yrt9+49Z5+1fut0c/c+5+z9cOG81bZCMPtynTSufBtl7Rbfk+3z8ern+ffybQ4VVz4GjTH/Xp24ZL9iXr96+tfaTK3zQDYutjHuvTpxjdp/1PvF46tH8f1x+zeJS2/jl7/X+ne77rHGxaBxyzbyKmtz30f8gUB/AnMVr1UrVlZswccIINCHgPxdjPXv4+euvqYPwomOcekllwT3mZmZxvtbzqtxMrkd8nnddOONwUf+jOGVz81rPmU1iSGvsnpMmtdHLr88nLd33HFHWbODvzdpXoMHXiOAUblde801rv8tGZVXDZJamzz++OPB55STTqq1fVsbdZ1XW3HSjj+Bqu+03O7b33gAR0IAAYcCejvgrl27HEbffci61Emfz0h1n5XvI7x46dKQwMzMjO9EOoz+Zz/7WWhdZ5Xt8FA0XVNAJwPSyYFq7pbMZnr7Po9WJFPy5BOlk5r8KQAAAsMLyK1FVl9HHnlkCO0XTz3VOETLeTVOJrdDPq8hnpHKhdL6j/ncWm+8pwZf9KIXhSNpR0x+iSGvMr5J87rhuutDcwcffHBZs4O/N2legwdeI4BRuelAl04OVKMpU5uMyqutIHWgVAdO22q3qp2u86o6Pp+nK0AnNd3akzkCZgSKz8OYCSzLMr0qpVcMm8RmOa8meRS3zeelz0jFstZkPrdi3l5+146XdsQk7hjyKvOfNq8lS5aUNTv4e9PmNXgCYwIYlZtOBqTrLo9pwuRHo/JqK1gdKNWB07barWqn67yqjs/n6QrQSU239mSOAAI1BPSqVI1Nk9skv8SJxbUmkyvIvoTzHa/8eqCpehTz1tljT99wRvEjfh9QQGdT13WXBwzF5KF1oFQHTk0GSVAItChAJ7VFTJpCAIH4BPQKYf6qVHxZTpaRPiOlS55M1gp7dSGgHTBdD7SLY3htU5dNOuigg7ymEG3cut6yrr8cbaJTJMbA6RR47OpKgE6qq3IRLAII9C2Qv0LIVamF+qw1udDD0m/aAdMaWYpt6Fh27tgRQli3bt3QoXD8goBOCqQDCYWPk/5VB0p14DRpDJJPQoBOahJlJkkEbAtYn5hBrxQ2vSplPa9JzwrN6yePPRaa6PsZqUnjrrOf5lZnW8vbaAdMaxRLXkXzSfJ65JFHQzMveOH8WqnFNi38PkleFuKuE8O43JYtOyw0oZME1WnPyjbj8po2xvwAaX7gdNp26+zfZV51js826QrQSU239mSOgBkB6xMz6GyKTa9KWc9r0hNA89IlTmJ6Rkpzm9TGyn7aAdMaxZJX0XeSvGZn94RmLC8/M0leRRurv4/L7SUvOSSErZMEWc2hLK5xeZVt3+Q9HSDVAdMm+7ItAl4F6KR6rRxxI4BAbwJ6pVCvSvV2YOMH0iVOeEbKXqG0A6Y1shfhcBFtvvvucHCdBXm4SDhyUUCXodFJgoqfp/q7DpDqgGmfDl12vvvMg2P5E6CT6q9mRIwAAj0L6JVCvSrV8+HNHo5npMyWJtMOmNbIbqT9R7Z7565w0PwsyP1HwRHLBHQZGl1/uWybFN/TAVIdME3RgJzTE6CTml7NyRgBBBoK6JVCrko9CzfkM1LPRsFPowTyHbB8rUZtn8r7LD9ju9K6DI2uv2w72v6i0wFSHTDt78gcCYHhBOikDmfPkRFAwImAzqbIValnC8YzUs9aWP2JZWgWV0ZnjdXZjxdvwTtDC+gyNPl1mIeOaejj6wCpDpgOHQ/HR6APATqpfShzDAQQGCtgffbA/GyKTa5KWc9rbFHGfCh5DfmM1JjQpv4oppppR0xqFVNe+SI3zcvL8jNN88qbWP+5KjddhkbXYbaej8ZXlZduN8mfOkCqA6aTtDHpPl3mNWlM7JeGAJ3UNOpMlgiYFvAwMYPOqqhXEOuAesirTh7FbSSvWJ+Riqlm+WVoYsorfz42zcvD8jOSX9O88ibWf67KzesyNFV5TVqX/MBofsB00vaa7tdVXk3jYPv0BOikpldzMkYAgQkEdFZFvYI4QRNR7aKzb/KMlN2yFpehsRtpf5F5WH6mPw2bR/K8DE0XojowqgOlXRyDNhGwKEAn1WJViAkBBMwJ6KyKegXRXIA9B6Szb/KMVM/wDQ7HMjSLsfS2SZ39ePEWvDO0AMvQLKyADozqQOnCT/kNgXgF6KTGW1syQwCBFgX0iqHOsthi0y6b0tk3h3hGyiXYAEFrbbRjNkAIpg6Zv20yP/uxqSAJJtNlaH60fTsaWRbtoxUUF4EqATqpVUJ8jgACnQt4mJhBrxju3LmztoeHvGonk9vwTW/csP+3IZ6R2n/wDn6IqWb52pxz9pkdaA3fZJN66W2TOuvx8NGPjqBJXqNbsflJVW66DM2We++zmcCIqKryGrFb5dtDP1rRVV6VibNB8gJ0UpM/BQBAYHgBDxMz6FUpvYJYR81DXnXyKG5z1V9fHd6K8Rmp2GqmNfqrT11RLGMUvzepl942uXLlSvO5N8nLfDKFAOvkpsvQPPzww4W97f5aJ69Joh/60Yqu8prEgn3SEqCTmla9yRYBBCYUyF+VSn39vicefzwo6iycE5KyWw8C+hyb1qyHQ5o9hD5Prs+Xmw2UwDJdhkbXtU2ZRAdGdaA0ZQtyT0uATmpa9SZbBBCYQkCvSnlbv2+KlEt3/fnPfx7e11k4SzfiTRMC2iF7+umnTcQzZBD6PLk+Xz5kLBx7vIAOgP3jP/zD+A0j/zQ/IJofKI08bdJDIAjQSeVEQAABBGoK6BenXbt21dwjzs0efeSRkJjOwhlnlnFkpTXa1eBZ6jgyX5yFPk+uz5cv3oJ3rAjoANhTTz1lJaRB4tABUR0gHSQIDorAQAJ0UgeC57AIIOBPQL84Pfboo/6CbzHix3/6v0NrOgtni03TVMsCWiOtWcvNu2qO2yb9lOtlL395CPahhx7yE3QHkeqAqA6QdnAImkTArACdVLOlITAE0hHwMnugXpWq+8XJS15Nz7Qfz+4Ju+gsnE33t7x9bDXTGmnNLNtPElvdeultkzIhj4fbJuvmNYnZ0PvUyU0HVzbffffQ4dY+fp28aje2b0MdENUB0qb7t7F9F3m1ERdtxC9AJzX+GpMhAuYFvMweqLcJ1l2/z0teTU4QnW1z3fHHNdnNzbYx1szjTKl1T5i69dLbJnVCnrrtD7Vd3byGim+a49bJ7dBDDw2H2L3Tz6MVdfJq6qYDojpA2nT/NrbvIq824qKN+AXopMZfYzJEAIGWBPSLk7f1+1pKPzSjy3isWr26zWZpq0MB7Zhp7To8lNmmdQIebps0W6JFgel6ttu2bVv0WSpv6ICoDpCmkjd5IiACdFI5DxBAAIEGAnoFMdUvTjt37AhaRx11VAM1Nh1SQGultRsylqGOrRPwDHnb5FC5ez3uQQcdFEJPeXBFB0R1gNRrLYkbgUkE6KROosY+CCCQrIBeQUx1/b5HHpmfNGrpIYckew54S1xrpbXzFn8b8eptkzohTxtt0ka3AuvWrQsH0PVtuz2avdZ1IFQHRu1FSEQIdCtAJ7VbX1pHAIEaAp4mZtAvTnWuSnnKq0aZwiaz+yZNWrFiRd1dXG0XY820Vlo7VwWpCLZuvXQCHp2Qp6LZwT+um9fggU4QQN3cdD1bXd92gkP1ukvdvOoGpQOhOjBad7+2t2s7r7bjo714BeikxltbMkPAjYCniRle8MIXBtc6X5w85VX3ZLnhuuvDpgcffHDdXVxtF2PNtFZaO1cFqQi2Tr327t2b6QQ8Xm6brJNXBY3Zj+vmps9h6vq2ZhPaF1jdvOrmoQOhOjBad7+2t2s7r7bjo714BeikxltbMkMAgQ4E9KqUly9ObRLoMh7S5pIlS9psmrY6FMjXKl/DDg9pqunZ2dkQj07EYyo4ghkpsGzZsvCZrm87csNIP9CBUB0YjTRN0kJgpACd1JE0fIAAAggsFkj5i5Mu43H0sWsXw/COaQGtmdbQdLAtB6cT76xcubLllmmuSwFZzzbm5ZOq7HQgVAdGq7bncwRiE6CTGltFyQcBBDoVyH9xSu2q1K5d82sW6qybnULTeKsCWjOtYauNG29MJ9458sgjjUdKeEUBXT5Jn88sfh7z73oFWQdGY86V3BAoE6CTWqbCewgggMAYAf3ilNpVqccenZ/Z95/+xm+M0eEjiwJaM62hxRi7imnLli2h6ZWHH97VIWi3IwFdPknXue3oMOaa1QFQuZIsA6O8EEhRgE5qilUnZwSMCXibPXDZssOCYNUXJ295VZ0WuozHH/7hO6o2dft5bDXTQmjNtIb6vvc/69TrR9u3hzR1Ih4POdfJy0MeZTE2ye2F+yaq87B8UpO8ylzy7+kAqA6I5j/r++c28+o7do7nW4BOqu/6ET0CUQh4mz3wJS+ZXyO06pBhIJ4AACAASURBVIuTt7yqTiZdxuOWb/y3qk3dfh5bzbQQWjOtob7v/c869dpy730hTS8z+0qwdfLyWrsmuem6th6WT2qSV1XtdABUryRXbd/l523m1WWctB2fAJ3U+GpKRggg0LGApy9ObVHkl/H4zd88qK1maacnAa2ZLMUitUzltW3btpDquuOPSyXlqPKMefmkcYXSAVC9kjxuWz5DIFYBOqmxVpa8EECgM4EUvzixjEdnp1NvDesSLFrL3g484IF0Zt9Vq1cPGAWHnlQg1eWT9MqxDohO6sd+CHgWoJPquXrEjgACgwik+MVJZ4VlGY9BTrlWDqq101q20qjxRnRm33Xr1hmPlPBGCZxz/nnhI31Oc9R2Mb1/w3XXh3R0QDSm3MgFgboCdFLrSrEdAgh0JuBxYoY6X5w85jWqyDorrCzjEVNexXxjzU3y0iVYtJbF3D3+XlUvndn3xUuXukqvKi9XyRSCbZpb3YnqCofp/demeY0KUGf2lc/zA6Kjtu/6/bby6jpO2o9PgE5qfDUlIwTcCXicmKHOFyePeY06eXRWWFnGI6a8ivnGmpvkpUuwaC2LuXv8vapeOrPv8uXLXaVXlZerZArBNs2t7kR1hcP0/mvTvEYFqFeMdSB01HZ9vd9WXn3Fy3HiEaCTGk8tyQQBBHoU8PLFqS0SnRXW0zIebeUeSzuHHTa/dJLWMpa8xuXhcWbfcfmk+Jk+l6nPacZuoDP76kBo7PmSHwKjBOikjpLhfQQQQGCMQEpfnPIz+3paxmNM+ZL8SG8dTGWGX53ZVyeMSrLoESStz2Xqc5oRpDQ2BZ3Zd/UaJvsaC8WH0QvQSY2+xCSIAAJdCCxbtiw0m8IXJ50N1srtZ13UM5U2tYZa05jz1gmidMKomHONOTcdXJEc889rxpqzXjFesWJFrCmSFwK1BOik1mJiIwQQQGChwIEHHpgtXzn/JSL2L076ZZ/bzxaeAx5/0xrqLYUec6gbs04QpRNG1d2P7ewJ6OCKPq9pL8L2ItKBTx0Iba/lyVpi4qTJ3NhregE6qdMb0gICCEwp4PU/gieceGLIfM+ePaUCXvMqJrN92/bwlj6HG0texTzl91hz07y0hnpLYZmBp/c0r7KYdYIonTCqbBur743Ly2rMdeOaJLejjjoqNG95cGWSvIpmDz/8cHhLBkBlIJQXAikL0ElNufrkjoARAa+zB+oXp507dpRKes2rmIzefqbP4caSVzFP+T3W3DQvraHWtMzA03uaV1nMOkGUThhVto3V98blZTXmunFNktvSQw4Jzc/MzNQ9TO/bTZJXMcif/vSn4S0dAC1+PsTvbeQ1RNwc078AnVT/NSQDBBAYSMDDF6c2aKzdftZGTqm2obcQak1jdZBb8GWCKHnln2mMNd/Y89LnM3fu3Bl1qjrgqQOgUSdLcghUCNBJrQDiYwQQQGCUgH5xuv973xu1ifv3uf3MfQkXJJB/llpru2CDSH7RZxf1WcZI0ko2DR1cuW3TrVEb6JXiI1atijpPkkOgjgCd1DpKbIMAAgiUCKxZsya8q2sxlmzi/i2Lt5+5Rx04Ab2VUGs7cDidHF6fXeSKVCe8vTcqgyvrjj8uHDfmwRUd8GQ96t5PMQ5oUIBOqsGiEBICqQm0MeHEUGb6xUnXZMzH4TkvzaPs9rMY8tL8in/Gmls+r3Xr1oW0tbZFA0+/5/PKx61XpPSW/PxnHn4elZeH2KtinDS3Vavn1w3dvXt31SEG+XzSvPLB6oCnDoDmPxvq5zbyGip2jutbgE6q7/oRPQJRCHiemGHtq14VaqDLtOQL4jkvzWPLli3hx/ztZzHkpfkV/4w1t3xeL166NKSttS0aePo9n1c+bn12UW/Jz3/m4edReXmIvSrGSXPTwZWfPPZY1SEG+XzSvDRYHeg8fcMZ+paJP6fNy0QSBOFSgE6qy7IRNAIIWBHQNRh1TUYrcbUVx4+2zy8/w+1nbYkO387y5ctDEDr77fARtR+BPrto6YpU+1mm1aIuJRTD4EpZ5XSgc+XKlWUf8x4CyQk8L7mMSRgB5wI6qim34OjPmlKT92SfSfeXfeseq+62EoveVmQpLo1/lNf3f/CQfJR95Ss3Zv/314tdNJe2vari0uOG4EbUS9sYte0zzzyT6e1n37373ky+8Ou2+ueovKRt3WZcDGX7V8Wl7emfZW2Mek/2qYpLPi/bv0lcsn+dY41qc9T708SleR166KEhNpn99rNXXZ0dcMABpflOc6xwgBHnXVm703hpPbXdn/xk/krbby07LIShn2tM8qduW+c92abYRt39mxyruK0ec9SxhopLjiuvaeKS3Mr2H9fu333rznDcTbdsylatmV83tayNUe/JzmoaGhqTQ3G7cXHlt9WfR8Wgn+ePr3Hdd+//CG8//OP587ds2+J7dePKH6/YRt1YtQ3+RKA3gbmK16oVKyu24GMEEOhDQP4uxvr38XNXX9MHYSfHePzxx0NdymrjOS/BmpmZCbm9653vXGDnPa8FyRR+iTW3Yl6XXnJJqK3U2POrmJfkcscdd4TcPnL55W5TK8vLbTKFwKfJTf87KP/uWntNk5fkYvXv5LR5WasT8dgRKPvelI+O2317Gw7gQAggEKOArMG4fOWKkFpss07qDKlHH/3KGEuXdE7L9l1l1BrHhLF92/wt6norfky5pZ6LLimkSwzF5KFrFx988MGm0pIrrbwQGEKATuoQ6hwTAQQWCHj/j+CoJT285/XII4+GOq1eMz+rphbNe16aR9mfseZWzEtrqrPglll4eK+Yl8Q8O7snhP6yl7/cQwqlMZblVbqhwzenyU2XFLI4uDJNXjrAKQOeMvBp6VW8PdhSbMQStwCd1LjrS3YIuBDw/h9BnXWyuKSH97wefPD74fwpzpDqPa9xfyliza2Yl9ZU12UcZ2L5s2JeEqtekVq2bJnl0MfGVpbX2B0cfThNbrqkkMXBlWny0mV1dMDTUTkJFYHOBOikdkZLwwggkIpArLNO6gypnr/sp3IONs1TZ72VibH27t3bdHez2+sVKVm/+MADDzQbJ4FNJhDL4Eoxe11WRwc8i5/zOwIpCtBJTbHq5IwAAq0K6PIsMS3poWv28WW/1VPFVGO6HuPs7KypuKYJRq9I6frF07TFvvYEYh1c0WV1dMDTnjwRIdC/AJ3U/s05IgIIRCaQX9LjiSeeiCI7XbOPL/tRlLM0CZ0Qy+LzfaUB13jzf/3oR2ErJk2qgeV0kxgHV3SA87DD5pdNcloawkagVQE6qa1y0hgCCKQqoLNO7tkzP2mLdwdmSPVewer4Y5k8KZ/pQw/Nr1vsedKkfD78vFggtsEVGdiUNYstTpok+tNMCLW4eryDQH0BOqn1rdgSAQQQGCmgs04WJ08auYPxD3TSJL7sGy/UFOHF+HxfDJMmTVHSJHaNbXBFBzatTpo0zYRQSZyQJNmZAJ3UzmhpGAEEUhJ4xdFHh3T12SLvuTNpkvcKVscf2/N9PEddXfMYtohtcOUHDz4YysKkSTGcneTQpgCd1DY1aQsBBJIV0GeJ9EqOZwj9si/PfjFDqudKVsce0/N9PEddXe8YtohtcEVvUWfSpBjOTnJoU4BOapuatIUAAskKyALs8kyRvHQZDK8YOpGOPvvlNQ/irhY44YQTwkZa8+o97G7Bc9R2a9N2ZDENrujApg50tm1Fewh4FaCT6rVyxI1ARAKxTMygzxTpMhhe85qZmQlnlz77VTzVvOZVzKPs91hzG5XXEatWBQavt6nn84rpOep8XmXnqef32sjN4uDKJHnpgKbVSZPkPJskL8/nJ7HbEaCTaqcWRIJAsgKxTMygzxTpMhhe87r/e98L56I++1U8Mb3mVcyj7PdYcxuV1/LlywODLoFRZmL5Pc1r7969mT5HrbeDWo67KjbNq2o7j5+3kZvFwZVJ8tIBTR3gtFjPSfKymAcx+ROgk+qvZkSMAAJGBXQm3M2bNxuNsDosWQ5hy733hQ1j+LJfnXHaW8gav3IVR5bA0Ks6HkVmZ2dD2HobqMcciLm+gPfBFc106wNbw486wKnv8ycCCGQZnVTOAgQQQKAlgWXLloWW9IpOS8322owuh6DrvvZ6cA42iIBexdGrOoMEMeVB9ZlavQ10yubY3bhAfnBFBta8vmK6Rd1rDYjbrgCdVLu1ITIEEHAmIDPh6pUcnSHXWQqZLoeg6756i594mwvoVRy9qtO8heH30Gdq9TbQ4SMigq4FdHDlhz/8YdeH6qT9/C3qOsDZyYFoFAGnAnRSnRaOsBGISSCmiRl0Rly5suMxL10OQdd9LTvPPOZVlkfZe7HmNi4vvU1dr+qUuVh9T/PSZ2pf+tKXWg21UVyaV6OdnGzcVm46uKJzAAydftO88reos9TX0NXj+BYF6KRarAoxIZCYQEwTMxxz7DGhenJlx2NedZZD8JhX3b9SseY2Li+9iiO3qcvVHU8vyUuepZVnai3PkNrUdFy9mrZlbfu2ctPBFStzADTNS29R14FNa3XSeJp2vnU//kRgWgE6qdMKsj8CCCCQE/A8oYfeorzu+OMyWfeVVxoC+dvUdfkhT5nr1f8zNmzwFDaxTingeXBFUtdb1HVgc0qOznZv2vnuLBAaTk6ATmpyJSdhBBDoUiA/oceTT/6fLg/Vets6sn/Syae03jYN2hbQCYf0mWTb0S6M7n/ef39445+tXbvwA36LWiA/uKK3znpKOLZb1D3ZE6sPATqpPupElAgg4EhAr+g8+sgjjqLOMr2KZn1k3xWqk2D1GWS9Kukk7BCmruvLZF+eqtZOrDq4ogNs7bTafSsx3qLevRpHSE2ATmpqFSdfBBDoXECv6OzZvavzY7V5gFs3bQrNxTL5TJs2sbd15JFHhhT1mWQv+f7iF78I6/rK86hyFwOvtAR0Nme9ddZL9joYpAOaXuImTgT6FKCT2qc2x0IAgVKB2CZm0Cs6c//v16X5Wnyzych+bPXK1yPW3Kryklsn5VlkeemzyXkXqz+/au0rQ2i6HInVOJvGVVWvpu1Z2r7N3HRAzcLgSpO8PN2i3iQvS+cZsfgXoJPqv4ZkgIB7gdgmZtDnUrfce1/mZaF5Hdk/6+xzKs+n2OqVTzjW3Orkpc8ie7p18qrP/k0ony5Hkq+l55/r1Mtrfm3mJhO8WRlcaZKX3rWiA5qWa9kkL8t5EJs/ATqp/mpGxAgg4EBAb+PystC8juzzPKqDk6ujENefsD607OnWye3bZkLMv7NuXUcqNGtdwNvgSv6uFW5Rt352Ed+QAnRSh9Tn2AggEK2APpe69YGtLnLUkX29fc5F0ATZqoC351Lly/6PZ/eE9VH5st/qqeCqMR1Y8zK4onet6ECmK2yCRaBHATqpPWJzKAQQSEdAb+P6zre/ZT5pHdlnfVTzpeo0wPySHlu32h9c4ct+p6eDm8Z1YM3Cc6l10PSuFR3IrLMP2yCQogCd1BSrTs4IGBOIcWKG/HOp0gm0/Pr7LVtCeHrbXFWsMdZLc441t7p56ZIeHtZLjfnLft166Xnr6c+2c7PyXGrdvPSuFR3ItF67unlZz4P4/AnQSfVXMyJGIDqBWCdmOOQl80ti6BUfq4XT2+T0trmqOGOtl+Qda25189L1Ujdv3lx1Ggz+ubcv+03A6tarSZtWtu0it9e/4Q0hvSEn/aqTl961wpJJVs5G4rAsQCfVcnWIDQEEXAusWj2/9qRe8bGYzN69ezO9Te7YY4+1GCIx9ShwzDHHhKPdtulW0zNTyzI5u3fuyn5r2WGsj9rj+WH1UDq4cvvtt1sNMcSld63UmUXdSiJ1Ot9WYiWOuATopMZVT7JBAAFDAksPOSRE85krrjQU1cJQZmbmZ0c9fcMZmTyTyAuBc84/LyBYnpn6vnvvDTGuXjM/EETV0hbQSb9kcEUG3qy+mt61YjUP4kKgDwE6qX0ocwwEEEhS4AUveEEmnT95WZ2I5p7N94T49FnEJAtF0gsETj7llPD7d++6a8H7ln7R25EPX7XKUljEMpBAftIvHXgbKJSRh83ftaKTPY3cmA8QQCCjk8pJgAACCHQooJ0/qxPR6OzDxx1/fIcKNO1JQCd00Wc+rcX+xBNPZHLFTF5Ll87frWAtRuLpX+C0004LB9WBt/4jGH9E7TzLwKVM9sQLAQTGC9BJHe/Dpwgg0INArLMHSl7a+bvl5pt7kGx2CJnEY8u994V1JtesWVN751jrJQCx5tYkL5mZWpYjkmc+5dlPay+9DVluS/7XF19kLbxW4mlSr1YO2GMjXeX2O+vWhSy+/KUbeszm2UNV5aWdZx24fHZP2z9V5WU7eqLzLEAn1XP1iB2BSARinZhB8pLOn8zkKJ1Ba0vR6KzDTSfxiLVe8tcp1tya5qWzpeqzn5b+qdHbkOW25KZ5WcpjXCyx5tXl37H84MoQ/9ZW1czrXStVeY07j/kMgWkE6KROo8e+CCCAQA0B7QRqp7DGLr1scuPXvhaOU3fpmV6C4iAmBHS2VGt3AMhzfToR2dq1a01YEYQdAV3r+dvf+padoLIsDFBOcteKqSQIBoGeBeik9gzO4RBAID0B7QRqp9CCQP65PpaesVARWzHIUjQW7wB44IEHAhTP9dk6X6xEs/6E9SEUnVjLSlzaadYBSytxEQcClgXopFquDrEhgEAUAtoJtLT25P333x9s3/6ud7L0TBRnWftJ6Bdq/YLd/hGat7j1ga1hJ2/P9TXPlD0mEbC6zq92mrUTPUlu7INAagJ0UlOrOPkiYFAg1okZNC9ZHkE6g/LSzuHQZdCruq9+zWsah6J5Nd7RwQ6x5jZJXvqF2tItvzopji6TM0leDk7DaCfwEvuuazbUv7Wj8srftaLruXo4BzXGUXnp5/yJQFcCdFK7kqVdBBCoLRDrxAz5vLQzqJ3D2jgdbJj/0qRXeZscJp9Xk/08bBtrbpPkZe2W33vuuSfMOCwzD8skOfKaJC/Ow2EFuq7ZUP/WjspLBya93rUyKq9hzyKOnoIAndQUqkyOCCAwuIB2Bi3c8uv9S9PgxUwoAEu3/Oqsvuece25CFSDVpgKW/q2V2HVgUjvPTfNhewRSFaCTmmrlyRsBBHoVyN/ye9edd/Z67OLB+NJUFOH3UQJWbvnNz+r7mte+dlS4vI9AeMZeb/kd+t9aWQpHBiblpZ1nSoQAAvUE6KTWc2IrBBBAYGqB004/PbRxwxe/OHVbkzYw7a2+kx6X/XwKyC2/cnutLJ+xdev8pEVDZMKsvkOo+z2mXrUc8t9a0dNJx973p3/KBHV+TyciH0iATupA8BwWAQTSE8g/47dt27ZBAG7dtCkc1+vzUYOgJX7Q17/hDUHg9ttuG0zi2muuCce+4MILB4uBA/sRWL9+vYkllHTSMb0jwY8gkSIwvMBz5ubm5saFsXrl4dn2nTvGbcJnCCDQg4D8XZQXfx97wO7wEJ++8tPZRy+/PJOR9Xe88x0dHqm86d89+eQw+cxX//amTJdrKN+SdxGYF5Cr78etfVX45cGH/rH3K0Jyy+RJJ756sONzHvgUGPrfWrnz4Mw3vTl0lv/u29/2iUjUCHQoUNXH5Epqh/g0jQAC9QRinT2wLK83vHH+qpR0VOU5uz5f+dlRp+mgluXVZx5dHivW3KbJa8mSJdk5558X2Ie4mnrz128Oxy67ZXKavLo8j6ZtO9a8xKWv3PTfWlm2qI9/a4t53bP5nnAa/MHb3jbt6TDo/sW8Bg2GgyclQCc1qXKTLAIIDC0gS2ecvuGMEEbfX/i/ccst4bjMjjr0WeDv+L/3+teHoPt+xk86F7o26utOfZ0/OCIeTED+rZXnqXfv3JXpM819BSPnrQxEyuuMDRv6OizHQSAqATqpUZWTZBBAwIOAPlfX5xd+uWXzhuuuDzzMjurhLLEVY/4ZP7ki39fr7rvvDp0MGdhZs2ZNX4flOJEI/MHFF4dM/uoTn+g1Ix2AlDsQ5E4EXggg0FyATmpzM/ZAAAEEphIY4gv/l7/05RCz3DLJl6apypfszv/m3e8OuesV+T4g/uaqq8JhdGCnj2NyjHgETjzxxP0TKPU5WZ0OQOodCPGIkgkC/QkwcVJ/1hwJgakEmDhpKj5zO//tTTdl7333vw23o33xS1/qNL78xDe33nE7V6Q61Y63cbmF8eijXhYS7OM8kiu2F557Xi9/R+KtGpnpBEpyVfNDH/5w5yCct50Tc4BIBJg4KZJCkgYCMQvEOjHDuLxkzdTlK1eE9Se7HuHXq6jyJa2NWybH5eX9PI01tzbyOvDAA8Os1FLjL3z+852XWm/RHPcMdRt5dZ7IBAeINS+h6Du3s84+K1RAHneQmaK7emledc7brmLool3Nq4u2aROBcQLc7jtOh88QQACBjgTkC7/ePvmJj3+8o6NkmVxF1Qk83rpxY2fHoeE0BPJf+LscXJGrUVvuvS8M5MiADi8EJhWQxxvkMQd56UzRk7ZVtR/nbZUQnyNQX4DbfetbsSUCgwro7b6XfuCDIY6LNl6waES6yXvSSHGEtO7+sm8X20qbKcV1ztlnZif+8xOyn//syezcCzdmR6xaFfKva1vH667vfDu781v/PSwhsmrNUaH9/P/VPZbsU3fbOnFpDGVtNjlWk237jKvPY/Vt8PTep8LAx+qX/nZ29rnnh1JOW8e81zPPPJNd+4Wrsx/P7sk+9omPZ088+VQ4hv7ftMfq26ss3rL3iGu+wmU2Ze818XrTGzfsX+v34nf9UfbiFy8NBytrt+y9use6+q8/2+i8lWPJy+J/i/MxaZwhWP4PgZYEqm73zeYqXqtWrKzYgo8RQKAPAfm7GOvfx89dfU0fhL0fo05eN914Y6jrOWedNffLX/6y1RhnZ2dD23LezMzMtNZ2nbxaO1jPDcWaW5t5yXl6ykknhXNr8+bNrVco/3eiqvE286o6Vp+fx5qXGA6V25VXXBnO2UsvuaSTUl522QdC+/J3o+1/yzsJuGajQ9WrZnhs5lig6jstt/u2NBpAMwgggMAkAnIro6zlJ7c26rIFk7RTts9/2jdJyNvf9c5WnkUtOwbvpSeQv1X90j/7s0wmVGrrJbenf3LfciH/7pJL2mqWdhDI8reqb926tVUR+Tvwja/fFNqUxzjk7wgvBBCYToDbfafzY28EehPQ232379zR2zE5UD8C8oXpzDe9ORzsO3d/N5NF6Kd9ffOb38ze8baLwzN9X/na11h2ZlpQ9l8kcO7ZZ4fBFRkE+ZP3v3/R55O8cdmll4b1fPuaiXWSGNnHr8B1116b/YfL/jwMDH7u859vrTOZb7fr2dr96hM5AgsFqm735UrqQi9+QwCBAQTyz74McPjODlk3r2OOOSaTL/rykquf016ZkhkspYMqr0suu6z1DmrdvEIAzv4v1ty6yOs/fuhDobqfueLKTCaMmfYlyzLJDKwy6/V73vveWs11kVetA3e8Uax5CduQub3lzDP3z6r+ta9+tZUqygRi0vGVl/6daKVhI40MWS8jBIQxkACd1IHgOSwCCCCQF/ijP/7j8OXptk23Zl/4/BfyHzX6WTq4epuvXI069dRTG+3PxgjUFZDljGRiI3nJbb/TLO8hX/Rl3WB5ffgv/qL1gZXQMP+XvIDchvvxT34yOEjHctoZquXf239/2WWhvePWn8BjFcmfYQC0KUAntU1N2kIAAQQmFJAvT5+56qqwtywZI1eVmr7kC9P73vveTDq6cjXq0n1fnpq2w/YI1BV405vfHGaO3r1zV3bh+edPdBeAdG7ffvH8lX9ZKmT9+vV1D892CDQWkDtXdEkaOe/kOehJX//lU58Kt7zLvAIn/y4DgpM6sh8CZQJ0UstUeA8BBBAYQECuTF3zxevDkeWqkjxXWvdV7KBec911rT1vVTcGtktTQAZDTt9wRiYdVRkkaXJFVbaVzq3sK228deNb00Qk614F5DzTc/bPL7tsosGVT1/56UxudZfXR//yL7MDDjig1xw4GAKxCzBxUuwVJr9oBJg4KZpSViYiV1H11kcZ8ZcvVONmi5Qv+nKLr15BlQ5qG5MvVQbKBgjsEygOkshdATLoMu6lk3vJNtJh+OjHPjb2PB/XFp8h0FRArqD+/lvesn+ApMn5Jx1UueNFXjKwyNX/pvpsj0CWMXESZwECCJgXiHVihknzklso9YqqfBH6Vxs3holppCOQf0nnVL4snXTiq0MHVW4566ODOmle+dit/hxrbl3nJYMo8iVfr06d8S9Oy/7zRz5S+syfTLIks/jq5F4yaViTDkL+3Ok6r/yx+vw51rzE0EpuS5YsCf9eyqMRMsD3e2ecUXq+5usuHVs5d8s6qFbyysfbxs+x5tWGDW10K/C8bpundQQQQACBSQRkZF6Wo3nfe94Tnnm68NzzQjNHH/PK7Fe/+lW2d++vstndu/c3XeeK6/6N+QGBDgSko/pfr7giPE8tdwLIrZB6O+Sxa9dmz/0nz83u3/L3+48snQOZfZrJvfaT8EPPAnLHiSzRJbf8SkdVBldkwrl/edZZmTy7qi8ZELz56zfv75zKuSsTfHEFVYX4E4H2Beiktm9KiwgggEArAvIFStbckytP373rrvCF/8Gt39/ftlw5PenkU8Ii9XJVgBcCFgTkToDXvPa12a2bNmW33HxzGGR54P7794cmV1tPO+207LTTT+f23v0q/DCUgPzbKVfy5ZyUwRVZBkn+J6/nP//52dNPP70gNOnEyhJJ/Ju7gIVfEGhdgE5q66Q0iAACCLQrIKP18r8/ef/7w6Q0Tz75ZHbEEUfwBb9dZlprUUC+wJ9/wQXhf9LsD37wg/CFv+o51RZDoCkEagvIXQA6uHLXnXdmt99+e7iyqh1UHRB83amvq3zWuvZB2RABBMYK0Ekdy8OHCCCAgC0BubrKpEi2akI01QKveMUrqjdiCwQGFpDBFemsyv94zQtctPECKBAYRIDZfQdhDfyzvAAAEMRJREFU56AINBdgdt/mZuyBAAIIIIAAAgggYE+A2X3t1YSIEECgIBDr7IHkVSi0g1+pmYMi5UKkXjkMJz9SMyeF2hdmrPXyVYU0o31ummmTNQIIIIAAAggggAACCCCAgEUBOqkWq0JMCCCAAAIIIIAAAggggECiAnRSEy08aSOAAAIIIIAAAggggAACFgWYOMliVYgJgRIBJk4qQeEtBBBAAAEEEEAAAXcCTJzkrmQEjEB6ArFOzEBe/s5lauarZtTLV70kWmrmq2ax1stXFdKMltt906w7WSOAAAIIIIAAAggggAACJgXopJosC0EhgAACCCCAAAIIIIAAAmkK0ElNs+5kjQACCCCAAAIIIIAAAgiYFKCTarIsBIUAAggggAACCCCAwLACF228YNgAOHqyAszum2zpSdybALP7eqsY8SKAAAIIIOBbQCZOoqPqu4ZWo2d2X6uVIS4EENgvEOvsgeS1v8RufqBmbkoVAqVevuol0VIzfzUjYgSGEOB23yHUOSYCCCCAAAIIIIAAAggggECpAJ3UUhbeRAABBBBAAAEEEEAAAQQQGEKATuoQ6hwTAQQQQAABBBBAAAEEEECgVIBOaikLbyKAAAIIIIAAAgggkLYAkyalXf8hs6eTOqQ+x0YAAQQQQAABBBBAwKhArBNdGeUmrJwAndQcBj8igAACCCCAAAIIIIAAAggMK0AndVh/jo4AAggggAACCCCAAAIIIJAToJOaw+BHBBBAAAEEEEAAAQQQQACBYQWeMzc3NzcuhNUrD8+279wxbhM+QwCBHgTk76K8+PvYAzaHQAABBBBAAAEEEOhMoKqPyZXUzuhpGAEE6grEOjEDedU9A+xsR83s1KJOJNSrjpKtbaiZrXpURRNrvary5vPhBeikDl8DIkAAAQQQQAABBBBAAAEEENgnQCeVUwEBBBBAAAEEEEAAAQQQQMCMAJ1UM6UgEAQQQAABBBBAAAEEEEAAASZO4hxAwIkAEyc5KRRhIoAAAgggEImAPJN60cYLIsmGNCwJMHGSpWoQCwIIlArEOjEDeZWW2/Sb1Mx0eRYFR70WkZh/g5qZL9GCAOmgLuDglx4FuN23R2wOhQACCCCAAAIIIICAF4FYBxW8+KccJ53UlKtP7ggggAACCCCAAAIIIICAMQE6qcYKQjgIIIAAAggggAACCCCAQMoCdFJTrj65I4AAAggggAACCCCAAALGBJjd11hBCAeBUQLM7jtKhvcRQAABBBBAAAEEPAkwu6+nahErAokKxDoxA3n5O6Gpma+aUS9f9ZJoqZmvmsVaL19VSDNabvdNs+5kjQACCCCAAAIIIIAAAgiYFKCTarIsBIUAAggggAACCCCAAAIIpClAJzXNupM1AggggAACCCCAAAIIIGBSgImTTJaFoBBYLMDESYtNeAcBBBBAAAEEEEDAnwATJ/mrGREjkJxArBMzkJe/U5ma+aoZ9fJVL4mWmvmrGREjMIQAt/sOoc4xEUAAAQQQQAABBBAwLhDroIJxdsLLsozbfTkNEHAioLf7XvqBD4aIL9p4waIR6SbvSSPF//jU3V/27WJbaZO46tviFU6X2udin159HqvJ30fisnvOUMdmtcGrW6/89wP9d2P+iPw/Au0IVN3uSye1HWdaQaBzAe2kbt+5o/Nj9X0A+Y9hjP8RJK++z6Tpj0fNpjfsswXq1ad2O8eiZu049tVKrPXqy4/jjBao6qRyu+9oOz5BAAEEEEAAAQQQQAABBBDoWYArqT2DczgEJhWI+UrqpCbshwACCCCAAAIIIOBPgCup/mpGxAgkJyC3E8X4Ii9/VaVmvmpGvXzVS6KlZr5qFmu9fFUhzWi53TfNupM1AggggAACCCCAAAIIIGBSgE6qybIQFAIIIIAAAggggAACCCCQpgCd1DTrTtYIIIAAAggggAACCCCAgEkBJk4yWRaCQmCxABMnLTbhHQQQQAABBBBAAAF/Akyc5K9mRIxAcgKxTsxAXv5OZWrmq2bUy1e9JFpq5qtmsdbLVxXSjJbbfdOsO1kjgAACCCCAAAIIIIAAAiYF6KSaLAtBIYAAAggggAACCCCAAAJpCtBJTbPuZI0AAggggAACCCCAAAIImBSgk2qyLASFAAIIIIAAAggggAACCKQpwOy+adadrB0KMLuvw6IRMgIIIIAAAggggMAiAWb3XUTCGwggYE0g1tkDycvamVYdDzWrNrK0BfWyVI16sVCzek5Wtoq1XlZ8iWO0ALf7jrbhEwQQQAABBBBAAAEEEEAAgZ4F6KT2DM7hEEAAAQQQQAABBBBAAAEERgvQSR1twycIIIAAAggggAACCCCAAAI9CzBxUs/gHA6BSQWYOGlSOfZDAAEEEEAAAQQQsCTAxEmWqkEsCCBQKhDrxAzkVVpu029SM9PlWRQc9VpEYv4Nama+RAsCjLVeC5LkF5MC3O5rsiwEhQACCCCAAAIIIIAAAgikKUAnNc26kzUCCCCAAAIIIIAAAgggYFKATqrJshAUAggggAACCCCAAAIIIJCmAJ3UNOtO1ggggAACCCCAAAIIIICASQFm9zVZFoJCYLEAs/suNuEdBBBAAAEEEEAAAX8CzO7rr2ZEjEByArHOHkhe/k5lauarZtTLV70kWmrmq2ax1stXFdKMltt906w7WSOAAAIIIIAAAggggAACJgXopJosC0EhgAACCCCAAAIIIIAAAmkK0ElNs+5kjQACCCCAAAIIIIAAAgiYFGDiJJNlISgEFgswcdJiE95BAAEEEEAAAQQQ8CfAxEn+akbECCQnEOvEDOTl71SmZr5qRr181UuipWa+ahZrvXxVIc1oud03zbqTNQIIIIAAAggggAACCCBgUoBOqsmyEBQCCCCAAAIIIIAAAgggkKYAndQ0607WCCCAAAIIIIAAAggggIBJATqpJstCUAgggAACCCCAAAIIDCtw0cYLhg2AoycrwOy+yZaexL0JMLuvt4oRLwIIIIAAAggggECZALP7lqnwHgIImBKIdfZA8jJ1mtUKhprVYjKzEfUyU4ragVCz2lQmNoy1XiZwCWKsALf7juXhQwQQQAABBBBAAAEEEEAAgT4F6KT2qc2xEEAAAQQQQAABBBBAAAEExgrQSR3Lw4cIIIAAAggggAACCCCAAAJ9CjBxUp/aHAuBKQSYOGkKPHZFAAEEEEAAAQQQMCPAxElmSkEgCCAwSiDWiRnIa1TF7b5PzezWpiwy6lWmYvs9ama7PsXoYq1XMU9+tyfA7b72akJECCCAAAIIIIAAAggggECyAnRSky09iSOAAAIIIIAAAggggAAC9gTopNqrCREhgAACCCCAAAIIIIAAAskK0ElNtvQkjgACCCCAAAIIIIDAaIGLNl4w+kM+QaBDATqpHeLSNAIIIIAAAggggAACXgWYOMlr5fzHTSfVfw3JAAEEEEAAAQQQQAABBBCIRoBOajSlJBEEEEAAAQQQQAABBBBAwL8AnVT/NSQDBBBAAAEEEEAAAQQQQCAagefMzc3Njctm9crDs+07d4zbhM8QQKAHAfm7KC/+PvaAzSEQQAABBBBAAAEEOhOo6mNyJbUzehpGAIG6ArFOzEBedc8AO9tRMzu1qBMJ9aqjZGsbamarHlXRxFqvqrz5fHgBOqnD14AIEEAAAQQQQAABBBBAAAEE9glwuy+nAgJOBPR230s/8MFM1i0rjm7qWmZl75e9J2mXvV/nPdl3VAzF/Zts2zSHaY5FXCJAHTHo7jxoYsvf/WZ1wAuveYFu/g0v+7ur55welz8RmFag6nZfOqnTCrM/Aj0JaCeVZ1J7AucwCCCAAAIIIIAAAp0IVHVSn9fJUWkUAQRaF6Bz2jopDSKAAAIIIIAAAggYFOCZVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoACdVINFISQEEEAAAQQQQAABBBBAIFUBOqmpVp68EUAAAQQQQAABBBBAAAGDAnRSDRaFkBBAAAEEEEAAAQQQQACBVAXopKZaefJGAAEEEEAAAQQQQAABBAwK0Ek1WBRCQgABBBBAAAEEEEAAAQRSFaCTmmrlyRsBBBBAAAEEEEAAAQQQMChAJ9VgUQgJAQQQQAABBBBAAAEEEEhVgE5qqpUnbwQQQAABBBBAAAEEEEDAoMDz6sS0euXhdTZjGwQQQAABBBBAAAEEEEAAAQSmEnjO3Nzc3FQtsDMCCCCAAAIIIIAAAggggAACLQlwu29LkDSDAAIIIIAAAggggAACCCAwvQCd1OkNaQEBBBBAAAEEEEAAAQQQQKAlATqpLUHSDAIIIIAAAggggAACCCCAwPQCdFKnN6QFBBBAAAEEEEAAAQQQQACBlgT+P7UcANAIGd9hAAAAAElFTkSuQmCC" alt></p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about solar radiation and the greenhouse effect. <strong>Part 2</strong> is about a mass on a spring.</p>
<p><strong>Part 1</strong> Solar radiation and the greenhouse effect</p>
<p>The following data are available.</p>
<p><img 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" alt></p>
</div>
<div class="specification">
<p><strong>Part 2</strong> A mass on a spring</p>
<p>An object is placed on a frictionless surface and attached to a light horizontal spring.</p>
<p><img 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" alt></p>
<p>The other end of the spring is attached to a stationary point P. Air resistance is negligible. The equilibrium position is at O. The object is moved to position Y and released.</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the Stefan-Boltzmann law for a black body.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce that the solar power incident per unit area at distance <em>d</em> from the Sun is given by</p>
<p>\[\frac{{\sigma {R^2}{T^4}}}{{{d^2}}}\]</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate, using the data given, the solar power incident per unit area at distance <em>d</em> from the Sun.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State <strong>two</strong> reasons why the solar power incident per unit area at a point on the surface of the Earth is likely to be different from your answer in (c).</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The average power absorbed per unit area at the Earth’s surface is 240Wm<sup>–2</sup>. By treating the Earth’s surface as a black body, show that the average surface temperature of the Earth is approximately 250K.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain why the actual surface temperature of the Earth is greater than the value in (e).</p>
