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</div><h2>HL Paper 1</h2><div class="question">
<p>Capacitance of a capacitor is defined as the</p>
<p>A. ability to store electrical charge.<br>B. ratio of charge stored to potential difference.<br>C. ratio of potential difference to charge stored.<br>D. ratio of work done to charged stored.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A battery is used to charge a capacitor fully through a resistor of resistance <em>R</em>. The energy supplied by the battery is <em>E</em><sub>b</sub>. The energy stored by the capacitor is <em>E</em><sub>c</sub>.</p>
<p>What is the relationship between <em>E</em><sub>b</sub> and <em>E</em><sub>c</sub>?</p>
<p>A. <em>E</em><sub>b</sub> < <em>E</em><sub>c</sub></p>
<p>B. <em>E</em><sub>b</sub> = <em>E</em><sub>c</sub></p>
<p>C. <em>E</em><sub>b</sub> > <em>E</em><sub>c</sub></p>
<p>D. The relationship depends on <em>R</em>.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">An alternating current is sinusoidal and has a maximum value of 1.5 A. What is the approximate value of the root mean squared (rms) current?</p>
<p class="p1">A. 2.3 A</p>
<p class="p1">B. 1.5 A</p>
<p class="p1">C. 1.0 A</p>
<p class="p1">D. 0.75 A</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">A magnetic field of strength \(B\) links a coil. The direction of the field is normal to the plane of the coil. The graph shows how \(B\) varies with time \(t\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_10.02.13.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/25_1"></p>
<p class="p1">Which of the following graphs shows how the induced \({\text{emf}}\,\varepsilon \) in the coil varies with \(t\)?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_10.03.01.png" alt="N09/4/PHYSI/HPM/ENG/TZ0/25_2"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
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<p>Which of the following experiments provides evidence for the existence of matter waves?</p>
<p>A. Scattering of alpha particles</p>
<p>B. Electron diffraction</p>
<p>C. Gamma decay</p>
<p>D. Photoelectric effect</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<p>Three identical capacitors, each of capacitance <em>C</em>, are connected as shown.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
<p>What is the total capacitance of the combination? </p>
<p>A. \(\frac{2}{3}C\)</p>
<p>B. <em>C</em></p>
<p>C. \(\frac{3}{2}C\)</p>
<p>D. 3<em>C</em></p>
<p> </p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A capacitor is charged by a constant current of 2.5 μA for 100 s. As a result the potential difference across the capacitor increases by 5.0 V.</p>
<p>What is the capacitance of the capacitor?</p>
<p>A. 20 μF</p>
<p>B. 50 μF</p>
<p>C. 20 mF</p>
<p>D. 50 mF</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An alternating current generator produces a root mean squared (rms) emf of <em>ε</em> at a frequency <em>f</em>. The rotational speed of the coil in the generator is doubled. Which of the following correctly identifies the new output rms emf and the new frequency?</p>
<p><img 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" alt></p>
<p> </p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The voltage output of a particular power station is stepped up by a factor of 10<sup>3</sup>. As a result the power loss in the transmission cables is reduced by a factor of</p>
<p>A. 10<sup>3</sup>.</p>
<p>B. 10<sup>6</sup>.</p>
<p>C. 10<sup>9</sup>.</p>
<p>D. 10<sup>12</sup>.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An ideal transformer has a primary coil with <em>N</em><sub>p</sub> turns and a secondary coil with <em>N</em><sub>s</sub> turns. The electrical power input to the primary is <em>P</em>. Which of the following is the power output from the secondary?</p>
<p>A. \(\left( {\frac{{{N_p}}}{{{N_s}}}} \right)P\)</p>
<p><br>B. <em>P</em></p>
<p><br>C. \(\left( {\frac{{{N_s}}}{{{N_p}}}} \right)P\)</p>
<p><br>D. \(\frac{1}{P}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Candidates should first read the question and look through the possible responses, consulting the data booklet only if necessary. Clearly if a transformer is ideal then the power output will equal the input.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">An aircraft with a wing span of 50 m flies horizontally at a speed of \({\text{200 m}}\,{{\text{s}}^{ - 1}}\). The vertical component of the Earth’s magnetic field at the plane’s position is \({\text{10 }}\mu {\text{T}}\).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_10.00.27.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/20"></p>
<p class="p1">What electromotive force (emf) is induced between points A and B on the aircraft?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>0.1 V</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>1 V</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>10 V</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>100 V</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p class="p1">A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">As all the responses have the same significant figures this is clearly a question about powers of ten rather than an aeroplane flying through a magnetic field. The majority of candidates understood this and selected the correct response of A.</p>
</div>
<br><hr><br><div class="question">
<p>Three capacitors, each one with a capacitance <em>C</em>, are connected such that their combined capacitance is 1.5<em>C</em>. How are they connected?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.12.40.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/36"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the power dissipated in a resistor of 100 Ω when connected to an alternating current (ac) power supply of root mean square voltage (<em>V</em><sub>rms</sub>) 60 V.</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.10.44.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/35_01"></p>
<p>What are the frequency of the ac power supply and the average power dissipated in the resistor?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.11.38.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/35_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">Raoul suggests that power losses in a transformer may be reduced by the following.</p>