<div class="marks">[3]</div>
<div class="question_part_label">f.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the conditions necessary for the object to execute simple harmonic motion.</p>
<div class="marks">[2]</div>
<div class="question_part_label">h.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The sketch graph below shows how the displacement of the object from point O varies with time over three time periods.</p>
<p><img 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" alt></p>
<p>(i) Label with the letter A a point at which the magnitude of the acceleration of the object is a maximum.</p>
<p>(ii) Label with the letter V a point at which the speed of the object is a maximum.</p>
<p>(iii) Sketch on the same axes a graph of how the displacement varies with time if a <strong>small</strong> frictional force acts on the object.</p>
<div class="marks">[4]</div>
<div class="question_part_label">i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Point P now begins to move from side to side with a small amplitude and at a variable driving frequency <em>f</em>. The frictional force is still small.</p>
<p>At each value of <em>f</em>, the object eventually reaches a constant amplitude <em>A</em>.</p>
<p>The graph shows the variation with <em>f</em> of <em>A</em>.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(i) With reference to resonance and resonant frequency, comment on the shape of the graph.</p>
<p>(ii) On the same axes, draw a graph to show the variation with <em>f</em> of <em>A</em> when the frictional force acting on the object is increased.</p>
<div class="marks">[4]</div>
<div class="question_part_label">j.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in <strong>two</strong> parts. <strong>Part 1</strong> is about the greenhouse effect. <strong>Part 2</strong> is about an electric motor.</p>
<p><strong>Part 1</strong> Greenhouse effect</p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe what is meant by the greenhouse effect in the Earth’s atmosphere.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph shows the variation with frequency of the percentage transmittance of electromagnetic waves through water vapour in the atmosphere.</p>
<p><img 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" alt></p>
<p>(i) Show that the reduction in percentage transmittance labelled X occurs at a wavelength equal to approximately 5 μm.</p>
<p>(ii) Suggest, with reference to resonance, the possible reasons for the sharp reduction in percentage transmittance at a wavelength of 5 μm.</p>
<p>(iii) Explain how the reduction in percentage transmittance, labelled X on the graph opposite, accounts for the greenhouse effect.</p>
<p>(iv) Outline how an increase in the concentration of greenhouse gases in the atmosphere may lead to global warming.</p>
<div class="marks">[9]</div>
<div class="question_part_label">b.</div>
</div>
<br><hr><br><div class="specification">
<p>This question is in two parts. Part 1 is about a thermistor circuit. Part 2 is about vibrations and waves.</p>
<p><strong>Part 1</strong> Thermistor circuit<br>The circuit shows a negative temperature coefficient (NTC) thermistor X and a 100 kΩ fixed resistor R connected across a battery.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtgAAAGGCAYAAABBv/YfAAAKqGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUFEkax6u7JwfSwEhmiEOQnEFyHILkaGKYIQxhGAYGFTOyqOAaUBEBRdBVEAVXJYgJEcW0CAYw7yCLiHouBkyocw0cw+3du7t3//fq1a+/rv7q6+qq9/4NAOUqWyDIgOUAyOTnCsP9PBmxcfEMvBggAA+IgAQgNidH4BEaGgRQzfR/1cd+AE32d0wnc/37/f8qeW5SDgcAKBTlRG4OJxPlU2g7zhEIcwFAuGhcd2muYJI3oqwoRAtEuWqSU6b5+CQnTnPX1JjIcC+U7wNAoLDZwhQAyH+gcUYeJwXNQ8GgbMHn8vgo26Dsykllo/NQ0HtgbmZm1iTvR9kw8Z/ypPwlZ6I0J5udIuXpd5kSwZuXI8hgL/8/l+N/KzNDNDOHDtooqUL/8Mn50DWrS88KlDI/cX7IDPO40zVNcqrIP2qGOTle8TPMZXsHzrAoPcpjhtnC2Wd5uazIGRZmhUvz8zPmB0nzJ7GknJTjEzHDyTxf1gznp0bGzHAeL3r+DOekRwTOjvGSxoWicGnNyUJf6Ttm5szWxmHPzpWbGuk/W0OstB5ukrePNM6Pko4X5HpKcwoyQmfrz/CTxnPyIqTP5qIbbIbT2AGhs3lCpesDeCAYsAEnN2nZ5L4CXlmC5UJeSmouwwM9JUkMFp9jNpdhZWFpB8DkmZv+pO/pU2cJol+fja1vBsDlvEQiOTMbC9wGwEkmAKTe2RhzOwCyagBcreGIhHnTscmtDrDoOZYFikAFaAJdYAhMgRWwA87AHfiAABACIkEcWAw4IBVkAiFYClaCdaAIlIBtYBeoANXgAKgDx8AJ0ArOgovgCrgBesE98AiIwTB4BcbARzABQRAeokI0SAXSgvQhE8gKcoBcIR8oCAqH4qAEKAXiQyJoJbQeKoFKoQqoBqqHfoVOQxeha1Af9AAahEahd9BXGIEpsCKsARvA5rAD7AEHwpHwIjgFzobz4UJ4C1wO18JH4Rb4InwDvgeL4VfwOAIQMkJHtBFTxAHxQkKQeCQZESKrkWKkDKlFGpF2pBu5g4iR18gXDA5DwzAwphhnjD8mCsPBZGNWYzZjKjB1mBZMF+YOZhAzhvmBpWLVsSZYJywLG4tNwS7FFmHLsIewzdjL2HvYYexHHA5HxzFx9jh/XBwuDbcCtxm3F9eE68D14YZw43g8XgVvgnfBh+DZ+Fx8EX4P/ij+Av42fhj/mUAmaBGsCL6EeAKfUEAoIxwhnCfcJowQJohyRH2iEzGEyCUuJ24lHiS2E28Rh4kTJHkSk+RCiiSlkdaRykmNpMukx6T3ZDJZh+xIDiPzyGvJ5eTj5KvkQfIXigLFmOJFWUgRUbZQDlM6KA8o76lUqgHVnRpPzaVuodZTL1GfUj/L0GTMZFgyXJk1MpUyLTK3Zd7IEmX1ZT1kF8vmy5bJnpS9JftajihnIOclx5ZbLVcpd1puQG5cniZvKR8inym/Wf6I/DX5Fwp4BQMFHwWuQqHCAYVLCkM0hKZL86JxaOtpB2mXacOKOEWmIksxTbFE8Zhij+KYkoKSjVK00jKlSqVzSmI6Qjegs+gZ9K30E/R++tc5GnM85iTN2TSncc7tOZ+U1ZTdlZOUi5WblO8pf1VhqPiopKtsV2lVeaKKUTVWDVNdqrpP9bLqazVFNWc1jlqx2gm1h+qwurF6uPoK9QPqN9XHNTQ1/DQEGns0Lmm81qRrumumae7UPK85qkXTctXiae3UuqD1kqHE8GBkMMoZXYwxbXVtf22Rdo12j/aEDlMnSqdAp0nniS5J10E3WXenbqfumJ6WXrDeSr0GvYf6RH0H/VT93frd+p8MmAYxBhsMWg1eMJWZLGY+s4H52JBq6GaYbVhreNcIZ+RglG6016jXGDa2NU41rjS+ZQKb2JnwTPaa9M3FznWcy59bO3fAlGLqYZpn2mA6aEY3CzIrMGs1e2OuZx5vvt282/yHha1FhsVBi0eWCpYBlgWW7ZbvrIytOFaVVnetqda+1mus26zf2pjYJNnss7lvS7MNtt1g22n73c7eTmjXaDdqr2efYF9lP+Cg6BDqsNnhqiPW0dNxjeNZxy9Odk65Tiec/nQ2dU53PuL8Yh5zXtK8g/OGXHRc2C41LmJXhmuC635XsZu2G9ut1u2Zu6471/2Q+4iHkUeax1GPN54WnkLPZs9PXk5eq7w6vBFvP+9i7x4fBZ8onwqfp746vim+Db5jfrZ+K/w6/LH+gf7b/QdYGiwOq541FmAfsCqgK5ASGBFYEfgsyDhIGNQeDAcHBO8Ifjxffz5/fmsICGGF7Ah5EsoMzQ49E4YLCw2rDHsebhm+Mrw7ghaxJOJIxMdIz8itkY+iDKNEUZ3RstELo+ujP8V4x5TGiGPNY1fF3ohTjePFtcXj46PjD8WPL/BZsGvB8ELbhUUL+xcxFy1bdG2x6uKMxeeWyC5hLzmZgE2ISTiS8I0dwq5ljyeyEqsSxzhenN2cV1x37k7uaJJLUmnSSLJLcmnyixSXlB0po6luqWWpr3levAre2zT/tOq0T+kh6YfTJRkxGU2ZhMyEzNN8BX46vytLM2tZVp/ARFAkEGc7Ze/KHhMGCg/lQDmLctpyFVFzc1NkKPpJNJjnmleZ93lp9NKTy+SX8ZfdXG68fNPykXzf/F9WYFZwVnSu1F65buXgKo9VNauh1YmrO9forilcM7zWb23dOtK69HW/FVgUlBZ8WB+zvr1Qo3Bt4dBPfj81FMkUCYsGNjhvqN6I2cjb2LPJetOeTT+KucXXSyxKykq+beZsvv6z5c/lP0u2JG/p2Wq3dd823Db+tv7tbtvrSuVL80uHdgTvaNnJ2Fm888OuJbuuldmUVe8m7RbtFpcHlbft0duzbc+3itSKe5WelU1V6lWbqj7t5e69vc99X2O1RnVJ9df9vP33a/xqWmoNassO4A7kHXh+MPpg9y8Ov9QfUj1Ucuj7Yf5hcV14XVe9fX39EfUjWxvgBlHD6NGFR3uPeR9razRtrGmiN5UcB8dFx1/+mvBr/4nAE50nHU42ntI/VdVMay5ugVqWt4y1praK2+La+k4HnO5sd25vPmN25vBZ7bOV55TObT1POl94XnIh/8J4h6Dj9cWUi0OdSzofXYq9dLcrrKvncuDlq1d8r1zq9ui+cNXl6tlrTtdOX3e43nrD7kbLTdubzb/Z/tbcY9fTcsv+VluvY29737y+87fdbl+8433nyl3W3Rv35t/r64/qvz+wcEB8n3v/xYOMB28f5j2ceLT2MfZx8RO5J2VP1Z/W/m70e5PYTnxu0Hvw5rOIZ4+GOEOv/sj549tw4XPq87IRrZH6F1Yvzo76jva+XPBy+JXg1cTror/J/63qjeGbU3+6/3lzLHZs+K3wreTd5vcq7w9/sPnQOR46/vRj5seJT8WfVT7XfXH40v015uvIxNJv+G/l342+t/8I/PFYkimRCNhC9pQVQNAGJycD8O4wANQ4AGi9qH+QmfbEU4KmffwUgf/E0755SqhzaUS7SSvk1QHAcbQZuAMgg15PWqJIdwBbW0vbP5STbG01nYuCOkvsZ4nkvQYA+HYAvgslkom9Esn3g2ixDwDoyJ724pPCoX8ojXhXjveCvnbzteBf9HcIWQN53PJn6wAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAxppVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgICAgPHRpZmY6WVJlc29sdXRpb24+MTQ0PC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MTQ0PC90aWZmOlhSZXNvbHV0aW9uPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+NzI4PC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjM5MDwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgqWo1cgAAA3wElEQVR4Ae3dDXCddZ0v8J9bsttR0EAv0tGOtJQycHftNe3lijoipMIi4FpKWxUUpLRWrCBQ+l5BlL5CxRW6iC1F4CLQN0ABkdqUhauLq23ccnfkWmKLW516u4VcyzidzcS95yTnpGmaNE+akzznPPlkhs3JOc/zf/n8svXbp//n/7zlP3Nf4YsAAQIECBAgQIAAgZII/EVJWtEIAQIECBAgQIAAAQItAgK2XwQCBAgkFWh+JVZPGB0jh38g5tY1JjzrQOyq+5+xetnU+NDwEblzi/+NjvGz74rVG+ojaUvdd9gcjfVPdNLXh2Pasnvj/rqd0dx9I7kjfh8br65pG+vpV2+MfYnO63jQ3tgy+5xCO6fFR5ZtTdh/x3b8TIAAgcoSELArq15GS4BAagL7Yusd8+OObfuTj6Bxa6y++rwYN+UrseSezbHnkDP3x8trvxFLZk6Is/7u1vjxzgOHfNrjH5p3xo/n59q65IZO+toddfcsjdum/G2cffWqqG/sLma/Kz7xpU/FsMIgml54Nv5xX3fndDLifS/G9x5/rfDBiLjo/DNiUCeHeYsAAQJZExCws1ZR8yFAoA8EclehN3w1rrunPpqStt74T7H8iqtiyebd3Z7RtP27Mf3TX4st3Qbfrpo6EA1r5seXvre9m/E1xZ7Nt8eXFtd1e9V80OiPxkXDqlo7bPp5/PD5P3TVeRfvN8e+55+NFwtgVWMmxqWj39rFsd4mQIBAtgQE7GzV02wIECi5wL6oX3VdXD7zqQ5XoI/U0Z+i/t6vxr3bi1e7h0XtNSti/S9fjYZdO1v++/WWNbHwmnExtNjMnvWxMEHwLR7e/ntzw0MxZ/lLhXBdFUPHfSFuf/wXhb5eja2Pr4jp49quR8eetXfEd+r/1L6Jw18POiPO+/iIwvuN8eIzL/Vwmcgf4h+f+XlhTNXx4csvipEuXx/u7B0CBDIpIGBnsqwmRYBASQRalniMj4mLNvUgXOd63vds/MPqX7cOoaompm94IlbNmRA11QcT5qAR58ZVc+6Oh1dcXAjZuavLj6+Luh4vxfhTbF+/PupbrhTnwvXklfH0fXNiQs2QAsGgqK6ZELPv2xirJ59ceG9nPP3cr7pZD/3WGD1xYtQUL2L3dJnIvpfihy8UVpdXnRkfO+ekQt++ESBAIPsCAnb2a2yGBAj0WCB31Xrt/Bh/5sSDSzyGnhW1o49L1FLTv/wsfloMvJdcE58fWwy7HU8fHMMvnRczx1W3fnA0SzGafxWbfrCz9fyqc2LmnNootNahsxPj3DnXRW1LYG6K3T/4cWzvZln1oJEXxWVnH83YOiwPOfuC+MiQg3+56DAwPxIgQCBzAgJ25kpqQgQI9FagqW55fGb2I/FyMSSPmx/rn707Ljv9bQmaborfNeyM1lsW3xb/9f1/3UXgLTZ1Yow5a1ThhwOx9/U3ix8k+974Wuz4Q2Gh8xlnxpgjBdkhZ8XHioF599bY+tvCeV32dFJ85MIzo/UidmPU3flQ1HcTyluaat4Rjz9cXLJyWkz50gXR1V8xuuzaBwQIEKhgAQG7gotn6AQI9LHA0HExfcVjuSUX0w5Z3nHkXqti+LS1hfXP9bHq0ncd+fBefnrwannE4NNPjXcfsb3qGHHaOwtH7Iifbdt7xKMjt+fHkHMuiA8XlonE7rrYtL2btdu5Fpu3PxkPFXdbGVYb57m5sRtnHxMgkDUBATtrFTUfAgR6L3D8+2PazWti809Wx+xLa7q5At3b7vbGtpd2FBp5T3zwvxdvRkzSbnP88Y03CmupB8eoUe8uXG3u6ty/ivecenLhmIRXy4dcEF+celqhwSRrt3Nrwp+ri9a9U6pi2Mc/GqOtDumqIN4nQCCjAgJ2RgtrWgQIHL1AVe6mwOunnBvD+yEYNjc8Hd8r3gzY46u9f479rzcWduoYHCeecGw3kx4Ubz/++MJe1Adix47fdbOtX7653M2O59cW9sROsHa7w5rwL099n72vu6mKjwkQyJ6AgJ29mpoRAQKVItDcEE8ue7CwA8hxUXPlJ3p4tbcp3nj9/xVmOziGHN83+0wfsid2N8tEmrf/OJ7e3bq2u8rNjZXym2icBAiUWEDALjGo5ggQIJBMIP9kyFkx/7nCYoox18ayKaf38Grvf0Tjvj8m665wVNWIU6N4S2XiEwf9dVx65djC0pIjLRNpvzwkt/f1hWe5uTExsgMJEMiSgICdpWqaCwECFSLQ4cmQQy+OxSs+W8YPYhkcIydMKtzseIRlIu33/x72qfji+L69wbNCim2YBAgMQAEBewAW3ZQJEEhTIHfletllcUHxyZD5B9Gs/GpMGDH4KAb1l1E95O09Oq9p56tRvKWyRycessVfZ7uJtN/72s2NPbJ1MAECmRMQsDNXUhMiQKB8BfLhelpcfk99682F+XD96KqY3eWDaLqbSVUcf8I7CgcdiH1vdL+FXnctdv15+z2xO1sm0v7R6CPiovPP6OFyl6579gkBAgQqTUDArrSKGS8BApUpkLuhcePnx8fkYrgeel7MW9ubcJ1n+Is47oTqHmy719Nt/dpT5/bEHjcpxg/Nb4rdyTKRdo9Grxo3Pa6u6ZsbLtuPyGsCBAiUq4CAXa6VMS4CBDIj0LzzmVhwySUxq3BDY+TWXN/+yLdiak1vn284KKpPGRkntUg153YU2V/YE7srup5u69ehneoPxScvGdH65iG7ibRfHuLmxg5qfiRAYAAKCNgDsOimTIBAfwnkbmbcdGtcev6MeHT7/lynVTG05bHr3zzKNdeHj3vQe0bFaS1PWsxdVf7Jtvi3ww9p9077h9q8M0adUt3usyQv2++J3W6ZSPtHo1edGR87pzXyJ2nRMQQIEMiigICdxaqaEwECZSCQ3ylkVlw+7bvxcsu20MfFey/7Zjz8nZ48dj3BNKpPjlEnFZ5l/qufx7Z9zV2f1G4ZR/T4oTatzR7cE/vgMpGDj0bP/QXikklRO6QfntDT9Sx9QoAAgdQFBOzUS2AABAhkT6A5GreujOvnPhV7WiY3LGoX3B/fXXxh6Z8OOeiMOO/jhWUbTc/HinkbYlenGXtvbFn2rahrCfu92OVj0Pvi6hvOaV333bJMZG+7R6OPiE98+kN9/Gj57P22mBEBAtkTELCzV1MzIkAgbYHGulg64962K9c1C1bFt6eN7aPgmVu2MXFi1BSWiex5bmFc/vllsbF+X0EhF/brN8byqyfE1LWvFd7rzS4fuZsdz7mgsCd2fpnIj+Kff/Lb1naP8qp42uXSPwECBEotcEypG9QeAQIEBrZA7oa/zeviiT2tjwuP2B/1iz4Wpy1KqDJ6fmz+/rQYXjy8aUvMfe+UWHcg/8bQmLTmh7G09tC104NGjo8ZlzxcCNBNsWfzt2NW/r9iG4d8zy3jmHxTfL43u3wU9sSu29wYu9evjAcb84M7mke9HzIwPxAgQCAzAq5gZ6aUJkKAQHkItN8Pur9GdGKcO39FzBs3rJsOc+H6/Nvi4SXn9fJq+klRe/nHcnE/97V3T7T8XaLqrLhswih7X3dTAR8TIDAwBATsgVFnsyRAoL8Emv5PbslEY3/1drCf6rEx9b5NsXnN12PeNeNaw2/bp7kbLCffGAvX/Che+M7kEqwDz20P+JFL4xPDCjdX5vqpOvuC+IibG9vEvSBAYGALvOU/c18Dm8DsCRAgQIAAAQIECJROwBXs0llqiQABAgQIECBAgEDuObu+CBAgQIAAAQIECBAomYCAXTJKDREgQIAAAQIECBAIV7D9EhAgQIAAAQIECBAopYAr2KXU1BYBAgQIECBAgMCAFxCwB/yvAAACBAgQIECAAIFSCgjYpdTUFgECBAgQIECAwIAXELAH/K8AAAIECBAgQIAAgVIKCNil1NQWAQIECBAgQIDAgBcQsAf8rwAAAgQIECBAgACBUgoI2KXU1BYBAgQIECBAgMCAFxCwB/yvAAACBAgQIECAAIFSCgjYpdTUFgECBAgQIECAwIAXELAH/K8AAAIECBAgQIAAgVIKCNil1NQWAQIECBAgQIDAgBcQsAf8rwAAAgQIECBAgACBUgoI2KXU1BYBAgQIECBAgMCAFxCwB/yvAAACBAgQIECAAIFSChxTysa0RYAAgXIXGDl8RNsQG3btbHvtRe8EuPbOz9kECGRLwBXsbNXTbAgQIECAAAECBFIWELBTLoDuCRAgQIAAAQIEsiUgYGernmZDgAABAgQIECCQsoCAnXIBdE+AAAECBAgQIJAtAQE7W/U0GwIECBAgQIAAgZQFBOyUC6B7AgQIECBAgACBbAkI2Nmqp9kQIECAAAECBAikLCBgp1wA3RMgQIAAAQIECGRLQMDOVj3NhgABAgQIECBAIGUBATvlAuieAAECBAgQIEAgWwICdrbqaTYECBAgQIAAAQIpCwjYKRdA9wQIECBAgAABAtkSELCzVU+zIUCAAAECBAgQSFlAwE65ALonQIAAAQIECBDIloCAna16mg0BAgQIECBAgEDKAgJ2ygXQPQECBAgQIECAQLYEBOxs1dNsCBAgQIAAAQIEUhYQsFMugO4JECBAgAABAgSyJSBgZ6ueZkOAAAECBAgQIJCygICdcgF0T4AAAQIECBAgkC0BATtb9TQbAgQIECBAgACBlAUE7JQLoHsCBAgQIECAAIFsCQjY2aqn2RAgQIAAAQIECKQsIGCnXADdEyBAgAABAgQIZEtAwM5WPc2GAAECBAgQIEAgZQEBO+UC6J4AAQIECBAgQCBbAgJ2tuppNgQIECBAgAABAikLCNgpF0D3BAgQIECAAAEC2RIQsLNVT7MhQIAAAQIECBBIWUDATrkAuidAgAABAgQIEMiWgICdrXqaDQECBAgQIECAQMoCAnbKBdA9AQIECBAgQIBAtgQE7GzV02wIECBAgAABAgRSFjgm5f51T4AAgYoUGDl8RNu4G3btbHvtRe8EuPbOz9kECJSHgCvY5VEHoyBAgAABAgQIEMiIgICdkUKaBgECBAgQIECAQHkICNjlUQejIECAAAECBAgQyIiAgJ2RQpoGAQIECBAgQIBAeQgI2OVRB6MgQIAAAQIECBDIiICAnZFCmgYBAgQIECBAgEB5CAjY5VEHoyBAgAABAgQIEMiIgICdkUKaBgECBAgQIECAQHkICNjlUQejIECAAAECBAgQyIiAgJ2RQpoGAQIECBAgQIBAeQgI2OVRB6MgQIAAAQIECBDIiICAnZFCmgYBAgQIECBAgEB5CAjY5VEHoyBAgAABAgQIEMiIgICdkUKaBgECBAgQIECAQHkICNjlUQejIECAAAECBAgQyIiAgJ2RQpoGAQIECBAgQIBAeQgI2OVRB6MgQIAAAQIECBDIiICAnZFCmgYBAgQIECBAgEB5CAjY5VEHoyBAgAABAgQIEMiIgICdkUKaBgECBAgQIECAQHkICNjlUQejIECAAAECBAgQyIiAgJ2RQpoGAQIECBAgQIBAeQgI2OVRB6MgQIAAAQIECBDIiICAnZFCmgYBAgQIECBAgEB5CBxT6mG8uuPVWLpkSamb1R4BAgTKVmDk8BE9HlvDrp09Oudo+ih20J99FfssxfepU64uRTPaIECAQEkEJlx6aVx40YWJ2ippwM6H63lz58S2rdsSde4gAgQIECDQlcCWurquPvI+AQIE+l3gtdd2tfSZJGSXNGDvf3N/W7geM3ZMvOMd1f0+eR0SIEDgSAJC25F0yuuzc2try2tARkOAwIAV+OUv6+M3Db+J3//+d4kMShqw2/c4f+HCqKmpaf+W1wQIEEhdoDdLLboafE+XYHTVzpHe748+iv0fTV994bp6zX3FIflOgACBVAXyS9Z6coHGTY6plkvnBAgQIECAAAECWRMQsLNWUfMhQIAAAQIECBBIVUDATpVf5wQIECBAgAABAlkTELCzVlHzIUCAAAECBAgQSFVAwE6VX+cECBAgQIAAAQJZExCws1ZR8yFAgAABAgQIEEhVQMBOlV/nBAgQIECAAAECWRMQsLNWUfMhQIAAAQIECBBIVUDATpVf5wQIECBAgAABAlkTELCzVlHzIUCAAAECBAgQSFVAwE6VX+cECBAgQIAAAQJZExCws1ZR8yFAgAABAgQIEEhVQMBOlV/nBAgQIECAAAECWRMQsLNWUfMhQIAAAQIECBBIVUDATpVf5wQIECBAgAABAlkTELCzVlHzIUCAAAECBAgQSFVAwE6VX+cECBAgQIAAAQJZExCws1ZR8yFAgAABAgQIEEhVQMBOlV/nBAgQIECAAAECWRMQsLNWUfMhQIAAAQIECBBIVUDATpVf5wQIECBAgAABAlkTELCzVlHzIUCAAAECBAgQSFVAwE6VX+cECBAgQIAAAQJZExCws1ZR8yFAgAABAgQIEEhVQMBOlV/nBAgQIECAAAECWRMQsLNWUfMhQIAAAQIECBBIVeCYVHvXOQECBCpUoGHXzgodeXkPm2t518foCBBIJuAKdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCAnYyJ0cRIECAAAECBAgQSCQgYCdichABAgQIECBAgACBZAICdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCAnYyJ0cRIECAAAECBAgQSCQgYCdichABAgQIECBAgACBZAICdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCAnYyJ0cRIECAAAECBAgQSCQgYCdichABAgQIECBAgACBZAICdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCAnYyJ0cRIECAAAECBAgQSCQgYCdichABAgQIECBAgACBZAICdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCAnYyJ0cRIECAAAECBAgQSCQgYCdichABAgQIECBAgACBZAICdjInRxEgQIAAAQIECBBIJCBgJ2JyEAECBAgQIECAAIFkAgJ2MidHESBAgAABAgQIEEgkIGAnYnIQAQIECBAgQIAAgWQCxyQ7zFEECBDIhkDDrp3ZmEiZzYJrmRXEcAgQSFXAFexU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFBOxU+XVOgAABAgQIECCQNQEBO2sVNR8CBAgQIECAAIFUBQTsVPl1ToAAAQIECBAgkDUBATtrFTUfAgQIECBAgACBVAUE7FT5dU6AAAECBAgQIJA1AQE7axU1HwIECBAgQIAAgVQFjkm1d50TOKLAgdi1YVZcPvOp2NNy3Mkxac26WFp74hHPOvjh3tgye1JMXftay1tVY+bH0+umxchBB4/wigABAgTSEWiqmxPvm7I2DvSo+6oYOu6quOqsM2LspI9HTbU/0HvE5+B+E3AFu9+oddRzgcEx/NKb47bJJxdOfS3Wzb8ztjQ2J2gqH86/FgsL4TqGXhyLV3xWuE4g5xACBAiUr0BT7Nn8nViy6IaYeOaEWLBpZyT5X4TynY+RZVVAwM5qZTMzrxPj3PkLYtLQqtYZ7XkkrpmyJhq6+RO1ueGhuGluuyvfi2+OCSMGZ0bFRAgQIDDgBZq2x6NfnB/3N/TsGviAdwPQLwICdr8w66RXAtW1MXfxxBhaaKRp210xZ80rXV+1aPynWHHDXVHflD8h98+JkxfE3MTLSno1UicTIECAwFEIDJ68Jl7ZtTMajvjfq7H18Ttj9uTRuT/ZC19NL8Udsx7q9qJL8XDfCfSXgIDdX9L66YXAoKiuvaHdUpH9Ub/81i6uWuTWXS+eF/du39/SX9WYWfHgkvOiuhe9O5UAAQIEykEg978FNeNj+vLH4tkVF7e76LI+Nmz/UzkM0BgItAkI2G0UXpS3QIelIp1etWiOxro7D667rjorbrrduuvyrqvRESBAoKcCuftzxn8uPjGseB37/8aO3zT2tBHHE+hTAQG7T3k1XlKBbpaKNDesianTHynsOHJc1My+Ja4aad11SWugMQIECJSDwKDj4oQTijuIHIi9r79ZDqMyBgJtAgJ2G4UX5S+QXypyczy44KzC+rt2S0WaX4n7Z7Vfd70iVk87PYp//Jb/3IyQAAECBBILNO+P118v3u0+OE484djEpzqQQH8ICNj9oayPEgoMjpFTbombxhzX2mbLUpFV8aNVt8Yd21rXXcfQiXHb/FrrrkuorikCBAiUj8CBaFhzR6zZ3XIne25Y74xRp7jTpnzqYyR5AQ+a8XtQeQKDTo+rbr82nr1gcctOIU3bvhFf3FacRu5hNItviHM9fKAI4jsBAgQyIrAv6jd8P/75Z0/EnWu3RzFeV42ZGJeOfmtG5mgaWREQsLNSyQE2j0EjPxvLZtfFRYteavtDNiK37nrBt2ORLfkG2G+D6RIgUOkCB9ZOidPXHsUsPETsKNCc0h8Cloj0h7I++kAgt1Tkc5+P8e3vYcztGnLZhFHWXfeBtiYJECBQbgJVoz8X9z5yu4eIlVthjKdFwBVsvwgVKpBbg/fd78QT7R/g1fR8rFhWF7XL7XtdoUU1bAIECHQjMCxqr/lMfPDM8+OK2hEuqHSj5eP0BFzBTs9ez0ctkN/v+mtxxSHLQ/KNNcWetV+LuRsaun7K41H36UQCBAgQ6CuBzp/k+KvYvGZ+TBpduKk9twzwvZNnxBenT42rhOu+KoV2SyQgYJcIUjP9KNBYF0vnry/sd51/FPrX4/bJJxcGsDs2zV3YxVMe+3GMuiJAgACBXgrkHihTOy2WPnhvTG8J2fvj5bXz4tNXfDO2Nha36OtlF04n0EcCAnYfwWq2jwSaG2Lj7K/Fuj2F+8dbtuT7dEyYvyAmDS081avTpzz20Xg0S4AAAQJ9K1D9gZj94Iq2P+Obtt8dlwvZfWuu9V4LCNi9JtRA/wnk9z5dGPOf293aZe6mxnkP39y6JV83T3nsvzHqiQABAgRKLtDxz/jt98Z1i+vCA9JLLq3BEgkI2CWC1EzfCzQ3PBRzlhe35ev4KPT8Ux5viNvaloq0e8pj3w9NDwQIECDQpwId/4zP33OzKJbW7e3TXjVO4GgFBOyjlXNe/wo0booFl9/e8mCZyD0ofej5C+OOKR0fhX5inGupSP/WRW8ECBDoN4EOf8bHa7Fu/p2xxXrsfquAjpILCNjJrRyZmsDe2LJ40aHrrpdfGsMHdTKg6vNi0cOzoqa4HHvbXTHzjn/yz4idUHmLAAECFSfQYalI7HkqVq7bYeeoiitk9gcsYGe/xhU+wwOxa8PXYuHa1wrz6P5R6K1PeTwrd507/5W76/yeef4ZsaDnGwECBCpboONSEcsBK7ue2R29gJ3d2mZiZvl11zfNfaqwJV9uD9RrlsTcbh+FnnvK45Rb4qYxxb1T/TNiJn4ZTIIAAQItAh2Witg5yu9FGQoI2GVYFEMqCDS/EvfPuquw7jq38nrMtbHipg9EdRKgQafHVbdf27ZUJPasj4XuOE8i5xgCBAiUv0D1h2Pa1WML/1KZe8xYbjngnDWvWCpS/pUbMCP0qPQBU+pKm2hu3fW8L8SSbftbB57bku+m2z8bIztbd93F1FqXitTFRS1PfCzccX7B+2Jpt1fAu2iwTN9+880349FHHumT0b3rXe+OCy+6sE/a1igBAgSOXqDwL5U/nFz434ncUpH7HowXJn29devWo2/YmQRKIiBgl4RRI6UXyP0T4PLno2F5b1rO/QE87ZF4ZVpv2ijvc1/d8Wpc84Xp8ZuG3/TJQM+trRWw+0RWowQIVNUui3/dtezoIXL/Ujl14/aYevQtOJNAnwlYItJntBom0LcCzzz9THzqk5P7LFz37ei1ToAAAQIEsivgCnZ2a2tmGRb4xopvxMq77mqb4Yxrr40bZ97Y9rMXBAgQIECAQHoCAnZ69nom0GOB/Hrr66/7cmypq2s59/gTjo+vff02yzh6LOkEAgQIECDQdwICdt/ZaplASQU6rrc+ZeQpcc+3741TR51a0n40RoAAAQIECPROwBrs3vk5m0C/CHRcb52/+fDxJ58UrvtFXycECBAgQKBnAgJ2z7wcTaDfBVavWhXXzpgRb7z+Rkvf+fXWq9fcF8cee2y/j0WHBAgQIECAQPcCloh0b+QIAqkI5Ndb3/KVr8QTjz/R1v9dK1dab92m4QUBAgQIEChPAQG7POtiVANcIL/eet7cObFt67YWifzNjI8+ttaSkAH+e2H6BAgQIFAZApaIVEadjHIACbz4wost+1sXw/WYsWPi+RdeEK4H0O+AqRIgQIBAZQsI2JVdP6PPmEB+vfXnrriibb31FVdeGes2bLDeOmN1Nh0CBAgQyLaAJSLZrq/ZVYiA9dYVUijDJECAAAECCQQE7ARIDiHQlwJ79uxp2SWkuCTEeuu+1NY2AQIECBDoewFLRPreWA8EuhSor6+Piy+8sO1mRuutu6TyAQECBAgQqBgBAbtiSmWgWRN47NHHYuIlE6y3zlphzYcAAQIEBryAJSJl+CswcviIMhyVIfW1wIMPPBD5/yrtq2HXzkobsvESIECAAIE+FRCw+5RX4wQIECAw0ARcJBloFa/s+bpI0jf1s0Skb1y1SoAAAQIECBAgMEAFXMEu88L7m2WZF2iADs8VugFaeNMmQIAAgUQCAnYiJgcRIECAAIGeC7hI0nMzZ/StgAskfetbbN0SkaKE7wQIECBAgAABAgRKICBglwBREwQIECBAgAABAgSKAgJ2UcJ3AgQIECBAgAABAiUQELBLgKgJAgQIECBAgAABAkUBAbso4TsBAgQIECBAgACBEggI2CVA1AQBAgQIECBAgACBooCAXZTwnQABAgQIECBAgEAJBATsEiBqggABAgQIECBAgEBRQMAuSvhOgAABAgQIECBAoAQCAnYJEDVBgAABAgQIECBAoCggYBclfCdAgAABAgQIECBQAgEBuwSImiBAgAABAgQIECBQFBCwixK+EyBAgAABAgQIECiBgIBdAkRNECBAgAABAgQIECgKCNhFCd8JECBAgAABAgQIlEBAwC4BoiYIECBAgAABAgQIFAUE7KKE7wQIECBAgAABAgRKICBglwBREwQIECBAgAABAgSKAgJ2UcJ3AgQIECBAgAABAiUQELBLgKgJAgQIECBAgAABAkUBAbso4TsBAgQIECBAgACBEggI2CVA1AQBAgQIECBAgACBosAxxRel/v79J56Mrb/4Ramb1R4BAmUmsHrVqjIbkeEQIECAQFIBf4Ynk3rttV3JDiwc1WcB+8EHHujRQBxMgEBlCixZtLgyB27UBAgQIBD+DO+bX4KSLhGpqamJ9Y9v7JuRapUAAQIECBAgQIBASgLzFsyPqdOmJeq95Few8yG7YdfORJ07qHOBkcNHdP6BdwmUoYD/fy/DohhSqgL+DE+VX+c9FPBneA/BEh5e0ivYCft0GAECBAgQIECAAIHMCgjYmS2tiREgQIAAAQIECKQhIGCnoa5PAgQIECBAgACBzAoI2JktrYkRIECAAAECBAikISBgp6GuTwIECBAgQIAAgcwKCNiZLa2JESBAgAABAgQIpCEgYKehrk8CBAgQIECAAIHMCgjYmS2tiREgQIAAAQIECKQhIGCnoa5PAgQIECBAgACBzAoI2JktrYkRIECAAAECBAikISBgp6GuTwIECBAgQIAAgcwKCNiZLa2JESBAgAABAgQIpCEgYKehrk8CBAgQIECAAIHMCgjYmS2tiREgQIAAAQIECKQhIGCnoa5PAgQIECBAgACBzAoI2JktrYkRIECAAAECBAikISBgp6GuTwIECBAgQIAAgcwKCNiZLa2JESBAgAABAgQIpCEgYKehrk8CBAgQIECAAIHMCgjYmS2tiREgQIAAAQIECKQhIGCnoa5PAgQIECBAgACBzAoI2JktrYkRIECAAAECBAikISBgp6GuTwIECBAgQIAAgcwKCNiZLa2JESBAgAABAgQIpCEgYKehrk8CBAgQIECAAIHMCgjYmS2tiREgQIAAAQIECKQhcEwaneozucDI4SOSH+xIAgQIECBAgACB1AVcwU69BAZAgAABAgQIECCQJQFXsLNUTXMhQIAAgbIS8K+QZVUOgyHQbwKuYPcbtY4IECBAgAABAgQGgoAr2GVY5YZdO8twVEce0jNPPxPXzpjRdtAVV14ZM2fdFMcee2zbe14QIECAAAECBAaCwFv+M/c1ECZqjn0ncOstX40HH3igrYN5C+bH1GnT2n72ggABAgQIECAwkARcwR5I1S7xXN988824KneletvWbS0tH3/C8XHnN/8+Pnz2h0vck+YIECBAgAABApUjIGBXTq3KaqSv7ng1PvXJyfHG62+0jGvM2DGxZOmyOHXUqWU1ToMhQIAAAQIECPS3gJsc+1s8A/3l11v/7XnntYXr8ZeMj/tzS0SE6wwU1xQIECBAgACBXgu4gt1rwoHVgPXWA6veZkuAAAECBAj0XEDA7rnZgDwjv976+uu+HFvq6lrmb731gPw1MGkCBAgQIEAggYCAnQBpoB+SX299zRemx28aftNCccrIU+Keb99rSchA/8UwfwIECBAgQKBTAWuwO2XxZlEgv946fzNjMVyfW1sbjz/5pHBdBPKdAAECBAgQINBBwBXsDiB+PCjwjRXfiJV33dX2xoxrr40bZ97Y9rMXBAgQIECAAAEChwsI2IebDPh3Oltv/bWv3xYXXnThgLcBQIAAAQIECBDoTkDA7k5ogH1uvfUAK7jpEiBA4EgCza/E6kmTY8m2t8WkNT+MpbXVRzq68FlzNNb/INY/91Tcf8/m2NN2xrCoveYz8cEzz48rakfEoLb3u3pRqnby7f86Vv/dJ2LJ9gMRgyfH6peXxblVXfXb8/ebd26JB3/8avzHjqfizrXbo6lDE1WjJ8cNHz81/nLkRxPOvUMDfqw4AY9Kr7iS9d2AX3zhxbjh+i+37W+dX2/9zW/9fRx77LF916mWCRAgQKBMBfbF1mXT4vJ76nOBcWiygN28M378levjS987PGQenGRVDB03K+5eMSVqqruI2aVqp63TvgjY+b8ArIultyyOddv353o6Lt47eVp84oKLDw3RjfWxcd3/in/+warW46pGx6SZV8UnP/XxruffNm4vKlXATY6VWrkSj3v1qlXxuSuuaAvX+fXWq9fcJ1yX2FlzBAgQqAyBA7Frw1fjupZwnXTEB6JhzfxuwnW+rabYs/n2+NLiumjstOlStdNp46V5M/8XgPkT4qxL5rWG5qHnxbzHt8QTy6+Nqzpena+uiQnTro2l398S6xecF0Obtse6pTfExDMnxIJNO6O5NCPSSpkJCNhlVpD+Hk5+vfXMG26IJYsWt3V918qVbmZs0/CCAAECA01gX9Svui4un/lUu+Ud3Rs0NzwUc5a/VFgekb9K/YW4/fFfRMOunbn/Xo2tj6+I6eOGFRrKhey1d8R36v90WMOlauewhkv1RnNDbLzmipheuEpfNfpLsfbZe2JqzZBuehgSNdO+FQ+vuDj37wG5r1zQfnTaFTFjQ4OQ3Y1cJX4sYFdi1Uo05vx666uuvDKeePyJlhbzD4/50aZNbmYska9mCBAgUHECjVtj9dXjY+KiTT0K1xF/iu3r10d9y+LjXLievDKevm9OTGgLnYOiumZCzL5vY6yefHKBZWc8/dyvOoTLUrXTV/J7Y8u8q2PWc7tbO6g6K266c0aM7Wqpy2HDGBzDL705bmsz2B2bZl4dC+r2HnakNypbQMCu7Pod9ejz663z+1tv27qtpY0xY8fE8y+8YH/roxZ1IgECBCpZIHfVeu38GH/mxFiyuRAeh54VtaOPSzap5l/Fph/sbD226pyYOac2Or8d8sQ4d851Udtyg2FT7P7Bj2N7+zUSpWon2ah7eFRuzXXdnbFw7WuF86pi2NSb4qqRg3vYTnuD/Kmvxbqb10R9e4cetujw8hMQsMuvJn0+oo7rra/IXcVet2GD9dZ9Lq8DAgQIlKdAU93y+MzsR+Ll4hXocfNj/bN3x2Wnvy3ZgBtfix1/KOydccaZMWZIFzcv5lsbclZ87OxC/N69Nbb+tt2eG6VqJ9moOxyVX3d+bXxo+IgY2fLfh+ML7ZdvNO+I9Xe3WzZTNTY+O/GvE+yG0qGb/I9DLogvTj3t4Ae7H41/eOL3B3/2quIFBOyKL2HyCXS13vqWW7+avBFHEiBAgEB2BYaOi+krHsst75jWox0umv7lZ/HTQk4efPqp8e4jClXHiNPeWThiR/xs28HlEaVq54jdd/phPlzParfufFict+K7sfLSkW0Bunn7k/HQtvxuIYWvk94XY4f39Op18eS3xt+c+b44eHZjvPjMS7Gv+LHvFS9gH+yKL2GyCezZsyeunTGjbUlIfr31o4+ttSQkGZ+jCBAgkG2B498f026+IMZfeW4MP8LF584RmuOPb7xRWEs9OEaNencceYvpv4r3nHpy7phf526IPBB7X3+z0Gyp2ul8lF2/m1v6sXVlXD+3eHX68HAdudk1/qYh/tCukcEf/B/xNz22OthA1YhTY1Tux5cLbzX95GexvWlCSffnPtibV/0t4Ap2f4un0F99fX1cfOGFbeHaeusUiqBLAgQIlLFAVe4GxOunHE24zk/qz7H/9cbC7iGD48QTunt2wqB4+/HHF64MH4gdO35XOLdU7fQEOh+uvxmf+9TdheUxnYXrjnPM/1wV/2XI26NXIWrYqXH6wUvYEQdyu63sbrdcpifTcGzZCfTqd6PsZmNAhwk89uhjMfGSCW37W1tvfRiRNwgQIECgVwJNuf+N+X+FFgbHkOPfepStlaqd5N0379wQc2fc20247qy9QXH8Cce1LR/p7AjvDWwBS0QyWv/8eusVt98RDz7wQNsMFy9dmnty1CfbfvaCAAECBAj0XuA/onHfH3vUTMflEa0nl6qdZENp3rk2Znx6YWzak79q3NWV667aas79pWJ/y7KYXqwSObTxquo44e2uex6KUrk/CdiVW7suR97ZeutV990XNTU1XZ7jAwIECBAgMGAEGjfFgrZwfVzULFh1yA2NhztUxbtHjsjdlPjz3Krx/FdT/HvuLxV/zr066oD9xzdiX/ut+U4aGSMS76fdMgj/p4wF/FWpjItzNEPrbL31U888I1wfDaZzCBAgQCCBwF9GdW49ck++mna+GjsOO6FU7RzW8KFvNG+Nv//czFjXcuU6/9H++N8/fDF2tQ+7h57R8lPVf3t/fLDd3ZsHXnk1ftfJcUnfav7tjvh125Lr3J7aH/9ojD7qtJ60V8f1l4CA3V/S/dBPZ+ut788tERk6tOWhrP0wAl0QIECAwMATqMqtR35HYdoHYt8bhz/+PJlJqdrppremhnj5X9ttt5c7vGnbw7HqHw9uF9hpCx33rv7Vz2PbIZegOz2rizdzT6x8ri4Kj/TJ3TPZiz21u+jB2+kKCNjp+pes91tv+WrMnzu3rb38euv8/tbHHtvd3dxtp3hBgAABAgSOQuAv4rgTqgtb87Xfdq+rprrajq9U7XTVb/v3c49zP//WuHfuWYVx556mOP/O2NJ4pMvYb42a6TfFpKGFy9hNL8X3Nu4obE/Yvu0Er9s/sTI3gqGXTImJPX4iZIJ+HJKagICdGn1pOs7fzDjp0kvbbmbM72+9/vGNbmYsDa9WCBAgQKBbgUFRfcrIOKnluIM3/3V9Wlfb8ZWqna57bv3kuHjvNQ/E09+5Ij467Za4aUzhcfB71sfCxXXReKTTq2tj7srp8d6WjL0/6pffGvc3tK7KPtJph352IBrW3BFrClvyVY2ZFQ8uOa+LR8sfeqafKkdAwK6cWh020ny4Pufssw/Z3zr/8Bg3Mx5G5Q0CBAgQ6EOBQe8ZFae1hM6m2P2TbfFvR+xrb2x7qbgC+50x6pTCY9Nz55SqnSN2P/hj8eUbP9AaaAedHlfdfm3UFMa+Z+2iWFp3pKUiub8EjL0+vrt2ftTmr2TnrmIvuXxWbNyZNGTvi/pV18UVi15q2fu7avSX4uE1U2KktddHLFklfihgV2LVCmPOL/+47PLPtPw0/pLxkV9vfeqoUyt4RoZOgAABAhUpUH1yjDqpJaVGdLc2ed9L8cMXCteJh9XGeaPb7ZtdqnZ6gDho5PiYccnJhTNeiyfufiIajrRSJLdvSHXNtFj17GOxdPLoqNrzVMw6/5Mxd9WWI9womXugTf3GWH71+Ji4aFPsyW0LWLtgfbz0/Zkx1s4hPahW5RwqYFdOrTod6Y0zb4y7Vq6MFXfeab11p0LeJECAAIE+Fxh0Rpz38RGt3TQ9HyvmbegibO6NLcu+FXUtu2d0snNGqdrp0YRPjHPnL2hbW9207a6Ys+aVQ9dWN22JBV/cGPvat1tdE5OWPxmv/HJj3D77oxE/+HJcNG9L4amU7Q/Mvd73ZMya/NX46ZDJMe/mNbG54cVYNW3sIctCmuuXxfmzuzi/Q3N+LH8BAbv8a9TtCC+86MJuj3EAAQIECBDoO4G3xuiJEw8utXhuYVz++WWxsb4YSYtXcCfE1LWvFYYxIi46/4wO+0iXqp0ezjS/tnrxxGjdc6vztdXNdXfmrlJvPXyNdi5oT5j22fjb098WzfveiE4fufPHfbG36fS4+JovxNTOHknfuDXuv/upXm3718MZO7yPBTxopo+BNU+AAAECBAaCQOtSi4cLAbop9mz+dszK/9fp5HM7Z0y+KT5f0255SOG4UrXTabddvplb9lF7Q9w2+aet48+trb5j8TNxyX0TYkjbObujbtHEGLuo7Y3DX4zel9tVO9qd03pIc+Pr8UbuITVLzj0tlhx+Vts7gye3vfSiwgVcwa7wAho+AQIECBAoD4H8UosVMW/csG6Gk98i77Z4uMudM0rVTjfDOOzjE+Ps6ZcXrsLn7l/c/K24/Yg3PB7WQMTruSDdyfrtP7/xevx7J4d7K7sCAnZ2a2tmBAgQIECgfwWqx8bU+zbF5jVfj3nXjCssuSgOIbc93uQbY+GaH8UL35kcw4+0c0ap2il2nfD7oJGfjWWze7I3doeG//31aMw/P/2Qr/b7fh/ygR8yLPCW/8x9ZXh+pkaAAAECBAgQIECgXwVcwe5Xbp0RIECAAAECBAhkXUDAznqFzY8AAQIECBAgQKBfBQTsfuXWGQECBAgQIECAQNYFBOysV9j8CBAgQIAAAQIE+lVAwO5Xbp0RIECAAAECBAhkXUDAznqFzY8AAQIECBAgQKBfBQTsfuXWGQECBAgQIECAQNYFBOysV9j8CBAgQIAAAQIE+lVAwO5Xbp0RIECAAAECBAhkXUDAznqFzY8AAQIECBAgQKBfBQTsfuXWGQECBAgQIECAQNYFBOysV9j8CBAgQIAAAQIE+lXg/wOVLfkHzOdTDAAAAABJRU5ErkJggg==" alt><br>The battery has an electromotive force (emf) of 12.0 V and negligible internal resistance.</p>
</div>
<div class="specification">
<p><strong>Part 2</strong> Vibrations and waves</p>
<p>The cone and dust cap D of a loudspeaker L vibrates with a frequency of 1.25 kHz with simple harmonic motion (SHM).</p>
<p><img 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AIIIGC1wPes7o7mEEAAAQQQQMAXIPC5IyCAAAIIxCqw9v21MmrkSNmxY0es+7q+WV3XAegfAQQQQCA+AS/szzt3kHy15StZv/5DefTxx+Lb3PGdeITv+B2A9hFAAIG4BLLD3tuzU6dOcW3NPikBAp+7AQIIIICAcoGaYX/q6afL2HHXKd+XDfYIEPh7LLiEAAIIIKBAIFfYDx12uYKdWLKQAIFfSIfbEEAAAQRCCRD2ofgiPZnAj5STxRBAAAEEMgKEfUZCjz8JfD3mQBUIIICAVQKEvX7jJPD1mwkVIYAAAkYLEPZ6jo/A13MuVIUAAggYKUDY6zs2Al/f2VAZAgggYJQAYa/3uAh8vedDdQgggIARAirDfvf6pTL7ntFyVrvW0rZV+r+eQ+SOWUvlw9218eyWrZWPy8ya57fqLGddO0VmL1kveZfYtVTGdEzv13G0LN2V2mv3elk6a4qMObPznlpa9ZahE2fIo5WbayvGvz1nP/4a0wvXU9Tq+Q/ah2/Ly4/DLQgggAACtQuUG/Zt27SS+vXr598gFa4v/urncsUf3hQva3P+NDtdJj04SQa03nfvm4s5P3VWReefyt2/HS0n1lzDC/wjL5WHv0kdtO8AmTSno/zx6kmyZFO+ahrIkcOny32jj5FGe1eTumazVM4YK1fc9oJsynm7d2WFNDvpVpk3bZC0qpP3oLJuIPDLYuMkBBBAAAFPoNyw984tGPi718mjw38qv3z+Y+/Qwj/NzpeZz94ifRtlJeTu1TLznEEyftX2wudmbs31D4fswK84QJo12iqbvsgX9pmFWso5sx6WCf0OyFyR/nOzrJw4VC6cVpn/Hy9ZZ1R0vU6efniotM1qKevmsi7ylH5ZbJyEAAIIIBAm7Avr7ZbNj0+U64KwTz3qPeFymfTYG7Luw/Wp/9bKysfGyzmdG1Qts2mhXH/7EtkaLPqFLB17eVbYpx55D7om6/z1smbpLLl++AnSLHPOpkVy3aj7ZV2+5/d3fVEV9hWd5Zxxs2TxOq+O1H/rlsjMK7LWkb/J4/NWpB7LZ/+kfq2w5E65Kgj7g6Xf8Jtk5tJ30/2k1/n3y6Rfswr/xF2rpsjoWavz/7ohe/kiLxP4RUJxGAIIIIDAHgF1YZ/aY/df5Pd3LUs/Ek4/xX3vaBnQpWm6gDrSqMt5MuGxBTK2qxf6u2TTgttkwpIvqm7fvEL+8Njf0semn2a/Y0TW+SJ1WveVfx09XZ6edX4Q+rtWzZMZL6XXSJ9d7Q/vWYDn58uEoX33PN1ep7X0veZumTuuZ+rJ+KqfXe+9Lx9l/8Mh1c+9/76w6mn8ii4y7JHHZcboS6Rv9q8QvHUuHSsznp0q5/ihv10q7/i1PLE5e6Fq1ZT8FwK/ZDJOQAABBNwWUBr2Kdrdb74oT3+cfuq84ngZNf7sPQGbTV+nnfS/MBO0mUfWqWcHlj0rKzKnd71S7rwm3+/UU/9w6He93D28fXrVzBrZm2QuN5AuPxshP8kO6cxNsq+0HXCO9M4k/pdbZOt3wY1Z/VTIwUPGyahumX+47DkmuNSon4y5fWDVP0J2vS5/XPZZcFPYCwR+WEHORwABBBwSUB323qP1DW+slMxv7iuOO0X6NM33i+w60vTse2W1/zT/eln9+wHSVD6Tl555Pf3sQCPpfeFptfwevJ50PqmfHJye4V6PzoPZHiRHdT9E8lUijVpKu/+bTvxvUk/RZ/7BUq2f1nLaSYflX8PfK/WPkP/XXTr5S22VP7/2XrqXoJCyL9Qt+0xORAABBBBwSkB92Hucu+SrLV+nXfeVjj2PSIV4KT87ZMsX3svqvZ92cnTXmi+eq7ol+//WOeIoOWbfe6pejf/ZOlm/dbd0qfmPjIqWcugh/5R9WvXLdRpIkyapfw4EQZ+5+b9l/fsb0n9ZI9P7Hy7TMzcV8ec3q9fKRkn9CqGIY2s7hEf4tQlxOwIIIIBAqFfjl8b3v7J187bSTsk+evd22bIl/XvvikbSpGERMVfRXA5tn35b366tsmVb1vPxmbXrNJbGDfM+vs8cpfWfRUhoXT/FIYAAAggoFojnkb3iJkxdfssW+Sqi1+3xlL6pdwLqRgABBGIQMC7ss59azzxar/n0fE23XRtl7Zr0rwH2TX2y3sGZV9/VPDDs33vI2KXzZEhrVesXro9H+IV9uBUBBBBwViCZsK8vrdu1SJt/I6tffbvGe9prjGP3SrmjV/v0x9yeLHdU7iNNDsh86t778tqqAm+zSy+1++3/lFcyv/bfv4k0ijQZs/sprp4aHUb210jbiqwqFkIAAQQQSFQgmbD3Wq6QFt277XnV/PJn5aUC70Wv9ha+fX8kPY5oI31O7ZF+T/xWWTHv6fwfpuML75Q3n1+y510BHdrJIZH+qj67n2LqUTd2Al+dLSsjgAACRgokF/ZVXHU6nyinZZ5W37VM7pyY/Sl6WaSpj8+dfcu8dFinPqDnzBOlS0XqrXrHnxK8J977xLpRk1/J+hS+rPNTn2O3dcmtcsW0NekrW8pZF/Yu8V0B2evlvpzdT+F6vPO/kQ8fuVKO9b8kqL30mbgysk/bI/Bzz4drEUAAAScFkg57H73Oj+RnI49PP0r3PkVvhJz2s4lZ30bnfQPeo3LHZUP3fHxuRTf512G9q760pmlvuaB/y/T8tstb04bJT6+dmnW+96V3qW/gmzhMTrv0weCLbCq6XihD+9T+Nr6S7xh1DpezB3dL9+PVMzjVz/ga34xX9a1+0689V04ZtSj9qXzd5OKBh9fyvv3iq+HLc4q34kgEEEDAaoG4w77gl+dI6vPwrz1HhizIfERuIfrUp+CNWyDzh3bcE45bX5E7Lhkm09/cXujEPbfV9uU5+w6SmW9NlL55X2+3Rmae+RMZ/6b3YoAcL84r5cuA/Kpy9LSn2rIu8Qi/LDZOQgABBOwSiDvsa9c7QPqOny3TL+icfmSc74zUF9GMmy0zs8PeO7TRMXLt3Nky9oTMZ+jlO9/7Yp6rZGa+r9jNd1qp19dpKwOmzS2iH2/hPD2VumeN43lbXg0Q/ooAAgi4JqBf2KcnkPpCmRNvf1RePecpWfjaK7LozgXyVvDttN43zg2VCwYNqv4lNNnDa9RNhvx+mQysTJ3//CKZPW1x8PS9H6rDL5J/7nGSXNKv9Z5nBrLPj/qy388T8tehS2Xuc8/KE9X6Sb1csfMgGXnGMXLUOWdIl+yv+o2oDp7SjwiSZRBAAAETBZIM+8JP6ZuoqXfNPKWv93yoDgEEEFAmkGTYK2uKhfMKEPh5abgBAQQQsFeAsLd3tvk6I/DzyXA9AgggYKkAYW/pYGtpi8CvBYibEUAAAZsECHubpllaLwR+aV4cjQACCBgrQNgbO7pICifwI2FkEQQQQEBvAcJe7/nEUR2BH4cyeyCAAAIJChD2CeJrtDWBr9EwKAUBBBCIWoCwj1rU3PUIfHNnR+UIIIBAQQHCviCPczcS+M6NnIYRQMAFAcLehSmX1iOBX5oXRyOAAALaCxD22o8okQIJ/ETY2RQBBBBQI0DYq3G1YVUC34Yp0gMCCCCQEiDsuRsUEiDwC+lwGwIIIGCIAGFvyKASLJPATxCfrRFAAIEoBAj7KBTtX4PAt3/GdIgAAhYLEPYWDzfi1gj8iEFZDgEEEIhLgLCPS9qOfQh8O+ZIFwgg4JgAYe/YwCNol8CPAJElEEAAgTgFCPs4te3Zi8C3Z5Z0ggACDggQ9g4MWVGLBL4iWJZFAAEEohYg7KMWdWs9At+tedMtAggYKkDYGzo4jcom8DUaBqUggAACuQQI+1wqXFeqAIFfqhjHI4AAAjEKEPYxYlu+FYFv+YBpDwEEzBUg7M2dnY6VE/g6ToWaEEDAeQHC3vm7QOQABH7kpCyIAAIIhBMg7MP5cXZuAQI/twvXIoAAAokIEPaJsDuxKYHvxJhpEgEETBAg7E2Ykrk1Evjmzo7KEUDAIgHC3qJhatoKga/pYCgLAQTcESDs3Zl1kp0S+EnqszcCCDgvQNg7fxeIDYDAj42ajRBAAIHqAoR9dQ/+plaAwFfry+oIIIBATgHCPicLVyoUIPAV4rI0AgggkEuAsM+lwnWqBQh81cKsjwACCGQJEPZZGFyMVYDAj5WbzRBAwGUBwt7l6SffO4Gf/AyoAAEEHBAg7B0YsuYtEviaD4jyEEDAfAHC3vwZ2tABgW/DFOkBAQS0FSDstR2Nc4UR+M6NnIYRQCAuAcI+Lmn2KUaAwC9GiWMQQACBEgUI+xLBOFy5AIGvnJgNEEDANQHC3rWJm9EvgW/GnKgSAQQMESDsDRmUg2US+A4OnZYRQECNAGGvxpVVoxEg8KNxZBUEEHBcgLB3/A5gQPsEvgFDokQEENBbgLDXez5UVyVA4HNPQAABBEIIEPYh8Dg1VgECP1ZuNkMAAZsECHubpml/LwS+/TOmQwQQUCBA2CtAZUmlAgS+Ul4WRwABGwUIexunan9PBL79M6ZDBBCIUICwjxCTpWIVIPBj5WYzBBAwWYCwN3l61E7gcx9AAAEEihAg7ItA4hCtBQh8rcdDcQggoIMAYa/DFKghrACBH1aQ8xFAwGoBwt7q8TrVHIHv1LhpFgEEShEg7EvR4ljdBQh83SdEfQggkIgAYZ8IO5sqFCDwFeKyNAIImClA2Js5N6ouLEDgF/bhVgQQcEyAsHds4A61S+A7NGxaRQCBwgKEfWEfbjVbgMA3e35UjwACEQkQ9hFBsoy2AgS+tqOhMAQQiEuAsI9Lmn2SFCDwk9RnbwQQSFyAsE98BBQQkwCBHxM02yCAgH4ChL1+M6EidQIEvjpbVkYAAY0FCHuNh0NpSgQIfCWsLIoAAjoLEPY6T4faVAkQ+KpkWRcBBLQUIOy1HAtFxSBA4MeAzBYIIKCHAGGvxxyoIhkBAj8Zd3ZFAIGYBQj7mMHZTjsBAl+7kVAQAghELUDYRy3KeiYKEPgmTo2aEUCgaAHCvmgqDrRcgMC3fMC0h4DLAoS9y9On95oCBH5NEf6OAAJWCBD2VoyRJiIUIPAjxGQpBBDQQ4Cw12MOVKGXAIGv1zyoBgEEQgoQ9iEBOd1aAQLf2tHSGALuCRD27s2cjosXIPCLt+JIBBDQWICw13g4lKaFAIGvxRgoAgEEwggQ9mH0ONcVAQLflUnTJwKWChD2lg6WtiIXIPAjJ2VBBBCIS4Cwj0uafWwQIPBtmCI9IOCgAGHv4NBpOZQAgR+Kj5MRQCAJAcI+CXX2NF2AwDd9gtSPgGMChL1jA6fdyAQI/MgoWQgBBFQLEPaqhVnfZgEC3+bp0hsCFgkQ9hYNk1YSESDwE2FnUwQQKEWAsC9Fi2MRyC1A4Od24VoEENBEgLDXZBCUYbwAgW/8CGkAAXsFCHt7Z0tn8QsQ+PGbsyMCCBQhQNgXgcQhCJQgQOCXgMWhCCAQjwBhH48zu7glQOC7NW+6RUB7AcJe+xFRoKECBL6hg6NsBGwUIOxtnCo96SJA4OsyCepAwHEBwt7xOwDtKxcg8JUTswECCNQmQNjXJsTtCIQXIPDDG7ICAgiEECDsQ+BxKgIlCBD4JWBxKAIIRCtA2EfryWoIFBIg8AvpcBsCCCgTIOyV0bIwAjkFCPycLFyJAAIqBQh7lbqsjUBuAQI/twvXIoCAIgHCXhEsyyJQiwCBXwsQNyOAQHQChH10lqyEQKkCBH6pYhyPAAJlCRD2ZbFxEgKRCRD4kVGyEAII5BMg7PPJcD0C8QkQ+PFZsxMCTgoQ9k6OnaY1FCDwNRwKJSFgiwBhb8sk6cMGAQLfhinSAwIaChD2Gg6FkpwWIPCdHj/NI6BGgLBX48qqCIQRIPDD6HEuAgjsJUDY70XCFQhoIUDgazEGikDADgHC3o450oWdAgS+nXOlKwRiFyDsYydnQwRKEiDwS+LiYAQQyCVA2OdS4ToE9BIg8PWaB9UgYJwAYW/cyCjYUQEC39HB0zYCUQgQ9lEosgYC8QgQ+PE4swsC1gkQ9taNlIYsFyDwLR8w7SGgQoCwV6HKmgioFSDw1fqyOgLWCRD21o2UhhwRIPAdGTRtIhCFAGEfhSJrIJCMAIGfjDu7ImCcAGFv3MgoGIFqApoF/i75cMYgaduqdeq/w+SsGWuqFctfEEAgGQHCPhl3dkUgSgHNAj/K1lgLAQSiECDso1BkDQSSFyDwk58BFSCgrQBhr+1oKAyBkgUI/JLJOAEBNwQIezfmTJfuCBD47syaThEoWoCwL5qKAxEwRoDAN2ZUFIpAPAKEfTzO7IJA3AIEftzi7IeAxgKEvcbDoTQEQgoQ+CEBOR0BWwQIe1smSR8I5BYg8HO7cC0CTgkQ9k6Nm2YdFSDwHR08bSOQESDsMxL8iYDdAgS+3fOlOwQKChD2BXm4EQGrBAh8q8ZJMwgUL0DYF2/FkQjYIEDg2zBFekCgRAHCvkQwDkfAAgEC34Ih0gICpQgQ9qVocSwC9ggQ+PbMkk4QqFWAsK+ViAMQsFaAwLd2tDSGQHUBwr66B39DwDUBAt+1idOvkwKEvZNjp2kEqgkQ+NU4+AsC9gkQ9vbNlI4QKEeAwC9HjXMQMESAsDdkUJSJQAwCBH4MyGyBQBIChH0S6uyJgL4CBL6+s6EyBMoWIOzLpuNEBKwVqKtvZ9/IW7edLG1vK7bCHjJ26TwZ0rqi2BM4DgErBQh7K8dKUwiEFuARfmhCFkBAHwHCXp9ZUAkCugkQ+LpNhHoQKFOAsC8TjtMQcERgn3+kfhzplTYRsFaAsLd2tFY31rZNK6lfv77VPerUHI/wdZoGtSBQhgBhXwYapyDgoACB7+DQadkeAcLenlnSCQKqBQh81cKsj4AiAcJeESzLImCpAIFv6WBpy24Bwt7u+dIdAioECHwVqqyJgEIBwl4hLksjYLEAgW/xcGnNPgHC3r6Z0hECcQkQ+HFJsw8CIQUI+5CAnI6A4wIEvuN3ANo3Q4CwN2NOVImAzgIEvs7ToTYE0gKffvppNYtOhx9R7e/8BQEEEKhNQMtP2pu/4JHa6uZ2BJwT+Pyzz2TO7Jny1Zav/N6vGT1Gju3VyzkHGrZHgE/ai3eW2n5b3rmDzo5Xgt0Q0FzA+4fwQ/MXyHnnDvJDf/LECamKCX3Nx0Z5CGgjwFP62oyCQhCoXeDQdof6oZ850gv9ylWrMn/lTwQQQCCvAIGfl4YbENBTwAv9KVOnBsXddedk2bDho+DvXEAAAQRyCRD4uVS4DgHNBU497dQg9Ldv2ybjxoyRzZu/1LxqykMAgSQFCPwk9dkbgRACXuiPHXedv4IX+pMmTJCdO3eGWJFTEUDAZgEC3+bp0pv1AkOGDpVLBg/2+3xv9WqZPu0/rO+ZBhFAoDwBAr88N85CQBuBG266Ubp26+rXs3zZMpn3wP3a1EYhCCCgjwCBr88sqASBsgVmz5kjjZs09s9fOH8+r9wvW5ITEbBXgMC3d7Z05pDAfvvt579dLxP6vHLfoeHTKgJFChD4RUJxGAK6C3hv17v5llv9Mr0X8U393e94EZ/uQ6M+BGIUIPBjxGYrBFQLeK/cz34R37z756rekvURQMAQAQLfkEFRJgLFCoz65TXBi/ieWbSI3+cXC8dxCFguQOBbPmDac0/A+33++AkTgxfxeb/P50N53Lsf0DECNQUI/Joi/B0BCwRq/j5/2t13W9AVLSCAQBgBAj+MHucioLGA9/v8s/qf5Ve48o035IXnntO4WkpDAAHVAgS+amHWRyBBgZtuuSV4av8/7p7Cl+wkOAu2RiBpAQI/6QmwPwIKBbzf59/1m98GO3hv1eMHAQTcFCDw3Zw7XTsk0Pu43jLiyiv9jr3P2+epfYeGT6sIZAkQ+FkYXETAVoHLhl0WPLV//9w5vGrf1kHTFwIFBAj8AjjchIAtAtlP7Xufwser9m2ZLH0gULwAgV+8FUciYLSA99R+9qv2K1etMrofikcAgdIECPzSvDgaAaMFfjl6dPDU/sx7p/NZ+0ZPk+IRKE2AwC/Ni6MRMFqgWbNmcvnw4X4Pn2zcKM8/96zR/VA8AggUL0DgF2/FkQhYITBk6FBp07aN38ucWbN4AZ8VU6UJBGoXIPBrN+IIBKwTuGPy5KCnuffdF1zmAgII2CtA4Ns7WzpDIK9Aly5dpG+/fv7ty5ctk/feW533WG5AAAE7BAh8O+ZIFwiULHDr7bcF5zz80EPBZS4ggICdAgS+nXOlKwRqFfBewHfJ4MH+cd6X6/Aov1YyDkDAaAEC3+jxUTwC4QSGDb88eJve7+66K9xinI0AAloLEPhaj4fiEFArUPNten96+WW1G7I6AggkJkDgJ0bPxgjoIXDe+ecHj/L/8MD9ehRFFQggELkAgR85KQsiYJaA9zn72R/Gw6N8s+ZHtQgUK0DgFyvFcQhYLMCjfIuHS2sIpAUIfO4KCCAgNR/l84p97hQI2CdA4Ns3UzpCoCyB0884IziP9+UHFFxAwBoBAt+aUdIIAuEEar4vf8OGj8ItyNkIIKCVAIGv1TgoBoFkBbz35Wd+nn3mmcxF/kQAAQsECHwLhkgLCEQl4D3Kz3zG/jOLFsnOnTujWpp1EEAgYQECP+EBsD0CugmMuPKKoKTnn3s2uMwFBBAwW4DAN3t+VI9A5ALeN+m1advGX/eF556LfH0WRACBZAQI/GTc2RUBrQWGDL3Mr++TjRulctUqrWulOAQQKE6AwC/OiaMQcErgtNNPC/pdtnRJcJkLCCBgrgCBb+7sqBwBZQLeB/Fkvjp3+bJlvHhPmTQLIxCfAIEfnzU7IWCUQL8TTgjq/dOKFcFlLiCAgJkCBL6Zc6NqBJQL9D6ud/DivcUvvqB8PzZAAAG1AgS+Wl9WR8BogR+fWvW7/PdWr5bNm780uheKR8B1AQLf9XsA/SNQQODMM88Mbn32j38MLnMBAQTMEyDwzZsZFSMQm8Ch7Q4Nntb/88svx7YvGyGAQPQCBH70pqyIgFUCmaf1vffk84U6Vo2WZhwTqOtYv7SLAAIlCnhP60+dMsU/a/U770qLFoeUuEL4w//++m/lwptfkP8taqm60qTHmXLGka3lsBP7SIcGPK4pio2DrBfg/xOsHzENIhBOIPtpfTNerf932fL6ozJn1p0y5oIhcuv9r8on34Uz4GwEbBAg8G2YIj0goFgg87S+ea/W/1xWLrhVrh41V97dTuorvpuwvOYCPKWv+YAoDwEdBPr267vnaf13V8uxvXolVNY/SdtLfy2T+7fMv//21bL0xT/Ln554UlZu/rt/3N/XPiqTZ7WX31zdUxrkP5NbELBagEf4Vo+X5hCIRsD7Br3GTRr7i73z17ejWVTVKg06St/+l8r1s+6Wq44+ML1L6mn+F38vc17/StWurIuA9gIEvvYjokAE9BDo06ePX8iK5cv1KKi2Kr53sPS97lcyuEO99JGfyuJ7npD3eGa/Njlut1SAwLd0sLSFQNQCRx3d019y+7Zt5rw973ut5cyfnyftM7+8/Px1ee39/4mahvUQMEKAwDdiTBSJQPIC3bp1C4rw3p5nys/3Du4tp3TJ/OZ+o7z8ynrhQb4p06POKAUI/Cg1WQsBiwW8t+dlfo//9ttvGdRpY+lwZIt0vX+XL/5rtWwyqHpKRSAqAQI/KknWQcABgczv8StXrTKo27py4MHN5fuZijdskE+qXryfuYY/EXBCgMB3Ysw0iUA0Atm/xzfp2/PqNm8hmcf40UiwCgLmCRD45s2MihFITKB9h/bB3qtT78c38ufbjfLx5zzEN3J2FB1KgMAPxcfJCLgl4L0fP/Pz4YfrMxfN+rNuA/lBff6nz6yhUW0UAtzro1BkDQQcEujbr5/f7fp164zp+rvt22Rbpto6DaUBgZ/R4E+HBAh8h4ZNqwhEIdDp8MP9ZVa+8UYUy8WyxnfbvpavMzv94AfCF+hlMPjTJQEC36Vp0ysCEQg0b948WGXDho+Cy/pe+B9Z99c1wVfr1m3ZQprxv3z6jovKlAlwt1dGy8II2CmQ/cK9L7/4Uv8mv1svr63YmK6zrjQ+5CC+QEf/qVGhAgECXwEqSyJgs0D2C/f+9rcPtW/1u/f/U14OXpXfXHod01r4Hz7tx0aBCgS43ytAZUkEbBdo07aN3+L6Dz7Qu9XUo/snZzwjX6SrrNtjgPykw//Ru2aqQ0CRAIGvCJZlEbBZoGXLVn57/71jh75tfvexLL39Fpnz3s50jQdJnx93lR/oWzGVIaBUIPMdUko3YXEEELBLwHul/tIlS0THV+p/98nr8vRrb8l/PfGkrNyc+YCdutLkxJ/J4B6N7RoE3SBQggCBXwIWhyKAQJVAw4aZb5+LW+RbWTdrhPSfVcq+qbA/+t/klit78mK9Utg41joBntK3bqQ0hIB6gW7duwebvPeezh+xe6B0u/R2+c31J8kP+V+7YGZccFOAR/huzp2uEbBYIBXyZ58qRzRuKUed0YOgt3jStFaaAIFfmhdHI4BASqBdu3aBw7vvvCMdOnQM/q7iQt0eV8v8p65WsTRrIuCMAE9yOTNqGkUgOoH99tsvusVYCQEEYhEg8GNhZhME7BNo3KTqFe9ffP65fc3REQIWChD4Fg6VlhCIQ+BHP6r6qtzPNm2KYzv2QACBkAIEfkhATkcAAQQQQMAEAQLfhClRIwIIIIAAAiEFCPyQgJyOgKsCPY/p6be+Zs0aVwnoGwGjBAh8o8ZFsQjoJ7B92zb9iqIiBBDYS4DA34uEKxCwX2BT6oV2OzT64pudO3eK9x8/CCCgToDAV2fLyghoJ+AF/U033CjH9jxGbvjVr7Sp75e/GCmXDx0ijz/2KMGvzVQoxDYBPmnPtonSDwI5BNa+v1bmPfCAzJ0zx7/1ksGDZdjwy3McmcxVV40cKQ8/9JDMmTVLHl24UE7+8Y/llNR/TZvun0xB7IqAhQIEvoVDpSUEMgKVlZUydcrd/lfZetdlgr5Zs2aZQ8r603um4NVXXg3OfeG55+TY3r2lXr16wXWlXPA+mvf61DMP3hfxeMG/cP58/79TTz9dBgwcSPCXgsmxCOQR2OcfqZ88tyV29fwFj8i5g85ObH82RkBHgVL+/yI76L1PxDvjjDP9R/Rhg95z8Z4tOLt//71eA9CqdWu5bcLEskM/2zwT/CvfeMO/muDP1rHncts2raR+/fr2NKR5JzzC13xAlIdAKQI1g37suOvkvPPPl6g++957od/AAQP2Cnuvxg/Xr5dJE8bLDTffUkrJOY/NPOLfvPlL/yn+ZxYtEu8/gj8nF1ciUJQAgV8UEwchoLfAiuUr5OabbpQP1n0g3iP6qIM+0/3yl5bL9u3bM3/d68+/pH6F4IV0VL9799YZOuxy/2l973f7BP9e5FyBQNECPKVfNBUHIpCsQL6n9L3fp3uvunftZ/8DDpAZs2a71rZV/fKUfrzj5BF+vN7shkDkAt7v5e+bOzd4hN+mbRsZ+YtRcuppp0a+1/yH5st1Y8YUXNd72v2AAw8seEw5N67/4AN57ZVX5Ntvv5UGDRvKRZdcUs4ynIOAswIEvrOjp3GbBHof11teWLxYnnn6Gbnr13fKlSNGpP6MPvj7HN+nIJv3Kn3vKfgof/708svyhwful082bpQfNm8uF1x0sRzbq1eUW7AWAk4I8ME7ToyZJl0R8B7Ve8E/ZepUv2Uv+P/lhBPEezFfFD/eswkjrrwy71LXjC786D/viTlu8IJ+xOXDZPLECf6t3tpT75lO2Oew4ioEihHgEX4xShyDgGECXvB7/82cMUPumTZNBvYfIH379UuF9RXSpUvV99iX29IvRv1CmqceaU8YP162ff21v0ybtm3lsuHDxXt1fdifmo/ovaDnEX1YVc5HQITA516AgMUCQ4YO9d+W99CDD0Ya/Oeed66sfvdd/5P7OnTsKBMmTQ6tSNCHJmQBBAoK8JR+QR5uRMB8Ae89+F7wL1u+3H+73l/+Uuk/4vdegBfmZ8OGDf7pUbzH/647J/PUfZhhcC4CRQjwCL8IJA5BwAaBTPB7H8Tz9KKnpVu3btq0dXzffnLU0T156l6biVCIjQIEvo1TpScECgh4we89JR/25+uvt/pL1E+tF/anS9euYZfgfAQQqEWAp/RrAeJmBBDILbBq5Sr/htZt2uQ+gGsRQEArAQJfq3FQDAIIIIAAAmoECHw1rqyKgNUC3jfmZX4OOCD6T9XLrM2fCCAQnQCBH50lKyHgjMD2HXu+QGf/A/Z3pm8aRcBkAQLf5OlROwIJCXz6yafBzt7H6fKDAAL6CxD4+s+IChHQTuCTTzYGNbVocUhwmQsIIKCvAIGv72yoDAFtBd595x2/Nu/LbPhBAAEzBAh8M+ZElQhoJfD119v8eg466CCt6qIYBBDIL0Dg57fhFgQQyCOwdMkS/5bWqS/N4QcBBMwQIPDNmBNVIqCNwKZNm4Ja6tevH1zmAgII6C1A4Os9H6pDQDuBTz/d8wr9wzp10q4+CkIAgdwCBH5uF65FAIE8AivfeCO4Zf/9eQ9+gMEFBDQXIPA1HxDlIaCbwMaPq96S16BhQ2nalMDXbT7Ug0A+AQI/nwzXI4BAToG3337Lv759+/Y5b+dKBBDQU4DA13MuVIWAtgKZb8k7onNnbWukMAQQ2FuAwN/bhGsQQCCPQGVlZXBLy5atgstcQAAB/QUIfP1nRIUIaCOQ/YK9Q1rykbraDIZCEChCgMAvAolDEECgSiDzkbq8YI97BALmCRD45s2MihFITOCll17y9+7StWtiNbAxAgiUJ0Dgl+fGWQg4J7D2/bXy1Zav/L6POOJI5/qnYQRMFyDwTZ8g9SMQk8CaNWuCnTp2Oiy4zAUEEDBDgMA3Y05UiUDiAotffMGvwfv9fYsWvGAv8YFQAAIlChD4JYJxOAKuCvD7e1cnT9+2CBD4tkySPhBQKMDv7xXisjQCMQkQ+DFBsw0CJgusXLkyKL9r927BZS4ggIA5AgS+ObOiUgQSE1j48AJ/7x82b84X5iQ2BTZGIJwAgR/Oj7MRsF5gx44dkvn8/H/u1cv6fmkQAVsFCHxbJ0tfCEQksPyl5cFKnTodHlzmAgIImCVA4Js1L6pFIHaB7Lfj8Ql7sfOzIQKRCRD4kVGyEAJ2Cjz+2ON+Y4S9nfOlK3cECHx3Zk2nCJQssGL5iuCco47uGVzmAgIImCdA4Js3MypGIDaBJYsXB3vxCD+g4AICRgoQ+EaOjaIRUC/gvTr/qaee9Dc67vjjpV69euo3ZQcEEFAmQOAro2VhBMwW8F6dn/l2PJ7ON3uWVI+AJ0Dgcz9AAIGcAtmvzj+W99/nNOJKBEwSIPBNmha1IhCTwKZNmyTz6vzexx0X065sgwACKgUIfJW6rI2AoQIvLXspqLx7j6OCy1xAAAFzBQh8c2dH5QgoE5g5415/be+z83l1vjJmFkYgVgECP1ZuNkNAfwHvq3A/WPeBX+i/nHyy/gVTIQIIFCVA4BfFxEEIuCMw74EHgmb5/X1AwQUEjBcg8I0fIQ0gEJ1AzffeN226f3SLsxICCCQqQOAnys/mCOgl8PSip4P33h/ft59exVENAgiEEiDwQ/FxMgJ2CfBiPbvmSTcIZAsQ+NkaXEbAYQHvi3J4sZ7DdwBat16AwLd+xDSIQHECc+67LzjwpJNPCS5zAQEE7BAg8O2YI10gEErA+2S9pUuW+GucevrpfFFOKE1ORkBPAQJfz7lQFQKxCkyfdk+w34CBA4PLXEAAAXsECHx7ZkknCJQl4D26nztnjn9ut+7dhbfilcXISQhoL0Dgaz8iCkRArcCip54KNjjnvPOCy1xAAAG7BAh8u+ZJNwiUJOB90M4906b553To2FE6dOhY0vkcjAAC5ggQ+ObMikoRiFzgoQcfDD5o54yfnBX5+iyIAAL6CBD4+syCShCIVSD70b33rXjH9uoV6/5shgAC8QoQ+PF6sxsC2ghkP7q/4KKLtamLQhBAQI0Aga/GlVUR0FqAR/daj4fiEFAiQOArYWVRBPQW4NG93vOhOgRUCBD4KlRZEwGNBXh0r/FwKA0BhQIEvkJclkZAR4F7p98bvDKf393rOCFqQkCNAIGvxpVVEdBSwPtUvalTpvi1eZ+qxyvztRwTRSGgRIDAV8LKogjoKZD9mfl8qp6eM6IqBFQJEPiqZFkXAc0EKisrq31mPp+qp9mAKAcBxQIEvmJglkdAF4GpU+4OShl86aXBZS4ggIAbAgS+G3OmS8cFVixfUe377lu0OMRxEdpHwD0BAt+9mdOxYwLe2/BuvulGv+sGDRvKhRdf4pgA7SKAgCdA4HM/QMByAe9Ddj5Y94Hf5YCBA6VevXqWd0x7CCCQS4DAz6XCdQhYIuC9DS/z9bfeF+Sc1X+AJZ3RBgIIlCpA4JcqxvEIGCQwaeLE4EN2hlw2zKDKKRUBBKIWIPCjFmU9BDQR8N6G9/hjj/vVeB+y06VrV00qowwEEEhCgMBPQp09EVAs4L1Q79prrgl2GX7FFcFlLiCAgJsCBL6bc6drywWyX6jnvee+adP9Le+Y9hBAoDYBAr82IW5HwDCBte+vlfG33e5XzQv1DBse5SKgUIDAV4jL0ggkITB2zOhg26tGjgwucwEBBNwWIPDdnj/dWyYw/6H5smrlKr+rgeeeK3xevmUDph0EQggQ+CHwOBUBnQS899xPumOiX5L3iXr9B5ytU3nUggACCQsQ+AkPgO0RiErg+uvGBe+5HznqGj5RLypY1kHAEgEC35JB0obbAt5T+UuXLPERjjv+eN5z7/bdge4RyClA4Odk4UoEzBGo+VT+sOH/Zk7xVIoAArEJEPixUbMRAmoErhwxgqfy1dCyKgJWCRD4Vo2TZlwTmDljRvCqfJ7Kd2369ItAaQIEfmleHI2ANgI1P2CHp/K1GQ2FIKClAIGv5VgoCoHCAt5n5df8gB2+576wGbci4LoAge/6PYD+jRS4c9Lk4Kl8PmDHyBFSNAKxCxD4sZOzIQLhBFYsXyFz58zxF+nQsaNceNHF4RbkbAQQcEKAwHdizDRpi4D3FryRP7/ab8f7NL0RV11lS2v0gQACigXqKl6/7OXnL3ik7HM5EQFbBbLfgjdg4EBp0eIQW1ulLwQQiFhAy8A/dxCfAR7xnFnOEoHVf30r+N39owsXSrfu3Ql9S2ZLGwioFuApfdXCrI9AhAI33HSjXDJ4sL/i9m3bZNyYMbJhw0cR7sBSCCBgqwCBb+tk6ctaAULf2tHSGAJKBQh8pbwsjoAaAUJfjSurImCzAIFv83TpzWoBQt/q8dIcApELEPiRk7IgAvEJEPrxWbMTAqYLEPimT5D6nRcg9J2/CwCAQFECBH5RTByEgN4ChL7e86E6BHQQIPB1mAI1IBCBAKEfASJLIGCxAIFv8XBpzT0BQt+9mdMxAsUKEPjFSnEcAoYIEPqGDIoyEYhZgMCPGZztEIhDgNCPQ5k9EDBLgMA3a15Ui0DRAoR+0VQciIATAgS+E2OmSVcFCH1XJ0/fCOwtQODvbcI1CFglQOhbNU6aQaBsAQK/bDpORMAcAULfnFlRKQKqBAh8VbKsi4BmAoS+ZgOhHARiFiDwYwZnOwSSFCD0k9RnbwSSFSDwk/VndwRiFyD0YydnQwS0ECDwtRgDRSAQrwChH683uyGggwCBr8MUqAGBBAQI/QTQ2RKBBAUI/ATx2RqBpAUI/aQnwP4IxCdA4MdnzU4IaClA6Gs5FopCIHIBAj9yUhZEwDwBQt+8mVExAqUKEPilinE8ApYKEPqWDpa2EEgLEPjcFRBAIBAg9AMKLiBgnQCBb91IaQiBcAKEfjg/zkZAVwECX9fJUBcCCQoQ+gniszUCigQIfEWwLIuA6QKEvukTpH4EqgsQ+NU9+BsCCGQJEPpZGFxEwHABAt/wAVI+AqoFCH3VwqyPQDwCBH48zuyCgNEChL7R46N4BHwBAp87AgIIFCVA6BfFxEEIaCtA4Gs7GgpDQD8BQl+/mVARAsUKEPjFSnEcAgj4AoQ+dwQEzBQg8M2cG1UjkKgAoZ8oP5sjUJYAgV8WGychgAChz30AAbMECHyz5kW1CGglQOhrNQ6KQaCgAIFfkIcbEUCgNgFCvzYhbkdADwECX485UAUCRgsQ+kaPj+IdESDwHRk0bSKgWoDQVy3M+giEEyDww/lxNgIIZAkQ+lkYXERAMwECX7OBUA4CpgsQ+qZPkPptFSDwbZ0sfSGQoAChnyA+WyOQR4DAzwPD1QggEE6A0A/nx9kIRC1A4EctynoIIBAIEPoBBRcQSFyAwE98BBSAgN0ChL7d86U7cwQIfHNmRaUIGCtA6Bs7Ogq3SIDAt2iYtIKAzgKEvs7ToTYXBAh8F6ZMjwhoIkDoazIIynBSgMB3cuw0jUByAoR+cvbs7LYAge/2/OkegUQECP1E2NnUcQEC3/E7AO0jkJQAoZ+UPPu6KkDguzp5+kZAAwFCX4MhUIIzAgS+M6OmUQT0FCD09ZwLVdknQODbN1M6QsA4AULfuJFRsIECBL6BQ6NkBGwUIPRtnCo96SRA4Os0DWpBwHEBQt/xOwDtKxUg8JXysjgCCJQqQOiXKsbxCBQnQOAX58RRCCAQowChHyM2WzkjQOA7M2oaRcAsAULfrHlRrf4CBL7+M6JCBJwVIPSdHT2NKxAg8BWgsiQCCEQnQOhHZ8lKbgsQ+G7Pn+4RMEKA0DdiTBSpuQCBr/mAKA8BBKoECH3uCQiEEyDww/lxNgIIxChA6MeIzVbWCRD41o2UhhCwW4DQt3u+dKdOgMBXZ8vKCCCgSIDQVwTLslYLEPhWj5fmELBXgNC3d7Z0pkaAwFfjyqoIIBCDAKEfAzJbWCNA4FszShpBwE0BQt/NudN16QIEfulmnIEAApoJEPqaDYRytBQg8LUcC0UhgECpAoR+qWIc75oAge/axOkXAYsFCH2Lh0troQUI/NCELIAAAjoJEPo6TYNadBIg8HWaBrUggEAkAoR+JIwsYpkAgW/ZQGkHAQSqBAh97gkIVBcg8Kt78DcEELBIgNC3aJi0ElqAwA9NyAIIIKCzAKGv83SoLU4BAj9ObfZCAIFEBAj9RNjZVDMBAl+zgVAOAgioESD01biyqjkCBL45s6JSBBAIKUDohwTkdKMFCHyjx0fxCCBQqgChX6oYx9siQODbMkn6QACBogUI/aKpONAiAQLfomHSCgIIFC9A6BdvxZF2CBD4dsyRLhBAoAwBQr8MNE4xVoDAN3Z0FI4AAlEIEPpRKLKGCQIEvglTokYEEFAqQOgr5WVxTQQIfE0GQRkIIJCsAKGfrD+7qxcg8NUbswMCCBgiQOgbMijKLEuAwC+LjZMQQMBWAULf1snSF4HPfQABBBCoIUDo1wDhr1YIEPhWjJEmEEAgagFCP2pR1ktagMBPegLsjwAC2goQ+tqOhsLKECDwy0DjFAQQcEeA0Hdn1rZ3SuDbPmH6QwCB0AKEfmhCFtBAgMDXYAiUgAAC+gsQ+vrPiAoLCxD4hX24FQEEEAgECP2AggsGChD4Bg6NkhFAIDkBQj85e3YOJ0Dgh/PjbAQQcFCA0Hdw6Ba0TOBbMERaQACB+AUI/fjN2TGcAIEfzo+zEUDAYQFC3+HhG9g6gW/g0CgZAQT0ESD09ZkFlRQWIPAL+3ArAgggUKsAoV8rEQdoIEDgazAESkAAAfMFCH3zZ2h7BwS+7ROmPwQQiE2A0I+Nmo3KECDwy0DjFAQQQCCfAKGfT4brkxYg8JOeAPsjgIB1AoS+dSO1oiEC34ox0gQCCOgmQOjrNhHqIfC5DyCAAAKKBAh9RbAsW5YAgV8WGychgAACxQkQ+sU5cZR6AQJfvTE7IICA4wKEvuN3AE3aJ/A1GQRlIICA3QKEvt3zNaE7At+EKVEjAghYIUDoWzFGY5sg8I0dHYUjgICJAoS+iVOzo2YC34450gUCCBgkQOgbNCyLSiXwLRomrSCAgDkChL45s7KlUgLflknSBwIIGCdA6Bs3MqMLJvCNHh/FI4CA6QKEvukTNKd+At+cWVEpAghYKkDoWzpYzdoi8DUbCOUggICbAoS+m3OPs2sCP05t9kIAAQQKCBD6BXC4KbQAgR+akAUQQACB6AQI/egsWam6AIFf3YO/IYAAAokLEPqJj8DKAgh8K8dKUwggYLoAoW/6BPWrn8DXbyZUhAACCPgChD53hCgFCPwoNVkLAQQQiFiA0I8Y1OHlCHyHh0/rCCBghgChb8acdK+SwNd9QtSHAAIIpAQIfe4GYQUI/LCCnI8AAgjEJEDoxwRt6TYEvqWDpS0EELBTgNC3c65xdEXgx6HMHggggECEAoR+hJgOLUXgOzRsWkUAAXsECH17ZhlXJwR+XNLsgwACCEQsQOhHDGr5cgS+5QOmPQQQsFuA0Ld7vlF2R+BHqclaCCCAQAIChH4C6AZuSeAbODRKRgABBGoKEPo1Rfh7TQECv6YIf0cAAQQMFSD0DR1cTGUT+DFBsw0CCCAQhwChH4eymXsQ+GbOjaoRQACBvAKEfl4ap28g8J0eP80jgICtAoS+rZMtvy8Cv3w7zkQAAQS0FiD0tR5P7MUR+LGTsyECCCAQnwChH5+17jsR+LpPiPoQQACBkAKEfkhAS04n8C0ZJG0ggAAChQQI/UI6btxG4LsxZ7pEAAEEhNB3+05A4Ls9f7pHAAHHBAh9xwae1S6Bn4XBRQQQQMAFAULfhSnv3SOBv7cJ1yCAAALWCxD61o94rwYJ/L1IuAIBBBBwQ4DQd2POmS4J/IwEfyKAAAIOChD67gydwHdn1nSKAAII5BQg9HOyWHclgW/dSGkIAQQQKF2A0C/dzLQzCHzTJka9CCCAgCIBQl8RrCbLEviaDIIyEEAAAR0ECH0dpqCmBgJfjSurIoAAAsYKEPrGjq5g4QR+QR5uRAABBNwUIPTtmzuBb99M6QgBBBCIRIDQj4RRm0UIfG1GQSEIIICAfgKEvn4zKbciAr9cOc5DAAEEHBEg9O0YNIFvxxzpAgEEEFAqoCL0Kyq+r7RmFq8uQOBX9+BvCCCAAAJ5BKIO/e9/vyLPTlytQoDAV6HKmggggIClAlGHvqVMWrZF4Gs5FopCAAEE9BUg9PWdTaHKCPxCOtyGAAIIIJBTgNDPyaL1lQS+1uOhOAQQQEBfAUJf39nkqozAz6XCdQgggAACRQkQ+kUxaXEQga/FGCgCAQQQMFeA0DdjdgS+GXOiSgQQQEBrAUJf6/H4xRH4+s+IChFAAAEjBAh9vcdE4Os9H6pDAAEEjBIg9PUdF4Gv72yoDAEEEDBSgNDXc2wEvp5zoSoEEEDAaAFCX7/xEfj6zYSKEEAAASsECH29xkjg6zUPqkEAAQSsEiD09Rknga/PLKgEAQQQsFKA0NdjrPv8I/WjRylUgQACCCBgs8BNN9woc+fM8Vts0LChLHzkETm03aE2t6xVbwS+VuOgGAQQQMBugezQb9O2jbyweLHdDWvUXV2NaqEUBBBAAAHLBbyn972fJ598UqbdM92/zP+JR4BH+PE4swsCCCCAQJbApk2bpFmzZlnXcFG1AIGvWpj1EUAAAQQQ0ECAV+lrMARKQAABBBBAQLUAga9amPURQAABBBDQQIDA12AIlIAAAggggIBqAQJftTDrI4AAAgggoIEAga/BECgBAQQQQAAB1QIEvmph1kcAAQQQQEADAQJfgyFQAgIIIIAAAqoF/j/16zIqGGYgZAAAAABJRU5ErkJggg==" alt></p>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>(i) Define <em>electromotive force (emf)</em>.</p>