<p class="p1">I. Constructing the core from a solid block of steel.</p>
<p class="p1">II. Using large diameter wire in the coils.</p>
<p class="p1">III. Using wire of low resistivity.</p>
<p class="p1">Which of the above suggestions would reduce power loss?</p>
<p class="p1">A. I only</p>
<p class="p1">B. II only</p>
<p class="p1">C. II and III only</p>
<p class="p1">D. I, II and III</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A rectangular flat coil moves at constant speed through a uniform magnetic field. The direction of the field is into the plane of the paper.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_19.08.23.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/34_01"></p>
<p>Which graph shows the variation with time <em>t</em>, of the induced emf <em>ε</em> in the coil as it moves from P to Q?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.09.09.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/34_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">A copper sheet is suspended in a region of uniform magnetic field by an insulating wire connected to a horizontal support. The sheet is pulled to one side so that it is outside the region of the field, and then released.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_06.28.53.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/25_1"></p>
<p class="p1">The uniform magnetic field is directed into the plane of the paper.</p>
<p class="p1">Which of the following is true for both the direction of the induced current in the sheet and the change in amplitude of the oscillations of the sheet with time?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_06.29.49.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/25_2"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p class="p1">If eddy currents are induced in the copper sheet, then there will clearly be damping of the oscillations. Hence B is the only possible answer.</p>
</div>
<br><hr><br><div class="question">
<p>Three conducting loops, X, Y and Z, are moving with the same speed from a region of zero magnetic field to a region of uniform non-zero magnetic field.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>Which loop(s) has/have the largest induced electromotive force (emf) at the instant when the loops enter the magnetic field?</p>
<p>A. Z only</p>
<p>B. Y only</p>
<p>C. Y and Z only</p>
<p>D. X and Y only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>An alternating current (ac) generator produces a peak emf <em>E</em><sub>0</sub> and periodic time <em>T</em>. What are the peak emf and periodic time when the frequency of rotation is doubled?</p>
<p><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Six identical capacitors, each of value <em>C</em>, are connected as shown.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>What is the total capacitance?</p>
<p>A. \(\frac{C}{6}\)</p>
<p>B. \(\frac{{2C}}{3}\)</p>
<p>C. \(\frac{{3C}}{3}\)</p>
<p>D. 6<em>C</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The current <em>I </em>flowing in loop A in a clockwise direction is increasing so as to induce a current both in loops B and C. All three loops are on the same plane.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_19.06.33.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/33_01"></p>
<p>What is the direction of the induced currents in loop B and loop C?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_19.06.57.png" alt="M18/4/PHYSI/HPM/ENG/TZ2/33_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The ratio \(\frac{{{\text{number of primary turns}}}}{{{\text{number of secondary turns}}}}\) for a transformer is 2.5.</p>
<p>The primary coil of the transformer draws a current of 0.25 A from a 200 V alternating current (ac) supply. The current in the secondary coil is 0.5 A. What is the efficiency of the transformer?</p>
<p>A. 20 %</p>
<p>B. 50 %</p>
<p>C. 80 %</p>
<p>D. 100 %</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The rms voltage of a sinusoidal electricity supply is 110V. The maximum potential difference during one cycle is</p>
<p>A. 220 V.<br>B. 156 V.<br>C. 110 V.<br>D. 55 V.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p class="p1">A rectangular loop of conducting wire rotates in a region of magnetic field. The graph shows the variation with time \(t\)<em> </em>of the induced emf in the loop during one cycle.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.41.39.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/26+27"></p>
</div>
<div class="question">
<p class="p1">The resistance of the coil is \({\text{5.0 }}\Omega \). Which of the following is the average power dissipated in the loop?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{45}}{2}{\text{ W}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{{45}}{{\sqrt 2 }}{\text{ W}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>45 W</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(45\sqrt 2 {\text{ W}}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A flat coil with <em>N</em> turns has a cross-sectional area <em>A</em>. The coil has a flux density of <em>B</em> in a direction of 90º to the plane of the coil.</p>
<p>What is the magnetic flux linkage?</p>
<p>A. 0<br>B. <em>BA</em><br>C. <em>NB</em><br>D. <em>NBA</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
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<p>The rms current rating of an electric heater is 4A. What direct current would produce the same power dissipation in the electric heater?</p>
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<p>A. \(\frac{4}{{\sqrt 2 }}{\rm{A}}\)</p>
<p>B. 4A</p>
<p>C. \(4\sqrt 2 {\rm{A}}\)</p>
<p>D. 8A</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
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<h2 style="margin-top: 1em">Examiners report</h2>
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<p class="p1">In order to reduce power losses in the transmission lines between a power station and a factory, two transformers are used. One is located at the power station and the other at the factory. Which of the following gives the correct types of transformer used?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-07_om_17.14.00.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/25"></p>