<p>(ii) State how the emf of the battery can be measured.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The graph below shows the variation with temperature <em>T</em> of the resistance <em>R</em><sub>X</sub> of the thermistor.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKIAAAMMCAYAAABg1Q+aAAAKqGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUFEkax6u7JwfSwEhmiEOQnEFyHILkaGKYIQxhGAYGFTOyqOAaUBEBRdBVEAVXJYgJEcW0CAYw7yCLiHouBkyocw0cw+3du7t3//fq1a+/rv7q6+qq9/4NAOUqWyDIgOUAyOTnCsP9PBmxcfEMvBggAA+IgAQgNidH4BEaGgRQzfR/1cd+AE32d0wnc/37/f8qeW5SDgcAKBTlRG4OJxPlU2g7zhEIcwFAuGhcd2muYJI3oqwoRAtEuWqSU6b5+CQnTnPX1JjIcC+U7wNAoLDZwhQAyH+gcUYeJwXNQ8GgbMHn8vgo26Dsykllo/NQ0HtgbmZm1iTvR9kw8Z/ypPwlZ6I0J5udIuXpd5kSwZuXI8hgL/8/l+N/KzNDNDOHDtooqUL/8Mn50DWrS88KlDI/cX7IDPO40zVNcqrIP2qGOTle8TPMZXsHzrAoPcpjhtnC2Wd5uazIGRZmhUvz8zPmB0nzJ7GknJTjEzHDyTxf1gznp0bGzHAeL3r+DOekRwTOjvGSxoWicGnNyUJf6Ttm5szWxmHPzpWbGuk/W0OstB5ukrePNM6Pko4X5HpKcwoyQmfrz/CTxnPyIqTP5qIbbIbT2AGhs3lCpesDeCAYsAEnN2nZ5L4CXlmC5UJeSmouwwM9JUkMFp9jNpdhZWFpB8DkmZv+pO/pU2cJol+fja1vBsDlvEQiOTMbC9wGwEkmAKTe2RhzOwCyagBcreGIhHnTscmtDrDoOZYFikAFaAJdYAhMgRWwA87AHfiAABACIkEcWAw4IBVkAiFYClaCdaAIlIBtYBeoANXgAKgDx8AJ0ArOgovgCrgBesE98AiIwTB4BcbARzABQRAeokI0SAXSgvQhE8gKcoBcIR8oCAqH4qAEKAXiQyJoJbQeKoFKoQqoBqqHfoVOQxeha1Af9AAahEahd9BXGIEpsCKsARvA5rAD7AEHwpHwIjgFzobz4UJ4C1wO18JH4Rb4InwDvgeL4VfwOAIQMkJHtBFTxAHxQkKQeCQZESKrkWKkDKlFGpF2pBu5g4iR18gXDA5DwzAwphhnjD8mCsPBZGNWYzZjKjB1mBZMF+YOZhAzhvmBpWLVsSZYJywLG4tNwS7FFmHLsIewzdjL2HvYYexHHA5HxzFx9jh/XBwuDbcCtxm3F9eE68D14YZw43g8XgVvgnfBh+DZ+Fx8EX4P/ij+Av42fhj/mUAmaBGsCL6EeAKfUEAoIxwhnCfcJowQJohyRH2iEzGEyCUuJ24lHiS2E28Rh4kTJHkSk+RCiiSlkdaRykmNpMukx6T3ZDJZh+xIDiPzyGvJ5eTj5KvkQfIXigLFmOJFWUgRUbZQDlM6KA8o76lUqgHVnRpPzaVuodZTL1GfUj/L0GTMZFgyXJk1MpUyLTK3Zd7IEmX1ZT1kF8vmy5bJnpS9JftajihnIOclx5ZbLVcpd1puQG5cniZvKR8inym/Wf6I/DX5Fwp4BQMFHwWuQqHCAYVLCkM0hKZL86JxaOtpB2mXacOKOEWmIksxTbFE8Zhij+KYkoKSjVK00jKlSqVzSmI6Qjegs+gZ9K30E/R++tc5GnM85iTN2TSncc7tOZ+U1ZTdlZOUi5WblO8pf1VhqPiopKtsV2lVeaKKUTVWDVNdqrpP9bLqazVFNWc1jlqx2gm1h+qwurF6uPoK9QPqN9XHNTQ1/DQEGns0Lmm81qRrumumae7UPK85qkXTctXiae3UuqD1kqHE8GBkMMoZXYwxbXVtf22Rdo12j/aEDlMnSqdAp0nniS5J10E3WXenbqfumJ6WXrDeSr0GvYf6RH0H/VT93frd+p8MmAYxBhsMWg1eMJWZLGY+s4H52JBq6GaYbVhreNcIZ+RglG6016jXGDa2NU41rjS+ZQKb2JnwTPaa9M3FznWcy59bO3fAlGLqYZpn2mA6aEY3CzIrMGs1e2OuZx5vvt282/yHha1FhsVBi0eWCpYBlgWW7ZbvrIytOFaVVnetqda+1mus26zf2pjYJNnss7lvS7MNtt1g22n73c7eTmjXaDdqr2efYF9lP+Cg6BDqsNnhqiPW0dNxjeNZxy9Odk65Tiec/nQ2dU53PuL8Yh5zXtK8g/OGXHRc2C41LmJXhmuC635XsZu2G9ut1u2Zu6471/2Q+4iHkUeax1GPN54WnkLPZs9PXk5eq7w6vBFvP+9i7x4fBZ8onwqfp746vim+Db5jfrZ+K/w6/LH+gf7b/QdYGiwOq541FmAfsCqgK5ASGBFYEfgsyDhIGNQeDAcHBO8Ifjxffz5/fmsICGGF7Ah5EsoMzQ49E4YLCw2rDHsebhm+Mrw7ghaxJOJIxMdIz8itkY+iDKNEUZ3RstELo+ujP8V4x5TGiGPNY1fF3ohTjePFtcXj46PjD8WPL/BZsGvB8ELbhUUL+xcxFy1bdG2x6uKMxeeWyC5hLzmZgE2ISTiS8I0dwq5ljyeyEqsSxzhenN2cV1x37k7uaJJLUmnSSLJLcmnyixSXlB0po6luqWWpr3levAre2zT/tOq0T+kh6YfTJRkxGU2ZhMyEzNN8BX46vytLM2tZVp/ARFAkEGc7Ze/KHhMGCg/lQDmLctpyFVFzc1NkKPpJNJjnmleZ93lp9NKTy+SX8ZfdXG68fNPykXzf/F9WYFZwVnSu1F65buXgKo9VNauh1YmrO9forilcM7zWb23dOtK69HW/FVgUlBZ8WB+zvr1Qo3Bt4dBPfj81FMkUCYsGNjhvqN6I2cjb2LPJetOeTT+KucXXSyxKykq+beZsvv6z5c/lP0u2JG/p2Wq3dd823Db+tv7tbtvrSuVL80uHdgTvaNnJ2Fm888OuJbuuldmUVe8m7RbtFpcHlbft0duzbc+3itSKe5WelU1V6lWbqj7t5e69vc99X2O1RnVJ9df9vP33a/xqWmoNassO4A7kHXh+MPpg9y8Ov9QfUj1Ucuj7Yf5hcV14XVe9fX39EfUjWxvgBlHD6NGFR3uPeR9razRtrGmiN5UcB8dFx1/+mvBr/4nAE50nHU42ntI/VdVMay5ugVqWt4y1praK2+La+k4HnO5sd25vPmN25vBZ7bOV55TObT1POl94XnIh/8J4h6Dj9cWUi0OdSzofXYq9dLcrrKvncuDlq1d8r1zq9ui+cNXl6tlrTtdOX3e43nrD7kbLTdubzb/Z/tbcY9fTcsv+VluvY29737y+87fdbl+8433nyl3W3Rv35t/r64/qvz+wcEB8n3v/xYOMB28f5j2ceLT2MfZx8RO5J2VP1Z/W/m70e5PYTnxu0Hvw5rOIZ4+GOEOv/sj549tw4XPq87IRrZH6F1Yvzo76jva+XPBy+JXg1cTror/J/63qjeGbU3+6/3lzLHZs+K3wreTd5vcq7w9/sPnQOR46/vRj5seJT8WfVT7XfXH40v015uvIxNJv+G/l342+t/8I/PFYkimRCNhC9pQVQNAGJycD8O4wANQ4AGi9qH+QmfbEU4KmffwUgf/E0755SqhzaUS7SSvk1QHAcbQZuAMgg15PWqJIdwBbW0vbP5STbG01nYuCOkvsZ4nkvQYA+HYAvgslkom9Esn3g2ixDwDoyJ724pPCoX8ojXhXjveCvnbzteBf9HcIWQN53PJn6wAAAAlwSFlzAAAWJQAAFiUBSVIk8AAAAxtpVFh0WE1MOmNvbS5hZG9iZS54bXAAAAAAADx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IlhNUCBDb3JlIDUuNC4wIj4KICAgPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4KICAgICAgPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIKICAgICAgICAgICAgeG1sbnM6dGlmZj0iaHR0cDovL25zLmFkb2JlLmNvbS90aWZmLzEuMC8iCiAgICAgICAgICAgIHhtbG5zOmV4aWY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vZXhpZi8xLjAvIj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgICAgPHRpZmY6WVJlc29sdXRpb24+MTQ0PC90aWZmOllSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpSZXNvbHV0aW9uVW5pdD4yPC90aWZmOlJlc29sdXRpb25Vbml0PgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MTQ0PC90aWZmOlhSZXNvbHV0aW9uPgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+MTE4NjwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj43ODA8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KjKvvdwAAQABJREFUeAHs3QucFOWZ6P/HJXPCJ4v5g2AyZ8Nf5gJG48pmIG7YJKIMYhTBACLRGC8gBDkmOUaC421Xza53SdwERQEZLqJGEAjDJRFnENgkeBkmIZujKwwzyZJksnKZjcTDZjLbp9+erqKnpqqnpvvp7re7f/X5DF1d/dbzPu/3qersvlZVnxKJLsKCAAIIIIAAAggggAACCCCAAAIIIIBAhgX+IsPxCY8AAggggAACCCCAAAIIIIAAAggggEBMgIkoDgQEEEAAAQQQQAABBBBAAAEEEEAAgawIMBGVFWY6QQABBBBAAAEEEEAAAQQQQAABBBBgIopjAAEEEEAAAQQQQAABBBBAAAEEEEAgKwJMRGWFmU4QQAABBBBAAAEEEEAAAQQQQAABBJiI4hhAAAEEEEAAAQQQQAABBBBAAAEEEMiKABNRWWGmEwQQQAABBBBAAAEEEEAAAQQQQAABJqI4BhBAAAEEEEAAAQQQQAABBBBAAAEEsiLARFRWmOkEAQQQQAABBBBAAAEEEEAAAQQQQICJKI4BBBBAAAEEEEAAAQQQQAABBBBAAIGsCHwgK73QCQLWCZyQ1oZ18qMfrpXvvLhPOpz8SsfL3BsnyYQrJ0vVwH7O1oDXd2TZ5V+QB/edCPi8++b+M5bLzx4ZJyXdN8ffdUp7U52se3mz1C6ulza3zVCpnvdl+cx5F8t11eXSW0bubqwggAACCCCAAAIIIIAAAgggYKHAKZHoYmFepIRA5gTaG2XZ/FvkwfpDSfqITgDd9bg8Ome0DAxqdWS9zBkzXxrcWayghl3bAyeiOlvklb+/Rb76XMKEWI9QJVI6foEsWjgrxARZj53ZgAACCCCAAAIIIIAAAggggIAVAtyaZ0UZSCJrAp1vy7JZM3uZhDLZHJKG+2fK7KVvS2dAcp2/3i/vhJyECggR3XxCmpff2csklNm7Q9rqH5WvPtAg7cHB+AQBBBBAAAEEEEAAAQQQQAABqwWYiLK6PCSnK2Amfe6Tx/a+1xW2ZKRceddyqW9ukeZW83dAGjcslLnjh8a7fU+aHvm2/OCI31RUh/z7m43R6SqzDJTqhT+Ox3Bi9Xz9pc9teZ3Nq6XmkT3xWwPNVU83yaMb3gzIJzoZ9eJjsqTp/Xh+vCCAAAIIIIAAAggggAACCCCQXwJMROVXvcg2HYHOX8pLKxu7Jn1KqmTuC8vloTnjpMx98FI/GVg1TW5bslTuGHVqV08db8i2V3/v0+sfpWX/v8e3j5BPjzrdp01vm96XfevWSVPsqqroJNSMJ2TLMzUyrWpwfMd4Ps+sl2UzhsW3tciWl98KvEqrtx75HAEEEEAAAQQQQAABBBBAAIFcCjARlUt9+s6qQOe+V2TLoa576UrGflluHO1M+HjS6DdCpl4zJv5Q8T/KOwd+13Pip7NZ3vjJka4dh46W0Wf4P4LcE7n72863ZHtdS9e2kgtlfk11wPOoTpdxNV+X6lgXHXKo7hXZ53eRVvfovEMAAQQQQAABBBBAAAEEEEDAOgF+Nc+6kpBQpgT6VdXIztaaPobvJ4NOO7Xnr9W1/0r2/z4+qfXxEXKGe1VVH8InxJCzz5NRg5MEGTxGLh07UBrqo0+IOtQojb/ukKryFCa/+pAeTRFAAAEEEEAAAQQQQAABBBDQFuCKKG1R4uW/QPvr8szK+HObSj4pk6rP6DGmkw8q7y9njflrCbi2qsd+iRs6fv6a/CT+sPP+Zw2XjyV+2GN9oJSf+ZH41v3y2t53e7RgAwIIIIAAAggggAACCCCAAAK2C3BFlO0VIr/sCXS2yI6VL8hzS2qloc3MEJ0q587+ukyv7O/JIfFB5WfIZz71P6W9aaOse3mz1C6ul7ZYa/Pg8Zkyc+IlMv2KKp9b7jrlD8eOxW/56y8jRnwsfiugpyv37QfljOHDom3eiT7j6oS8e/S4+wkrCCCAAAIIIIAAAggggAACCOSLABNR+VIp8syQwPvS9PBUmb74ne7xzS/q3X+v3D7DbxLpXdm7Z3+8/fvy1qKrZUz9L+O/fOeEif7CXf0SeTD699jKG2TRP9fIReWJE1r/Le8dbY/v019OP22As2PAaz/58KBBsVsEzUTU/v2/ie57Zi+TVwGh2IwAAggggAACCCCAAAIIIIBAjgS4NS9H8HRri8CfpP3IH3omM/h0Oe14u7T7PRS883dy4N/+GN/nkOzqMQnVPVzHvhUy9+KZsqz5RMIHHXLs6H/G3/eXwYM+lPAZqwgggAACCCCAAAIIIIAAAggUpgATUYVZV0YVWuA/pPntTjl3xq1yx11fkerS+APA2+rl6W/NkkumLpRG72xU4kPGZahUz7tPlu14S5pbWxL+3pR1C78pV448tSuTjj3y2ILV0uxObAVMgCXJu6R8uIxI8jkfIYAAAggggAACCCCAAAIIIGC7ALfm2V4h8suwwJkye9PrMjvey+w5d0hny1b5h/99u7yw7z3p2LdIrpn1Ydmydo5UOj9qN3iaLN0/rZe8BkvVFTdL1ZTxMvzKGfLg3misvU/KQxsvk6VX/FUv+2b348qy8rQ6vPveb8nMG67tEaN2xeoe27zt/NqYnTTbacYqhNy8HmZMfnXwtvNrUwgeYceAh5E6udjgYbLxOy5tyM0vL5NvseSWi3GG9c1Fbt4+Ta5+x4i3nV+bsOMM2y4XfdqcGx6mOicXr4f5xO+49Lbza2P21WynGasQcsPDVPHk4vUwn/gdl952fm3MvprtNGP1lpu3L9PeloUromypBHlYI9CvfKLcv2qhXBm/OqprAum3qeXXb4RMvWZM/FlO7bJ76x45Eov0P2Tg4A/3KWZHywFxnkzVpx1pjAACCCCAAAIIIIAAAgggUFQCQRNrViBEWBBAwEfgz5HD6+ZEPj6sLFIR/fvEgobIn3xahdp0+KXI7OFdcSo++1Bk75/NXn+KtCy5Mha7YtgnI7PX/abXUH+qvy3yCY18eu0pXAPjYv60lk11W7VCRTRjmaQ042nGWl67KmL+tBbN3DRjUYPUK6xZB1tj2Xwe2Hzsaudmcx1sPXapQeF9txXLeaB97GqeozbXwGY37dw066B5fGiP0+bcNGtg3LQXroiyYjqQJOwT6CeDR50nZ8UTO/H2AflNqkl+eJAMdm7rO3xU2v/bBPoLOfW0gfErpU7Iu0eP9xK9U/5w7Jh0PWKqv4wY8TF+Ma8XMT5GAAEEEEAAAQQQQAABBBCwT+AUM7NlX1pkhIAFAi1LZcq4B+QXJpWRd0r9pjlSlkpaHTvk9nNnyVrzo3lDb5J1O2ukKjox1dn0sFRPfUoORaeUhs57XhpqRoszX9Wzmw5pXXqNjL//jehHA6V64ZacP2vKebaUeUg7CwIIIIAAAggggAACCCCAAAJhBLgiKowSbQpA4H1pevjzYiZPKsuqZM5LvT/zqbP9qByLj7zk9MHS9ft3ZkJoRjzO2TJl6Tu92xw6IG+bSajoUvLxEXJGfLap3xkj5MzYj/R1yKEf75V/72oS8O+7sneP84Soj8iIioEB7diMAAIIIIAAAggggAACCCCAgL0CTETZWxsyUxX4oJwxfJjPQ8ODOnlf9r3cEL1aySwl8tEzh0WvQ+pa/1hlufSPrZ+Qt/f8a/zh47ENPv+ckOZXGuTt2CeJcaIbBg6TER+NzUSJvPWG7D3SdeOdTxCRI3tk2672ro+GVsuEkR/ybcZGBBBAAAEEEEAAAQQQQAABBGwWYCLK5uqQm6JA9JlPF14i58fnfTrqvyuPNrwbGL+zeY3cvyx+tVPJaLl2+jnubXMlf/Np+UzIONK+W5Y+0ygdpidPHOl3tkyYXN6VQ8ersvCOl6TVdy7qXdnx8HeloSuIDJ18kYwMvocvcEy2f1C3eZtaipqxTFKa8TRjmV/C0Pw1DM3cNGNRg9RPDc062BrL5vPA5mNXOzeb62DrsUsNCu+7rVjOA+1jV/MctbkGNrtp56ZZB83jQ3ucNudmxmrzwkSUzdUhN12BwRPl9tvGxK+K+pWsnTtbbl+6o/vkT3uTrH+qRq645AFpik/8lE6dJdMru66BiiUUJk5ni+xY/qDMueRmWdtmAp0qVbfdIzMT48iHZOT06VIVvz2v7eW75ZqvPCzrm47Ex90p7U3r5ZEbp8nsF38V31Yul118tjspFt/ICwIIIIAAAggggAACCCCAAAIxAc3JwEyQfiATQYmJgJ0C/aVy1j3yzW0z5MG974l07JO190cfIn5/cLYloxbIqgcnxG/Lc9r1NU6JlF58tzw266weE0j9KqfIzVPXxCeaOqSt/ilZYP6crrq9RuPM+KZ8pYrb8rqx8AYBBBBAAAEEEEAAAQQQQCBvBLgiKm9KRaIqAv3OktlrN8ijFw/tJdypcu6XnpAfrp0jlX63wZk4y2vljvFh4jwuaxbPkDK/OHK6jLtzYYg4ZjLrn2RNj0mxXobBxwgggAACCCCAAAIIIIAAAghYJMAVURYVg1SyJNCvUqYteVWqm+pk3cubpXZxvbQ5XZeMlCvnT5G//fTlMq1qsLPV/3XgaJn9zHa5qGGdvPLGq93jyFCpnnedXHrxtDTjRCfEZsyRL1wySa6rLu9xRZV/YmxFAAEEEEAAAQQQQAABBBBAwE4BJqLsrAtZZVygnwysmiKzzV9NOp31l7LqL8ts82dFnHTGwr4IIIAAAggggAACCCCAAAIIZFbglEh0yWwXREcAgUIUqCzr+sW/5taWQhweY0IAAQQQQAABBBBAAAEEEMiAAM+IygAqIRFAAAEEEEAAAQQQQAABBBBAAAEEegowEdXThC0IIIAAAggggAACCCCAAAIIIIAAAhkQYCIqA6iERAABBBBAAAEEEEAAAQQQQAABBBDoKcBEVE8TtiCAQA4E6jZvU+tVM5ZJSjOeZqzaFavF/GktmrlpxqIGqVdYsw62xrL5PLD52NXOzeY62HrsUoPC+24rlvNA+9jVPEdtroHNbtq5adZB8/jQHqfNuWnWwLhpL0xEaYsSDwEEEEAAAQQQQAABBBBAAAEEEEDAV4BfzfNlYSMCCPQm4Pxq3uOLnpTJky7t0dzvvxB42/m1MYE022nGsi23w4cPx9yHDBkSew0zVm8bs6NfHbzt/NqYfTXbacbKVm6p1CBsbvnoYcaWuGiOwRvL9GOOy0zWwPTh7dfvXAjTJmws7XbZyi2xDtnq01glLmH6DdPGxNRs541l4mfiOEqsQdgxeHPzyytsLO12ucgt3T5TqUFYt3RzM/0kLmHieduY/f2OEW87vzZmX812QbEyWYOwYwjKzeyfuGi204xlckw3XmId0o2VaBY2N2+fZj+/49Lbzq9N2D7DtstWn04NZt5wrUnNviXCggACCKQgUDGsLGL+tJZNdVu1QkU0Y5mkNONpxlpeuypi/rQWzdw0Y1GD1CusWQdbY9l8Hth87GrnZnMdbD12qUHhfbcVy3mgfexqnqM218BmN+3cNOugeXxoj9Pm3DRrYNy0F27Ns29ukIwQQAABBBBAAAEEEEAAAQQQQACBghTg1ryCLCuDQiDzAs6tec2tLZnvjB4QQAABBBBAAAEEEEAAAQQKQoArogqijAwCAQQQQAABBBBAAAEEEEAAAQQQsF+AiSj7a0SGCCCAAAIIIIAAAggggAACCCCAQEEIMBFVEGVkEAgggAACCCCAAAIIIIAAAggggID9AkxE2V8jMkSgKASCfi41lcFrxjL9a8bTjFW7YrWYP61FMzfNWNQg9Qpr1sHWWDafBzYfu9q52VwHW49dalB4323Fch5oH7ua56jNNbDZTTs3zTpoHh/a47Q5N80aGDfthYkobVHiIYAAAggggAACCCCAAAIIIIAAAgj4CjAR5cvCRgQQQAABBBBAAAEEEEAAAQQQQAABbQEmorRFiYcAAggggAACCCCAAAIIIIAAAggg4CvARJQvCxsRQAABBBBAAAEEEEAAAQQQQAABBLQFTolEF+2gxEMAgcIXqCwrjw2yubWl8AfLCBFAAAEEEEAAAQQQQAABBFQEuCJKhZEgCCCAAAIIIIAAAggggAACCCCAAAK9CTAR1ZsQnyOAAAIIIIAAAggggAACCCCAAAIIqAgwEaXCSBAEEEAAAQQQQAABBBBAAAEEEEAAgd4EmIjqTYjPEUAgKwJ1m7ep9aMZyySlGU8rVltbmzz19DKpXbHaSjetcTqD04ynGcv421oDW49d7byogXOW9P21WM4FzXFqxiqmc8FmN83cbP4+0hyn9rGrmZvNNbDZTTs3zTpoHh/a47Q5N80aGDfthYkobVHiIYAAAhkUmD3rRjEPiv/smL+Td//jPzLYE6ERQAABBBBAAAEEEEAAAX0BfjVP35SICBSFgPOreY8velImT7q0x5j9/guBt51fGxNIs51mLBtyu/KKK2Rv496Y98TJl8uo0Z+SIUOGxN6HGau3jdnRrw7edn5tzL6a7TRjZSu3w4cPm676VIOwueWjRwwj4R/NMXhjmW7McZnJGpg+vP36nQth2oSNpd0uW7kl1iFbfRqrxCVMv2HamJia7byxTPxMHEeJNQg7Bm9ufnmFjaXdLhe5pdtnKjUI65ZubqafxCVMPG8bs7/fMeJt59fG7KvZLihWJmsQdgxBuZn9ExfNdpqxTI7pxkusQ7qxEs3C5ubt0+znd1x62/m1Cdtn2HbZ6tOpwcwbrjWp2bdEWBBAAIEUBCqGlUXMn9ayqW6rVqiIZiyTlGa8dGPd+w/3xNyN/ZXTZ0SW166y0i3dcXoHpRlPM5bxt7UGth27iTWlBoka4dc13bSPD5vPBU03zVjUIPyx722pWQfNWMVyHmgfu8VSA5vdtHPTPBc0jw/tcdqcm2YNjJv2wq159s0NkhECCCAQKHDW2We7n7X97rfuOisIIIAAAggggAACCCCAQD4IcGtePlSJHBGwUMC5Na+5tcXC7Ao3pQP7D8jnJ0xwB/jzf/2FDBgwwH3PCgIIIIAAAggggAACCCBgswBXRNlcHXJDAAEEPALDRwzvtmX//v3d3vMGAQQQQAABBBBAAAEEELBZgIkom6tDbggggICPwLjqandr45tvuuusIIAAAggggAACCCCAAAK2CzARZXuFyA8BBBDwCHzinHPcLW/9n//jrrOCAAIIIIAAAggggAACCNguwESU7RUiPwSKRCDo51JTGb5mLNO/ZjyNWGeddZbL8qMfvuyup7uikZuTg2YsE1Mznmas2hWrxfxpLZq52eymOU5qkPrRVyx10BynZiztc9Tmc8FmN83cqEFq30fFUgPtc17TTTs3zXPB5nHanJtmDVI7s5PvxURUch8+RQABBKwTGDV6lJvT//2/70tbW5v7nhUEEEAAAQQQQAABBBBAwGYBJqJsrg65IYAAAj4CpaWlMui0Qe4nexv3uuusIIAAAggggAACCCCAAAI2CzARZXN1yA0BBBAIELjgggvcT95++213nRUEEEAAAQQQQAABBBBAwGYBJqJsrg65IYAAAgECZ3/iE+4nP/3Jj911VhBAAAEEEEAAAQQQQAABmwVOiUQXmxMkNwQQsFOgsqw8llhza4udCRZ4Vk1NTTJ96jR3lNTBpWAFAQQQQAABBBBAAIGiFjAPKzfLzBuutdKBiSgry0JSCNgvwERU7mvk1MBksm7Deqmqqsp9UmSAAAIIIIAAAggggAACCCQR4Na8JDh8hAACCNgsMK662k2v8c033XVWEEAAAQQQQAABBBBAAAFbBZiIsrUy5IUAAgj0IvCJc85xW+z56R53nRUEEEAAAQQQQAABBBBAwFYBJqJsrQx5IVBkAnWbt6mNWDOWSUoznmaso8faXbMdDQ3ueqormrlpxjLj0YynGcvcf+/cg5+qe+J+mrnZ7KY5TmqQeAT1bb1Y6qA5Ts1Y2ueozeeCzW6auVGDvn0HOa2LpQba57ymm3ZumueCzeO0OTfn/LL1lYkoWytDXggggEAvAkP//zO6tTiw/0C397xBAAEEEEAAAQQQQACB4hPQnAzMhB4PK8+EKjERKAIB50HZjy96UiZPurTHiP3+C4G3nV8bE0iznWYs23I7fPiw1C5bIr85dCjm/8BDD8kXr/pibN384+fr9Qjbzi+W2dcbL512mrGylZupgVmGDBkSe9Ucg2Ysk5xmPM1YYXPz9mn2M8dbJmuQam7pnAdh+wzbzuuWqdwS65CtPo1B4hKm3zBtTEzNdt5YJr5fHbzt/Nokyy2xBsnamc+cJd0+nTjOq2Y8zVgmvzDxwrRJFiuVGiSLZz5zlnRzc+I4r2HieduYff2OS287vzZmX812QbEyWYOwYwjKzeyfuGi204xlckw3XmId0o2VaBY2N2+fZj+/49Lbzq9N2D7Dtku1TxO/L4uZiDKLrb+aJxEWBBBAIAWBimFlEfOntWyq26oVKqIZyySlGU8z1vLaVZErp8+I1cHU4tZbbknLUDM3zVi218DUQWspFjfNcRp/apDaEVgsddAcp2Ys7e82m88Fm900c6MGfBf1JqB5vGnGsvn7yOZxZjM305ffn/eYc9pofx95+0n3/Qf6MqtGWwQQQAABuwSGlZVJ4xuvx5LauXOnXcmRDQIIIIAAAggggAACCKQt4L2SKiig0865IiqoXa6384yoXFeA/hFAAIE0BBKfE3Xs6DHhOVFpYLIrAggggAACCCCAAAIIZFyAZ0RlnJgOEChMAecZUc2tLYU5wDwa1YTx4+Vg88FYxt7nROXRMEgVAQQQQAABBBBAAAEEikCAK6KKoMgMEQEEClvgc5873x3g66/tcddZQQABBBBAAAEEEEAAAQRsE2AiyraKkA8CCCDQR4Hz/vZv3T14TpRLwQoCCCCAAAIIIIAAAghYKMBElIVFISUEilEg6OdSU7HQjGX614ynGcs8hND8jRo9ymVK5zlRmrlpxsqHGrgFSHOlWNw0x+mcB2nSu7tr5maCasbTjKWdm8110HTTjEUNjEBqi2YdNGMVy3lgqqbpphnL5hrY7Kadm2YdNI8P7XHanJsZq80LE1E2V4fcEEAAgRACpaWlUlFZ4bZsbGx011lBAAEEEEAAAQQQQACB4hLQnAzMhBwTUZlQJSYCCCCQZQGeE5VlcLpDAAEEEEAAAQQQQACBlASYiEqJjZ0QQAABuwR4TpRd9SAbBBBAAAEEEEAAAQQQ8BdgIsrfha0IIIBAXgloPScqrwZNsggggAACCCCAAAIIIJB3AkxE5V3JSBgBBBDoKcBzonqasAUBBBBAAAEEEEAAAQTsEzglEl3sS4uMEEDAdoHKsvJYis2tLbanWjT53XfPvbJq5crYeKdMnSILv/Odohk7A0UAAQQQQAABBBBAAIH8EOCKqPyoE1kigAACvQrwnKheiWiAAAIIIIAAAggggAACORZgIirHBaB7BBBAQEuA50RpSRIHAQQQQAABBBBAAAEEMiXARFSmZImLAAIIZFnAPCcqcTKqsbExyxnQHQIIIIAAAggggAACCCCQXICJqOQ+fIoAAlkSqNu8Ta0nzVgmKc14mrFqV6wW85e4/N1nPuu+3f7yy+56mBXN3DRjmdw142nG8qtBGOugNpq52eymOU5qEHQ09b69WOqgOU7NWNrnqM3ngs1umrlRg96/d/xaFEsNtM95TTft3DTPBZvHaXNumjXwO2/T3cZEVLqC7I8AAghYJHDeeee52exoaHDXWUEAAQQQQAABBBBAAAEEbBDgV/NsqAI5IJCHAs6v5j2+6EmZPOnSHiPw+y8E3nZ+bUwgzXaasWzL7fDhwzH3IUOGxF7NWI8fPy5/89fnxt6bf26Zv0DKyrt+4dC893qYbX518Lbza+MXL512uegz7BiCcvOrgYnpLMXm4YzbeQ1ycz53XsO087Yx+xrfTNbA9OHt16+mYdqEjaXdLlu5JdYhW30aq8QlTL9h2piYmu28sUz8TBxHiTUIOwZvbn55hY2l3S4XuaXbZyo1COuWbm6mn8QlTDxvG7O/3zHibefXxuyr2S4oViZrEHYMQbmZ/RMXzXaasUyO6cZLrEO6sRLNwubm7dPs53dcetv5tQnbZ9h22erTqcHMG641qdm3RFgQQACBFAQqhpVFzJ/Wsqluq1aoiGYsk5RmPM1Yy2tXRcyfd5k+bVqsNqY+Cx9b6P048L1mbpqxTMKa8TRjBdUgELmXDzRzs9lNc5zUoJeDKsnHxVIHzXFqxtI+R20+F2x208yNGiT5wknyUbHUQPuc13TTzk3zXLB5nDbnplmDJKdvyh9xa559c4NkhAACCKQl8PlLLnH3/+lPfuyus4IAAggggAACCCCAAAII5FqAW/NyXQH6RyBPBZxb85pbW/J0BIWbdlNTk0yfOs0d4M//9RcyYMAA9z0rCCCAAAIIIIAAAggggECuBLgiKlfy9JtjgRPS2vCsPH3bF+SssnIxkyqxvzGz5ZGlG6WpvTNkfp3S3rRRlj08Wz7rxIi9ni9zHn5aahtaJFwkrTgh06ZZQQtUVVXJoNMGuWPctXOXu84KAggggAACCCCAAAIIIJBLAa6IyqU+fedGoL1Rls2/RR6sP5Sk/6FSfdfj8uic0TIwqFVni7zy97fIV5/bJx1BbaRESscvkEULZ0nVwH7+rbTi+EfP2FauiMoYrUrg+d/4hmzcsDEW67rrr5d77rtXJS5BEEAAAQQQQAABBBBAAIF0BLgiKh099s0/gc63Zdmsmb1MQplhHZKG+2fK7KVvB1zRdEKal9/ZyySUidMhbfWPylcfaJB287bHohWnR2A2FLnA3356jCvwL/+y211nBQEEEEAAAQQQQAABBBDIpQATUbnUp+8sC5hJn/vksb3vdfVbMlKuvGu51De3iHnOUXPrAWncsFDmjh8az+s9aXrk2/KDIz1vrutsXi01j+yJXwllrnq6SR7d8GZAnOhk1IuPyZKm93uMVytOj8B5uCHo51JTGYpmLNO/ZjzNWLUrVov581suuPACd/PB5oNyYP8B933QimZumrFMvprxNGMlq0GQc7LtmrnZ7KY5TmqQ7IhK/lmx1EFznJqxtM9Rm88Fm900c6MGyb9zgj4tlhpon/Oabtq5aZ4LNo/T5tw0axB07qaznYmodPTYN78EOn8pL61s7Jo8KqmSuS8sl4fmjJMy9465fjKwaprctmSp3DHq1K6xdbwh2179vWec78u+deukKXY/XnQSasYTsuWZGplWNTjeLh7nmfWybMaw+LYW2fLyW56rq7TieNLjLQJRgdLSUqmorHAtGhsb3XVWEEAAAQQQQAABBBBAAIFcCTARlSt5+s26QOe+V2TLoa6nOZWM/bLcONqZOPKk0m+ETL1mTPTpTmb5o7xz4HfdJ5A635LtdfFfiiu5UObXVAc8R+p0GVfzdamOBeqQQ3WvyL7Ei6u04njS5y0CjsDnPne+syqvv7bHXWcFAQQQQAABBBBAAAEEEMiVABNRuZKn36wL9KuqkZ2xW/Ba5O1npknANJQnr37RXx87VdyLpsyn7b+S/b+PP5787PNk1OBun3bff/AYuXRs/HHnhxql8dcJjzXXitO9R94h4ApUjx/vrjsPLnc3sIIAAggggAACCCCAAAII5ECAiagcoNOl5QLtr8szK+PPfyr5pEyqPqNbwh0/f01+Ep9P6n/WcPlYt0+9bwZK+ZkfiW/cL6/tfddtoBXHDcgKAh6BqlFV3bbs3rW723veIIAAAggggAACCCCAAALZFjglEl2y3Sn9IWClQGeL7Fj5gjy3pFYa2sxM06ly7rynZUXN3yXcetcpR16aJ5+dvz36rKn+cu5dP5CNc85MMpyg9kHbg0L1tX1QHL3tlWXlsWDmQe8s9grMnnWj7GhoiCV489e+JrfOv9XeZMkMAQQQQAABBBBAAAEECl6AK6IKvsQMMLnA+9L08OfFTKpUVlbL7G8t6ZqEMr+o98hKzySUifTf8t7R9viv5fWX008bkDx89Ka+Dw8aFL+174Ts3/+b+L5acXrpno+LXmDCxRe7Btu2bnHXWUEAAQQQQAABBBBAAAEEciHARFQu1OnTIoE/SfuRP/TMZ/DpctrxdmlPfLh4rFWHHDv6n/H2/WXwoA/13DfUFq04oTqjURELjB492h39weaD0tbW5r5nBQEEEEAAAQQQQAABBBDItgATUdkWpz/LBP5Dmt/ulHNn3Cp33PUVqS7t+q08aauXp781Sy6ZulAau81GBUxcJRlVSflwGdHjc604PQKzAYFuAsNHDJeKygp3285Xd7rrrCCAAAIIIIAAAggggAAC2RZgIirb4vRnmcCZMnvT67Lxka/J7Dl3yNI978g7O56Qq0aeGsuzY98iuWbWcmnucWWUZcMogHTqNm9TG4VmLJOUZjzNWLUrVov562353OfOd5u8/toed927opmbZiyTp2Y8zVhha+C1DnqvmZvNbprjpAZBR1Pv24ulDprj1IylfY7afC7Y7KaZGzXo/XvHr0Wx1ED7nNd0085N81yweZw256ZZA7/zNt1tTESlK8j+BSfQr3yi3L9qoVwZvzqqY++T8tDG38bH+T9k4OAP92nMHS0HZH+PPbTi9AjMBgR6CFSPH+9u27hho7vOCgIIIIAAAggggAACCCCQbQF+NS/b4vSXJwKJv1In0n/GcvnZI+OkJPqo8dal18j4+9+IjmOgVC/cIkuv+KukY+poqJFPznpRTkRb6cdJ2nWoD51fvwvV2KfR3fd+S2becG2PT8wsvHfxtvNrY/bRbKcZK19z+6//+i959MH73XKsWLVKzh978iopvzrkwi0XfYataS5yy0Wf+eRhcuXY7f7di0d+eHDshvvf+Vx8B+aiT753jUD3JUwdwrQxUXPRrlj6DOtrg4fJtVj/N9LrbyxsWLgiyoYqkIOFAv1k8Kjz5Kx4ZifePiC/ia3/hZx62sDohJRZTsi7R4/H1oL/6ZQ/HDsmnbEG/WXEiI/F99WKE9wznyDgCHzwgx+UyhEnn1T2xhtmIpUFAQQQQAABBBBAAAEEEMiBQIQFAQT8BQ4uiXxhWFmkwvxNXhJpibf6896HImNj20dExj70ZuTP/nvHt/4p0rLkyq4Ywz4Zmb3uN25rrThuwCyvxFyiDlrLprqtWqEimrFMUprxNGMtr10VMX9hlheefyF+HJZFLqqu9t1FMzfNWCZZzXiasfpSA190z0bN3Gx20xwnNfAcRH14Wyx10BynZiztc9Tmc8FmN83cqEEfvoASmhZLDbTPeU037dw0zwWbx2lzbpo1SDhd1Va5NS8Hk390mQuB96Xp4akyffE70c7D3VLX2fSwVE99Sg5F9ygZv1B+/Mw0GWxSP7Je5oyZLw0d0fWRd0r9pjlSZrb7Lr+V9TdeJgvq26OfnilzN2yQ26o+1NVSK45vv5nf6NzS19zakvnO6CFtgQP7D8jnJ0xw4/x4z0+ltLTUfc8KAggggAACCCCAAAIIIJANAW7Ny4YyfVgg8EE5Y/iw+G1x7bJ76x45kjSr92Xfyw2xSajoNJR89Mxh0emr+DJwmIz4aNfNefLWG7L3SNeNd87H3V6P7JFtu8wkVHQZWi0TRsYnocx7rTgmFgsCvQgMHzFcKior3FY7X93prrOCAAIIIIAAAggggAACCGRLgImobEnTT44Fos98uvASOT8+f9RR/115tOHdwJw6m9fI/cvM1VPRpWS0XDv9HOnX9U6k39kyYXJ517uOV2XhHS9Jq+9c1Luy4+Hvdl05FZ3MGjr5IhnpBonurhXHyYtXBHoR+NznzndbbH/5ZXedFQQQQAABBBBAAAEEEEAgWwJMRGVLmn5yLzB4otx+25j4VVG/krVzZ8vtS3d0n0Rqb5L1T9XIFZc8IE3m1rto69Kps2R6Zf+E/D8kI6dPl6rYpFaHtL18t1zzlYdlfZNzjVWntDetl0dunCazX/xVfL9yuezis09OZsW2asVJSI1VBJIIVI8f7366o6FBjh/v7WH7bnNWEEAAAQQQQAABBBBAAAEVASaiVBgJkh8C/aVy1j3yzVGndqXbsU/W3j9LxleWi3neUezvk9NkwUMvyi9ik1DRaahRC2TVgxNO3pYXH2i/yily89Rh8XfRyaj6p2TB1E/F4wyX0VPny9P15ulSZolOZs34pnzFeTZU18bYv1pxEkLm7Wrd5m1quWvGMklpxtOMZX6G1u+naIMgzx978ooo02bXzl3dmmrmphnLJKkZTzNWX2vQDdznjWZuNrtpjpMa+BxIITcVSx00x6kZS/sctflcsNlNMzdqEPLLx9OsWGqgfc5rumnnpnku2DxOm3PTrIHnlFV5y0SUCiNB8kag31kye+0GefTiob2kfKqc+6Un5Idr50hl4u107l6ny7g7F8od43uLE52EuvifZI3PZFZXKK04bmKsIJBUYMrUKe7nb7z+urvOCgIIIIAAAggggAACCCCQDQEmorKhTB92CfSrlGlLXpXGDd+RO+aNl26/G1YyUq68/R/k0Q07ZOMDE6XMdxIqPpyBo2X2M9ulfvk/9owj0YmsGbfK3ct/JLuWzMhOHLuUycZSgfEXnfzlvLq6TZZmSVoIIIAAAggggAACCCBQqAIfKNSBMS4Ekgv0k4FVU2S2+atJ3jL5p/2lrPrLMtv8WREnebZ8isCo0aNchGNHj0lTU5NUVVW521hBAAEEEEAAAQQQQAABBDIpwBVRmdQlNgIIIGCZQGlpqSRORu1o2GFZhqSDAAIIIIAAAggggAAChSxwSiS6FPIAGRsCCGRGwDzc3SzNrS2Z6YCoGRNYtnSpPHj/A7H4FZUVsr2+PmN9ERgBBBBAAAEEEEAAAQSyK2AeVm6WmTdcm92OQ/bGRFRIKJohgEB3ASaiunvk07sD+w/I5yecfFbUj/f8VMyVUiwIIIAAAggggAACCCCAQKYFuDUv08LERwABBCwTGD5iuJgroZxl56s7nVVeEUAAAQQQQAABBBBAAIGMCjARlVFegiOAAAJ2Clw68TI3sXVrX3TXWUEAAQQQQAABBBBAAAEEMinARFQmdYmNAAKhBeo2bwvdtreGmrFMX5rxNGOZe7+d+797M/F+ft5557mb9jbulePHj1s7TpOopptmrHRq4BYgYUUzN5vdNMdJDRIOoD6uFksdNMepGUv7HLX5XLDZTTM3atDHL6F482KpgfY5r+mmnZvmuWDzOG3OLbWzMXt7MRGVPWt6QgABBKwROH/s+TLotEFuPrt27nLXWUEAAQQQQAABBBBAAIH8FdCcDMyEAg8rz4QqMREoAgHnYeWPL3pSJk+6tMeI/f4LgbedXxsTSLOdZizbcjt8+HDMfciQIbHXMGNNbHPfPffKqpUrY/uO/tR5cu0NM2Pr5p/EduY9tep+jDseqdQgrG8uamBzbl4P57jMZA1s9rAtt8Q6eGvlnC8m58QlF+1s6NMY+Jmkm1tiDUwfYeKFaRM2lna7XOSWbp+p1CCsW7q5mX4SlzDxvG3M/pk4dhPzMuvefvvSZyZrkG5uqYzT5j6T5ZZYhzD1TBYrFTdvnyZGX46jVPo0+3j71ezTm1Nv781ElFls/dU8ibAggAACKQhUDCuLmD+tZVPdVq1QEc1YJinNeJqxlteuipi/VJctm7fEaujU8sW161MN1WM/zXGa4JrxNGOlWwMvnGZuNrtpjpMaeI+i8O+LpQ6a49SMpX2O2nwu2OymmRs1CP/9k9iyWGqgfc5rumnnpnku2DzObOZm+vL7SzyXnDqadpo18Pah8f4Dvc2k8TkCCCCAQGEKjL1gbLeBtbYc7PaeNwgggAACCCCAAAIIIJB7Ae/VVkEZOe2cK6KC2uV6O8+IynUF6B8BBBDIkcCAAQNkytQpbu//+otfuOusIIAAAggggAACCCCAAAKZEOAZUZlQJSYCRSDgPCOqubWlCEZbuEPcumWrfO3mm2MDNA8vf3Pv3sIdLCNDAAEEEEAAAQQQQACBnAtwRVTOS0ACCCCAQO4EEm/PO3b0mOzetTt3ydAzAggggAACCCCAAAIIFLwAE1EFX2IGiAACCAQLmNvzRo0e5TZoqK9311lBAAEEEEAAAQQQQAABBLQFmIjSFiUeAgggkGcC06+c4WZcV7fJXWcFAQQQQAABBBBAAAEEENAWYCJKW5R4CCCQkkDd5m0p7ee3k2YsE18znmYs82sYGr+IccGFF7iM5va8A/sPuO9TXdEcp8lBM55mLK0aOM6audnspjlOauAcPX1/LZY6aI5TM5b2OWrzuWCzm2Zu1KDv30PFdB5oj1Xz2NXOTfNcsHmcNuemWYPUzuzkezERldyHTxFAAIGCFygtLe12e96mTVwVVfBFZ4AIIIAAAggggAACCORIgImoHMHTLQIIIGCTQOLtedu2brEpNXJBAAEEEEAAAQQQQACBAhJgIqqAislQEEAAgVQFEm/PO9h8UOX2vFRzYT8EEEAAAQQQQAABBBAoXAEmogq3towMAQQQCC1gbs8bVl7utuf2PJeCFQQQQAABBBBAAAEEEFAUOCUSXRTjEQoBBIpEoLKsa9KiubWlSEZc+MP89sJvyxPf+15soBWVFbK9vr7wB80IEUAAAQQQQAABBBBAIKsCXBGVVW46QwABBOwVuPzyy93kuD3PpWAFAQQQQAABBBBAAAEEFAWYiFLEJBQCCCCQzwLDRwwXcyWUs3B7niPBKwIIIIAAAggggAACCGgJMBGlJUkcBBBAoAAELp14mTsKfj3PpWAFAQQQQAABBBBAAAEElASYiFKCJAwCCKQnULd5W3oBEvbWjGXCasbTjFW7YrWYP63F5KZ1e57mOIutBlr1tNlN8/jIxHlQDDXQPj5sroPm8aYZixqkfqZp1kEzVrGcB9rHbrHUwGY37dw0zwXN40N7nDbnplkD46a9MBGlLUo8BBBAII8FuD0vj4tH6ggggAACCCCAAAII5IEAv5qXB0UiRQRsFHB+Ne/xRU/K5EmX9kjR778QeNv5tTGBNNtpxrItt8OHD8fchwwZEnsNM1ZvG7Ojtw5b6jbJ9h/9MBbT+fU8b5vYh9F/vPHSaacZy+SnGS8oVio1CJtbUJ9m/8QlF+1s6NMYmOMtkzUwfYQZa5g2YWNpt8tWbol1yFafxipxCdNvmDYmpmY7bywT3++70tvOr02y3BJrkKyd+cxZ0u3TieO8asbTjGXyCxMvTJtksVKpQbJ45jNnSTc3J47zGiaet43Z1++49Lbza2P21WwXFCuTNQg7hqDczP6Ji2Y7zVgmx3TjJdYh3ViJZmFz8/Zp9vM7Lr3t/NqE7TNsu2z16dRg5g3XmtTsWyIsCCCAQAoCFcPKIuZPa9lUt1UrVEQzlklKM55mrOW1qyLmT2txctv/zv5YbZ0am/d9XZxYfd0vqL1mPM1YmapBkENft2uO1dZY1KCvR8XJ9po1tbkOmuPUjGUqoRmvWGqg7UYNTn4n9GVN000zls3ngc3HrnZumnXQPD60x2lzbpo16Mt3Q9i23Jpn39wgGSGAAAI5FeD2vJzy0zkCCCCAAAIIIIAAAgUtwK15BV1eBodA5gScW/OaW1sy1wmRcybw7YXflie+971Y/87teTlLho4RQAABBBBAAAEEEECgYAS4IqpgSslAEEAAAT0BrV/P08uISAgggAACCCCAAAIIIFAIAkxEFUIVGQMCCCCgLMDtecqghEMAAQQQQAABBBBAAIGYABNRHAgIIIAAAr4Cl068zN2+besWd50VBBBAAAEEEEAAAQQQQCBVASaiUpVjPwQQUBUI+rnUVDrRjGX614ynGat2xWoxf1qLN7cvXfMlN/TB5oNyYP8B931vK95YvbXv7XPNeJqxMl2D3lx6+1xzrLbGoga9HQXBn2vW1OY6aI5TM5apjGa8YqmBths1CP6OSPaJpptmLJvPA5uPXe3cNOugeXxoj9Pm3DRrkOy7INXPmIhKVY79EEAAgQIXKC0tlVGjR7mj3LRpk7vOCgIIIIAAAggggAACCCCQigATUamosQ8CCCBQJALTr5zhjvS5Nc+666wggAACCCCAAAIIIIAAAqkIMBGVihr7IIAAAkUicMGFF7gjPXb0mOzetdt9zwoCCCCAAAIIIIAAAggg0FcBJqL6KkZ7BBBAoIgEvLfnNdTXF9HoGSoCCCCAAAIIIIAAAghoC5wSiS7aQYmHAAKFL1BZVh4bZHNrS+EPtshH+P0Xvi933n57TGHQaYPkzb17i1yE4SOAAAIIIIAAAggggECqAlwRlaoc+yGAAAJFIsDteUVSaIaJAAIIIIAAAggggEAWBJiIygIyXSCAAAL5LGBuz5sydYo7BG7PcylYQQABBBBAAAEEEEAAgT4KMBHVRzCaI4AAAsUoMP6iCe6wV61cKcePH3ffs4IAAggggAACCCCAAAIIhBVgIiqsFO0QQCCjAnWbt6nF14xlktKMpxmrdsVqMX9aS7Lcxl4wtls3u3bu6vbe+yZZLG/bMO8142nGymYNwjh522iO1dZY1MBb9fDvNWtqcx00x6kZy1RKM16x1EDbjRqE/85IbKnpphnL5vPA5mNXOzfNOmgeH9rjtDk3zRoknvta60xEaUkSBwEEEChggQEDBnS7Pa/+le0FPFqGhgACCCCAAAIIIIAAApkS4FfzMiVLXAQKXMD51bzHFz0pkydd2mO0fv+FwNvOr40JpNlOM5ZtuR0+fDjmPmTIkNhrmLF625gd/ergbWfaNO1tlJXLn4n1Zf65958ekGu/fLX73qz4xTLb/eKZ7YlLmDamfS7aBfWZSg3CjiGoz0SzsLG02+UiN2+fZkzmeMtkDcK6eXNL5zwI22fYdtnKLbEO2erTGCQuYfoN08bE1GznjWXi+x0j3nZ+bZLllliDZO3MZ86Sbp9OHOdVM55mLJNfmHhh2iSLlUoNksUznzlLurk5cZzXMPG8bcy+fselt51fG7OvZrugWJmsQdgxBOVm9k9cNNtpxjI5phsvsQ7pxko0C5ubt0+zn99x6W3n1yZsn2HbZatPpwYzb7jWpGbfEmFBAAEEUhCoGFYWMX9ay6a6rVqhIpqxTFKa8TRjLa9dFTF/WkuY3EZXVcXqbmr/wvMvBHYdJlbgzj4faMbTjJWLGvjwBG7SHKutsahBYPl7/UCzpjbXQXOcmrFMgTTjFUsNtN2oQa9fFb4NNN00Y9l8Hth87GrnplkHzeNDe5w256ZZA98vgTQ3cmuefXODZIQAAghYKzB58uVubuvWvuius4IAAggggAACCCCAAAIIhBHg1rwwSrRBAIEeAs6tec2tLT0+Y0PhCuzetVtuuO46d4A/3vNTKS0tdd+zggACCCCAAAIIIIAAArkVMA8rN4utt+ZxRVRujw96RwABBPJK4Pyx50tFZYWb83NrnnPXWUEAAQQQQAABBBBAAIHcC5gJKFsnoYwOE1G5P0bIAAEEEMgrgUsnXubmu23rFnedFQQQQAABBBBAAAEEEECgNwEmonoT4nMEEEAAgW4Cl19+8jlRB5sPSlNTU7fPeYMAAggggAACCCCAAAIIBAkwERUkw3YEEMiqQNDPpaaShGYs079mPM1Y5t5v5/7vVJy8+4TNbfiI4TJq9Ch3900bf+CuOythYznte3vVjKcZK1c16M3L+VxzrLbGogZOtfv+qllTm+ugOU7NWKZimvGKpQbabtSg798d1CA1M5vdtHPT/D7SPEe1x2lzbpo1SP2ID96TiahgGz5BAAEEEAgQmH7lDPeTurpN7jorCCCAAAIIIIAAAggggEAyASaikunwGQIIIICAr8AFF17gbj929Jhs3bLVfc8KAggggAACCCCAAAIIIBAkwERUkAzbEUAAAQQCBUpLS2XK1Cnu5/WvbHfXWUEAAQQQQAABBBBAAAEEggSYiAqSYTsCCCCAQFKB8RdNcD/fuGGjHD9+3H3PCgIIIIAAAggggAACCCDgJ3BKJLr4fcA2BBBAIJlAZVl57OPm1pZkzfiswAU+NWqUmFvzzPLAQw/JF6/6YoGPmOEhgAACCCCAAAIIIGC3gHlYuVlm3nCtlYlyRZSVZSEpBBBAID8EJk++3E103doX3XVWEEAAAQQQQAABBBBAIDcCZgLK1kkoI8JEVG6OC3pFAAEECkLg8ilfcMext3GvHNh/wH3PCgIIIIAAAggggAACCCDgFWAiyivCewQQQACB0AJVVVVSUVnhtt+0aZO7zgoCCCCAAAIIIIAAAggg4BVgIsorwnsEEMiJQN3mbWr9asYySWnG04xl7v127v/WwEs1ty9edZXb/XNrno2tpxrLDeRZ0YynGcuWGni43LeaY7U1FjVwy93nFc2a2lwHzXFqxjIF04xXLDXQdqMGff7qiO2g6aYZy+bzwOZjVzs3zTpoHh/a47Q5t9iJavE/TERZXBxSQwABBPJBYNLkyW6a5sHlu3ftdt+zggACCCCAAAIIIIAAAtkV0JwMzETmTERlQpWYCCCAQBEJlJaWyrjqanfEGzesd9dZQQABBBBAAAEEEEAAAQQSBU6JRJfEDawjgAACYQQqy8pjzR5f9KRMnnRpj138LlX1tvNrYwJpttOMZVtuhw8fjrkPGTIk9hpmrN42Zke/Onjb+bUx+zrttm7ZKl+7+WazKbY89Ni3pX///s5bt52zwS+eEytZG/NZLtoF9ZlKDcKOIahPx8d5zUU7G/o04zfHUSZrYPoIM9YwbcLG0m6XrdwS65CtPo1V4hKm3zBtTEzNdt5YJn4mvgMTaxB2DN7c/PIKG0u7XS5yS7fPVGoQ1i3d3Ew/iUuYeN42Zn+/Y8Tbzq+N2VezXVCsTNYg7BiCcjP7Jy6a7TRjmRzTjZdYh3RjJZqFzc3bp9nP77j0tvNrE7bPsO2y1adTA2t/Oc9MRLEggAACfRWoGFYWMX9ay6a6rVqhIpqxTFKa8TRjLa9dFTF/Wks6ub333nuR0VVVsWPCHBd33H6nVlqxOOnk5k1EM5ZNNfCO07zXHKutsaiBX+XDbdOsqc110BynZiztc7RYaqDtpllTahDuu8fbqlhqYPOxq52b5rmgeXxoj9Pm3DRr4D1nNd5za56ZumRBAAEEEEhLYMCAATJ58uVujIb6V9x1VhBAAAEEEEAAAQQQQAABR4Bb8xwJXhFAoE8Czq15za0tfdqPxoUrcGD/Afn8hAnuAH+0fbsMHzHcfc8KAggggAACCCCAAAIIIPABCBAoToET0tqwTl5541WpXVwvbS7CqXLujDky6dOfk+lXVMlAd7vfyjuy7PIvyIP7Tvh92GNb/xnL5WePjJOSHp+YDZ3S3lQn617e7MlnqFTP+7J85ryL5brqcunnuy8bEbBDwEw6VVRWyMHmg7GE1jz7rNxz3712JEcWCCCAAAIIIIAAAgggYIUAV0RZUQaSyKpAe6Msm3+LPFh/KGm3JSNvkEX/XCMXlZ984HK3HY6slzlj5ktDR7etgW8CJ6I6W+SVv79FvvrcPgkOVSKl4xfIooWzpGqgHdNRXBEVWOqi/uD7L3xf7rz99pjBoNMGyau7dom5bY8FAQQQQAABBBBAAAEEEDACPCOK46C4BNp/Ko9cN7PXSSiD0rFvhcy9+luyo73T16jz1/vlneCZI999em48Ic3L7+xlEsrs1SFt9Y/KVx9okPaeQdiCgDUCF1x4gZvLsaPHZNfOXe57VhBAAAEEEEAAAQQQQAABJqI4BopI4H1pevpeeXrfe/Exm9veFsq6nx0Q85wj8/fOjuVy97zxUuqotK2Tu30nfzrk399slK5rqgZK9cIfuzGcWN7XX/rcltfZvFpqHtkTvxLKXPV0kzy64c14rAPSuGGhzB0/NJ5NdDLqxcdkSdP7TnYF9Rr0c6mpDFIzlulfM55mrNoVq8X8aS0auZWWlsqUqVPclNa/9JK7ns6KRm5O/5qxbKyBM07zqjlWW2NRg8SK921dsytkkTEAAEAASURBVKY210FznJqxtM/RYqmBtptmTalB376DnNbFUgObj13t3DTPBc3jQ3ucNuemWQPnXNV8ZSJKU5NYdgsc+aE8ueydrhxLqmTuSxtlac20bre69SsfJzNrFsmahZPik1HRyZ8Na6XhiPeqqD9Ky/5/j493hHx61OkpjP192bdunTTFrqqKTkLNeEK2PFMj06oGx2P1k4FV0+S2Z9bLshnD4ttaZMvLb0WfKMWCgL0CU6ZOc5Pb0dAgbW0nn8LmfsAKAggggAACCCCAAAIIFKUAE1FFWfbiHHTHz1+TnziTPlPnyVdGOxM+Xo/+UnbFHTJ/fPxR5R1vyLZXf9+9UWezvPGTI13bho6W0Wf4P4K8+06ed51vyfa6+C/OlVwo82uqAx6OfrqMq/m6VMe66JBDda/IPmaiPJi8tUng/LHny+kf+Yib0nNrnnPXWUEAAQQQQAABBBBAAIHiFmAiqrjrX0Sj75DfNLdI1+/b/aV84tPnBEz6OCSny6gxI+JvTsi7R487H3S9tv9K9v++6wFRJR8fIWek8vzwhBhy9nkyanCSIIPHyKVj4xNjhxql8ddpP5yq+3h4h4CywCerRrkRn1vzrLvOCgIIIIAAAggggAACCBS3ABNRxV3/Ihp9iZTNeTH+7KUmWXrFX6U19pMPKu8vZ435awm6tipZJyev0BLpf9Zw+ViyxtFps/IznStM9stre99N2poPEci1wGfPH+umYB5avnvXbvc9KwgggAACCCCAAAIIIFC8AqdEokvxDp+RIxAk8FtZf+NlsqDe/EbdmTJ3wwa5repD8cYd0rr0Ghl//xvxz9bJV6Re1r28WWoX10vX03DMg8dnysyJl8j0K6p8rr7qlCMvzZPPzt8efVB5fzn3rh/IxjlnBiUT3d7X9klCKX1UWVYei2Qeys6CgJ/A7Fk3inlGlFnMA8wXfuc7fs3YhgACCCCAAAIIIIAAAkUkwBVRRVRshhpeoLN5izy3y0xCRZeh1TJhpDMJZTa8K3v37Dcr0eV9eWvR1TJm6jfkQXcSymyPPuS8fok8OH+ajLn8PnmlpeumQPNJ1/Lf8t7R9viv5fWX008b4HwQ8NpPPjxokHTdvHdC9u//TXzfgOZsRsACgWlXXOFmsXHDRh5a7mqwggACCCCAAAIIIIBA8QowEVW8tWfkQQLRB5H/4OFV8V+zO1Wqrv+CjEx8fFPn7+TAv/0xvvch2VX/y6STQh37Vsjci2fKsubEyagOOXb0P+Mx+svgQYkTXUGJsR2B/BKYeNlEGXTaIDfpzXV17jorCCCAAAIIIIAAAgggUJwCTEQVZ90ZdaDAEWl8bIHc+fKhWIuSUV+Th2edFb8SKb5T4kPGZahUz7tPlu14K/78qZb465uybuE35cqRp3bt1LFHHluwWprdX7v7k7Qf+UNgFn4flJQPF+fx6X6fsw0BGwW+dM2X3bS+/8IL7jorCCCAAAIIIIAAAgggUJwCTEQVZ90Zta/ACWl96V75+uKmriucSifJAwuvlcrEq6HMfoOnydL9zoTTbllac52MK+/viThYqq64WR7a8KLcMaprMqpj75Py0Mbfetrx1hGo27zNWU37VTOWSUYznmas2hWrxfxpLZq5ObG+dM2X3PQONh9M+aHlTjw3WBormrFsroEh0hyrrbGoQeong2ZNba6D5jg1Y2mfo8VSA203zZpSg9S+j4qlBjYfu9q5aZ4LmseH9jhtzk2zBqmd2cn34mHlyX34tGgEoldCPTxHrnEmoUqqZO4LS+W20an8Hl4iWuJDxkVKxi+UHz8zLfore+9L08NTZfrid6KNS+XK5dvkoeqBiTv2WO9oqJFPznpRzA1+/Wcsl589Mk5KerTq+wbnoeN937Nrj7vv/ZbMvOHaHrubLz/v4m3n18bso9lOM1Yh5Ob1MGPyq4O3nV+bsB7Pr4leDbi/67lqzkPL/eJp9hk2t7DtcpFbLvrMJw+Tqy3HEbUy1Ti54HHSwqx5Pcw2jt3u/3cDHvnhwbHb83zm2OXYNeeFs3i/7zWPD6ePsK9O396cwu6f6XYfyHQHxEfAfoFMTUKZkfeTwRdeIueXbJeGjugjzP9tv/y6M3pRVb+S6LNz/r84zQk5cuz96Hryiah4Y14QyDuBv/lklTsRZR5avqCmJu/GQMIIIIAAAggggAACCORKwJlY8vbvnWgKaufdL+fvIywIFLPAnw9EXprzuUjFsLKuv0/PiSzde1hX5E8NkZqPx+N//LZIw59M+D9HDq+bE/l4rN+zIl9Y8m+99NnX9r2EU/jYMVMIFQuxqW6rVqiIZiyTlGY8zVjLa1dFzJ/WopmbN9boqir3PFu6ZEmfU/bG63OAhB00Y9lcAzNkzbHaGosaJBzcfVzVrKnNddAcp2Ys7XO0WGqg7aZZU2rQxy+hePNiqYHNx652bprngubxoT3ObObmmHpf46eR+9Lb527DHK9wRVTOpwJJIFcCnS1b5R/+9+3ywr73ulKIPhPq0ecflWk9nvekmOGQ02Rg7Mls/WRgRaV8VLbLIemM/oLee9F/zfVTQct/y3tH2+O/ztdfTj9tQFBDtiNgpYB5aPkT3/teLDfz0PLZc+ZYmSdJIYAAAggggAACCCBgm4D3yqeg/Jx2tl8ZxTOigirI9gIWiD6UfPvDcsv/WiG/iN4uF31yk5SOXyCLFs6SqoHBU0FdIB3SuvQaGX//G9G3/eXcu34gG+ec2fVR0L8tS2XKuAfkF9HPTz4jKvrmyHqZM2Z+7JY9GXmn1G+aI2VBMeS3sv7Gy2RBfXu0xZkyd8MGua3qQ4Gts/GB82yp5taWbHRHH3ku0NbWJp8d83fuKFasWiXnjz3ffc8KAggggAACCCCAAAIIFIcAv5pXHHVmlK6A+WW8BXLNHGcS6lQ590uPy5olc0JMQpkgJfKxyvLoFJRZTsjbe/5VjsTWg/45Ic2vNMjbsY9L5KNnDjv5JKiBw2TER+OPG3/rDdl7xFwTFbAc2SPbdplJqOgytFomjMztJFRXIvyLQHiB0tJSGVdd7e6wcsUKd50VBBBAAAEEEEAAAQQQKB4BJqKKp9aMNHrzW3vjE3LL7ZulLaYxVKrvqpUVD0yUst4uhErQK/mbT8tn4vNHHfXflUcb3k341LPavluWPtPYdUtdyWi5dvo5J2+/63e2TJhc3rVDx6uy8I6XpNV3Lupd2fHwd7uunIpOhA2dfJGM7EO+nox4i0DOBKZdcYXb946GBjFXSbEggAACCCCAAAIIIIBAcQkwEVVc9S7u0bY3yEM3Px2/He9UqbprqTw1Z/TJK5TC6gyeKLffNiY6JWSWX8naubPl9qU7uk8idbbIjuUPypxLbpa1beb+v2h/t90jMyu7rqWK7SofkpHTp0tVLFCHtL18t1zzlYdlfZNzjVV04qxpvTxy4zSZ/eKvunaRcrns4rNPTmbFt/KCQD4ITLxsYvTXIge5qT635jl3nRUEEEAAAQQQQAABBBAoDgEmooqjzowyejXUkfq1sjE2KWQ43pOm+y+VM8vKxTzrqNe/y5dKq6vYXypn3SPfHHVq15aOfbL2/lkyPnrLnhunslpmf2uJNMT6iz6D6uK75bFZZ/WYQOpXOUVunjosHjk6GVX/lCyY+ql4nOEyeup8ebr+UPzzaJwZ35Sv5PjZUC6D8krd5m1qETVjmaQ042nGMg8h1HwQoWZuQbHMQ8ud5bk1zzqrvb4Gxet1R58GmrFsroEZuuZYbY1FDXwO8pCbNGtqcx00x6kZS/scLZYaaLtp1pQahPzy8TQrlhrYfOxq56Z5LmgeH9rjtDk3zRp4TlmVt0xEqTASxH6B38vOrW/Ef3VOIdt+Z8ns5bVyx/ihvQSLP4Nq8YyA2/9Ol3F3LgwRx0xm/ZOseXBC36/g6iVDPkYgmwJfuuZLbnfHjh6TrVu2uu9ZQQABBBBAAAEEEEAAgcIXYCKq8GvMCI1Ax7/J6z+OP+xbS2TgaJn9zHapX/6Pcse88VLaLW70+VPz7pRHN+yQjb09gyppnOhE1oxb5e7lP5JdS4Ims7p1zBsErBYwDy2fMnWKm+P6l15y11lBAAEEEEAAAQQQQACBwhf4QOEPkREiEBUoGScPvd0iD6lj9Jey6i/LbPNXk05wrTjp5MC+CGRHYMrUabJxw8ZYZ+ah5Qf2H5DhI4Znp3N6QQABBBBAAAEEEEAAgZwKcEVUTvnpHAEEECg+gfPHni8VlRXuwNc8G/5ZUe5OrCCAAAIIIIAAAggggEBeCpwSiS55mTlJI4BATgXMg9nN0tzaktM86Dw/BZYtXSoP3v9ALHnzS3qv7tolAwYMyM/BkDUCCCCAAAIIIIAAAgiEFuCKqNBUNEQAAQQQ0BK46uqr3VDmoeVbNm9x37OCAAIIIIAAAggggAAChSvARFTh1paRIYAAAtYKmKufrrv+eje/ZUuXuOusIIAAAggggAACCCCAQOEKMBFVuLVlZAgggIDVApdP+YKb38Hmg9LU1OS+ZwUBBBBAAAEEEEAAAQQKU4CJqMKsK6NCIO8E6jZvU8tZM5ZJSjOeZqzaFavF/GktmrmFiVVVVSWjRo9y03921Sp33bsSJp53n6D3mrFsroEZv+ZYbY1FDYKO9N63a9bU5jpojlMzlvY5Wiw10HbTrCk16P17x69FsdTA5mNXOzfNc0Hz+NAep825adbA77xNd9sH0g3A/ggggAACCKQqMHPWjbK3cW9s940bNsqCmhopLS1NNRz7IYAAAggggAACCCBQcAJBk16TJ13abaxB7bo1suANv5pnQRFIAYF8FHB+Ne/xRU+K9wvQjMfvS9Dbzq+N2VeznWYs23I7fPiwSUmGDBkSew0zVm8bs6NfHbzt/NqYfTXa3VWzQP74xz+acHLz174mt86/NbaeyT5jHcT/CTOGoDap1MB0GxSvr3mFjaXdLkz+me7TxDfHSCZrEHYMufCwLbfEOuBhqnNy8XqYT/y+37zt/NqYfYPaJdYgWTvzmbMExXI+d15z0S4f+0ylBsY4zFjDtAkbK2w7b59mP7/j0tvOr03YPsO2C+ozkzVINzezf+ISNIbENmY9TLswbcLG0miXWIdc5Obt04zJ77j0tvNro+FhYjhLqn06+4d9NVdEmWXmDdeG3SW77SIsCCCAQAoCFcPKIuZPa9lUt1UrVEQzlklKM55mrOW1qyLmT2vRzK0vsZYuWRI7lszxNLqqKvLee+/1GFJf4vXY2bNBM5bNNTDD1hyrrbGogecA78NbzZraXAfNcWrG0j5Hi6UG2m6aNaUGffgCSmhaLDWw+djVzk3zXNA8PrTHaXNumjVIOF3VVnlGVHbn/egNAQQQQMAjMGnyZHfLsaPHZNfOXe57VhBAAAEEEEAAAQQQQKCwBLg1r7DqyWgQyJqAc2tec2tL1vqko8IVmP+Nb4h5RpRZKiorZHt9feEOlpEhgAACCCCAAAIIIJBBAdtvzWMiKoPFJzQChSzARFQhVzf7Y2tqapLpU6e5Ha/bsF7Mr+qxIIAAAggggAACCCCAQGEJcGteYdWT0SCAAAJ5KWAmncyVUM7y7KpVziqvCCCAAAIIIIAAAgggUEACTEQVUDEZCgIIIJDPAt+4db6bvrlNr62tzX3PCgIIIIAAAggggAACCBSGABNRhVFHRoFA3gsE/VxqKgPTjGX614ynGcvc++3c/52Kk3cfzdxSiTXxsoky6LRBblrPrXnOXU8lnruzZ0Uzls01MMPWHKutsaiB5wDvw1vNmtpcB81xasbSPkeLpQbabpo1pQZ9+AJKaFosNbD52NXOTfNc0Dw+tMdpc26aNUg4XdVWmYhSoyQQAggggEC6AjfNm+eGeG7Ns3L8+HH3PSsIIIAAAggggAACCCCQ/wJMROV/DRkBAgggUDACkyZPdsdy7Ogx2bVzl/ueFQQQQAABBBBAAAEEEMh/ASai8r+GjAABBBAoGIHS0lK57vrr3fF859sL3XVWEEAAAQQQQAABBBBAIP8FmIjK/xoyAgQQQKCgBC6f8gV3PAebD8ruXbvd96wggAACCCCAAAIIIIBAfgswEZXf9SN7BBBAoOAEqqqqZFx1tTuulStWuOusIIAAAggggAACCCCAQH4LnBKJLvk9BLJHAIFcCFSWlce6bW5tyUX39FngAlu3bJWv3XyzO8ofbd8uw0cMd9+zggACCCCAAAIIIIAAAvkpwBVR+Vk3skYAAQQKWmDiZROlorLCHeOaZ59111lBAAEEEEAAAQQQQACB/BVgIip/a0fmCCCAQEELfPGqq9zxrVq5Utra2tz3rCCAAAIIIIAAAggggEB+CjARlZ91I2sECk6gbvM2tTFpxjJJacbTjFW7YrWYP61FMzeNWFddfbUMOm2QO7zNdXXuejorGrk5/dtcA5Oj5lhtjUUNnKOx76+aNbW5Dprj1IylfY4WSw203TRrSg36/j2kXU+ba6A9Vs1jVzs3zTrYPE6bc0vtbMzeXkxEZc+anhBAAAEE+iAwYMAAmTz5cnePpxYvluPHj7vvWUEAAQQQQAABBBBAAIGeApqTgT2jp7/lA+mHIAICCCCAAAKZEZg77yYxt+WZ5djRY7Jr5y4xz49iQQABBBBAAAEEEECgWASCrr6aPOnSbgRB7bo1suANv5pnQRFIAYF8FHB+Ne/xRU+K9wvQjMfvS9Dbzq+N2VeznWYs23I7fPiwSUmGDBkSew0zVm8bs6NfHbzt/NqYfTXbBcVa9+L35V927TTdyekf+Yjsef212LrzTy5zS6UGJu+gsTpjCtsmV+3C5K+dm7dPE9/UPpM1CDsGb27ZOCZtyy2xDniY6pxcvB7mE79jxNvOr43ZN6hdYg2StTOfOUtQLOdz5zUX7fKxz1RqYIzDjDVMm7Cxwrbz9mn28zsuve382oTtM2y7oD4zWYN0czP7Jy5BY0hsY9bDtAvTJmwsjXaJdchFbt4+zZj8jktvO782Gh4mhrOk2qezf9hXc0WUWWbecG3YXbLbLsKCAAIIpCBQMawsYv60lk11W7VCRTRjmaQ042nGWl67KmL+tBbN3DRj7d27N3asOcdc9KqotIasmZvNNTBImmO1NRY1SP100KypzXXQHKdmLO1ztFhqoO2mWVNqkNr3UbHUwOZjVzs3zXNB8/jQHqfNuWnWILUzO/lePCMqu/N+9IYAAggg0EeBqqoqOfucc9y9Vq5Y4a6zggACCCCAAAIIIIAAAvklwK15+VUvskXAGgHn1rzm1hZrciKRwhXYumWrfO3mm90BrtuwXswEFQsCCCCAAAIIIIAAAgjklwBXROVXvcgWAQQQKEoB84DyisoKd+ybNv7AXWcFAQQQQAABBBBAAAEE8keAiaj8qRWZIoAAAkUt8I1b57vjN7+k19bW5r5nBQEEEEAAAQQQQAABBPJDgImo/KgTWSKAAAJFLzD2grEy6LRBrsPTi59y11lBAAEEEEAAAQQQQACB/BBgIio/6kSWCBS8QNDPpaYycM1Ypn/NeJqxzM+yOj/NmoqTdx/N3DRjOTUYMGCA3DRvnpu2uSrq+PHj7vuwK5q52VwDxy2sS2/tNN00Y1GD3ioX/Hmx1EFznJqxTGU049l8LmiOU9tNMzdqEPx9k+yTYqmBzceudm6a54Lm8aE9Tptz06xBsvM31c+YiEpVjv0QQAABBLIucNXVV3e7KuqF55/Peg50iAACCCCAAAIIIIAAAqkLMBGVuh17IoAAAghkWcBcFTV58uVur08tXpzSVVFuAFYQQAABBBBAAAEEEEAgqwJMRGWVm84QQAABBNIVmDvvJjfEsaPHZMvmLe57VhBAAAEEEEAAAQQQQMBuASai7K4P2SGAAAIIeARKS0vluuuvd7cuW7rEXWcFAQQQQAABBBBAAAEE7BY4JRJd7E6R7BBAwEaByrLyWFrNrS02pkdOBS5wYP8B+fyECe4ov/fEEzLxsonue1YQQAABBBBAAAEEEEDATgGuiLKzLmSFAAIIIJBEYPiI4TKuutpt8Z1vL3TXWUEAAQQQQAABBBBAAAF7BZiIsrc2ZIYAAgggkETg5q991f30YPNB2b1rt/ueFQQQQAABBBBAAAEEELBTgIkoO+tCVggggAACvQhUVVV1uypq5YoVvezBxwgggAACCCCAAAIIIJBrASaicl0B+kcAgZhA3eZtahKasUxSmvE0Y9WuWC3mT2vRzE0zVrIaTLviCnf4OxoapKmpyX0ftKKZm801SOYWZJNsu6abZixqkKxqyT8rljpojlMzlqmOZjybzwXNcWq7aeZGDZJ/5wR9Wiw1sPnY1c5N81zQPD60x2lzbpo1CDp309n+gXR2Zl8EEEAAAQRyKWAeUP6db1eIuTXPLE98b5EsW/5MLlOibwQQQAABBBBAAAEEVAWCJr0mT7q0Wz9B7bo1suANv5pnQRFIAYF8FHB+Ne/xRU+K9wvQjMfvS9Dbzq+N2VeznWYs23I7fPiwSUmGDBkSew0zVm8bs6NfHbzt/NqYfTXbpRrrW9/6J1mZMPl0y/wFUlZenpXcUqlBWLdUPWyuVTq5eT2Mo4mXyRpQKyPQffHWwalpYh2C2nSPpPv9YWKH6TdMm7Cxwrbz9mn2c9zMurN42/m1MW2D2iXWIFk7p7+wbXLVLmiciflr55Zun6nUIOwY0s0tFTdvnyaG33HpbefXJuw4w7YL6jOTNUg3N7N/4hI0hsQ2Zj1MuzBtwsbSaJdYh1zk5u3TjMnvuPS282uj4WFiOEuqfTr7h301V0SZZeYN14bdJbvtIiwIIIBACgIVw8oi5k9r2VS3VStURDOWSUoznmas5bWrIuZPa9HMTTNWmBpcVF0dOx7NMXnvP9yTlEQzN5trEMYtKZTnQ003zVjUwFOoPrwtljpojlMzlimVZjybzwXNcWq7aeZGDfrwBZTQtFhqYPOxq52b5rmgeXxoj9Pm3DRrkHC6qq3yjKjszvvRGwIIIIBABgS+cet8N+qqlSulra3Nfc8KAggggAACCCCAAAII2CPArXn21IJMEMgrAefWvObWlrzKm2QLU+D48eNy4dixcuzosdgAr7v+ernnvnsLc7CMCgEEEEAAAQQQQACBPBbgiqg8Lh6pI4AAAgh0CQwYMEBumjfP5eCqKJeCFQQQQAABBBBAAAEErBJgIsqqcpAMAggggECqAlddfbUMOm2Qu/vTi59y11lBAAEEEEAAAQQQQAABOwSYiLKjDmSBAAIIIJCmAFdFpQnI7ggggAACCCCAAAIIZEGAiagsINMFAgj0LhD0c6m979mzhWYsE10znmYs87Oszk+z9lTo+xbN3DRj9aUGYa6K0szN5hr0xS3M0aLpphmLGoSpnn+bYqmD5jg1Y2mfozafCza7aeZGDfy/a3rbWiw10D7nNd20c9M8F2wep825adagt3M4lc+ZiEpFjX0QQAABBKwU8F4VVVe3ScyDzFkQQAABBBBAAAEEEEDADgEmouyoA1kggAACCCgJmKuinMX8it4Lzz/vvOUVAQQQQAABBBBAAAEEcizARFSOC0D3CCCAAAK6AuaqqOuuv94N+tTixVwV5WqwggACCCCAAAIIIIBAbgWYiMqtP70jgAACCGRAYO68m9yoXBXlUrCCAAIIIIAAAggggEDOBU6JRJecZ0ECCCCQdwKVZeWxnJtbW/IudxIuDoH77rlXVq1cGRvsoNMGyau7dom5WooFAQQQQAABBBBAAAEEcifAFVG5s6dnBBBAAIEMCnBVVAZxCY0AAggggAACCCCAQIoCTESlCMduCCCAAAJ2C5SWlvKsKLtLRHYIIIAAAggggAACRSjARFQRFp0hI4AAAsUiwFVRxVJpxokAAggggAACCCCQLwJMROVLpcgTgQIXqNu8TW2EmrFMUprxNGPVrlgt5k9r0cxNM1Y6NfC7Kmrtug1aZDF/W2uQjpsfkGZNNWPZfB7YXAPt3Gyug+bxphmLGvh904TbplkHzVjFch5oH7vFUgOb3bRz0zwXNI8P7XHanJtmDYyb9sJElLYo8RBAAAEErBLwXhX1k3/ZbVV+JIMAAggggAACCCCAQDEJ8Kt5xVRtxoqAooDzq3mPL3pSJk+6tEdkv/9C4G3n18YE0mynGcu23A4fPhxzHzJkSOw1zFi9bcyOfnXwtvNrY/bVbKcZy5tb4i/o/eVf/qX8/X3/KP379zfNQo0hKLdUapBun7GkE/4Jyi2hSWxVs51mLJNcmHjeNmY/c1xmsgap5paN88W23BLr4K1VMXqY+jiL18Ns9zPxtvNrY/YNapdYg2TtzGfOEhTL+dx5zUW7fOwzlRoY4zBjDdMmbKyw7bx9mv38jktvO782YfsM2y6oz0zWIN3czP6JS9AYEtuY9TDtwrQJG0ujXWIdcpGbt08zJr/j0tvOr42Gh4nhLNnq06nBzBuudbq26zXCggACCKQgUDGsLGL+tJZNdVu1QkU0Y5mkNONpxlpeuypi/rQWzdw0Y2nU4He/+13seHWO26VLlqiw2VwDDbdEJM2aasaiBolV6tt6sdRBc5yasbTPUZvPBZvdNHOjBn37DnJaF0sNtM95TTft3DTPBZvHaXNumjVwzlXNV27Ns2tekGwQQAABBDIg4PesqOPHj2egJ0IigAACCCCAAAIIIIBAMgFuzUumw2cIIBAo4Nya19zaEtiGDxCwSaCtrU0+O+bv3JTuuOtOmT1njvueFQQQQAABBBBAAAEECkHAPKzcLLbemsdEVCEcZYwhBYET0tqwTl5541WpXVwvbW6EU+XcGXNk0qc/J9OvqJKB7vaglU5pb6qTdS9v9sQZKtXzviyfOe9iua66XPoF7e5u14rjBsz4ChNRGSemgwwIJD4ratBpg+TVXbtkwIABGeiJkAgggAACCCCAAAIIIOAnwESUnwrbClugvVGWzb9FHqw/lHScJSNvkEX/XCMXlXc90LhH484WeeXvb5GvPrdPOnp86GwokdLxC2TRwllSNTBgOkorjtNlll6ZiMoSNN2oCnBVlConwRBAAAEEEEAAAQQQ6LMAz4jqMxk75LVA+0/lketm9joJZcbYsW+FzL36W7KjvdNnyCekefmdvUxCxaJIW/2j8tUHGqTdJ4qIVhzf4GxEAAGPAM+K8oDwFgEEEEAAAQQQQACBLAswEZVlcLrLpcD70vT0vfL0vvfiSZjb5xbKup8dEPOcI/P3zo7lcve88VLqpNm2Tu72mUTqbF4tNY/siV8JZa56ukke3fBmPM4BadywUOaOHxqP0iFtLz4mS5red6K6r1px3IB5vBL0c6mpDEkzlulfM55mLHPvt3P/dypO3n00c9OMpV2DihEfd4d+7OgxeeH55933fV2xuQbabpo11YxFDfp61J5sXyx10BynZiztc9Tmc8FmN83cqMHJ75e+rBVLDbTPeU037dw0zwWbx2lzbn05B3PRlomoXKjTZ24EjvxQnlz2TlffJVUy96WNsrRmWrdb5vqVj5OZNYtkzcJJ8cmo6CTShrXScCTxqqj3Zd+6ddIUux8vOgk14wnZ8kyNTKsaHB9XPxlYNU1ue2a9LJsxLL6tRba8/JYkRhHRipMbTnpFIF8FBg4cKNddf72b/lOLF4u5ZY8FAQQQQAABBBBAAIFCENCcDMyEBxNRmVAlppUCHT9/TX7iTB5NnSdfGe1MHHnT7S9lV9wh88fHH1Xe8YZse/X3Jxt1viXb6+K/FFdyocyvqQ54qPnpMq7m61JdYnbtkEN1r8i+xJkorTgnM2MNAQRCCsxf8E0xDys3i7kq6unFT4Xck2YIIIAAAggggAACCCCQjgATUenosW8eCXTIb5pbok9kMstfyic+fU7A5JEzpNNl1JgR8Tcn5N2jx50PRNp/Jft/H388+dnnyajBAQ8hN3sMHiOXjo1PaB1qlMZfJzzWXCvOycxYQwCBkALml/JumjfPbb1q5UquinI1WEEAAQQQQAABBBBAIHMCTERlzpbIVgmUSNmcF+PPcGqSpVf8VcrZnbyySqT/WcPlY0kjDZTyMz8Sb7FfXtv7rttaK44bkBUEEOiTwFVXX+1eFWV25KqoPvHRGAEEEEAAAQQQQACBlASYiEqJjZ0KX+Bd2btnf3yYZ8hnPuU8eLxT/nDsWPxZT/1lxIiPSezOu0CQD8oZw4fF2yReWaUVJ7BjPkAAgV4EuCqqFyA+RgABBBBAAAEEEEAgAwKnRKJLBuISEoG8FuhsXipfvOSBrgeSD71J1u2skarYHXgd0rr0Ghl//xvR8Q2U6oVber26qqOhRj4568XYbYH9ZyyXnz0yLjoxpRUnd8yVZeWxzs2vDbIgkK8Cx48flwvHjo09J8qMwTzE/J777s3X4ZA3AggggAACCCCAAALWC3BFlPUlIsGsC3Q2yw8eXhX/VbxTper6L8hI9zFQHdH/h/U/4yn1l8GDPpRielpxUuye3RBAICbgd1XUgf3/j727gY+qvhP9//XS3MtLsRcEt9mWLeHJ2t2VbaDesvUPLaHYiloBEbBWFASRTWlV5FkLVHkWsQVEDSY83K6CPCkQWimhxduuuxbSa9u/bSGEdmmbrkCymrps0+zc+U1yDpOTM5Mzk+/M/Gbm83u9Ys6Z+Z3v+f7e33Oy2x/n4RQ6CCCAAAIIIIAAAgggkCIBJqJSBEvYbBU4L8efnCMLXzsbGUDB4Fmyauq14s5DyZ+k4fy7CQ2uoO8AcR57fmlDrTiXIrKEAALJCXifFbVyxYrkArEVAggggAACCCCAAAIIdCjARFSHRHTIH4GLcmb3EvnqpurwjXPhVniLLF97t/S/NAuVPxSMFIE8EjBXRX3j8SfcER+tqpLq6mp3nQUEEEAAAQQQQAABBBDQE2AiSs+SSFktEL4SatWX5AuzD0idGUdBsczYuETG9e3qGdV/l+49P+j5LP5qU+0pcR57fqmnVpxLEbN9af+BQ2pD0IxlktKMpxmrYst2MT9aTTM3zVjpqMHom0dLv/79XMqN6ze4y/EWbK5BOtzi2cT7TvP4oAbxpON/ly910BynZixTHc14Np8LmuPUdtPMjRrE/5sT69t8qYHNx652bprngubxoT1Om3PTrEGsc7czn/Ow8s7osW2OCJhJqOlyl3MllJmEeqlM5g7p6TM+rYeMa8XxSTHBj5yHjie4mdv90SXfkCn33u2uOwvmj5+3efv59THbaPbTjJULuXk9zJj86uDt59cnFzyix1B5sFJmlZaajyLt3vumS++/+qvIcj56tDJYe3yY/PyOS2rlVK7lNx72eZiMOHbb/v8NeGSHB8dusP8flb+7/N11BGz42+Y9Hp3cMv2bK6IyXQH2n1mB8IPJ99w/RiY4k1CFo2TBzliTUCbV/yZXXtU9/NY70y7KOxcaI0ux/9Ms79bXS3OkQ1cZOPAjrdtqxYm9Z75BAIHEBLxXRR3+rt5VeollQm8EEEAAAQQQQAABBHJYIERDIE8F/nz6YGjhrdeF+vUpavn51FdCu0//R4cafz6xMjQ8ss3A0PCVPw79Oe4WfwrVPn9H6z4+EZq267dub604bsA0LzhuWrt9dX+lVqiQZiyTlGY8zVjlFdtC5keraeamGSudNTj2g2OX/iaEz/ODBw7G5bW5Bul0i4vk86Xm8UENfIADfpQvddAcp2YsUybNeDafC5rj1HbTzI0aBPzj4+mWLzWw+djVzk3zXNA8PrTHaXNumjXwnLIqq1wRlcOTjAwtlkD4oeSHl8rtN5bKS2+9F+5UIIUjF8qu7zzt80yo9jG6fHSgXBO5JKpJzv7whPxr+y5Rn7wjJ95wnhD1FzKwX3f3O604bkAWEECg0wLDhg+TESUlbpx1T611l1lAAAEEEEAAAQQQQACBzgvwjKjOGxIhqwTMm/HmyF3OQ8nlSrnuSyvl6cdHS1HQt+M1H5fVn7lTnjsbfrdewShZ88YmGdczxsbn98j0obOlyryGr/cDsusH86TY6aoVJ0P+zrOlas7UZigDdotAagTMG/PGjx3nBl++cqVMnDTRXWcBAQQQQAABBBBAAAEEkhfgiqjk7dgy6wSapeH4Rnlwfuub8aS3lCyqkC3LE5iEMmPu8nEZdWvfltE3fV/WLtgtZ1oeAuUReUeOrvpWyyRU+Kqr3rd+TgY5k1CacTx7ZRUBBDonUFxc3OaqqDWrV0ljY0fPg+vcPtkaAQQQQAABBBBAAIF8EWAiKl8qzThFGqpkZelz8lNzdVL4SqjiRWXy7PQhculmuaBIl8ug8eOluPX2vLrXHpW77l8le6rPtwYIT3hV75HV942TaTt/3fpZX7n5xo9L9DyUiFacoHnTDwEEggrMX7DA7Vp/oV5eevFFd50FBBBAAAEEEEAAAQQQSF6AW/OSt2PLrBJolvO7Z8oNsw9LZB4q0dwHLZQjr06XIne78NVOc++Immhyv/BZCD+DasJGObh6lM+kl1Ycn92m+CNuzUsxMOEzLrB08RLZtnVrJI8eV/WQ7x87Jt26dct4XiSAAAIIIIAAAggggEA2C3BFVDZXj9wTEPiD/KDyzeQmoXz3crWMWLhWFozs7fvtpQ/Dk1A3PiHfXuE3CWV6acW5tMdsXdp/4JBa6pqxTFKa8TRjVWzZLuZHq2nmphkrUzWYMfMBl9ZcFbV2zZPuurNgcw0y5ebYxPuteXxQg3jS8b/LlzpojlMzlqmOZjybzwXNcWq7aeZGDeL/zYn1bb7UwOZjVzs3zXNB8/jQHqfNuWnWINa525nPmYjqjB7bZo9A0y/lX37YoJtv9yEy7YXDcqT8cVkwc6QUtokefgj6hIfl0fLvyrHnJ8R/ELpWnDb7ZwUBBDorUFhYKAsWLXTDmKuj6urq3HUWEEAAAQQQQAABBBBAIHGBDyS+CVsgkIUCBSNk5S9qZaV66l2lqOTLMs38zOtMcK04ncmBbRFAwCsw6c475dlNm8RcEWXamlWrZO26dd5urCOAAAIIIIAAAggggEBAAa6ICghFNwQQQACB/BMwz4R6YOZMd+D79u6T6upqd50FBBBAAAEEEEAAAQQQSEyAiajEvOiNAAIIIJBnAuaqqH79+7mj3rh+g7vMAgIIIIAAAggggAACCCQmwFvzEvOiNwIItArw1jwOhXwSqDxYKbNKS90hb9m2TYYNH+aus4AAAggggAACCCCAAALBBLgiKpgTvRBAAAEE8lhg9M2jZfCQwa7AN5YucZdZQAABBBBAAAEEEEAAgeACTEQFt6InAggggEAeCyx89FF39KdrTsuOl3a46ywggAACCCCAAAIIIIBAMAEmooI50QsBBBBAIM8FiouLZURJiauwZvUqaWxsdNdZQAABBBBAAAEEEEAAgY4FmIjq2IgeCCCQBoH9Bw6p7UUzlklKM55mrIot28X8aDXN3DRj2VSDJ5Yvc7nrL9TLww/NtrYGNrm5aK0LmseHzeeBzTXQzs3mOmgeb5qxqEHrH4QkfmnWQTNWvpwH2sduvtTAZjft3DTPBc3jQ3ucNuemWQPjpt2YiNIWJR4CCCCAQM4KFBYWyuR77nHHd+Twa/Luu++66ywggAACCCCAAAIIIIBAfAHemhffh28RQCCGgPPWvKc3PCO33nJTu15+/0Lg7efXxwTS7KcZy7bczp07F3Hv1atX5HeQsXr7mA396uDt59fHbKvZTzNWKnMzt+N9+lND5Y9//KPZjfzNdYNk+owHIsuaY9CMZZLTjKcZK2hu3n2a7cxxmcx5EHSfQft5c0vH+WJbbtF1wMNU51Lzephv/I4Rbz+/PmbbWP2iaxCvn/nOabFiOd87vzPRLxv3mUwNjHGQsQbpEzRW0H7efZrt/I5Lbz+/PkH3GbRfrH2msgadzc1sH91ijSG6j1kO0i9In6CxNPpF1yETuXn3acbkd1x6+/n10fAwMZyWrn06NZhy793Oru36HaIhgAACSQj061MUMj9a7dX9lVqhQpqxTFKa8TRjlVdsC5kfraaZm2YsG2tQ9vzzkePfOQ9OnDihUoZcd3OQNMdp83lg47Hr1EA7N5vroHm8acaiBtFHY2LLmnXQjJUv54H2sZsvNbDZTTs3zXNB8/jQHqfNuWnWwLhpN27Ns2tekGwQQAABBLJAYNKdd0q//v3cTDeu3+Aus4AAAggggAACCCCAAAKxBbg1L7YN3yCAQBwB59a8mjO1cXrxFQK5K1B5sFJmlZa6A1y/caOMvnm0u84CAggggAACCCCAAAIItBfgiqj2JnyCAAIIIIBAhwJm0mlESYnbb91Ta8U8P4qGAAIIIIAAAggggAACsQWYiIptwzcIIIAAAgjEFSid9RX3+9M1p+WlF19011lAAAEEEEAAAQQQQACB9gJMRLU34RMEEEAAAQQCCRQXF8uYsWPcvs9u2iR1dXXuOgsIIIAAAggggAACCCDQVoCJqLYerCGAQIYEYr0uNZl0NGOZ/WvG04xVsWW7mB+tppmbZizba/DRvgPcEtRfqJfnNj3rrie6kC9umuO0+Tyw+djVzs3mOmgeb5qxqEGifyEv9desg2asfDkPtI/dfKmBzW7auWmeC5rHh/Y4bc5NswbGTbsxEaUtSjwEEEAAgbwS+OAHPygLFi10x7xt61aprq5211lAAAEEEEAAAQQQQACBSwJMRF2yYAkBBBBAAIGkBCbdeaf069/P3Xbj+g3uMgsIIIAAAggggAACCCBwSYCJqEsWLCGAAAIIIJCUQLdu3eShh2e72x6tqpLKg5XuOgsIIIAAAggggAACCCDQIsBEFEcCAggggAACCgKjbx4tI0pK3Ehff+xRaWxsdNdZQAABBBBAAAEEEEAAAZHLQuEGBAIIIJCoQP+ivpFNas7UJrop/RHIWQHzbKjxY8e54zPPjpo2fbq7zgICCCCAAAIIIIAAAqkWMA8rN23KvXeneldJxWciKik2NkIAASaiOAYQ8BdYuniJmAeWO+2Hb/yTFBYWOqv8RgABBBBAAAEEEEAgrwW4NS+vy8/gEUAAAQS0BWbPeUR6XNXDDfvowkXuMgsIIIAAAggggAACCOS7ABNR+X4EMH4EEEAAAVUB8+DyB2bOdGOaB5ebW/ZoCCCAAAIIIIAAAgggIMJEFEcBAghYIbD/wCG1PDRjmaQ042nGMvd+O/d/a+Bp5qYZKxtrYJ4L1a9/P7cscx95xF2Ot5AvbprjtPk8sPnY1c7N5jpoHm+asahBvL+G8b/TrINmrHw5D7SP3Xypgc1u2rlpnguax4f2OG3OTbMGxk27MRGlLUo8BBBAAAEEwgKrn3zSdThdc1o2l5W56ywggAACCCCAAAIIIJCvAjysPF8rz7gR6KSA87Dypzc8I7feclO7aH7/QuDt59fHBNLspxnLttzOnTsXce/Vq1fkd5CxevuYDf3q4O3n18dsq9lPM1a6cuuoBrfcfIu8/fOfm3TkiiuukDkLFkn37t0DuWWjR2SgUf/RHIM3ltmNOS47qgHHbtu/z6nyiK6Dt1ap2mfUoRZZDLLfIH1MMM1+3lgmvp+Jt59fn3i5RdcgXj/zndM6u08njvNbM55mLJNfkHhB+sSLlUwN4sUz3zmts7k5cZzfQeJ5+5ht/Y5Lbz+/PmZbzX6xYqWyBkHHECs3s3100+ynGcvk2Nl40XXobKxos6C5efdptvM7Lr39/PoE3WfQfsnu08RPpJkrokyz9a15EqIhgAACSQj061MUMj9a7dX9lVqhQpqxTFKa8TRjlVdsC5kfraaZm2asbK7B73//+8h54pwvDz/4YNxy5Yub5jhtPg9sPna1c7O5DprHm2YsahD3z2HcLzXroBkrX84D7WM3X2pgs5t2bprngubxoT3OdOZm9uX3Y8YU3Zw+mjWIjq+1/IFEZtXoiwACCCCAAALBBQoLC2XBooWyYtnyyEb79u6TL0+eLMXFxcGD0BMBBBBAAAEEEEAgrwW8V1LFwnD6OVdExeqX6c+5NS/TFWD/CGSpgHNrXs2Z2iwdAWkjkB6BxsZGGXvbbWKeE2WaeYj54SNH0rNz9oIAAggggAACCCCQdwLORJStt+YxEZV3hyQDRkBHgIkoHUei5IfA68del3vDV0I5zVwlZd6sR0MAAQQQQAABBBBAIN8EeGtevlWc8SKAAAIIpF1g2PBhMqKkxN3vs5s2SV1dnbvOAgIIIIAAAggggAAC+SLARFS+VJpxIoAAAghkVOCJ5cvc/ddfqJc1q1a56ywggAACCCCAAAIIIJAvAkxE5UulGScClgvEel1qMmlrxjL714ynGcvc++3c/52Mk3cbzdw0Y+VKDZwHlzvu5sHl1dXVzmrkd764aY7T5vPA5mNXOzeb66B5vGnGogaRP3tJ/UezDpqx8uU80D5286UGNrtp56Z5LmgeH9rjtDk3M1abW4remtcgR+feJNN2JnjbQeFImXHfZ+X6z42XEX27ZsStuXqVlIx9Vs4WjJI1b2yScT27BMjjV7L5i7fJircuinSdIJt/ukpGFATYLECX5tqjsu17p+RPJw/Iup1vSZNnm4JBE+ShWwfIf+//OZlc0leCZOsJwSoCCCCAQJoEJt15p+x46SX3weVzH3mEB5enyZ7dIIAAAggggAAC+SJgJgNNs/Vh5am5Iqq5Rt780fnEa1x3RJ5b9phMGzFKHthdI82JR+jkFu/LW69VydlwlILhX5DPBJqE6uQufTdvlobql2T+FwfJNSOmyhPL1ssh+ZzMK6+SX4XfUGbeUhb5+ckeWX5rb6ndv16emFoi1wy8TeY/G/4X9ob0y/kOgw8RQAABBNoIdOvWTb6+eIn7mXmT3uayMnedBQQQQAABBBBAAAEEcl0gNRNRDb+Wk3/wXruTCOVZOTz/UamoCV9hlM7W/LYc3m9eRd9dho0eKj3TuW9nX8218r2F42To2AXy8lvviRSOkgV7j8q+1bNkiveKp+7FMm76LFn56lHZtWiUFDa9JS+vfEjGXz9OFh2uzcBEnjMIfiOAAAIIxBIwDy4fM3aM+zUPLncpWEAAAQQQQAABBBDIA4GUTEQ1/d9/lh8581CDFsoR5wqeuL9PyfG9K+SOQVe2sDcdl+27fp7eyZTfnJAfnTWJD5RPDb46/eUPX0m2Z+ZkmfGPLbfgFQz6iuz8ziaZVtzRlFhPKZ7+Lfn22luk0GQdnpB6afpkKc3IVWXpZ2OPCCCAQLYJzJk3T3pc1SOStnlw+aMLF2XbEMgXAQQQQAABBBBAAIGkBFIwEdUkv62plZZrmQqk9w2D5a8CpdZFuhdPkmXrZklx5PlKTXJ2//fkrbTdZdYs50+8Kb8wufYeIkM+qvSQp0BjN53ekaML7pM5r5kbA8OtYKg8sq5UhnQP+tSnrlJ0+9fliQl9WrYP32B4ePZ9sqjqndZ1fiGAAAII2CJgHlz+wMyZbjpHq6rk9WOvu+ssIIAAAggggAACCCCQqwKXhcJNd3C/kz333SxzjjSEw3aXkrUHpez2Dyewi9Q9+Dt+Ek7ef5TeM1+UqnlDEnjwd2dzDj8TquoxuXnqi9LyePfwBF7CObSO7vwemT50tlQ5V6T1fkB2/WCeFAedz4qPxLcIuAL9i/pGls3zymgIIJCcwKiRI90Hl/fr30/2vvKKmOdI0RBAAAEEEEAAAQQQyFUB/Suimn8vp375x1avv5CB/bonZtf8nly4kLbLoC7ldv4NOXTMTJ71lZtv/HgCk1CXQsRfuihnds+SG8L/4938D/j+RcMuPZC9+aTs2nCgdRIqHKVgiNw9/m+Sy6HnF+Qfpl1zKZWzL8kz+353aZ0lBBBAAAFrBFY/+aSbi3lw+fPPPe+us4AAAggggAACCCCAQC4K6E9ERT+ovOsn5Pq/vTwBt/CVQT/YLa9EntMUno+54VMyKE13yDX/5qT8ylxFVNBHBnz0fySQc5CuZhJqjtw125ls6i2j1m6Rjbf3j0w2Nb/1imw/EX4wudM+9AkZUtTVWUvw9+Xyt9d/Qi5t3SCvV74hSbzDMMH90h0BBBBAIFGB4uJimXzPPe5mG9evl1MnT7nrLCCAAAIIIIAAAgggkGsC6hNRbR5Ufs0A6ZvARFJz7W6Zv3BX65VB6Xxz3fvy1mtV4acqheehhn9BPtNT8z628OTa8Y3y4Hz/SSgJP4694XSN/CHqyOr66f8lf9uJFAr6Dgg/bv1Sa/rhP8tbzq16lz5mCQEEEEDAAoHZcx5xH1xu0lkwf54FWZECAggggAACCCCAAAKpEVCeiHpffvbmTxJ8UHn4aqGq/y2bV02T4SPmyeG61hmTwpvkSyM/lJpRe6M2vy2H95vn3GhPfplJqKfl3kkb5KeRYbW9Eqoljf+S9y40yKV5ogLp1fOD0qnC9B4g1166JErkYq3UtF5l5h066wjYIrD/wCG1VDRjmaQ042nGqtiyXcyPVtPMTTNWrtfAPBPqG48/4ZbxxPETsuOlHe56ZxY062BrLJvPA5uPXe3cbK6DrccuNUj+r5utNc2X80D72NWsp801sNlNOzfNOmgeH9rjtDk3zRoYN+32Ad2ADVL7q39rDRl+692m8XLNpiT2UHiLrHnx6zIi8BvjkthH9Ca/OSE/ikzUDJRPDb46+ptOLUeu8Cp9Ls4klF/4LuF/Gb8yuedD+YXjMwQQQAAB6wVG3zxa9uwuEfP2PNPWrF4ln/nsZ8S8XY+GAAIIIIAAAggggEAuCei+Na/5uKz+zJ3yXNJX3xRI4ciZ8sSjM2VE3+hLelJJ3iznd8+UG2Yflqak3zDX/q15w8/ulNI7H229wsvvSihnTE1ypuwuGbnszdYPOvHGPDfkUZl/3VR5+aITcpSseWOTjFO95dDZGb/zVcB5a97TG56RW2+5qR2D378QePv59TGBNPtpxrItt3PnzkXce/XqFfkdZKzePmZDvzp4+/n1Mdtq9tOMla7ckqlBrNwaGhpkyaMLzdeRNmbsGFm7bp2z6lsn82Um3GzYpxm7OS41a2BieluQsQbpY+Jmol+69hldh3TtM1tq5fUwefv9TfX28+tjto3VL7oG8fqZ75wWK5bzvfM7E/2ycZ/J1MAYBxlrkD5BYwXt592n2c7vuPT28+sTdJ9B+8XaZypr0NnczPbRLdYYovuY5SD9gvQJGkujX3QdMpGbd59mTH7HpbefXx8NDxPDaenap1ODKffe7ezart8hzXb6+dBtfYpC/RL6GRj69NTlobLnt4eqTv+HZjYBY/02tHvqJ8I5DwwNX/nj0J8DbtW22y9DZbde2zLuj80NVf3ba6F5nxrY6nBd6Pbn344b909H5ob+Osrsr+dUhf7UdgeJrZ3bHZo2IKoON6wMnUhuYIntl955JeCc51qDfnV/pVaokGYsk5RmPM1Y5RXbQuZHq2nmphkrn2rw4Nceav2/HS1/w4/94FinyqtZB1tj2Xwe2Hzsaudmcx1sPXapQfJ/3mytab6cB9rHrmY9ba6BzW7auWnWQfP40B6nzblp1sC4abdOPYrIO6XWVHtKTrZ+WDByrfzLmfCzibw/NVWy+SsjpeVmA3MF1BzZsHauTJv+5TReBRWV+fk35NCxhvAHPeXvr295i13Ut4kvhq8K++a9s+Vl51lX8p787NDrcqY5dqiCv/uUfDrqoe4Xf3FKfhu7e4ffuG8AjPQMX2F16+dkUCceft7hDumAAAIIIKAiUPK5UdKvfz831kMPfk0aGxvddRYQQAABBBBAAAEEEMh2AcVb896X6lVjZfymX4VNOrq9LPyA8t1z5K7ZLW+SKxi8UA6+PF36Z2CypLl6lZSMfVbOFnTm9rWoW/N8j4g+ckf5y7KyJNbzp6LtDF9ncvHGGioLvlMh0/qn61ZHXwA+zEEB59Y8M9lMQwABPYHq6moZP3acG7B01ix5ePbD7joLCCCAAAIIIIAAAghks4DiFVHRDyq/Qq4Z8JdxHrjdVYpuXyDqSAmgAABAAElEQVSzR3aP2DWdWC/zyn8hcS4aSpHx+/LWa1VyNhy9YPgX5DNqz1AKX+l141J5bv7Q8JScab+Wlxeuk6MNsUZ4uRTPeETuKGy9LKrpDfnHPSeT83DfAGj2G85j7FQZzySUwaAhgAACWSFQXFwsZvLJaRvXrxczOUVDAAEEEEAAAQQQQCAXBPQmopp/L6d++cdWkyBvn/uw3LbwH6Q4MvfynlSvfkpeOR9roiZF1O6kTXcZNnpo+OY8jXalXDdzqxx8frJ8bvpieWTwlS1B63bJo8urxNwE6Nu6l8j8jTPkOtdjqVTUOE8b993C58OLUlP+pJS3Piy+YPAc2bZilLRM9/l05yMEEEAAASsF7p9xf/gNqj3c3OY+8oi7zAICCCCAAAIIIIAAAtksoDcR9ZsT8iPnbXld+0r/3q1X98TR6dL/ZvnS8NZpkqbvyzc3/yS5q4Di7CPuVw2/lpN/aAp3+QsZ2E9puqbrTfK1h/++ZfKny7UyZc2s1sm2JqnbuUxWVr0TI6Uu0n3Ig7Jl50IpMVdGha+KWnHXHNlTG3Qy6rxUl31VJi97Q8yICgZ9Rb5dPjUjtzvGGCAfI4AAAggEFOjWrZuse/qbbu/TNadlc1mZu84CAggggAACCCCAAALZKqA0EdUs50+8Kb9oVSi44VMyqON5qHDvD0nJXTe1Pri8Sc5ufs5zVVSzNFQtlBuK+sq148qkxveCqfBVQGV3yrVFg2R8WSK394Vz/v535HUza9O7REYNujwlNezSf4yUju3TGvvXsm/DvhjjMF3Ck1HF06XsOztk5YRBUlB3QObcOFHmlx2N87DzsFH1Hll93xgZv+yw1ElvKVm0S954dbYM6Z6Bh26lRJGg+SAQ63WpyYxdM5bZv2Y8zVgVW7aL+dFqmrlpxsrXGgwbPkzGjB3jlnfFsuVy6uQpdz3IgmYdbI1l83lg87GrnZvNdbD12KUGQf6K+fextab5ch5oH7ua9bS5Bja7aeemWQfN40N7nDbnplkD46bdlCai/lN+c+rXkStxzHOJPnRNn4C3g4UnXj5zu9zmXD3V9KYc+v4fosYY/r7k67Jt0VAR3+dIhSdhjm+U2avfEBk8S1ZNvTbOc6miwkYW/yA/qHwznHOq3yp3tYxYuMh9/lO752E1HZVF/7BHzken171Y7lj9ivziJ3tkzdzPhf9X8Nfk5gVHW32jO4aXz78icyYskR/1nCALvl4uR2pel7LpQ9r4mwey3zg3xvaecKwigAACCNgjMGfevDa36C2YP8+e5MgEAQQQQAABBBBAAIEkBJQmoqIfVN5T/v76/sEnhLp8XEbd2rc19QapWrddqttc+dRV+k81z1oSqV72gCyKvrWtoUpWlj4nP+15p2xK9Da0pl/Kv/ywIbzfBPNNAjk8mybzl49vvfLLPA+r7fOfmqvWha96Ot7++VHhCalx0++Wz197hTSfr5d3/fb97nl5p+lauWXmAzJt6ggp8l4E1XBcKjYckN/6bctnCCCAAAJWCxQWFsqcuZcmn04cP8EtelZXjOQQQAABBBBAAAEEOhLQmYhyJ3XM7v5KBvS9oqP9Rn1/uQy6sSR8Q1lrO1slh99631lr+e0+ayn67XPvyNHly+Tlug/LHcsfkhEJ3obW/LN/kX8yj18quE7+19+1PlC87V4V18yVXQ/JExNab9ELP//pyeWVUVdBnZWqZeNlSPgWxP7tfopl2s46aXrnvLznk1FzwwWplzdlxYhrfLYNx/vEeFlxxLwXkIYAAgggkI0CEydNlBElJW7qz27aJHV1de46CwgggAACCCCAAAIIZJOAzkTU2VPyC+eZ2r2HyJCPBnpAlOvUZdBtcrfzdjmplYOvvd3uoeVd+t8tq+YODT83ybx9rlKOhx/MPXPn76RwwiKZX3K1GyvYwvvy1mtVYqZnCoZ/QT7T03sZUbAoifW6WobPuKv1weXhZ5Ef+Zasib66q6NgF8ITTm2uFGvZ4L/qL8i5jrblewQQQACBrBZ4IvwPL85b9Oov1Muj4Vu+aQgggAACCCCAAAIIZKPAZaFw61zi4Yd+754pN8w+3PK2tpFr5YcvjAvf8JZIaxtDCkbJmjc2yTjvBFHzL2TzHRNkxYmWa4Mib4bb9mDiD+VuPi6rP3OnPHf2CilZe1DKbv9wIsn69P2VbP7ibbLirfBsXNcJsvmnq2SE71ycebD6FLm59c12UninbN5fIt8dNl1edibyfKJHPvKN63GLtW34864TyuUnq0eEn4hFQ0BHwFy9Z1rNmVqdgERBAIG4AuateeaB5U5bvnKlmKulaAgggAACCCCAAAIIZJOAwkRUeofbXFMmE7+wXKqbrpEZe/fK3OLUvO0uvaNibwhknwATUdlXMzLOfoE7br9dzHOiTDNXSB2orBTzHCkaAggggAACCCCAAALZIqBza17aRvuOHHvu2+FJKLPDWnnlxR+2f8B32nJhRwgggAACCKRXYMXKVe4OuUXPpWABAQQQQAABBBBAIIsEsmgiqlkawm+Xe9Q8F+r2r8qMwV2lbucyWZnIc5ayqDCkigACCCCAgFdgwMABsmDRQvfjo1VVsuOlHe46CwgggAACCCCAAAII2C6QNRNRzbW7Zf7CXVJXOF6eeOyrMnvNrPCDv6Pfomc7NfkhgEA8gf0HDsX7OqHvNGOZHWvG04xVsWW7mB+tppmbZixq0LbC06ZPl8FDBrsfrlm9KuZb9DTrYGssm88Dm49d7dxsroOtxy41cP+MJbxga03z5TzQPnY162lzDWx2085Nsw6ax4f2OG3OTbMGxk27ZcdEVPgh5RWzn5DDdR+WO5Y/JCO6d5FLb9F7UWZOLZcanzfKaWMRDwEEEEAAARsEuEXPhiqQAwIIIIAAAggggEAyAlnwsHLnTXPHpeeEjXJw9Sjp7ozUfYueSPGinbJj+rXSxfmO3wggkFIB52HlT294Rm695aZ2+/L7FwJvP78+JpBmP81YtuV27ty5iHuvXr0iv4OM1dvHbOhXB28/vz5mW81+mrHSlVsyNQiaW0ceVd87LK/u22vCRZrzFr1crZXXwwzajDWVNTD78O7XzzdIn6CxtPulK7foOqRrn8YqugXZb5A+JqZmP28sEz8Vx1F0DYKOwZubX15BY2n3y0Rund1nMjUI6tbZ3Mx+oluQeN4+Znu/Y8Tbz6+P2VazX6xYqaxB0DHEys1sH900+2nGMjl2Nl50HTobK9osaG7efZrt/I5Lbz+/PkH3GbRfuvbp1GDKvXeb1OxrIavbn0P1P34ydNuAotDHxj4fOvVnn2TrXwvN+9TAUL8Bk0Jlp/7DpwMfIYBAKgT69SkKmR+t9ur+Sq1QIc1YJinNeJqxyiu2hcyPVtPMTTMWNYhd4fHjxkXOQ3MuDikuDv3+979v01mzDrbGsvk8sPnY1c7N5jrYeuxSgzZ/rhJasbWm+XIeaB+7mvW0uQY2u2nnplkHzeNDe5w256ZZA+Om3ey+Na+hSlaWPic/laHyyJq7pb/f5U7dS2T+8vFS2PSGPDlnO7fo2TfXSUYIIIAAAikS4Ba9FMESFgEEEEAAAQQQQCBlAllwa17Kxk5gBBDohIBza17NmdpORGFTBBDorMDmsjJZsWy5G8a5Rc/9gAUEEEAAAQQQQAABBCwSsPuKKIugSAUBBBBAAAEbBRJ5i56N+ZMTAggggAACCCCAQH4JcEVUftWb0cYTcB9+f4XcUX5IVpa4j8WPsdWvZPMXb5MVb12M8X3bj7tOKJefrB4hBW0/bl1rlobq/bLrtQNSsemI1Ll9ekvJzC/Lp6+/USaX9LXqYfxcEeUWiQUEMi5w6uQp+fyoUW4eI0pKZHP5C+46CwgggAACCCCAAAII2CLAFVG2VII8MixwXo4/uVCePPFe8DzO/0z++e1gk1BxgzbXyvcWjpOhYx+SFW0mocxWZ6Vq00p5YurnZfh9ZVLd0Bw3FF8igEB+CgwYOEAWLFroDv5oVZXseGmHu84CAggggAACCCCAAAK2CDARZUslyCODAhflzO4l8tVN1dKUQBbNvzkpv0pkA9/YF6WmfKF85R/f6mDfTVJ3ZI18ZXmVNPjGyf4PY70uNZmRacYy+9eMpxmrYst2MT9aTTM3zVjUIFiF/W7RK9tcHmzjAL00a6oZy+bzwOZjVzs3m+ugebxpxqIGAf7wxOiiWQfNWPlyHmgfu/lSA5vdtHPTPBc0jw/tcdqcm2YNjJt2YyJKW5R4WSZwXqrLvip3zT4QdTtckCE0yb/++Hj4eiXTukvJ2h+KeWh3vJ+f+9yW11yzXeatfqN1EqpACkc+IGv2/rg1zik5vnetzBjZuzWh8GTUzifl+er3W9f5hQACCLQVMG/R63FVj8iH9Rfq5cVv/++2HVhDAAEEEEAAAQQQQCDDAkxEZbgA7D6DAg3HZfN9Y2T8ssMJTkKZnP8otSf/tTX5gfKpwVcnMZD35a1du6Q6clVVeBJqwkY5+MI8GVfcszVWF+lePE7mvrBHNk/o0/pZrRx87W3hBr0kuNkEgTwQMLfozZk7zx3pr2trxbxVj4YAAggggAACCCCAgC0CTETZUgnySKNA+CqonQtlzPXjZcWRlmuapHColAy6MngOzTXy5o/Ot/TvPUSGfNT/EeRxAza/LYf317Z0KfiszJ5XEr62yq9dLSPmfVVKIrtokrP7vydvMRPlB8VnCCAQFpg4aaKYh5U7bcWy5WIeZk5DAAEEEEAAAQQQQMAGASaibKgCOaRVoKlqtXx57ovyU+dKpJELZdd3NsiXrr0ieB4Nv5aTf2h5QFTBxwbKR7sE39TtGRVDPn69DO4ZJ0jPoXLT8NZpqrPH5fhvWvbtxmIBAQQQiBJ4Yvky9xY98/GC+fOksbExqgeLCCCAAAIIIIAAAghkRuCyULhlZtfsFYHMCDRVzZNPTN0pFwtHyow5pXL/7cXhK5Ea5Ojcm2TazrpwUoVyR/khWVnif32Sybq5epWUjH02/IyornLdoldk3/RrEh6Mm0d4y64TyuUnPs+QuhT0faleNVbGb/pV+CPzTKqDUnb7hy99nYGl/kV9I3s1z8WiIYCAfQKVBytlVmmpm1jprFny8OyH3XUWEEAAAQQQQAABBHJTwDys3LQp995t5QA/YGVWJIVAKgV6fEqmf/0LMuaeEVIU5yKk2ClEP6j8o/LpT/6lNFTvk12vHZCKTUdanzdlHjw+RaaM/oKMj0x0eaM1y7v19a3PeuoqAwd+ROLf3Pc/5KMD+oT7/Cr8YPOL8s4FrmzwirKOAAJtBUbfPFqOfG+M7Nu7L/LFxvXrw7fsjZDi4uK2HVlDAAEEEEAAAQQQyCkBWyegHGRuzXMk+J03AgXhB4A/ODXZSSjD9I6ceONkq9f78vaGO2Xo2IdkhTsJZb4Kv+HuyPOyYvY4GfrFpfK92out/Z1f/yXvXWhofVteV7n6qm7OFzF+d5EP9ughLfNmF+Xkyd+2bhujOx8jgAACYYGljz/e5ha96ffdxy16HBkIIIAAAggggAACGRVgIiqj/Ow8KwWafy+nfvnH1tTPyrEjP487KdT01haZceMU2VwTPRnVJPUX/r01Rlfp2ePyrKQgaQQQsFugW7dusu7pb7pJ1l+ol8WPPeaus4AAAggggAACCCCAQLoFmIhKtzj7y36B6IeMS28pmblUNh99W8yzki79/Fh2rX1E7nDexNf0hjw5Z7vUuG+7+5M0nH83IYuCvgNkYEJbZFfn/QcOqSWsGcskpRlPM5a599u5/1sDTzM3zVjUIPnqmjoMGz5MzPOhnGZu1TPPj0q0adZUM5bN54Ex1hyrZizt3Gyug6abZixqYASSa5p10IyVL+eBqZqmm2Ysm2tgs5t2bpp10Dw+tMdpc26aNTBu2o2JKG1R4uW+QM9xUnbSmXR6XcrmTZYRfbt6xt1Tim8vlZV7d8qCwVdGvms68Yys3Pc7Tz9WEUAAgdQL3D/jfhk8ZLC7o68/9qjU1ZmXM9AQQAABBBBAAAEEEEivAG/NS683e7NWILG35gUfRrOc3z1Tbph9OHL7XsHItfLDF8ZJT4l+C17Hb+kz+0vsLXvBM3Tefhd8i7Y9H13yDd+3MZhZeG/zPjTPr4/ZRrOfZqxcyM3rYcbkVwdvP78+ueARdAy54DHshr+Xz48aZYYcaf0HDpQ772r/JpUgYw3Sx+xEs583lonvd1x6+/n1SXVu6dhn0DHgYaQuNRs8TDZ+x4gNufnlZfLNl9wyMc6gvpnIzbtPk6vfMeLt59cn6DiD9svEPm3ODQ9TnUvN62G+8Tsuvf38+phtNftpxgqSm3d/ZhsbGldE2VAFcshhgS7S87NfkGGtr8Rr+uVJ+U3k9ryC8AOE/2fruC/K+fr3c9iAoSGAgA0CAwYOkAWLFrqp1Jw8Kf/0w//jrrOAAAIIIIAAAggggEBaBEI0BBAIC9SHquYMDfXrUxT+GRqad6ReT+VPVaF5HzNxwz8fmxuq+pMJ/efQuV3TQx+L7O/a0G3P/7KD/SXav4NwCl+3WBUpRGoJ8er+SitjmaRsza28YlvI/Gg1W8dJDZKvsF9N75sytfVvXcvfpZO/OhloB36xAm3o00kzls3ngRm65lg1Y2nnZnMdNN00Y1EDI5Bc06yDZqx8OQ9M1TTdNGPZXAOb3bRz06yD5vGhPU6bc9OsgXHTblwRlZbpPnaCQKtAr6uke+Ss6yLd+/WXD0U+bg6/Qe89cZ9j7ov1X/LehYbWt/N1lauv6ubbiw8RQACBjgSeWL4sfEVmD7fbzAdmSGNjo7vOAgIIIIAAAggggAACqRTgGVGp1CV2FgkEfUZUk5wpu0tGLnszPLauct2iV2Tf9Gvij7O2TMaMWC4/Dfe69Iyo8Mr5PTJ96GypagovD1ooR16dLkXhRf/2O9lz380y50hD+OtrZMbevTK3+HL/rmn61Hm2lHlTIA0BBLJL4PVjr8u9kye7SU++5x5ZvHSJu84CAggggAACCCCAAAKpEuCKqFTJEjdHBQrkI/37hqegTLsov3jjZ3I+7kgvSs33quQXkT4F8qFr+kh3p3/3PjLwQ60Pj3r7TTlxPs41UeffkEPHzCRUuPUukVGDMjsJ1ZII/0UAgWwVGDZ8mJjJJ6dt27pVKg9WOqv8RgABBBBAAAEEEEAgZQJMRKWMlsC5KlDwd5+STzsPHz/yLVlT9U7soTa8LmUvHG+5pa5giNw9/m+ki9O7y8dl1K19W9aavi9rF+yWM75zUe/I0VXfarlySgqk962fk0FuECcYvxFAAIHEBGbPeUT69e/nbvT1xx6Vuro6d50FBBBAAAEEEEAAAQRSIcBEVCpUiZnbAj1Hy/y5Q8NTQqb9Wl6eMU3mlx1tO4nUXCtHy1fI9C+Uyst15t67K6V47mKZ0r/lWqrIpnK5DBo/XoojgZqk7rVH5a77V8meaucaq2ZpqN4jq+8bJ9N2/rplE+krN9/48UuTWa2f5sKv/QcOqQ1DM5ZJSjOeZizzitlYr5lNBlMzN81Y1CCZarZsE68O3bp1k03PPucGr79QL7NKS91170K8WN6+Ha1rxrL5PDAOmmPVjKWdm8110HTTjEUNjEByTbMOmrHy5TwwVdN004xlcw1sdtPOTbMOmseH9jhtzs2M1ebGRJTN1SE3SwW6Sv+pi+WRwVe25Nf0lry8bKqMDN+yZ56bFPnpXyLTvvG8VEUmoQqk8MZH5cmp17abQOrSf4yUju3TOs7wZNSRZ2XO2E+2xhkgQ8bOlueOnG39PhxnwiNyf4afDWVpUUgLAQSSEBgwcIAsX7nS3fLE8RPy1Nqn3HUWEEAAAQQQQAABBLJPQHMyMBWjZyIqFarEzH2BLtfKtPIKWTCydwdjvVKu+9LT8u1NE6TI93a6q2XEwrUB4pjJrCfk2ytGXXrGVAd75msEEEAgiMDESRNlREmJ23Xj+vVSXV3trrOAAAIIIIAAAggggICmABNRmprEyi+B7kNk2guH5Uj547Jg5kgpbDP63lIyc6Gs2XtU9i0fHWMSqnWDuHHCE1kTHpZHy78rx56PNZnVZsesIIAAAgkLPP2tb0qPq3q4202/7z5pbGx011lAAAEEEEAAAQQQQEBL4ANagYiDQHYLdJcRq/9JalYnOoquUlTyZZlmfuYlum10f6040TFZRgABBIIJmOdFlb3wgowfOy6ygXle1INf/ZpsLn8hWAB6IYAAAggggAACCCAQUIArogJC0Q0BBBBAAIFcFiguLpbSWbPcIR6tqpLNZWXuOgsIIIAAAggggAACCGgIXBYKN41AxEAAgfwSMA9lN63mTG1+DZzRIpDjAnfcfruYh5Y7bdfePWImqWgIIIAAAggggAACCGgIcEWUhiIxEEAAAQQQyBGB9Rs3tnle1NxHHuF5UTlSW4aBAAIIIIAAAgjYIMBElA1VIAcEEEAAAQQsESgsLJR1T3/TzeZ0zWlZ/Nhj7joLCCCAAAIIIIAAAgh0RoCJqM7osS0CCCCAAAI5KDBs+LA2z4vat3ef7HhpRw6OlCEhgAACCCCAAAIIpFuAiah0i7M/BBDwFdh/4JDv58l8qBnL7F8znmasii3bxfxoNc3cNGNRg+Qr3Jk6PDz7YRk8ZLC784Xz58upk6fc9c4sdCYv735tPg9Mrppj1YylnZvNddB004xFDYxAck2zDpqx8uU8MFXTdNOMZXMNbHbTzk2zDprHh/Y4bc5NswbGTbsxEaUtSjwEEEAAAQRyRMD7vKiZD8zgeVE5UluGgQACCCCAAAIIZEqAt+ZlSp79IpDlAs5b857e8IzcestN7Ubj9y8E3n5+fUwgzX6asWzL7dy5cxH3Xr16RX4HGau3j9nQrw7efn59zLaa/TRjpSu3ZGoQNDdbPNasWSvPbtxg0o60IZ+8Xnbu2umsRn5n4vgwOzb7TWUNzD6C1CFIn6CxtPulK7foOqRrn8YqugXZb5A+JqZmP28sE9/vnPH28+sTL7foGsTrZ75zWmf36cRxfmvG04xl8gsSL0ifeLGSqUG8eOY7p3U2NyeO8ztIPG8fs63fcent59fHbKvZL1asVNYg6Bhi5Wa2j26a/TRjmRw7Gy+6Dp2NFW0WNDfvPs12fselt59fn6D7DNovXft0ajDl3rtNava1EA0BBBBIQqBfn6KQ+dFqr+6v1AoV0oxlktKMpxmrvGJbyPxoNc3cNGNRg+QrrFWHtU+ujZzvznlf9vzzyScV3lIrL5OEzeeByU9zrJqxtHOzuQ6abpqxqIERSK5p1kEzVr6cB6Zqmm6asWyugc1u2rlp1kHz+NAep825adbAuGk3bs2zb26QjBBAAAEEELBKwDwvqk/fvm5OK5Ytl+rqanedBQQQQAABBBBAAAEEggpwa15QKfohgEAbAefWvJoztW0+ZwUBBHJToK6uTm4ZPVrqL9RHBtjjqh7y/WPHpFu3brk5YEaFAAIIIIAAAgggkBIBrohKCStBEUAAAQQQyC2BwsJCWff0N91BmQmpB7/6NXedBQQQQAABBBBAAAEEgggwERVEiT4IIIAAAgggIMOGD5PSWbNciaNVVfLU2qfcdRYQQAABBBBAAAEEEOhIgImojoT4HgEEEEAAAQRcAfO8qMFDBrvrG9evl9ePve6us4AAAggggAACCCCAQDwBJqLi6fAdAgikTSDW61KTSUAzltm/ZjzNWBVbtov50WqauWnGogbJV1izDtGxKrZuFfOMKKc99ODX5NTJU85qh7+jY3XYuYMONp8HJnXNsWrG0s7N5jpoumnGogZGILmmWQfNWPlyHpiqabppxrK5Bja7aeemWQfN40N7nDbnplkD46bdmIjSFiUeAggggAACOS5gHlBe9sIL7ijN86IWzJ8njY2N7mcsIIAAAggggAACCCDgJ8BElJ8KnyGAAAIIIIBAXIHi4mJZvnKl2+fE8ROyds2T7joLCCCAAAIIIIAAAgj4CTAR5afCZwgggAACCCDQocDESRNlzNgxbr9t4Vv2dry0w11nAQEEEEAAAQQQQAABrwATUV4R1hFAAAEEEEAgsMDSxx9v8/DyhfPnJ/S8qMA7oiMCCCCAAAIIIIBATghcFgq3nBgJg0AAgbQK9C/qG9lfzZnatO6XnSGAgH0C5kHlkyZOEPOsKNPMg8y/f+yYmGdJ0RBAAAEEEEAAAQQQiBbgiqhoDZYRQAABBBBAIGGBAQMHyDcef8LdzkxITbnnHnedBQQQQAABBBBAAAEEHAEmohwJfiOAAAIIIIBA0gKjbx4tpbNmudubh5cvXbzEXWcBAQQQQAABBBBAAAEjwEQUxwECCCCAAAIIqAg8PPthGVFS4sYyDy+vPFjprrOAAAIIIIAAAggggAATURwDCCBghcD+A4fU8tCMZZLSjKcZq2LLdjE/Wk0zN81Y1CD5CmvWIWisp7/1TenXv5+b9KzS0nYPLw8ayw0SZ8Hm88CkrTlWzVjaudlcB003zVjUwAgk1zTroBkrX84DUzVNN81YNtfAZjft3DTroHl8aI/T5tw0a2DctBsTUdqixEMAAQQQQCCPBcwDyjc9+1zkgeUOg3mQeWNjo7PKbwQQQAABBBBAAIE8FuCteXlcfIaOQGcEnLfmPb3hGbn1lpvahfL7FwJvP78+JpBmP81YtuV27ty5iHuvXr0iv4OM1dvHbOhXB28/vz5mW81+mrHSlVsyNQiaWzZ6mLE5rfrEcdla/oKzKoOHDJbJU6a569ELQcbq7WO2N8dlKmtg9uHdr9+5EKRP0Fja/dKVW3Qd0rVPYxXdguw3SB8TU7OfN5aJn4rjKLoGQcfgzc0vr6CxtPtlIrfO7jOZGgR162xuZj/RLUg8bx+zvd8x4u3n18dsq9kvVqxU1iDoGGLlZraPbpr9NGOZHDsbL7oOnY0VbRY0N+8+zXZ+x6W3n1+foPsM2i9d+3RqMOXeu01q9rUQDQEEEEhCoF+fopD50Wqv7q/UChXSjGWS0oynGau8YlvI/Gg1zdw0Y1GD5CusWYdkYq19cm3k74Tz92LJ1xdHBpNMrFgKNp8HJmfNsWrG0s7N5jpoumnGogZGILmmWQfNWPlyHpiqabppxrK5Bja7aeemWQfN40N7nDbnplkD46bduDXPvrlBMkIAAQQQQCAnBHh4eU6UkUEggAACCCCAAAKqAtyap8pJMATyR8C5Na/mTG3+DJqRIoBAwgLm2VBjb7tNTtecdrfdtXePFBcXu+ssIIAAAggggAACCOSPAFdE5U+tGSkCCCCAAAJpF/B7ePn0++6Turq6tOfCDhFAAAEEEEAAAQQyL8BEVOZrQAYIIIAAAgjktMCAgQNk3dPfdMdYf6FeZpWW8iY9V4QFBBBAAAEEEEAgfwSYiMqfWjNSBBBAAAEEMiYwbPgwWbBoobv/E8dPyOLHHnPXWUAAAQQQQAABBBDIDwEmovKjzowSAesFYr0uNZnENWOZ/WvG04xVsWW7mB+tppmbZixqkHyFNeugEWva9Oky+Z573AHt27tPnlr7lLuezILN54EZj4ab46IZSzs3m+ug6aYZixo4R3bivzXroBkrX84D7WM3X2pgs5t2bprngubxoT1Om3PTrIFx025MRGmLEg8BBBBAAAEEYgrMnvOI9Onb1/1+4/r1Unmw0l1nAQEEEEAAAQQQQCC3BZiIyu36MjoEEEAAAQSsEjAPL59ZOkt6XNXDzcs8L+rUyVPuOgsIIIAAAggggAACuSvARFTu1paRIYAAAgggYKVA165d5aUdO9tMRk2aOIE36VlZLZJCAAEEEEAAAQR0BZiI0vUkGgIIIIAAAggEEDBv0vvG40+4PXmTnkvBAgIIIIAAAgggkNMCl4XCLadHyOAQQCAlAv2LWp7xUnOmNiXxCYoAAvkhsLmsTFYsW+4OdszYMbJ23Tp3nQUEEEAAAQQQQACBxATMw8pNm3Lv3YltmKbeTESlCZrdIJBrAkxE5VpFGQ8CmRNYuniJbNu61U3AvFlv8dIl7joLCCCAAAIIIIAAArkjwK15uVNLRoIAAggggEBWCpg36Q0eMtjN3UxK8SY9l4MFBBBAAAEEEEAgpwSYiMqpcjIYBBBAAAEEsk/AvEmvIjz55H2T3uvHXs++wZAxAggggAACCCCAQFwBJqLi8vAlAgikS2D/gUNqu9KMZZLSjKcZy9z77dz/rYGnmZtmLGqQfHU165DqWGYyyvsmvYce/JqcOnkqLoDN54HNx652bjbXIdXHbtwDtIMvNXPLlxpoH7vUoIODNMbXmm6asWw+D2w+drVz06yD5vGhPU6bc4tx6lrzMRNR1pSCRBBAAAEEEMhvAfMmvXVPf9NFMG/SmzRxgjQ2NrqfsYAAAggggAACCCAQX0BzMjD+npL7loeVJ+fGVgjkvYDzsPKnNzwjt95yUzsPv38h8Pbz62MCafbTjGVbbufOnYu49+rVK/I7yFi9fcyGfnXw9vPrY7bV7KcZK125JVODoLllo4cZW3RLdgzf+MYTsrX8BTdUn7595dX9r4q5aiq6meMylTUw+woyhiB9gsbS7peu3KLrkK59GqvoFmS/QfqYmJr9vLFMfL+/qd5+fn3i5RZdg3j9zHdO6+w+nTjOb814mrFMfkHiBekTL1YyNYgXz3zntM7m5sRxfgeJ5+1jtvU7Lr39/PqYbTX7xYqVyhoEHUOs3Mz20U2zn2Ysk2Nn40XXobOxos2C5ubdp9nO77j09vPrE3SfQfslu08TP5FmJqJMs/WteRKiIYAAAkkI9OtTFDI/Wu3V/ZVaoUKasUxSmvE0Y5VXbAuZH62mmZtmLGqQfIU165DuWEu+vjjyN8b5W/Pwgw/6Qth8Hth87GrnZnMd0n3s+h6oMT7UzC1faqB97FKDGAdnBx9rumnGsvk8sPnY1c5Nsw6ax4f2ONOZm9mX34/3VHX6aNbAuw+N9Q8kMqtGXwQQQAABBBBAIB0Ci5cukXff/XfZt3dfZHfm9wc/+D/FfE5DAAEEEEAAAQTyScB7JVWssTv9nCuiYvXL9Oc8IyrTFWD/CCCAAAIIIOArsPTxx2XwkMHud9vCb9bb8dIOd50FBBBAAAEEEEAAgewT4BlR2VczMkbACgHnGVE1Z2qtyIckEEAgNwXMg8rH3nabnK457Q5w/caNMvrm0e46CwgggAACCCCAAALZI8AVUdlTKzJFAAEEEEAg7wTMA8o3Pfuc9Liqhzv2WaWlcurkKXedBQQQQAABBBBAAIHsEWAiKntqRaYIIIAAAgjkpcCAgQPkpR0724x90sQJTEa1EWEFAQQQQAABBBDIDgEmorKjTmSJQM4LxHpdajID14xl9q8ZTzOWeQih5oMINXPTjEUNkjkLWrbRrEOmY5nJKHNLntPqL9SLmYx69rnN1p4HJtdMuzlefr81c8uXv0eaZtrHR77UQNtNs6bUwO8vTcef5UsNbD52tXPTPBc0jw/tcdqcW8dnXmZ7MBGVWX/2jgACCCCAAAIBBcxzobyTUf+4fav853/+Z8AIdEMAAQQQQAABBHJfQHMyMBVaTESlQpWYCCCAAAIIIJASATMZNfmee9zYvz17VsxkFA0BBBBAAAEEEEAgOwSYiMqOOpElAggggAACCLQKLF66pN1k1NLFS/BBAAEEEEAAAQQQyAIBJqKyoEikiAACCCCAAAJtBcxk1OAhg90Pt23dKkxGuRwsIIAAAggggAAC1gowEWVtaUgMAQQQQAABBOIJVIQnnz7Su7fbxUxG7Xhph7vOAgIIIIAAAggggIB9ApeFws2+tMgIAQRsF+hf1DeSYs2ZWttTJT8EEMhhgcbGRhl7221yuua0O0rzQHPzLCkaAggggAACCCCAgH0CXBFlX03ICAEEEEAAAQQCCnTr1k02Pfuc9Liqh7vFrNJSqTxY6a6zgAACCCCAAAIIIGCPABNR9tSCTBBAAAEEEEAgCYEBAwfISzt2tpuMOnXyVBLR2AQBBBBAAAEEEEAglQJMRKVSl9gIIIAAAgggkBYBMxlV9sILbfY1aeIEYTKqDQkrCCCAAAIIIIBAxgWYiMp4CUgAAQSMwP4Dh9QgNGPZnFvFlu1ifrSapptmLGqQfIU162BrrOjzoLi4WMzzoZxWf6FeEp2M0hynzceudm7RdXD8O/Nbsw62xqIGyR8httY0X84D7WNXs54218BmN+3cNOugeXxoj9Pm3DRrYNy0GxNR2qLEQwABBBBAAIGMCZiHlPtNRpmHmtMQQAABBBBAAAEEMi/AW/MyXwMyQCArBZy35j294Rm59Zab2o3B718IvP38+phAmv00Y9mW27lz5yLuvXr1ivwOMlZvH7OhXx28/fz6mG01+2nGSlduydQgaG7Z6GHGFt00x+CNZfZjjstYNdhcViYrli130+nTt6/MLJ0lXbt2jXzmjdeZY1wzlklOM55mrHi5RdchXfuMFDLqP0H2G6RPvHFG7S6yGCSet4/Z0O948/bz62O2jdUvugbx+pnvnBYrlvO98zsT/bJxn8nUwBgHGWuQPkFjBe3n3afZzu+49Pbz6xN0n0H7xdpnKmvQ2dzM9tEt1hii+5jlIP2C9AkaS6NfdB0ykZt3n2ZMfselt59fHw0PE8Np6dqnU4Mp997t7Nqu3yEaAgggkIRAvz5FIfOj1V7dX6kVKqQZyySlGU8zVnnFtpD50WqauWnGogbJV1izDrbGinceLPn64sjfKefv1fhx40LvvfdeXFDNcdp87GrnFq8OccFjfKlZB1tjUYMYxQ/wsa01zZfzQPvY1aynzTWw2U07N806aB4f2uO0OTfNGhg37cateXbNC5INAggggAACCCgJLF66RCbfc48b7cTxEzIlvM5tei4JCwgggAACCCCAQNoFuDUv7eTsEIHcEHBuzas5U5sbA2IUCCCQswJLFy+RbVu3uuMbM3aMrF23zl1nAQEEEEAAAQQQQCB9AlwRlT5r9mS7QPMvZPO4QdK/6O9lflVDwGybpaF6n2xeNU1uKOob3tb5GSbTVz0nFVW10hwoklacQDujEwIIIJBXAubKqMFDBrtj3rd3n5jJKRoCCCCAAAIIIIBA+gW4Iir95uzRSoHzcnzVdLlrU7U0SaHcUX5IVpZ0j59pc61877EH5Sv/+FZ4m1itQApHzpENa6dKcfcu/p204vhHT9mnXBGVMloCI4BACgTM7Xjmtjxze57TzG17ZpKKhgACCCCAAAIIIJA+Aa6ISp81e7JW4KKc2b1EvhqZhAqa5EWpKV/YwSSUidUkdUfWyFeWV4n/NVZacYLmTT8EEEAgPwW6desmFeHb86KvjDK363FlVH4eD4waAQQQQAABBDInwERU5uzZsxUC56W67Kty1+wDUpdAPs0122Xe6jdar4QyVz09IGv2/ljM85JqzpyS43vXyoyRvVsjhiejdj4pz1e/324PWnHaBc7CD2K9LjWZoWjGMvvXjKcZq2LLdjE/Wk0zN81Y1CD5CmvWwdZYiZwHQSajNMdp87GrnVsidQhyRGvWwdZY1CDIkeDfx9aa5st5oH3satbT5hrY7Kadm2YdNI8P7XHanJtmDYybdmMiSluUeNkj0HBcNt83RsYvO5zQJJTI+/LWrl1SHbkfLzwJNWGjHHxhnowr7tk69i7SvXiczH1hj2ye0Kf1s1o5+NrbnudFacXJHnIyRQABBDItEGQyKtM5sn8EEEAAAQQQQCCXBZiIyuXqMrYYAuGroHYulDHXj5cVR8629CkcKiWDrozR3/Nx89tyeH/rm+IKPiuz55WI/9OkrpYR874qJQVm+yY5u/978lb0k8u14njSYxUBBBBAIL6AmYxasXKV9Liqh9vR3KZXebDSXWcBAQQQQAABBBBAIDUCTESlxpWoFgs0Va2WL899UX7qXNE0cqHs+s4G+dK1VwTLuuHXcvIPrY8n//j1MrhnjIeQm2g9h8pNw1unqc4el+O/iXqsuVacYFnTCwEEEEAgSmDAwAHy0o6dbSajZpWWSvWJ41G9WEQAAQQQQAABBBDQFmAiSluUeNkjUDhSZqzdEb6tbnrsN9r5jKbp//6z/Kh1PqnrtQPkIz59Ln3UXfpe8xetqyfln0+8436lFccNyAICCCCAQEICfpNRW8tf4MqohBTpjAACCCCAAAIIJCZwWSjcEtuE3ghkt0BT9R7ZWN1DxtwzQorci5ka5Ojcm2TaTvPI8kK5o/yQrCzxu+GuWc7vnik3zD4cvtmuq1y36BXZN/2aOCCx+sf6PFaoRPvHiqP3ef+ivpFg5gHtNAQQQCCbBU6dPCWTJk6Q+gv17jDWb9woo28e7a6zgAACCCCAAAIIIKAjwBVROo5EySKBgvCDxB+cGj0JlUjy/yXvXWhofVteV7n6qm4dbNxFPtijh7TMd12Ukyd/27qtVpwOds/XCCCAAAIdCvhdGWVu0+OZUR3S0QEBBBBAAAEEEEhYgImohMnYIL8FmsL/Yv7vrQRdpWePy5Pk0IqT5O7ZDAEEEECgjQCTUW04WEEAAQQQQAABBFImwERUymgJnJsCf5KG8+8mNLSCvgNkYLsttOK0C8wHCCCAAAJJCjAZlSQcmyGAAAIIIIAAAgkIMBGVABZdEUAgdQL7DxxSC64ZyySlGU8zVsWW7WJ+tJpmbpqxqEHyFdasg62xtM+Dt3950vdtesnepmerm/Z5pV0HW90086IGufe3LV/OA+1jV/O8srkGNrtp56ZZB83jQ3ucNuemWQPjpt2YiNIWJV6OC/x36d7zgwmNsan2lJxst4VWnHaB+QABBBBAoJMCXBnVSUA2RwABBBBAAAEE4gjw1rw4OHyVTwJB35rXJGfK7pKRy94M43SXkrUHpez2D8eFaqqaJ5+YulMuhnt1nVAuP1k9QgrCjyzXiRN314G+dN5+F6izT6dHl3xDptx7d7tvzCy8t3n7+fUx22j204yVC7l5PcyY/Org7efXJxc8go4BDyN1qdngYbLxOy41c3vnnX+TnS9+u83b9MbdMUH++m/+9hJGeElznyawZjzNWEFzy8Q+bc7N62FyTfWxa7OHzbl5a+VXp6D5a/fLRG7efZox+Zl4+/n1yQWPoGPAw0hdajZ4mGz8jksbcvPLy+SrlZs3joltQ+OKKBuqQA5ZJPDf5Mqruocnkky7KO9caOwg92Z5t75emiO9usrAgR9p3VYrTge752sEEEAAgaQFrr76L9rdprfn5Z3y///8Z0nHZEMEEEAAAQQQQCDvBUI0BBAIC9SHquYMDfXrUxT+GRqad6Q+psqfT6wMDY/0GxgavvLHoT/H7Gm++FOo9vk7WuN+IjRt12/d3lpx3IBpXmixKlLb66v7K62MZZKyNbfyim0h86PVbB0nNUi+wrbWVDOvdJwHJ391MjSkuLj1b7n5vxNFoYMHDgYqjOZYNWNpn1fpqEMgcJ9Omm6asaiBT7ECfqRZB81Y+XIeaB+7+VIDm920c9M8FzSPD+1x2pybZg2Mm3bj1ry8n4oEoEUg6K154d7n98j0obOlqim8PGihHHl1uhS1BPH57+9kz303y5wjDeHvrpEZe/fK3OLLW/ppxfHZazo+cm7pqzlTm47dsQ8EEEAgowKnTp6SSRMntLlNb/3GjTL65tEZzYudI4AAAggggAAC2SbArXnZVjHyzbxA9z4y8EMtN+fJ22/KifMtN975Jnb+DTl0zExChVvvEhk1qHUSyqxrxTGxaAgggAACKRXgAeYp5SU4AggggAACCOSRABNReVRshqok0OXjMurWvi3Bmr4vaxfsljO+c1HvyNFV32q5cir8ZKjet35OBnWJykErTlRIFhFAAAEEUifAZFTqbImMAAIIIIAAAvkjwERU/tSakaoJXC6Dxo+X4shFUU1S99qjctf9q2RP9fnWPTRLQ/UeWX3fOJm289etn/WVm2/8uETPQ4loxVEbGIEQQAABBDoQiDUZ9dTapzrYkq8RQAABBBBAAAEEjAATURwHCCQh0KX/GCkd26d1y/Bk1JFnZc7YT4p5blL/ogEyZOxsee7I2dbvC6RwwiNyv/NsqKj9acWJCpm1i/sPHFLLXTOWSUoznmYs87rXWK98TQZTMzfNWNQgmWq2bKNZB1tjZeI88JuM2rh+vSxdvKRdsWx1M4lq5paJOrTDjvGB5jg1Y1GDGAUL8LFmHTRj5ct5oH3s5ksNbHbTzk3zXNA8PrTHaXNumjUwbtqNiShtUeLlicDVMmLhWlkwsncH4w1PQt34hHx7xSjp7ttTK45vcD5EAAEEEEiRgN9k1LatW30no1KUAmERQAABBBBAAIGsFGAiKivLRtJWCHQfItNeOCxHyh+XBTNHSmGbpK6U6yY8LI+Wf1eOPT9Bitrek9emp2jFaRuVNQQQQACBFAswGZViYMIjgAACCCCAQE4KfCAnR8WgEEhYoLuMWP1PUrM60Q27SlHJl2Wa+ZmX6LbR/bXiRMdkGQEEEEAg1QLOZNTMB2bI6ZrTkd2ZK6NMW7x0SeQ3/0EAAQQQQAABBBC4JMAVUZcsWEIAAQQQQAABBBIWMJNRe195RQYPGexuayajZj/0kFy8eNH9jAUEEEAAAQQQQAABkctC4QYEAgggkKiAeTC7aTVnahPdlP4IIIBATgo0NjbKlHvukRPHT7jjM5NTFeFJqW7durmfsYAAAggggAACCKRSwDys3LQp996dyt0kHZuJqKTp2BCB/BZgIiq/68/oEUDAX4DJKH8XPkUAAQQQQAABBBwBbs1zJPiNAAIIIIAAAgh0UsBc+WSugIq+Tc9cIWWulDKTVDQEEEAAAQQQQCDfBZiIyvcjgPEjgAACCCCAgKqAMxk1OTz55DQzGTX2ttvk1MlTzkf8RgABBBBAAAEE8lKAiai8LDuDRsA+gf0HDqklpRnLJKUZTzOWuffbuf9bA08zN81Y1CD56mrWwdZYtp4HZjLKvDXv/xv+GbeA5q16kyZOSHoySrMG2ueVrXXQHic1cA/nhBZsdtPMLV/OA5vPK5trYLObdm6addA8R7XHaXNuZqw2NyaibK4OuSGAAAIIIIBAVguMnzBRoq+Mqr9Q36nJqKzGIHkEEEAAAQQQSIuA5mRgKhLmYeWpUCUmAnkg4Dys/OkNz8itt9zUbsR+/0Lg7efXxwTS7KcZy7bczp07F3Hv1atX5HeQsXr7mA396uDt59fHbKvZTzNWunJLpgZBc8tGDzO26KY5Bm8ssx9zXKayBmYf3v36nQtB+hzc/6oc/u53TMhI63FVD/nimHFSPHiI85H7O0g80zlIvyB9gsaK1y+6Dunap8knugXZb5A+JqZmP28sEz/Z4yhebtE1iNfPfOc0b25+eZm+meiXjftMpgZBfW3wMLn6HSM25ObklcoaZFOtHA+Tc3RLV62i65CufcYbp/nOz8SG3PzyMvl6czOfJdLMRJRptr41T0I0BBBAIAmBfn2KQuZHq726v1IrVEgzlklKM55mrPKKbSHzo9U0c9OMRQ2Sr7BmHWyNZfN54D12Dx44GPm76fz9NL/NZ0GbZg28uQXNIVY/m+ug6aYZixrEOpo6/lyzDpqx8uU80D5286UGNrtp56Z5LmgeH9rjTGduZl9+P2ZM0c3po1mD6Phayx9IZFaNvggggAACCCCAAALJCYy+eXR4w40yq7TUDWCW33tvpUycNNH9jAUEEEAAAQQQQCBaIOgVUk4/54qo6Bg2LfOMKJuqQS4IIIAAAgggkNMCZjJqy7ZtYm7Nc9rC+fNl6eIlziq/EUAAAQQQQACBnBbgGVE5XV4Gh0DqBJxnRNWcqU3dToiMAAII5KjAqZOnIg8tNw8vd5p5qPnsOY+IeeMeDQEEEEAAAQQQyFUBrojK1coyLgQQQAABBBCwVmDAwAHy0o6d0q9/PzfHbVu3ypTwZFRjY6P7GQsIIIAAAggggECuCTARlWsVZTwIIIAAAgggkBUCZjJq7yuvyOAhg918Txw/wWSUq8ECAggggAACCOSiABNRuVhVxoQAAggggAACWSFgbsOrCF8J5Z2M+uzw4WJu36MhgAACCCCAAAK5JsBEVK5VlPEgkKUC+w8cUstcM5ZJSjOeZizzNgzNN2Jo5qYZixokf2po1sHWWDafB0GPXTMZ9fLu3WKeEeU08+yoSRMnSHV1tfOR6t+ioLm5O+9gweY62HrsUoMODqo4X9ta03w5D7SPXc162lwDm920c9Osg+bxoT1Om3PTrIFx025MRGmLEg8BBBBAAAEEEEhCYPHSJe0mo8aPHSeVByuTiMYmCCCAAAIIIICAnQJMRNlZF7JCAAEEEEAAgTwUMJNR6zdubDPyWaWlsrmsrM1nrCCAAAIIIIAAAtkqwERUtlaOvBFAAAEEEEAgJwVG3zw6MhnV46oe7vhWLFsuu3bucNdZQAABBBBAAAEEslWAiahsrRx5I4AAAggggEDOCpjJqJd27JToyaj/c+wHcsftt0tjY2POjpuBIYAAAggggEDuC1wWCrfcHyYjRAABbYH+RX0jIWvO1GqHJh4CCCCAQKuAeXPegvnz5MTxE66JecPeipWrZMDAAe5nLCCAAAIIIIAAAtkiwBVR2VIp8kQAAQQQQACBvBMwk00VW7eKmXxympmUMm/UM5NUNAQQQAABBBBAINsEmIjKtoqRLwIIIIAAAgjklUC3bt3k5d27271R7/OjRvFGvbw6EhgsAggggAACuSHARFRu1JFRIIAAAggggECOC5g36i1YtLDNKHmjXhsOVhBAAAEEEEAgCwSYiMqCIpEiAvkgsP/AIbVhasYySWnG04xVsWW7mB+tppmbZixqkHyFNetgayybz4NUHLvTpk+PvFEv+qgwb9RbunhJwg8x16ypzXXQHKdmLO3jI19qoO2mWVNqEP2XKfhyvtTA5mNXOzfNc0Hz+NAep825adYg+NkcvCcTUcGt6IkAAggggAACCGRcwLxR77uHD7d5o9628HOkptxzT8KTURkfDAkggAACCCCAQN4J8Na8vCs5A0ZAR8B5a97TG56RW2+5qV1Qv38h8Pbz62MCafbTjGVbbufOnYu49+rVK/I7yFi9fcyGfnXw9vPrY7bV7KcZK125JVODoLllo4cZW3TTHIM3ltmPOS5TWQOzD+9+/c6FIH2Cxkqk3/WfLBZza170G/WuuOIKmfXQw1JY+JcmVKD8NfpF1yFTHkH2G6SPhoeJ4TTvPs3nqTiOomtg9uHdbyr2afYT3YLs0/QP0i9In6Cxgvbr7D6TqUG6cjP7iW5BxurtY7a35Tjy5ubklcoamPHH2q/5zmlB+pi+mv00Y2nkFl2HTOTm3acZk3OMmGWnefv59TF9NftpxoqXm1ODKffe7QzXrt8hGgIIIJCEQL8+RSHzo9Ve3V+pFSqkGcskpRlPM1Z5xbaQ+dFqmrlpxqIGyVdYsw62xrL5PEjHsfvee++FHn7wwcjfY+fv8pDi4tDBAwc7PHA0a2pzHTTHqRlL+/jIlxpou2nWlBp0+GfHt0O+1MDmY1c7N81zQfP40B6nzblp1sD3xO3kh9yaZ9e8INkggAACCCCAAAKBBcwb9dauWyels2a529RfqI9cKfXU2qfcz1hAAAEEEEAAAQRsEeDWPFsqQR4IZJmAc2tezZnaLMucdBFAAIHcFKg8WBmZgIoe3ZixY2Tp44+LmbCiIYAAAggggAACNghwRZQNVSAHBBBAAAEEEECgkwJ+DzHft3df5CHmp06e6mR0NkcAAQQQQAABBHQEmIjScSQKAggggAACCCCQcYEBAwfIgcpKGTxksJuLeZj5pIkT5PVjr7ufsYAAAggggAACCGRKgImoTMmzXwQQQAABBBBAIAUChYWFUrF1q0y+5x43unlu1L2TJ8vmsjL3MxYQQAABBBBAAIFMCDARlQl19okAAu0EYr0utV3HAB9oxjK704ynGatiwBWSqgAAQABJREFUy3YxP1pNMzfNWNQg+Qpr1sHWWDafB5k8ds0zoRYvXSLLV65scwCtWLZcZj/0kDQ2Nqr+bbO5DrYeu9rHR77UQNtN8/igBm3+3AReyZca2HzsauemeS5oHh/a47Q5N80aBD6ZE+jIRFQCWHRFAAEEEEAAAQSySWDipImya+8e6XFVDzdt89yosbfdJnV1v3c/YwEBBBBAAAEEEEiXABNR6ZJmPwgggAACCCCAQAYEiouL2z036nTNaVm/7ikxb9qjIYAAAggggAAC6RRgIiqd2uwLAQQQQAABBBDIgIDfc6P++Mc/yqzSUlm6eEnkVr0MpMUuEUAAAQQQQCAPBZiIysOiM2QEEEAAAQQQyD8B57lR6zdubDP4beEHm08JP9i8rq6uzeesIIAAAggggAACqRC4LBRuqQhMTAQQyG2B/kV9IwOsOVOb2wNldAgggEAOCpw6eUpmPjBDzC16TjPPkVr39Ddl2PBhzkf8RgABBBBAAAEE1AW4IkqdlIAIIIAAAggggIDdAgMGDpC9r7wiY8aOcROtv1Av906eLE+tfcr9jAUEEEAAAQQQQEBbgIkobVHiIYAAAggggAACWSBgbtVbu26dLFi0sE22G9evlztuv51b9dqosIIAAggggAACWgJMRGlJEgcBBBBAAAEEEMhCgWnTp8uuvXvE3JrntBPHT8gto0fL68dedz7iNwIIIIAAAgggoCLARJQKI0EQQKCzAvsPHOpsCHd7zVgmqGY8zVgVW7aL+dFqmrlpxqIGyVdYsw62xrL5PLD52PXmVlxcLN8/dkxGlJS4B5xzq16Qt+rZXAdbj11vDVz4JBfypQbabprHBzVI7uDNlxrYfOxq56Z5LmgeH9rjtDk3zRokd2bH34qJqPg+fIsAAggggAACCOSFgLlVb3P5C+1u1XPeqmcecE5DAAEEEEAAAQQ6K8Bb8zoryPYI5KmA89a8pzc8I7feclM7Bb9/IfD28+tjAmn204xlW27nzp2LuPfq1SvyO8hYvX3Mhn518Pbz62O21eynGStduSVTg6C5ZaOHGVt00xyDN5bZjzkuU1kDsw/vfv3OhSB9gsbS7pdsbmWby+WF55+Td/7t30xKblu+cqVMnDTRXXc8ouuQ7D6dWG7w1gXNeJqxTHpB4nn7mO38xurt59cn3j6jaxCvn/nOaZ3dpxPH+a0ZTzOWyS9IvCB94sVKpgbx4pnvnNbZ3Jw4zu8g8bx9zLZ+x6W3n18fs61mv1ixUlmDoGOIlZvZPrpp9tOMZXLsbLzoOnQ2VrRZ0Ny8+zTb+R2X3n5+fYLuM2i/dO3TqcGUe+82qdnXQjQEEEAgCYF+fYpC5kervbq/UitUSDOWSUoznmas8optIfOj1TRz04xFDZKvsGYdbI1l83lg87EbJLf33nsv9PCDD0b+1jt/883v+6ZMDZnvopvNdbD12A1Sg2jjjpbzpQbabprHBzXo6Cj1/z5famDzsaudm+a5oHl8aI/T5tw0a+B/5nbuU27Ns29ukIwQQAABBBBAAIGMCzhv1TNXQUU/yPxoVZV8dvhwHmSe8QqRAAIIIIAAAtkpwK152Vk3skYg4wLOrXk1Z2ozngsJIIAAAgikVsA8H2rB/Hli3qYX3UpnzZL7Z9wvZtKKhgACCCCAAAJ2CJiHlZtm6615TETZcZyQBQJZJ8BEVNaVjIQRQACBTgs8tfYp2bh+fZs4/fr3k03PPicDBg5o8zkrCCCAAAIIIICAnwC35vmp8BkCCCCAAAIIIIBAO4GHZz8su/buETP55LTTNafl86NGyeayMucjfiOAAAIIIIAAAjEFmIiKScMXCCCAAAIIIIAAAl6B4uJi2fvKKzJm7Jg2X61YtlzuuP12Mbfx0RBAAAEEEEAAgVgCTETFkuFzBBBIq0Cs16Umk4RmLLN/zXiascy9387938k4ebfRzE0zFjXwVir4umYdbI1l83lg87Hb2dycB5lv2batzYPMzTOkNK6OsvV408yrszXw/iWw+Vyw2U0zN2rgPSqDredLDbTPeU037dw0zwWbx2lzbpo1CHYmJ9aLiajEvOiNAAIIIIAAAggg0CowbPgwOVBZKf0HDmxj4lwdVVdX1+ZzVhBAAAEEEEAAASaiOAYQQAABBBBAAAEEkhYoLCyUO++6W0bf+sV2V0fdMnq07HhpR9Kx2RABBBBAAAEEck+AiajcqykjQgABBBBAAAEE0i4weMgnI1dHjSgpcfddf6FeFs6fz7OjXBEWEEAAAQQQQICJKI4BBBBAAAEEEEAAARUBc3XU5vIXZPnKle2ujtJ4dpRKkgRBAAEEEEAAgYwKMBGVUX52jgACCCCAAAII5J7AxEkT210dZUbpPDuKN+vlXs0ZEQIIIIAAAkEFLguFW9DO9EMAAQQcgf5FfSOLNWdqnY/4jQACCCCAQDsB84yoNatXiblNL7otWLRQJt15p5g38NEQQAABBBBAIH8EuCIqf2rNSBFAAAEEEEAAgbQLxLs6auxtt0l1dXXac2KHCCCAAAIIIJA5Aa6Iypw9e0YgqwW4Iiqry0fyCCCAQEYEYl0dNfmee2T2nEe4OiojVWGnCCCAAAIIpFeAK6LS683eEEAghsD+A4difJP4x5qxzN4142nGqtiyXcyPVtPMTTMWNUi+wpp1sDWWzeeBzceudm5B62Cujvr+sWMyZuyYNgf2tq1b5bPDh0vlwcrI57Yeb5p5ZaoGbeDjrGiOVTOWtptmbkHPgzjsbb7SzE0zFjVoU6aEVjTroBlLu6aa54LN47Q5t4QOzAx0ZiIqA+jsEgEEEEAAAQQQyFcB80yotevWyZZt26Rf/34ug3mG1KzSUpk29T5paGhwP2cBAQQQQAABBBIT0JwMTGzPwXozERXMiV4IIIAAAv+vvXuBj6q697//bdP8y2PBBiJKK5VrFGuhDYiiHlGCWEWxgEAvVhQkoo/aU6WCoK3YI1fl6KlaWsJFsV7KvUXQggkKVbFc0qIWBGJQUeIBJFX04d80zbPXZHaYTGYmc1kz2TPz2a/XmJnZa//2Wu/fnkn8sffaCCCAAAIWBS7sf6FW/uEPuuW22xpF3VBWpqn3TNH8khIdPXq00TpeIIAAAggggED6CzBHVPrnkBEg0CIC7hxRDz/6aw258vImfQh1qmpwu1BtTCCb7WzG8lrfDh065HM/6aSTfD+jGWtwG7NhqDwEtwvVxmxrs53NWKnqWzw5iLZv6ehhxha42BxDcCyzH3NcJjMHZh/B+w31WYimTbSxbLdLVd8C8xDPPvfu2asbb7xR71Y2vhNr+5NP1gMPPihTtHKXUDmI1i2evpnYNvcZLl6ifQvMgZc9vNy3lshBOnkk69g1cQOXaPIQrk08nwOz73DxAvsVbTubsby8z0h9C8yDFzxMX0N9j3uhb6H6FcnWrAtcwo3BzcGY668NbO6d53UsCCCAQBwCXTt1rjMPW8sfV6+1FarOZizTKZvxbMZauGhxnXnYWmz2zWYschB/hm3mwauxvPw58PKxa7tvtvLw7DPP1vUpLPT9fnF/z5ifN4wZW3fgwIG4PgxePXa9mgMXOVvcbI7T1ueAHLgCsf/0cg7MaGwebzZj2e6bzTx4eZxe7pvNHMT+SWx+Cy7N805NkJ4ggAACCCCAAAJZLeBOZt7n7L6NHMzlehf0O4/L9Rqp8AIBBBBAAIH0FODSvPTMG71GoMUF3EvzKvY1voyixTtGBxBAAAEEMkKgvLxcE3/2M71T8U6j8ZgJzn9x79RGl+s1asALBBBAAAEEEPC0AIUoT6eHznlbYLfmX/U9zdhxLKputhq1UH+dPUC5IVvXqrp8tZate06L5paqqqFNRxXd/GOd3/dSjS7qopyG91v+CYWols8BPUAAAQSyQcBMWv6buXNl7qoXuAwoKtJdkyere0H3wLd5jgACCCCAAAIeF+DSPI8niO55WODwm3p9Z3RFqIijqK3Ui1OGq9+w2zWjURHKbLVfZXNn6v6x31X/G0pUXl0bMRQrEUAAAQQQyDSBccXFem7tWg0dNrTR0Mzlet8dNEj/Pee/ubteIxleIIAAAggg4G0BClHezg+987BA7Xt7tLsm0Q4eU8XCKbr16R2KHKpGVaUP6NbpZapOdJdsjwACCCCAQJoJdOjQQXMeekjLVq5Q7z69G/X+sUce0cX9++v3z/6+0fu8QAABBBBAAAFvClCI8mZe6JXnBWr0/tZtzvlKZslT0ZxXZOZKivR4K8RlebUVT2rS7M3+IlSuOgy8SQ+s3OqPs1fbVs7R+IEd/RpOMWrJg5pX/rn/dWb9CHfr0nhGaTOW2b/NeDZjLXr8SZmHrcVm32zGIgfxZ9hmHrway8ufAy8fu7b7lqo8FBYWauny5Zo+c6batmvb8OEwl+1NuesuDRo4UJs2bmp43/Y4bX4ObPctVTlohBvlCy+72ewbOYjygAhqli05MMO2OVabsWz3zeZnwcvj9HLfbOYg6CNr5SWFKCuMBMk+gc9Uued9/7ALdG7v9nEQfK4dy5ap3HcqlFOEGvWY1iyYpOGF+f5YOcorHK6JC1Zo/qhO/vcqtWbdTnGBXhzcbIIAAgggkDEC7t31brnttkZjMhObXz96tMaNvUF79+xttI4XCCCAAAIIIOANAQpR3sgDvUg3gdoKbXn1cH2vO/ZRn9NCT0EecVi1O7V+tf+Oc7kXa8KkIufcqlBLew2Y9BMV+XZRo/2rX9QOKlGhoHgPAQQQQCCLBFq3bq07JtyhVza/JjNxeeDizh91n3N3vepqLmoPtOE5AggggAACLS1AIaqlM8D+01Og+l3t+ah+VqfcMwp0Wjy3swuIoTP7qnd+hCD5/XR5f3+Zav82bXsv8oxS6YlKrxFAAAEEEIhdwMwfNX/hAt/8UV27dW0UYPETT+iBGdNk7rx39OjRRut4gQACCCCAAAItI0AhqmXc2WuaCxyfqLyVevT7ltyL6WIZVs3fXter/npSqx7ddWrEjfPU5fST/S326PXtByO2ZiUCCCCAAALZJmDmj1pfWqpHHnus0fxRn332mWZMm86E5tl2QDBeBBBAAAHPCnyhzlk82zs6hoAnBWq0r+QaDZy2xend6Rq/cpluVKmWrXtOi+aWqsrXZzPx+BiNGXyZRlxdGOKSu1odXn6zLpiw3pmovJV63v0HrSo+PcJoY20fIZSlVd06d/FFMhO0syCAAAIIIOAlAXP207PPPKPfzJ0rM5F54GLOmrr9jgkafMXgwLd5jgACCCCAAAIpEuCMqBRBs5tMEjio7Zv3+Af0uXY++kP1G3a7ZjQUocwq5w53pfM0Y8Jw9bvqPr1YeSwI4N/69ONq/93yWql9u9ZB64Nf5ujEtm1Vf/HeMe3Z84F/2+B2vEYAAQQQQAABM3/UuOJiPbd2rUZfd10jEDOh+W233OK7w155eXmjdbxAAAEEEEAAgeQLUIhKvjF7yDSB2gPa+/Zn/lHt18bStyIWhWp2PK7xl47R/IrAYlSN8y+0//DHaKX8tidkmhLjQQABBBBAoMUFzPxR9943NeSE5qYgNWLYcN8d9ihItXiq6AACCCCAQBYJUIjKomQzVEsCgZOMq6OKbr5P8zfslLlE7fhjq5bN+ZlG9mpTv9OazXrwzidV0XC3u3+q+vAnMXUot0t3FcS0BY0RQAABBBBAwAgETmge6g57FKQ4ThBAAAEEEEidAIWo1Fmzp0wRyB+ukj1u0WmTSiaN1oAurYJGl6/Cq2/RzJVLNLl3fTGqZvuvNXPVh0HteOkKrH7uefdpwj9txjKdsRnPZqxFjz8p87C12OybzVjkIP4M28yDV2N5+XPg5WPXdt+8nIfAY9dMaB7uDnsbysoazpCqqqqf8TH40xcYK3hdPK9txkuXHMTjFLyNTTebschBcKaie50tOTAaNsdqM5btvtn8LHh5nF7um80cRPdJjq0Vk5XH5kVrBGIUCJxkXModOEevLBju3GXvc5XPGqYRc3c78Tpo5MLnNbMoL2LsmrJJ+s7YJTIX+LUatVB/nT1AuRG3iG6lO+l4dK2btrpn6i815vprm6wwX37BS3C7UG3MNjbb2YyVCX0L9jBjCpWH4Hah2mSCR7RjwMNIHV+84GF6E+q49ELfQvXL9Ddb+tYS44zWN7hvd945SS+Vlerjw4dNiEaLmVtq/M03+c6mSiSnwfs0OwkVL7hdqDZmW5vtbMbKhL7hYbJ4fAn2MGtCHZfB7UK1MdvabGczVib0DQ+TxeNLsIdZE+q4DG4Xqo3Z1ma7eGOZfsSyuGMJ3l8sMZLZ9kvJDE5sBBDIUf7Fl+nC3PUqq3GmMH97j95zLs/Lz8l1bi39VT/PMR0+8rnzPHIhCksEEEAAAQQQsCvwzbO+JfP4+1tvNilILX7iCZmHKUjl5bfXiSeeaHfnREMAAQQQQCBKAbewFNw8uNAUrl3wdi3+uo4FAQSSK/DPsrpJZ3Su69rJeZwxsa7sn2Z3/6o7tKy47gzzXqcedd+b93YzfYi1fTPhLKz2jcfpv63lj6vX2gpVZzOW6ZTNeDZjLVy0uM48bC02+2YzFjmIP8M28+DVWF7+HHj52LXdNy/nIZZjd81za+ouKSqq/53t+x3t//3tPJ/6i3vrFj/5dPwfyBBbxtK3EJs3eitTctBoUGFe2HSzGYschElYM29nSw4Mg82x2oxlu282PwteHmcq++aaBv8M/ng1tz64fUu95oyoFi8F0oGsEjipnfJ8M7PlKK9rN52i9dqvWucOep86/5VywmL8W59+XO2/O18rtW/XOmxLViCAAAIIIIBAfAKDrxis/hf117PPPKPfzJ3r/H4+0hDInB1llnf2vN1wyV7DSp4ggAACCCCQRIHgM5/C7cpt5/Uzo5gjKlwGeR+BkAI12ldyjQZO2+KsbaWed/9Bq4pPD9my4c3KEg0dMF1vOG8cnyPKeXF4hYr7TfBdsqdeU1T6x2J1btgo+MmHWnHDFbqztNpZcbrGr1ypiYUnBDdK6Wt3bilzp0AWBBBAAAEEMk3g6NGjIQtS7jjN3fduue1WmQnQWRBAAAEEEEAgegHumhe9FS0RcARydWq3Lk4JyizHtGvzm2o6valvpf8/x1TxYpl2+V7l6pTTOx2fCSqvkwpO8U83vnOLth8250SFWQ5v1vMbTRHKWToWaVCvli1C1XeE/yKAAAIIIJC5Aq1bt9a44mK9tHGjJt89xZnbsW2jwQbeZa+8vLzROl4ggAACCCCAQHgBClHhbViDQEiB3G+fq/P99aOa0l/pgbKDIdv53qzepJIF2+ovqcvto2tHnHX88rucMzVoSJf6bWte0pzJy7UvZC3qoDbM+lX9mVNOIazjkEvUK/w1fOH7whoEEEAAAQQQiFkgsCD1yGOPqWu3ro1iUJBqxMELBBBAAAEEmhWgENUsEQ0QCBLIH6y7JvZzSkJmeVdLx4/TXSUbGheRaiu1YeEMFV92i5ZWObfLUxsVTrxXY7rVn0vl21QnqNeIESr0BapR1bp7dM2Ns7Si3D3HqlbV5Ss0+4bhGrfk3fpN1EVXXHrm8WKW/11+IIAAAggggEByBUxByswhtb60VJEKUoMGDtTaNWuT2xmiI4AAAgggkMYCFKLSOHl0vaUEWqnb2Hv1s95t6jtQs0NLp43VQOeSPTNvku/RrUjjfjlPZb4iVK46XHqPHhzbo0kBKafbUN0yrJN/IE4xqvQ3unPY2f443dVn2AT9tnS/f70TZ9TPdGMLzw2VLPXVzz1vLbTNWKZTNuPZjGUmIbQ5EaHNvtmMRQ7i/2jYzINXY3n5c+DlY9d237ych2Qcu5EKUu9UvKPbbrlFpiD1+2d/LzPXVLjFZt+yJQe2j11yEO7ojPy+TTebsbz8OfDysWu7bzbzYPP4sD1OL/fNZg4ifxvEt5ZCVHxubJXtAjk9NG7hIk0e2LEZiTbq+aOH9dTcUeoc8nK69howZU4UcUwx6349NWPQ8TmmmtkzqxFAAAEEEEAguQKBBSkzeXngYgpSU+66Sxf376/5JSURC1KB2/EcAQQQQACBTBegEJXpGWZ8yRPI66NxC9ardOF/afLNA9Wh0Z46qujmKXpg5Qatmj44TBHKv0HEOE4ha9Qdumfhn7RxXrhiVqMd8wIBBBBAAAEEUixgClLzFy7QspUrFFyQOvLxEc2YNl3f/lZP3XfvVFVVVaW4d+wOAQQQQAABbwl8yVvdoTcIpJtAK3Uu+rHGmcekRPpuK04ifWBbBBBAAAEEEEhEoLCw0FeQ2rtnr5763e+0+IknGoUzr83DFKtuue3WRut4gQACCCCAQLYIcEZUtmSacSKAAAIIIIAAAgikRKB7QXfde99UvbL5NY2+7jq1bde20X7dO+1N++VUJjZvJMMLBBBAAIFsEPhCnbNkw0AZIwII2BUwk7KbpWJfpd3AREMAAQQQQCDDBMyE5c8+84wzefmzMnNHBS+mUHXTzTfryiFD1KFD44v9g9vyGgEEEEAAgXQXoBCV7hmk/wi0kACFqBaCZ7cIIIAAAmktsHbNWi1y5pPavm17yHGYM6iuGvo9mcv8WBBAAAEEEMhEAQpRmZhVxoRACgQoRKUAmV0ggAACCGSsQHl5uX63eLFWrVwVcoy9+/TWmLE3yEyEzoIAAggggEAmCVCIyqRsMhYEUihAISqF2OwKAQQQQCBjBcxd9J5+6mnn8TuZO+wFL+ayvR9d82Pn8SMu2wvG4TUCCCCAQFoKMFl5WqaNTiOQeQKrn3ve2qBsxjKdshnPZqxFjz8p87C12OybzVjkIP4M28yDV2N5+XPg5WPXdt+8nAevHrtuDsycUHdMuEMvbdyo6TNnqmu3ro0+9KY49dgjj+iCfudpwu23a9PGTY3Wuy+yJQeumzvuRH/aPD7IQXzZyJYcePnYtd03m58Fm8eH7XF6uW82cxDfJzvyVhSiIvuwFgEEEEAAAQQQQACBpAu0bt1a3//B97W+tFTLVq7Q0GFDm+zTXMZ3/ejRGjRwoOaXlMhMgs6CAAIIIIBAuglwaV66ZYz+IuARAffSvIcf/bWGXHl5k16F+heC4Hah2phANtvZjOW1vh06dMjnftJJJ/l+RjPW4DZmw1B5CG4Xqo3Z1mY7m7FS1bd4chBt39LRw4wtcLE5huBYZj/muExmDsw+gvcb6rMQTZtoY9lul6q+BeYhVfs0VoFLNPuNpo2JabNdcCwTP9rjqLq6Wq9s2qhX/7xJn332mdm0yfIf/S/S2X3PUes2bXzrEvmdEKpfJmjwGFLRLh33Gfg5sO3mBQ8zplC590Lf3H4lMwfR5tRLHqbPgUuq+haYh1TtM9I4zTr3GInULlQb097mGGzGitQ3Nwdjrr82cMjeeV7HggACCMQh0LVT5zrzsLX8cfVaW6HqbMYynbIZz2ashYsW15mHrcVm32zGIgfxZ9hmHrway8ufAy8fu7b75uU8ePXYjTUHa55bUzdi+HDf7173d3Dgz7N796m79daf1B04cCD+L42ALTPFLWBIIZ/aHGe2fA4MpE03m7G8nAMvu9num8082Dw+bI/Ty32zmQPjZnvh0jzv1ATpCQIIIIAAAggggAACIQXM3fOWLl+uP61fr9HXXScziXng8vHhw1q7+o/NziUVuA3PEUAAAQQQaAkBLs1rCXX2iUAGCLiX5lXsq8yA0TAEBBBAAAEE0kvAzA+18eWNWrRwgbZv2x6y82bi88sHX8Ed90Lq8CYCCCCQuQJmsnKzePXSPApRmXvsMTIEkipAISqpvARHAAEEEEAgaoG9e/bqqd/9TqudM6LMXfZCLb379NaYsTeo/0X9ZSZGZ0EAAQQQQKClBChEtZQ8+0UgzQUoRKV5Auk+AggggEDGCbhnSa1wLuHbUFYWcnzmkr4hQ65SkXPnvQv7XxiyDW8igAACCCCQTAEKUcnUJTYCGSxAISqDk8vQEEAAAQTSXqCqqkpPP/W0nl+7Ru9UvBNyPFy6F5KFNxFAAAEEkizAZOVJBiY8AghEJxDudqnRbd24lc1YJrLNeDZjmWu/3eu/GwvE98pm32zGIgfx5dPLbjaPDy9/DrycA9t983IebB5vNmMlOwcdOnTQHRPu0PrSUj2+eLGGDhtqdtloMQWqxx55xDfB+cirr9bvn/29zFlVZrE5VpuxvNy3bPkckAMjEN9i87NgM5YZjc14Nj8LNvtle5xe7pvNHMR3tEfeikJUZB/WIoAAAggggAACCCCQ1gLmErw5Dz2kv735hqbPnCkzX1TwYiY8n3LXXfr2t3pqwu23q3z7toaiVHBbXiOAAAIIIJCIAIWoRPTYFgEEEEAAAQQQQACBNBEwk5R//wff11JnDqlXNr+mW267TebyvOBl1cpVesK5G58pSt1371Rt2rgpuAmvEUAAAQQQiFuAQlTcdGyIAAIIIIAAAggggEB6CgReurds5QqNvu46mYnMg5fFTzyh60eP1tm9e1OUCsbhNQIIIIBAXAIUouJiYyMEEEAAAQQQQAABBDJDoLCwUPfeN1Vbt2/XI489FnI+qSMfH1FwUWrvnr2ZAcAoEEAAAQRSKvCllO6NnSGAAAIIIIAAAggggIBnBQZfMVjm0e+C/vrK//NlrXAu49tQVtaov25RyhSm3DvvXXXVVepe0L1RO14ggAACCCAQSuALdc4SagXvIYAAApEEunXu4ltdsa8yUjPWIYAAAggggECaC1RVVenll17WsqVLZCY1D7e4Ram+ffvKTJDOggACCCCAQCgBClGhVHgPAQSaFaAQ1SwRDRBAAAEEEMg4gWiLUma+qSFDrlLRwIEUpTLuKGBACCCAQGICFKIS82NrBLJWgEJU1qaegSOAAAIIIOATiKcoVdi7UObufSwIIIAAAtkrwGTl2Zt7Ro6ApwRWP/e8tf7YjGU6ZTOezViLHn9S5mFrsdk3m7HIQfwZtpkHr8by8ufAy8eu7b55OQ9ePXYzIQfmznvf/8H3tdSZR+qVza9p+syZ6t2nd5MvLXdOKXP3vW9/q6cm3H671q5Zq6NHjzZpG80bXs1ptnwObB+7NvPp5Rx42c1232zmwebxYXucXu6bGauXFyYr93J26BsCCCCAAAIIIIAAAmkg4BalTGGquTOlVq1cJfMwiylcjRg5ShddfJFMDBYEEEAAgcQFTDHQLGOuvzbxYEmIQCEqCaiERAABBBBAAAEEEEAgWwWCi1Lz5s3XP44cbig+BbqYyc/dCdDdyc4HFA1QYWFhYDOeI4AAAghkkABzRGVQMhkKAqkUcOeIevjRX2vIlZc32XWoU1WD24VqYwLZbGczltf6dujQIZ/7SSed5PsZzViD25gNQ+UhuF2oNmZbm+1sxkpV3+LJQbR9S0cPM7bAxeYYgmOZ/ZjjMpk5MPsI3m+oz0I0baKNZbtdqvoWmIdU7dNYBS7R7DeaNiamzXbBsUz8ZBxHgTmIdgzBfQvVr2hjRdPu2LFj2vn3t1RX+y+tXv1HmUv2wi3uZOd9zzlH/S/qrw0vbQrZ1OYYEo0VTw6icYu2je12wR4mfqhjJLhdqDbJ7pu7z2TmINoxeMnD9DlwSVXfAvOQqn1GGqdZ5x4jkdqFamPa2xyDzViR+ubmwKtnRKmOBQEEEIhDoGunznXmYWv54+q1tkLV2YxlOmUzns1YCxctrjMPW4vNvtmMRQ7iz7DNPHg1lpc/B14+dm33zct58OqxSw7q6ja+vLFu6i/urbukqMj3N4X7t0WonyOGD68rmTevbs/uPfxejuPXgs3Pge1j12bfvPxd5GU3232zmQebx4ftcXq5bzZzYNxsL1yaF1gS5TkCCCCAAAIIIIAAAgikRODC/hfKPMyyd89evfTSBv3phRcaLtUL7IR7Cd+MadP1la98Rdu3vC73bCnuwhcoxXMEEEDA+wJcmuf9HNFDBDwp4F6aV7Gv0pP9o1MIIIAAAgggkJ4CZrJzU3gqfXG9Xn755YiX8JkRmgnPv3vZZbr44gHqXtA9PQdNrxFAAIEsEqAQlUXJZqgI2BSgEGVTk1gIIIAAAgggEE5g08ZN2rJli55fu0bvVLwTrpnvfTO31EUXXaSBlwzyFai4E19ELlYigAACLSJAIapF2NkpAukvQCEq/XPICBBAAAEEEEg3AXO21Msvvay/vL455F34gsfj3omvb9++KuxdKC7jCxbiNQIIIJB6AQpRqTdnjwhkhACFqIxII4NAAAEEEEAgrQXKy8u1oWyDXnv1lZBzSwUPzlzGd975F2hA0QAVFhYGr+Y1AggggEAKBL6Ygn2wCwQQQKBZgXC3S212wxANbMYy4W3Gsxlr0eNPyjxsLTb7ZjMWOYg/wzbz4NVYXv4cePnYtd03L+fBq8cuObDz3WaKSXdMuENLly/XK5tf0yOPPabR110nc4leqMXMPfXYI49oxLDhMv+oduUVV2p+SYlMQSvRJVs+B8bJq58rL+fAy262+2YzDzaPNdvj9HLfbObAuNleuGuebVHiIYAAAggggAACCCCAQMoFzHxQg68Y7Hvce99U3534tm3bFvEyvp1vvSXzcJcBRUXqd14/9Tn7bM6YclH4iQACCFgWoBBlGZRwCCCAAAIIIIAAAggg0PIC5g565vH9H3xfcx56yHfW07atW/WnF14IexnfhrIy51K/sobOU5hqoOAJAgggYE2AQpQ1SgIhgAACCCCAAAIIIICAVwXMZXzmMa64WEePHlX59nI99dTTOnzof+MqTBUUFDD5uVeTTb8QQMDTAhSiPJ0eOocAAggggAACCCCAAAK2Bczd8y7sf6GqPzmqIVde3lCY2rJlS8SJz4PPmHInPzd35fvkk0904okn2u4q8RBAAIGME+CueRmXUgaEQGoEuGteapzZCwIIIIAAAgikXsA9Y6q5wlRwz7p266r/+I8L1ePMM9WnTx/fpYHBbXiNAAIIZLsAhahsPwIYPwJxClCIihOOzRBAAAEEEEAg7QTcwtTbb+/S5tc2N5pHqrnBBM4zxeV8zWmxHgEEskGAQlQ2ZJkxIpAEAQpRSUAlJAIIIIAAAgikjUB5ebnM5Oc7//53vfzyyzry8ZGo+s5ZU1Ex0QgBBDJYgEJUBieXoSGQTAEKUcnUJTYCCCCAAAIIpJvA3j17tW3bNu3auVN//vMmvVPxTtRDMGdNffOss2Tmmio4vUAdOnSIelsaIoAAAukm8MV06zD9RQCBzBRY/dzz1gZmM5bplM14NmMtevxJmYetxWbfbMYiB/Fn2GYevBrLy58DLx+7tvvm5Tx49dglB5n33bbpldf0+bF/6t77pmp9aan+9uYbenzxYk2+e4pMoSnSYiZBf+yRR3T96NG6oN95Ort3b115xZWaX1KiTRs3qaqqKtLmza6z+TkwO7MZz2YsL38XednNdt9s5sHm8WF7nF7um80cGDfbC3fNsy1KPAQQQAABBBBAAAEEEMh6AffOfObufOOKi30e0Z41ZS7zM4+db73V4Ggu6evVq5fO/OY31efss8V8Uw00PEEAgTQT4NK8NEsY3UXAKwLupXkPP/pr322Pg/sV6l8IzO2RA5dQbcx6m+1sxvJa3w4dOuTjPOmkk3w/oxlrcBuzYag8BLcL1cZsa7OdzVip6ls8OYi2b+noYcYWuNgcQ3Assx9zXCYzB2YfwfsN9VmIpk20sWy3S1XfAvOQqn0aq8Almv1G08bEtNkuOJaJn4zjKDAH0Y4huG+h+hVtLNvtWqJvie4znhwcO3ZM3bt19s01ZSZB/+tfy6Oea8qYtz/5ZJ3Uvr1TlDpdXz/1VF177TWNLutLJKfBHmZ/oeIFtwvVxmxrs124WPHkIFV9M/sJXMKNIbCNeR5Nu2jaRBvLRrvAPLRE34L3acYU6rgMbheqjQ0PE8NdUrVPNwdjrr/W3bW3ftaxIIAAAnEIdO3Uuc48bC1/XL3WVqg6m7FMp2zGsxlr4aLFdeZha7HZN5uxyEH8GbaZB6/G8vLnwMvHru2+eTkPXj12yUHmfbfZ+hwcOHCgbuPLG+t++p+3190wZqzv7y33765ofvYpLPRtVzJvni/Ont17rP4tY/vYtfkZtZUD9+i02Tcvu9num808kAP3aIztp80cxLbn6FpzaZ636oL0BgEEEEAAAQQQQAABBLJYwExUbh7VnxxtOBvGXNK3e/du7dq1S393Ltczc0qFW8wlfWZ9cJs/rCjSN77xDfU480ydfsbpKiwsDBeC9xFAAIGkCnBpXlJ5CY5A5gq4l+ZV7KvM3EEyMgQQQAABBBBAwKMCbnHqww8/UDyX9ZlhBc47dcYZPfS1r31N3Qu6e3TEdAsBBDJFgEJUpmSScSCQYgEKUSkGZ3cIIIAAAggggEAzAubues6leHr77V2+4tS77+7TOxXvNLNV09XmLn/m7KlTO57qmxjdFKjMWVosCCCAgA0BClE2FImBQBYKUIjKwqQzZAQQQAABBBBIO4GjR49qz549vgnRP9j/gd588w1t37Y95nG0bddW3/lOob551lk61ZkY3Vzex537YmZkAwQQcAQoRHEYIIBAXAIUouJiYyMEEEAAAQQQQMATAjYu7TMDcQtUnEHlibTSCQTSQuCLadFLOokAAhkvEO52qfEM3GYss3+b8WzGWvT4kzIPW4vNvtmMRQ7iz7DNPHg1lpc/B14+dm33zct58OqxSw4y77st3T4HZi6owVcM1rjiYs1fuEBbt2/X35yzpZatXKHpM2dq9HXXyVyi19ziTo6++IknNGPadI0YNlwX9DtP5h8tx429QRNuv13zS0q0aeMmmeJX8GLzM+rlHJhx2xyrzVi2+2YzD14ep5f7ZjMHwZ9ZG6+5a54NRWIggAACCCCAAAIIIIAAAmku0Lp1a9/d9ILvqGfmnjpw4EDD5X1btm7VTufufc0t7p37Vq1c1aipmSS9U6fO6ndeP73zzj51PLWDb6J05qFqxMQLBDJWgEJUxqaWgSGAAAIIIIAAAggggAACiQuYApF5uAUqcybIkCsvV3CB6v3335dbfIq0VzOBunm4bX//zNMNzXv36a2vfjXPV6Rq0+ZE31xUTJbewMMTBDJCgEJURqSRQSCAAAIIIIAAAggggAACqRUILlC5e3cnSN/99m598MEH+rtz9lS0d/BzJ1J3i1RuTPMzVJGqTes2MpcZsiCAQPoIUIhKn1zRUwQQQAABBBBAAAEEEEDA8wLhLvEzHS8vL9fRT4/q7bd3aeff/663d++J6jI/s22kIpW53O8LX8xRXl5b1dYc0xln9FDrNq25s5+BY0HAYwLcNc9jCaE7CKSLAHfNS5dM0U8EEEAAAQQQQMD7Au5ZVAc+PKAPP/zAV6T6xz8+abh8L9ERuGdTffOss3TiiW0aClVc9peoLNsjELsAhajYzdgCAQQcAQpRHAYIIIAAAggggAACqRBIdpHKjMGdQP2rXz1RZ37zm75h9Tn7bN/PgoICmbO8WBBAwI4AhSg7jkRBIOsEKERlXcoZMAIIIIAAAggg4EmBwMv9PvnkU9+cVP/4R3XDpXy2Ou0Wq0w8c8c/s7iXADJXlY+D/yAQlQCFqKiYaIQAAsECFKKCRXiNAAIIIIAAAggg4DUB92wqd16qZBaq3LGHKli5dwA0bbgc0JXiZ7YKfDFbB864EUDAWwLmNsC2FpuxTJ9sxrMZa9HjT8o8bC02+2YzFjmIP8M28+DVWF7+HHj52LXdNy/nwavHLjnIvO+2bPkc2D52bX5GQ+XAnTj9wv4Xalxxse6YcIfmL1ygpcuXq2Jfpe+xbOUKmcfku6f4HkOHDdWAoiK1P/nkuA7Udyre8c1tZe78N2PadN9jyl13acSw4b7HBf3O801zYf5hd9DAgRo39gbfY8Ltt2t+SUnDw5zp5T5MQS1wselmO6eh8hDY91iee3mcXu6bzRzEkq9o23LXvGilaIcAAggggAACCCCAAAIIIJBxAoWFhb4xuT/dAZpCw5ArL5d7VpV5f9vWrb7VH+z/QO+//77vuSk4xbuYopV5uMuqlavcpxF/nulMuv6HFcsa2riXCrpvfP3rp+prX/+a+9L3kzOxGnHwogUFuDSvBfHZNQLpLOBemvfwo7/2/YIOHkuofyEwv8gDl1BtzHqb7WzG8lrfDh065OM86aSTfD+jGWtwG7NhqDwEtwvVxmxrs53NWKnqWzw5iLZv6ehhxha42BxDcCyzH3NcJjMHZh/B+w31WYimTbSxbLdLVd8C85CqfRqrwCWa/UbTxsS02S44lomfjOMoMAfRjiG4b6H6FW0s2+1aom+J7jOeHETrlmjfzH4Cl2jiBbcx24c6RoLbhWpjtrXZLlysZOYgmjFUV1frW2f1ME0bClZbt27X/v31BatDBw/q4P/+r2+9l/5jzvw6qX37hi51OOWUhufmSdVHHyk//yS1a9eu0ftnnXVmo9dvvbXT9/qzzz7TWT17qWvXrlbzboKHy31gR4LbmHWhjsvgdqHamG1ttrMZK1Lf3M/CmOuvNc08t1CI8lxK6BAC6SHgFqLMKc02FvPFH/zFHG9cm7FMH2zGsxnLnHJrFlu/YGz2zWYsM0ab8WzG8nIOvOxGDkx2Yl9supm924zn5c+CzXHajEUOYv8MuFvYzIPNWNnyObB97GZLDoLdqqqqdODAAd9hfeDDA/rwww98zwPPtDJvJHK2lS9gC/3n+huK9fOfT0l47zaPD9MZm/FsxrLdN9vfRwknMigAl+YFgfASAQQQQAABBBBAAAEEEEAAgWQKdOjQQeZhluBLAsPtN7B49ec/v6aT2+fr008/aWgeXMQyK9K1kNUwKJ5kpABnRGVkWhkUAskXsH1GVPJ7zB4QQAABBBBAAAEEEEAgsKAVrBF4dlbwukiv3bsRum3umjxZ3Qu6uy/5mWIBr58RRSEqxQcEu0MgUwQoRGVKJhkHAggggAACCCCAAAIIIJA6gS+mblfsCQEEEEAAAQQQQAABBBBAAAEEEEAgmwWYIyqbs8/YPSRQq+ry1Vq27jktmluqqoaedVTRzT/W+X0v1eiiLsppeJ8nCCCAAAIIIIAAAggggAACCKSfAGdEpV/O6HGmCdRW6sUpw9Vv2O2a0agIZQa6X2VzZ+r+sd9V/xtKVF5dm2mjbxiPueuErcVmLNMnm/FsxjLXfrvXf9uws9k3m7HIQfzZtZkHr8by8ufAy8eu7b55OQ9ePXbJQeZ9t2XL58D2sWvzM+rlHHjZzXbfbObB5vFhe5xe7psZq5cXClFezg59ywKBY6pYOEW3Pr1DNRFHW6Oq0gd06/QyVUdsx0oEEEAAAQQQQAABBBBAAIFsFrBZDEyGI4WoZKgSE4EoBWorntSk2Zv9RahcdRh4kx5YuVUV+yqdx15tWzlH4wd29EdzilFLHtS88s+jjE4zBBBAAAEEEEAAAQQQQAABBLwlQCHKW/mgN1kl8Ll2LFumct+pUE4RatRjWrNgkoYX5vsVcpRXOFwTF6zQ/FGd/O9Vas26ncrcC/Sy6gBgsAgggAACCCCAAAIIIIBA1glQiMq6lDNgzwjU7tT61ZX13cm9WBMmFSkvZOfaa8Ckn6go16ys0f7VL2oHlaiQUryJAAIIIIAAAggggAACCCDgbQEKUd7OD73LZIHqd7XnI//MUGf2Ve/8CPfEy++ny/v7y1T7t2nbe5FnlMpkNsaGAAIIIIAAAggggAACCCCQvgJfqHOW9O0+PUcgfQVqyibpO2OX6JgzhFajFuqvswfId9JTyCF9rvJZwzRi7m5nbZ6K5qxRydVfD9kyVW9269zFtysznxULAggggAACCCCAAAIIIIAAAtEIcEZUNEq0QcC6QK0+OXLEP9dTKxUUnBqhCGV2/mWd1r2Tv80xHfz4qPUeERABBBBAAAEEEEAAAQQQQACBZAtQiEq2MPERCCnwb336cbX/bnmt1L5d65Ctjr+ZoxPbtlX9xXvHtGfPB/5tj7fgGQIIIIAAAggggAACCCCAAAJeF6AQ5fUM0b8MFajRkY//4R9bK+W3PSFDx8mwEEAAAQQQQAABBBBAAAEEEDguQCHquAXPEEihwD9VffiTmPaX26W7CmLaIr0ar37ueWsdthnLdMpmPJuxFj3+pMzD1mKzbzZjkYP4M2wzD16N5eXPgZePXdt983IevHrskoPM+27Lls+B7WPX5mfUyznwspvtvtnMg83jw/Y4vdw3mzkwbrYXJiu3LUo8BKISqNaGiZdr3JIqp3UHjVz4vGYW+e+KF277yhINHTBdbzjrm5/cPFyQpu+7k443XcM7CCCAAAIIIIAAAggggAAC6Shwz9Rfasz113qy65wR5cm00KnMF/g/yss/MaZh1lTu1Z6YtqAxAggggAACCCCAAAIIIIBANgrcP/UXnh32lzzbMzqGQEYL5Kptu6/6R3hMh4987jxv5oyoJHlU7KuMK7J7JlW828e1UzZqJEAOGnG0yAty0CLsjXZKDhpxtNgL8tBi9A07JgcNFC32hBy0GH3DjslBA0WLPiEPLcrv27mbg5bvSegecEZUaBfeRSDJAl9Um3Z5yvXt5ZgOfny0mf3V6pMjR1Tra9VKBQWn+rdtZjNWI4AAAggggAACCCCAAAIIIOAhAQpRHkoGXckmgRzlde2mU3xDrnXuoPepv8gUzuDf+vTjatX4VrdS+3atwzXkfQQQQAABBBBAAAEEEEAAAQQ8K0AhyrOpoWOZLpBzWoFO950SVaP9r2zX+xEHfFDbN7szRJ2sgq4tcxlfxC6yEgEEEEAAAQQQQAABBBBAAIFmBChENQPEagSSJpDXSQWn1F+cp51btP1w/YV3Ifd3eLOe31hdv6pjkQb1OiFkM95EAAEEEEAAAQQQQAABBBBAwMsCFKK8nB36ltkCOWdq0JAu9WOseUlzJi/XvpC1qIPaMOtXKvNdl5erjkMuUa+czKZhdAgggAACCCCAAAIIIIAAApkpQCEqM/PKqNJC4AT1GjFChf7L86rW3aNrbpylFeWH/b2vVXX5Cs2+YbjGLXnX/14XXXHpmaIOlRYJppMIIIAAAggggAACCCCAAAJBAl8Kes1LBBBIoUBOt6G6ZdhT/kJTjapKf6M7zSNkH3LVYdTPdGMhl+WF5OFNBBBAAAEEEEAAAQQQQAABzwtwRpTnU0QHM1ugvQZMmaPJAzs2M0ynCHXp/XpqxiAxTXkzVKxGAAEEEEAAAQQQQAABBBDwrABnRHk2NXQsawTy+mjcgvW6pGyZXtzykhbNLVVVw+DbqOeoYn3vsis1uqgLl+Q1uPAEAQQQQAABBBBAAAEEEEAgHQUoRKVj1uhzBgq0UueiH2uceUzKwOExJAQQQAABBBBAAAEEEEAAAQQcAS7N4zBAAAEEEEAAAQQQQAABBBBAAAEEEEiJAIWolDCzEwQQQAABBBBAAAEEEEAAAQQQQAABClEcAwgggAACCCCQtgIV+yrTtu90HAEEEEAAgUwV4PdzpmbWzri+UOcsdkIRBQEEEEAAAQQQQAABBBBAAAEEEEAAgfACnBEV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFGAQpRFTEIhgAACCCCAAAIIIIAAAggggAACCIQXoBAV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFGAQpRFTEIhgAACCCCAAAIIIIAAAggggAACCIQXoBAV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFGAQpRFTEIhgAACCCCAAAIIIIAAAggggAACCIQXoBAV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFGAQpRFTEIhgAACCCCAAAIIIIAAAggggAACCIQXoBAV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFGAQpRFTEIhgAACCCCAAAIIIIAAAggggAACCIQXoBAV3oY1CCCAAAIIIIAAAggggAACCCCAAAIWBShEWcQkFAIIIIAAAggggAACCCCAAAIIIIBAeAEKUeFtWIMAAggggAACCCCAAAIIIIAAAgggYFHgSxZjEQoBBLJO4LDKl6/Q+rWL9dvS/cdH32Ggxt94jUZdN0Cdc46/HfpZrarLV2vZuue0aG6pqhoadVTRzT/W+X0v1eiiLmo2TMN26fZkt+Zf9T3N2HEsqo63GrVQf509QLkhW2e7ZUiUhN+srVyiW354j9ZX5ajn3X/QquLTm4lJHpoBCrP6mPaVLdOfXliqh5bsUI3bynyf3HClBo0cosK8aL8JyIHLF9vP+hy8uOWloO/jNuo5qlhXnvsfGnF1ofKaDYp/s0SxNqjdpfkjR2nG9q9o5MLnNbOo+SxI5CFW5vja4xyfW5xb8VmIEy7Rzfj9kKigve0z4++lL9Q5iz0UIiGAQLYI1Fau1S/+8y49u+PT8EPuMEiT587QuML80G1qK/Xiz3+qW58O+J/OJi1z1WHgnXp0ztgY/ie0SRDvvnF4hYr7TVBZw/91R+5q2EIUlpHh4l3b8AevOc5bNV+IIg/xSVdv0/wJP9WMwIJ2k0hOcfruh/VAcZ/IhRBy0EQuqjeiyoGU2+t6Pfo/k3RJl1ahw+If2iWhdw9r26xiXTO33CnQdoiuEEUeEhKPemOco6ay05DPgh3HGKPw+yFGsCQ2jyoX6fH3EpfmJfE4ITQCmSpQf4bITyMXoczgq9Zrxs1TtaIy1Nk+x1SxcEozRSgTpEZVpQ/o1ullqjYvM2ypfW+PdkdZhAo/dCzD2ySyxrjepwe3Ryi2NgpPHhpxRPvCFPvGjmmmCGWC7VfZtDEaV7LLOc8j3EIOwslEfL/6Nc0eHU0OnG/kHY9r/A9/qQ3VobKAf0TnuFY6//K9fKp+4itCRRuAPEQrlVg7nBPzi3VrPguxillpz+8HK4xWgmTY30sUoqwcFQRBIIsEnC/BRRPudy5TMtUTc7bSjbpnYZl276tUhe+xVctm/1A93WvHqv6kOXM3NSki1VY8qUmzN/svvzFxbtIDK7f6Y+zVtpVzNH5gRz+sU4xa8qDmlX+eYdA1en/rNud/r82Sp6I5r/jH71o2/flWiMvysEzGYeFcalH2S42e5h6jze+DPDRv1LSF+R+5gGJfbi+NvHuhSivcYz/4u+BTlc/+b/3hcKgiiHMhEt8rTYmbfedzlf92qn7bcHaruSx6jpb9dW/D99HuDQt1z80DnXNx/EvVMt0T4h8H8HeBbP10Ln8v+YmumfBcwGXrzccmD80b2WiBsw3FaGPwWYhWym47fj/Y9UwkWgb+vWQuzWNBAAEEohP4V92R0sl153fqXNfVeZwxbF7d3n+F3vJfe+fVXd29vl3X7sV1yw8FNvysbvvMS30xunYqqDv/znV1R0KG+d+6sjsvamjXf+bWusAoITdJqzePOOPr5x/fyLqSd/4ZR++xjAOt+U2OrKubdG6BPzf+47hTj7rvzXs7zLbkIQxM5Lf/tbVu1gV+5+7D6mZtPRS6/b921pUM6+nPx3fqxi37IEQ7chACpfm3Di2vG9fwXR0hB3X/X13lslsbvv/5Xm+eNqEWR7bWlYz9j6DvIPNd1K9uUmno35j1++NzkJB71BvjHDVVomWCUcoAABy+SURBVA35LCQqGP/2/H6I3872lhn49xJnRCVSmGRbBLJO4COVPfW8/19mT9fYn1+jbmHmDs7pdoV+1N8/mWrNG/rL3wIub6rdqfWrK+v1ci/WhElFYeZ8aa8Bk36iIt/ZVTXav/pF7Qh9IkR6ZqK2QltePVzf94591Oc09zSyGIaDZQxY0TY9qA3Tp2mpOeuvw5WadveVzuxQzSzkoRmg0Ktrd7yoNfvrr03N7f9j3dAnzHxyOQUadk0//yT9n2n33gNNL88jB6GRm3m35m+v61VfCpwzU4fdrBvD5cD5FHS+erImDHS/17fo+Zc+Oh4d/+MWCT1zzvxYMkVD+444frlqh34q6tUmuqjkITqnRFvhnKhgFNvzWYgCKalN+P2QVN6Ygmfi30sUomI6BGiMQJYLHN6s5zfWz9SUO3C8big8IQLI1zV8Qbn/0o7XGt/hp/pd7fmo/n8+dWZf9c4PU80y0fP76XK3oLV/m7a9598uwp7TZlWAQ+4ZBTotAkPYMQXEyGrLsECxrnBOfXYuhbl5ybvOhp00cvovdHW3SMe5Pz55iBXa1z6ncJJe9l/Wu2vBcIUpQwXFzlHbdm2a3kmTHAQ5RfOyRh84l0HWz+L3FX3z3LPC/KOAG6u9evcr8L84poMfH3VXSPgft0jgWU3ZbP144jN6wy0ODpyiZS88qh/1+Ep0UclDdE6JtsI5UcFmt+ez0CxRkhvw+yHJwDGFz8S/lyhExXQI0BiB7BY4/i8jrdSj37ei/J/GpmbH4zj3IevRXac2bRLwTp66nH6y//Uevb79YMC69H56fKLy+D2xtHsMHJ/zwzk7ZNTduquofVQ7IA9RMcXfqPovWvCEf76u3O/oyqLTmsQiB01IongjV52Ll/j/waBcJVd/PYptQjfBP7RL3O92GKjxc36vNQuKY7pjLHmIWzymDXGOiSuxxnwWEvOLe2t+P8RN15IbptHfS19qSSf2jQAC6SQQ+C8jeerRzV8cqi7Ximef1eI5S/z/gmtu7z1Ktw+9TN+9boA6NznLp1afHDniv6ymlQoKTvVfbhPO4ss6rXsnp81uZ2LzoH+BD7dJWrwfOFH5aTr/7K+punyVlq17TovmlvovfzSTuI/RmMGXacTVhSHOVMDSaqrNRPx3PqJy50yE3F7j9asp9ZeMNn8OHnmwmofAYM6t0Tc88ayenrdIZb4bJLRRz3E/0YhuwRdLkoNAtuQ9P6jtm/f4w5vvLfeGEvhbM297rop/cZmGhvz92dxeyENzQnbW42zHsZkofBaaAfLaan4/tGhG0vDvJQpRLXrEsHME0kngM1Xued/f4RPVrm2t9q2/Tz/9fx9vKEC5o6nZsUSzncdDq67Xo/8zSZd0Cfyfxn/r04+r/XfLa6X27Vq7m4X5maMT27b1XYZjClF79nzgbHt6M8WrMKE89XbgL+zPtfPRH6pf6Vt+F7ejzt0CS+c584TM04NPYOmqJOenMy/U5Js0Y7szl1luP/3soVvUJ69JFTXMrjmmw8DE+bZzl55ZwzRi7u7G25s76k2bqrtGhSrKkoPGWMl5VVuxRk/7L89WxyIN6uVetoq/LfHcwuH6aWG80chDvHKxbYdzbF7xteazEJ9bS23F74eWkE/vv5e4NK8ljhn2iUDaCzhzVWydrmuKmxahAodWs+Nxjf/hnVpRWT8DSf26Gh35+B/+Zq2U39b9H5nALbPgee0B7X37M/9A92tjkyJUYwOf5aVjNL8Cy8YyNl7VqrrsId3jmxeqjQon3qsxTc64ibQfjulIOrGv+6eqD3/SdLP89mp3tFrVIW9YQA6agll+x7m5wh9mLfadMSg5n5PrvqdeDbVa/C1rxxmOPMQJF+NmOMcI1gLNyVFK0fn9kFLu4ztL77+XKEQdzyTPEEAgosDnOnLYLYKU67fTVvguHzOX4U1eWKbd/gmHK/Zt1bI5N6mog/8OcFXPacr9a+W/N5yzhzBfmhH2ndulu9zpcSM0S69VgROdqqOKbr5P8zfs9M/VUun/aSx/ppHu3ZJqNuvBO59URcP/iGNpJenVZZo5ZVn98dz7Ns0a26PpRNgRd0QeIvLEvPJ/VbGrVj1H3aHJd98Y8F1Sqt/+cqwuGzZH25pUo8hBzMwxbXBY2x68U1PW7fdtldvkc4J/TJxJa0wekkbbKDDOjTg8+YIcpS4t/H5InXXwntL77yUKUcH55DUCCIQROKqPD7qFKNPEmb/o0ll6YeUsjSvqEvA/7vkqvHqSSl54TCP9xaia0t9qQfnnYeJm6dv5w1Wyxy04bVLJpNEa0OgSRuNiLG/RzJVLNLl3/a27a7b/WjNXfZilaEkYtjMv1PyxE7TUzD/U4Yeau3CsujWc5ZGE/REyCoHTNe6Pf9Gq2bdpXPFklWzerd0bHtMP/AXZmh2P6pqxCwMKslGEpEkCAse0b/lU/WRuef2lwx2u1PQ51/I5SUCUTRFAAIHMEOD3Q8vmMb3/XqIQ1bJHD3tHII0EWqtd+4C5nnIv1oQZV4eYjNw/pLwL9P1hXfwvKrVm3U7/BOX/R3n5J8Y07prKvXKnx41pw0xpnFOgYdf088+LVa1Nazf7zzDDMrEUH1PFwvv0oJkXSp00cvrtGhD1vFCBeyYPgRrJeJ7TZbCmLZ5zvLjdpCBLDpLhLuebZtusH+myCc/V30Aht1DjH5uq4U2K5vgnxz/WqOQhVrH42uMcn1sqtyJHydfm90PyjWPfQzr9vcRk5bHnly0QSCuBmrJJ+s7YJc403/EurdTz7j9oVfHJapt/vBCV2/8yXZQf6dSRE9Tr0iJ1dCYc3u/8O/ohZ86XfztdyHHKKW3bfdXfmWM6fMScKZUXb+dSup09y9Nj7HeO8i++TBfmrleZc+JOzdt79J5zeV5+TvpaxgjQqLmtPCwvelmTZm92jk7n7L5Rd+uuovaN9hP9i+zKgy3/VcUxfg7yinTnnRdr1YT1Ts6q9errb6vm6q/7C7TkIPrj1bR0v9cj5cD8T0axrnHPhDJFqGdLNLFPfohdZZe/C9BinwW3A01+ZmcemjAk/Q2ck06c8A7IUcKEEQPw+yEiT0uvTJO/lzgjqqUPFPaPQJoK5OS3VXPnNeXktVNb//iO7dqrD3zPv6g27fL8//N4TAc/PtqMQKy3SW4mXLquPrGtU3jyd/7Qx6o2VT1hGX86P9XG3y70T7zs3J1wyY3q07mLuoV49Ggo5B7TG9O+29DmrIkb6i9VIg/xpyGmLZ2CbO++6uHf5vh3inmDz0JMlM01diaeXXHjUI1yi1AdBmnyknBFKPyb40zdej4HqbHGOTXOieyFHCWiF3Fbfj9E5PHGyvT4e4kzorxxtNALBJImkFs0S2/tm2Uhfo26FHzDiVOVYKwc5XXtplO03jlTqta5g96nvkv23BpL0+Cx3ia5aQRb79izTLBHJ7VTnu+fEdLXMhEBO3mo1oaJifQicNvsyoMd/0A/G8/JgQ1FE6O2cq1+8Z936dkd5pJVZ3HmhHrgmQdCXI5Xv7r+v9nl747ce5+F7MyDm4/U/cQ5ddbx7okcxSsXaTt+P0TSSZd13vlscEZUuhwz9BOBFhfI1TfO7uPc361+OfbqX/Rmw93bQneutvpjHfGvatWju071P885rUCn+26qV6P9r2zX+6E39797UNs3uzNEnayCrulxGV/EITnn0ewrGeU/s+ZMDS3ZHbm5Wbt/r3b5r6/MPaNAp/krd1g2T5eKFuQhHuXPVT7LPcOsUMXLm5+EP/A7Jbd9vuqn8K/fNzmIJweB2ziTzq6/T1dfeou/COVcsjpwipa98HAzRSj8AxVb+jmfg9RkAOfUOCeyF3KUiF7wtvx+CBZJ7evM/HuJQlRqjyL2hkBaC+T0ukRXdPRVkJzCyPP6/csHI4znc+1YV+ac9WSWPJ1/7hn+y/HMy04qOMUfZ+cWbT8coaJ1eLOe31jti6KORRrU64T652n931yd2q2LM0uLWY5p1+Y3/ZOPhxuUM6n2i2Xa5Vudq1NO73R8Vq2stwxn1tz7eRow+zVV7HPvXBj+566Fo/y5MvPq/Klhm7dmD+CYbo454vov67TunfyGgZPwh9so8Dsl6HNgNuGzEA4uivfNnY/u1DXFj+sNZx46OSW+nj96WE/NK1ZhtBP44x+FcwqakIcUIDu7wDk1zonshRwlohewLb8fAjBa6Glm/r1EIaqFDid2i0BaCuScqUFD3DvhvatVDy/WturQRaTaiqc0bb7/TJ/cvrr84lOODzkwTs1LmjN5ufaFDHNQG2b9yjdBt5z/Xe045BL1Cn8N3/H4afAs99vn6nx/La6m9Fd6oCxCUa96k0oWbKufjyi3j64dcZYz6bt/wdKVaNmf5CEOf3cS/vpNm/scNP5OCfocmBDkII4cmE1qVb3tMf30Lv+d8ZzzXovuXqTHpw8Of1fUUHvCP5RK6t8jD6kxxzk1zonshRwloufflt8PFhAthMjMv5coRFk4NAiBQPYInKDCceNV5BZQdjyqa0b/XEvLDwcQHFb58lm66ZoH/BNBt1HhxDv0vYaZtk1T5456I0ao0BfHmSh63T265sZZWtEQx/nFV75Cs28YrnFL3vXH7qIrLj3zeAEmYI9p+TR/sO6a2M9/Nsi7Wjp+nO4q2dC4IFdbqQ0LZ6j4slu0tMqcpmAs79WYbsfvXoilV7LPMR1XJqL5HFSXa8VvJunqy6b7v1OcS8aGjdWIRp8Ds3dyEFcOqss085bfNpwJVXh3iX5T3Of4WZdRB8U/aqqkNiQPSeVtCI5zA4Vnn5CjhFPD74eECa0FyMC/l75Q5yzWgAiEAAJZIOAUicp+rivGPhPVtOW5vadozdJidWs4hcclcs52mjgyoNDkvh/qp/M/nqMe05rZg+L4n6NQ8TzyXu0uzR85SjO2+ycFjtgtx+DS+/XU3FEhzlLAMiJdgiuP36K9uVvek4e4qGP6HDjnRob9TjF7Jwex5aBWh5ffrAsmrPffATK2rdVrikr/WKzODZvh30Bh9Ym5ucLlzu9Lc7OQDhq58HnNLIo0XyJ5sMofNhjOYWmStoLPQtJomwTm90MTkpZ+I8P+XuKMqJY+oNg/Amkn4Nxtoei/tGb5rerpPzMq9BDqJ7p9ZuHYEEUos0V7DZgyR5MHutOfh45iLsnzFWBmZFgRygw3p4fGLVwUhYF/vpaQRSgTCEuj0PILeYgrB+ZzsHSlHri0ue8C8zl4TC+ELGy7eyYHrkR0Pz/Sy2u3xFeECrkD/EOypPxN8pAacpxT45zIXshR/Hr8fojfLklbZtjfS5wRlaTjhLAIZIWAuXTsief0p1UlWure6ttMcjuqWN+77EqNLuoSxaV0ziSIZcv04paXtGhuacBZVrHGSWfxcAbOXC03j9bllw7X8ML8KAYYLk42WUbBFGOT6M+IcgOTB1citp/mktzVWrbuucbfBbm9NHLCUJ1z7lVRfg7MXslBVPY1G3RXz7Fa6r8jZ1TbBDZqckaUuxJ/V8LOz1jPAnH3Sh5cieT+xDm5voHR+SwEaiT1Ob8fksqbWPDM+HuJQlRiRwFbI4AAAggggAACCCCAAAIIIIAAAghEKcCleVFC0QwBBBBAAAEEEEAAAQQQQAABBBBAIDEBClGJ+bE1AggggAACCCCAAAIIIIAAAggggECUAhSiooSiGQIIIIAAAggggAACCCCAAAIIIIBAYgIUohLzY2sEEEAAAQQQQAABBBBAAAEEEEAAgSgFKERFCUUzBBBAAAEEEEAAAQQQQAABBBBAAIHEBChEJebH1ggggAACCCCAAAIIIIAAAggggAACUQpQiIoSimYIIIAAAggggAACCCCAAAIIIIAAAokJUIhKzI+tEUAAAQQQQAABBBBAAAEEEEAAAQSiFKAQFSUUzRBAAAEEEEAAAQQQQAABBBBAAAEEEhOgEJWYH1sjgAACCCCAAAIIZLVArarLV2j2DReqW+cuzqOXhk4s0YbKY1mtwuARQAABBBAIJ/CFOmcJt5L3EUAAAQQQQAABBBBIjUCN9pVco4HTtiS+u9xBemDzXA3Pz4k6Vm35LBUN+432x7StU4Ta9rCu/8GjeqMmaFcdrtQDzzyg4V1aBa0I9dIUs1Zr2daden3BIpVVBQbrqKKbf6zz+16q0UVdFP2IQu2H9xBAAAEEEGh5Ac6Iavkc0AMEEEAAAQQQQAABfabKPe/bcTilm7rkxVKy+Vw71pVpv7P33P6X6aJoC1i1e7Rs2hN6Q730g5Iy7d5XqYp9W7Xs7kHqUPWcpty/VocjjuiY9pWV6K6rCtVn2O2aMW1eUBHKbLxfZXNn6v6xRTq9342aXx45YsTdsRIBBBBAAAEPCFCI8kAS6AICCCCAAAIIIJD1ArUV2vKqnSJL7hkFOi2WOlTtTq1fXemkIE8XDu6n/GiTUf13vf7GMXUc9wv9cpB7tlK+CounasLAPNW88rp2BJ7c1CjuYW2b9SNdNna6lu74tNGasC+q1mvGsKG6aXmFasM2YgUCCCCAAALeFviSt7tH7xBAAAEEEEAAAQSyQiCnjyb+ebcmhhtsZYmGDpjunH3kLB1v0rKXJ6kwlmJTuLjm/fe269X9pmJUoHN7t4/U0tK6g9owcaTGLXn3eLzcXho5YajOOfcqDS8MKIVVl2vFs89q8Zwl/sv/9mv9hBt0d9ulmlmUir4e7yLPEEAAAQQQsCHAGVE2FImBAAIIIIAAAgggkESBWh3evkW7/HuI+YyniD0LiN2xj/qclhuxdaOVed/UuT1baf/8X+oX6yv9ZykdVnnJVM0prVbuBeeqV5NwznxQZQ/pnoYiVK46DJyiZVtWaOZNYxoXoczO8go1/KZZWrXlaY3v1ca/+3e19BcLVc5pUY3SwQsEEEAAgfQQoBCVHnmilwgggAACCCCAQBYL/F+9t/dd1V/l1ko9+n0r+svnmlX7SC+v3eLEzlXHIZeoVyxnWeUUaMTd16mndujZYmcOJ99d887WiGnrVeVMVj79nsFN+1ldpplTlqnK1y+nCHXp/XpqXrEKm5vTKu88TVw8RyM7+Ctb+5/Vr1d92OzoaIAAAggggIDXBChEeS0j9AcBBBBAAAEEEEAgSGC/tr3ynv+9PPXodnLQ+gReHt6s5zdWOwG66IpLz4zxrnQ5yuvzUz2+ZI7GD+zo70Qb9Rw1RfND3jHPOfuqdKlWuXfFy71YE2Zcrc7RFr/yinTnnRc7JTOzVGvT2s3NTIbu7xI/EEAAAQQQ8JAAc0R5KBl0BQEEEEAAAQQQQCCEQM0H2rv7WP2K3J4659vuJWoh2sb4Vu17e7TbnGqV20ndT/tyjFub5k4xqnC4Ji5wHs1u7Z59ZRo6Z2CNG6/vRXuHPl/sHOUPvFnT7+6rj9s5Z15dXehMr86CAAIIIIBAeglQiEqvfNFbBBBAAAEEEEAg6wRq3/yLXvPXoXRKN3Vp7jK2qIU+1451ZdrvtM/tf5kuiqkoFPVOjjdsOPvKvBXPGVjOZmbOqOLC4zF5hgACCCCAQJoJcGlemiWM7iKAAAIIIIAAAtkl4Ezu/U6FPvIP2upE5bU7tX51pRM5TxcO7td0PifL0A1nX5m4cZ+BZblThEMAAQQQQCDFAhSiUgzO7hBAAAEEEEAAAQRiEUjiROXvbder+811eQU6t3f7WDoVV9t/H/lYh9wtrZ7Z5QblJwIIIIAAAt4XoBDl/RzRQwQQQAABBBBAIIsFAicqP03nn+1OCp4oiTNx+PYt2mXCdOyjPqf570aXaNhot2/XTm2jnaQ82pi0QwABBBBAIA0EKESlQZLoIgIIIIAAAgggkLUCh9/U6zvdicrjnVA8lJ47cbgzafiQS9SLolAoJN5DAAEEEEDAugCFKOukBEQAAQQQQAABBBCwJdBoXiWbl7M1TByer/P6dnPufZfiZfdeVZqrAlkQQAABBBDIMgEKUVmWcIaLAAIIIIAAAgikj0DjicpbnX+OvmWpYtRQ4MrtqXO+3SYlJLldujuzUfmX2iM68kmt+4qfCCCAAAIIZI0AhaisSTUDRQABBBBAAAEE0k3gU+14/Q3VnziUp/PPPUN2ZnL6XDvWlWm/w5Hb/zJdlG+putUcb8fu6tHK36jmXe197/82t0WI9U5xrnyV5pesUnk1hawQQLyFAAIIIOBxAQpRHk8Q3UMAAQQQQAABBLJWoLZCW1497B/+ySrommeHonan1q+udGLl6cLB/ZRvJ2rzUXLP0DkXuGOo1Jp1OxV7KekjlT16n2ZMu10jvnO2ipd/2Px+aYEAAggggICHBChEeSgZdAUBBBBAAAEEEEAgQKD6Xe35yD+RUq7Ficob4losbgV0O/zTU3TR4L7+s7pqtH/+g1pU4Z+IPfxGjdbUlj+p/ymtrn8vt68uv/iURut5gQACCCCAgNcFKER5PUP0DwEEEEAAAQQQyFKBhnmczPjP7KveVi6hq9Xhl17QJlPf6likQb1OSKFujvKHjtfYjv4LDGs268E7n1RFtKdF1e7Sov96yndJoXNRoToMG6kiKyYpJGBXCCCAAAJZL0AhKusPAQAQQAABBBBAAAEvCtTo/a3bGoouHS/orW9Y6eZHenntFmfeqVx1HHKJeqVoeqiGrud8Rzf+coQ6+N+o2f6ARt9Y0vx8T9XbNP/GYs3Y/mn9lrl9NGb8hc7FhSwIIIAAAgiklwCFqPTKF71FAAEEEEAAAQSyROAzVe553z/Wr+j07l+TlZpRzdv6yyvm0rZ8nde3m52YMWUkR3lFt+v+UZ38W9WoqnS6M9/TxSqeVaIV5e6cWPWrays3aNFvJmlo3xGaUWqmVzdLRw2aeb/GdHNnPq9/l/8igAACCCCQDgJfSodO0kcEEEAAAQQQQACBLBNI0kTltW/+Ra+ZaZlye+qcb7dpIdT2GjBjgR6ovl53rnOLS/tVNne673FnxF51VNHdD2vm1S1RRIvYMVYigAACCCAQlQBnREXFRCMEEEAAAQQQQACBlAo0TCju7LXVd9T3WzbmcvpcO9aV+S73y+1/mS5qyfmVcrpp+LxVWjb7h+rpnzKqWd8OA3XLwsX6TXEfLslrFosGCCCAAAJeFeCMKK9mhn4hgAACCCCAAAJZLFDzt9f1qv+Gec51eeoSbbEmklntTq1fXem0yNOFg/s5F+e19JKvwlHTterqYm144kVVHHxdi+aWqqpRt5wzoG7+sc7tfo5GXF1IAaqRDS8QQAABBNJR4At1zpKOHafPCCCAAAIIIIAAAggggAACCCCAAALpJcCleemVL3qLAAIIIIAAAggggAACCCCAAAIIpK0Ahai0TR0dRwABBBBAAAEEEEAAAQQQQAABBNJLgEJUeuWL3iKAAAIIIIAAAggggAACCCCAAAJpK0AhKm1TR8cRQAABBBBAAAEEEEAAAQQQQACB9BKgEJVe+aK3CCCAAAIIIIAAAggggAACCCCAQNoKUIhK29TRcQQQQAABBBBAAAEEEEAAAQQQQCC9BChEpVe+6C0CCCCAAAIIIIAAAggggAACCCCQtgIUotI2dXQcAQQQQAABBBBAAAEEEEAAAQQQSC8BClHplS96iwACCCCAAAIIIIAAAggggAACCKStAIWotE0dHUcAAQQQQAABBBBAAAEEEEAAAQTSS4BCVHrli94igAACCCCAAAIIIIAAAggggAACaStAISptU0fHEUAAAQQQQAABBBBAAAEEEEAAgfQSoBCVXvmitwgggAACCCCAAAIIIIAAAggggEDaClCIStvU0XEEEEAAAQQQQAABBBBAAAEEEEAgvQQoRKVXvugtAggggAACCCCAAAIIIIAAAgggkLYC/z8tDzlnSoKVrwAAAABJRU5ErkJggg==" alt></p>
<p>(i) Determine the temperature of X when the potential difference across R is 4.5V.</p>
<p>(ii) State the range of temperatures for which the change in the resistance of the thermistor is most sensitive to changes in temperature.</p>
<p>(iii) State and explain the effect of a decrease in temperature on the ratio</p>
<p>\[\frac{{{\rm{voltage across X}}}}{{{\rm{voltage across R}}}}\].</p>
<div class="marks">[7]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Define <em>simple harmonic motion (SHM)</em>.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>D has mass 6.5 \( \times \) 10<sup>−3</sup> kg and vibrates with amplitude 0.85 mm.</p>
<p>(i) Calculate the maximum acceleration of D.</p>
<p>(ii) Determine the total energy of D.</p>
<div class="marks">[4]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The sound waves from the loudspeaker travel in air with speed 330 ms<sup>−1</sup>.</p>
<p>(i) Calculate the wavelength of the sound waves.</p>
<p>(ii) Describe the characteristics of sound waves in air.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>A second loudspeaker S emits the same frequency as L but vibrates out of phase with L. The graph below shows the variation with time <em>t</em> of the displacement <em>x</em> of the waves emitted by S and L.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>(i) Deduce the relationship between the phase of L and the phase of S.</p>
<p>(ii) On the graph, sketch the variation with <em>t</em> of <em>x</em> for the wave formed by the superposition of the two waves.</p>
<div class="marks">[6]</div>
<div class="question_part_label">f.</div>
</div>
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