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<p>B</p>
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[N/A]
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<p class="p1">A permanent bar magnet is moved towards a coil of conducting wire wrapped around a non-conducting cylinder. The ends of the coil, P and Q are joined by a straight piece of wire.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_17.11.54.png" alt="M09/4/PHYSI/HPM/ENG/TZ1/24"></p>
<p class="p1">The induced current in the <strong>straight piece of wire </strong>is</p>
<p class="p1">A. alternating.</p>
<p class="p1">B. zero.</p>
<p class="p1">C. from P to Q.</p>
<p class="p1">D. from Q to P.</p>
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<p>C</p>
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<p class="p1">This question was challenging, given that the diagram shown is two dimensional and some candidates struggled to envisage the situation in three dimensions.</p>
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<p>Faraday’s law of electromagnetic induction states that the electromotive force (emf) induced in a conductor is proportional to</p>
<p>A. the change of magnetic flux density.</p>
<p>B. the change of magnetic flux linkage.</p>
<p>C. the rate of change of magnetic flux density.</p>
<p>D. the rate of change of magnetic flux linkage.</p>
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<p>D</p>
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[N/A]
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<p>The plane of a coil is positioned at right angles to a magnetic field of flux density <em>B</em>. The coil has <em>N</em> turns, each of area <em>A</em>. The coil is rotated through 180˚ in time <em>t</em>.</p>
<p style="text-align: center;"><img 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w1OGew6d/asSsPAJtae4I0fjsAaCccsg/WY0xFjAFbWnuiImPNbNBU7GTqEZWHQEpugHzl0WG2TgU3QT7/1Dk2ZkEX9kvrT8mefUdKw31h4ZTNh21G0C+4VXti4idrHx9O2inKZKg7hfWVHVUIqdqAY4jJ0cwe7Avoyd0AocEBtit9YtCtn1iw6V32W+vbrR4VLi8XcCfG9ZUt15ihVIikQ2PzCZjVouWlzmQLks5par+YOTAunLFlnM4dj7kn9GLJ27dRZmTxYdi/BXASCpql88OFHdOqN0/SDa6+l9BHDbSHAaC4EZkHuU7n00Z/+7PYbe+SV45Q7cwYNTU2liRZzx5RtMqxrT4qKi8XcMfxGt51UmEwuXbpEly9fpu9///uGQxR+8WEWYJvRxC5d1a6AMHcKi5fRzu3baOmzy6hPn95qvx3TzB0gi6X2tTU1hLUnc/Lzww+2SBAwAraRipVMApZMClAIYJuM+fPm0Zz5C+nRjHSqqT1P48dn0reXvqF9L+1XC8DgQwSf/OflzyVT9izGYCxC3YULtG59qTiAiqD7PWBSETIJzt0AsyAvz3NXQN3cycmZpXYFxMrYz8+fd2/sFRxp7CsV7ZqUmUWnT59WWuz+qoOyMtY+eB1RUkCksnVbOdXVNewR46s1Fy9eVAuxfJ2X9MYIfPHX/6TXTpygO3/9a7VNhjdzB8vWx40ZS3ckdqKUocPp2Kuvq7/GpTkjBa4WEHrc053+/v/+Rvf924P02itHae/+g84QMAqkmDIpKyStDIhU+tx/H7362utUV1+vxk+8Sdy2bVsaPWqEt1OS5gUBbJNRdWA/ZT8x3ae5w9tkFCyYb8Q2GSuKC+nCV1+o1t5ww/X0/Ibn1ZqZn996G4XqRvcCtSQFCYGASOXmm/+vmtn5/PO/NEkuQZI/YoqFWZA9JZv+8fU37m0yfJk7Ju0KiKX211x7rVrMdvXVV9O+lw7I2pOIuWu9N8SWr5SZXFKSB9CP27Wjq66ypVjvEkdgKm+TEX/rbWqbjA4Jd6jZnadmTKclRYWE8RP1la5huwLia+hBSQPom6+/VoPImBE04YvoCLzFQtukYCyxOX/+c1fZtgrX6rWlrhe2bAtGFRFT5prVa9SXxLv27FNtwmK2oUOHu1KSU1y1tbUqDd/s4NsdUxaF4WvoWTNmqUV6gwYmqxgN0Re7eTtWjZV/xiNAwWwByOUPf3w3mFUYWzYevNEZoxWBVJ89p9oBh9RwVQAH1QgglYEP9Vd//HGg0xsMOe/v2UsRCLzKoZ1MJhxzG6zHnC6x2QgElVTMhiZ40sMnyJ2du7jmzJ3nwlfFCEuKnlFp7B4RMbQTeLc3Jfhy88jkwTG3x3rM6RKbjYCQSoj7j7fJ8GfuBGObjGA2E9rIxMwspZEkJw1wm21cJ5MHx9Z0PpY4MhAIaPYntKM/ZtfmbZsMnt0ZMmwYzX5qttomA5t4IZiyiRcGkCdkZhFmpGSpvdn3qG3SRwY3OrsVMGVg7sDEQYDJA9MHaSabO81188gaCsfcW9ZjTpfYbAREU7GNnr0XVFRUTDsrKmjJM8uo77/1obPnPqCCpwvouh9cSyf+/TU1xWraJuji5tF7X0tqAwJCKkG6E/DgYTGbvk3G7sr9tGT+0zT2scdo0uRJ6svi9OkzlASmmDvYeCxnxkz13ZFJHzAGqZulWG8ImK1oOVP6Y8eOu+7s3NWrucPe4LHmJJx+Y1uKHAZjMYAMkwVTxi2Z4mYzh2Ou23rM6RKbjYBoKt6YtpVpWGoPv7GHqw7Rkmee8WruoGhs4oU3vil+Y8XNYytviCi9LGikcqb6LL15+m364XXXRYXnNzx42BXw+ht/QrxNhjdzx7RdAeGrZdVzK4lcLip6ZqkRHzBG6bPsmGbbTipMJt9++y3WwNA111zjmMYGSxDsCrigYD6NycxSX93CHcTc/Kepav8+WluyTn2Ri+9gFiLPuLE0ddq0YIliW7nQuvQtRsXNo23QRnxBtpGKlUwiHjkiNVjp3iajtJSwTQbP7vzg2mvU7A5wMM3cwdqT2bNyxM1jNNzEQWhjwKQSjWSCfoC5w7sC8jYZMHcWz3+axowdQ1Oys1Ue08wd+GpZueI5NdUtbh6D8MRFQZEBkUrFjl301Vf/5RemSPT89uknn9CJo0f8mjvsN7bvgIGU0KEjbSkr94tTuE/CLcHRwy/Tnz84R7+4I4Ee7PcQffTxJ/TRxw0e2wKVjz2/cczlWY85XWL7EQiVQ6w2mLxqrfhwzvT6qTfov//7f6LC8xvGGbBNxltvnqZV69Y1MndWrV6loIR2Ak0GszvYzMvpQV97MnXa47aP+cDD28effkIcMx7WY06X2GwEAvKmBOdMqcOGEJwz3XjjDRHtnAkk8XDKYPre1dcQzB2Mn8DcyUhPp149u9PmLZuVA2r92x0TCAWreSdmZlFsu3Zqi1ETBpHNfuQiX/qASIXhiXRywTYZyUkDaNSYcbRi+TLV7GlPTKfFBfNo7bq1avwE5g7yPDpurNJQnO7hDCQ5aOBA5eYRW4zCzaMJey3zPSdx4AiUritR2iM0Rv3vrs5dCOdaGwIaU7FWyuTCZlFT4y3W6512DHMH22R8+OFH7l0BMbvzxOPT6PZf3e6e3eFN0E3ZFRDT29gniNq0MWqvIKfdH6bLU1tbo5qAb9Dax8e7m7O0qIjwFx8fT/0HNHw17z7ZnB/BXBAMz2/vn6kOZhVBKxvL0Pvc38f1+LQn3Y6UsH8xlpZjP2MELLnvdW93V9Zj45WHs6AJY1PBWGqvu3lsyVL7QETg5fgcc1nWY06XODQI4HML/FnDhQsX1H1eXFhoPdWsY1s1FSuJQXPBn2nBuisgFrPB3Dnz7rvuTbt4m4ypT0wzYldAmDuTJkxUa09++8gjNGdevjihNu3GtFFebDWLP2+aSH1dnaopJia2VTUGlVRaJVEYL2Jz5yMf5k7lvkolHXYFNGmbDJ7exjiPrD0J4w3moKqrz1QraTp2TPSQCkQzJzdXmUOpI9I8zjX7oFn6TBRkgilg9RvrzdzBl8Xs0NnpsMDcSR+e6tPNY6jkZzOHY67XeszpEgcfgZK169R9gT7w9lfz2WetFkJ81F6BLmNUhgskggDPbBhLwZgKjzuYtk0Gxnu6JnZSNwxkD2dg8uCYZbEec7rEwUcgIz3ddWenzo0qwngKzmGsBb9bE2yZUm62WuTwjL+6/ZdKwiFDhtI///dbgrlzc1wcwdw5evgIbX+xwoivdDHek56aRljVuK2i3PbFbA7vRhGvGQjA/ImJbTxmEhsbS6lpI9R4y6GDVc0oqXEWGVNpjAl98uc/0dGjh9UZfFyH8ZNtL1Y4fmBT3Dx66UxJaoQAxk3q6uq8DtIiszeyaVSInwTRVPyAw6faxsQ4nlCw1B5bjJ47e1atPSmrKHe8zIyvxKFF4NTJU6pC6yAtS/HGqZMEjcXbzBDn8RcHXVOpv3iRYtq29SeDnAsAAcxYwU/Lnt271Yg9zB0TPg8IoMlyaYAIVFefUSXoC964SMz8VGwvp5k5OYpYOL0lcVBI5ZtvLtHv//BHqj57Lmo8v7UEdLvyYu3J7JzZdPbMGXpk6DDKm5sn2old4EZwOTB/EEaPHNmolR0TE2nh4sXU6ulkIrKVVJhM3nv/jPL6dvny5ajw/NaoZ0KQIG4eQwByhFaxuawsqC2zhVS8kUlQpY7iwmHuiJvHKL4BDGh6QKQiZBLaHhY3j6HFW2prHQIBkcqOXbsJ38X4C6Z4fvufCw3fO3hry39dqKNweyj74x9+T6+9cpSu++GP6LfD06jdjTeFXSZvWHlLu/Gmm6iwuMFlhBVH67G36yXNHgRC5fktIFJJGTSQXn3tdTp//nPjPb+9c/oNnz13Q7tY5SXfZ4YgnoC5Mykzi06fPk3dunWjtetLjRmM5U3pf3rTTfTA/b1ox7at9MD9Pd2zUyuKC8OGaxC7LOqLDmidCqaKBw1MopHpqRQf3z6iPb+F407B2pP7e/RUhAI3jyatPTl+/ASlDEymbvd0o0fHjKEJmZn0WGamIhQQ5eiM0WqPpHDgKnUGF4GASIVFE3JhJOyLTXXzCMLApvQzn3yS8p+eRxf/dpEWFBSo/Y+wfzTGhXr3uo/i2sfRK8dfsQ8wKckxCARk/lhbweSCBW8wi2pqaq1Z5LgJBLD2JGfWLDpXfZbg5rFwabEx5g5kf2p2LsW2i6Vly5+l555bqWSHZzG4XVi7Zi1teP55mjtvHg1+eHATSMhpUxGwlVQYBJ1cTHcpyW0KRWyym8eGXRoLaNz48fSjH/2Ipj/xpNqNEfsfYWwle0o21V2oo7Lt29xjKqHAVOoIPQJBIRVuBsgFfxL8IwCTYdGCRbR75w5K6NiBTNpitMHcKaKXD1bR0mXLaM+ePUrL4u1eMS6E3Q6HpaXRxIkTjNG6/PeYnPWHQFBJxV/Fcq4BAZgMprp5hOzYlB6mTcn69ZQzcxZ16JRIew/sU2mFSwpp54sv0tJnn6U+fXpLl0cJAkIqYexok908srmDDefhyzRt2DDKLyigjNEZytzJGDmKiNqorT/i4uLCiLJUHWoEhFRCjfiVjd157UlChw60trSETHnwrOZO5d69dPb9M26H4JhKxszP0OHDafZTs8OArlQZbgSEVELcA5hSxY6AeDiDscVoMJsDc2fyxMnKxGFzB2NAbO5gKnlHeTkVFhfRg337BlMUKdvBCAiphLBzsPbkhY2bCE6f4PfEpB0BedsSmDgIjc2dDCJyibkTwvvJqVUJqYSgZ3Q3j6atPYFGhU3psW6mfMcOWr16tdKyeDdGHlvBVDIWt0kQBGxZUesLRnzFHO3rVKxuHjF+4vR9lrk/Ye4MTk6hNlddRXPy56ql9lgJi83o4RA8Ly/PY7UsXydxdCMQFE0FZPL2O/9B1dVn6bof/pBGjxoRdSjjDW+ym0fd3Kmvr6OZ06e7V8KCbHjlLK+WjboOlgb7RMBWUtHJ5J+XL/usNNJP4KEz1c0jyBCb0mNGRzd3eCWsmDuRfvcG3j5bSEXI5LuO0NeeFD2z1Ih9glh6zExhId493bu7zZ2HBiRRTk6OygJzBytnebUsXyexIKAjEBCpCJl8ByXe8Lqbx7Ul5qw9QStWr1pFmzZsVCbOX/7yl0bmDq+cFXPnuz6XX94RaINtDb2fajp1y9bthC+SIyEcefkQ5eblUbe7f0M/v/U2+vjTT1Sz8PbOn1dAySm+v6r94q//SUcPv0xfffEFdevZi7rdc68xkFy6dIlePX6MEHe98076j7ffpqv+5V+oe89edP3119OfPvqQqvbtpQce6k+JnTob0y4R1DsCofD+FpCmMnhwcpMuDtq2bWvEQG1rPb9hi9HyLZvVjM669aVGLfpicwcmzr/+5jc0/+kC9eFfTs4sNW3MU8k8fez9NpVUQcATgYBIRXdxEG3+U7D2ZPaMmUa6ecQtoPs2+fDDDxWh8Id/+spZXi3redvIkSDgG4GASIWLjTZywdqTnBkzjVxqj7Ef9m0CR0orlj/nsRJWn0rGx4ESBIGWImALqXCl0UAuvNQeW0aatsUo+zaBuTN02DDlSIk//FNkkz3V4+NA7leJBYGWIGArqXDFOrlc+uYSJxsR19Se9yonTAJT3TyiQbpvk3feeYfmzZnj/vCPzR3940CvIEiiINAMBIJCKlwvyIUMcvz2x3ffo+yJE+mR4cO5CSr+6ssvKT01jahNG8rLn0tjxo71OO/kg4ZtMiYr3ybezB1MJa9Y9qzbF4qT2yKyGYIAppQluFxDhwxzdUns5Dp27Lgbjrq6OtejGaNdP7vlVlfygAGuc2fPus+Z8ANtubNzF1dhYZGrck+l+r1m9RolOtqWMSrDNThlsHHtMgH7aJYRG6lHdQBRpCSnuFKSB7lqa2vdWCD9/p69FKEsKChw4SE0KYBIQCh7Kytdubm56vfpN99UTUCMc0g3rV0m9UG0yhrVpGJ9e/NNsHHDBkUmXRM7ufFDNqYAAAxlSURBVI4cPszJRsQgRibJE8ePK00EGgmTBzQVEAraLkEQCAYCUUkqeMAmT5rs8fYGuEhPH57aYO4kDfDQXIIBvt1lMkkuWbzEbe6sWrlSVYO2gVxAOKaZcXbjJOUFFwGjSQVv5ZY+IMjfu9f9rilTst1vb0AMkwCaCcZPnlu+PLio21w6CINNnGOvHHP/FnPHZqCluGYhYDSpwEzpdW939YdxD31MxFvrN7+wWZEGYj3gWpAJBmr5QcR5JqDEhI56dkf9hozQPqCFvP3W24owdXMHWouYO47qsogXxmhS4d7BgzXzyemuLh0TXWnDhnsQA/Kw6g8NBXk5gIQwqwNCmZiZ5aG56ASE804MbO5gnESXF7I2jK0MUoTTFNk6sW0ik7kIRASpMPwgD5guIBeQDI59zXRgAJbNHWg8HHDNsKHDPKZanUYqkFE3dzA+pBMm2gbtBDNAEgSBUCMQUaTC4OGhy3psvKtzx0T1p8904BwIB0SBKWNdc2ECuvtf7/bQWpxEKpAXa0t0c0cfH+KpZH29DeMisSAQCgSC6vg6XOv/8B3LX7/4gtq2jSHX5ct0++2/VKJgOfqo9JG0Z/duemToMLWdxB0JCepcdnY2TcyaoJwUwS+KE51T42O/kSPS6YEH+tADDzygtsl4dOwYWrVqpfq4cfCgwfTmqVOqXbLNaLjuPqk34jQVXkWKAUqEXTt3KnNoyaJFSjuByYM0Djz2cG+3e1wH9u9XyVbNxHrM14YqhnbFJg5md6CZ6OaOtc2hkkvqEQS8IRAxpKKPM+gL1pDev28/RShJ/R7ymCHigU4QkD7AayUR67E3IIOVBnOHp8BBKPgNgkG78Mfmjt7mYMki5QoCzUEgqB8UhkoRhFnjzYcqPJvNnpVDtTU1dNNPf0r9Huqn9iyGeVRUVOThxHnE8NRQidvsenTfJrxNxuNPPKE2QUebeZuMfS8dMGYv5mY3XjKai0BzmMfJeXgqlVeOsqyYBYKGwUvtMQiLWSF9oBNveg5O0lQgF5s4WHuCQVn9wz/WsPjjQG6DxIKAExAw1vzRHzx9BgdjJLzUHrFOHBg3AdFYCQgd4RRSYXMHJg7MHf3DP7SFp5L1RXpOuJFEBkGAETBy9gdmDbbjxMwOfKjyDA5vMXr69GmaOu1xKqsoV7M47NXs73/7G6WNGEFTsrMdqVrC3ElOGkCY0UlISHBvk7Fo0SL6/Px5Gp0xms7Xnidsk2HS5u6OBFuEChoCxpEKHDZjwyuQxuo1q92kATePEzOzKLZdO4L396nTpinQQEC9e92nCGjGrJn05ZdfBg3M1hYM0gNhVFZWql0Bjx07RkcOHyHsCjj44cGEXQF5Khn7GDtxuru1bZfrIhABVlmcHsOswdiC9StbmAu+ltpbP/OHyQAzx1sIl/nDC+5g1sD3iZg73npH0kxCwIjZH3bYPCwtjSZOnOB+U+/etYsWzV+g3DzqW4zChWJebh7VXahTb3s2j5DupLe8viugv20yZFfACHybR3CTHE8qRUXFtKO8nHhPGvQFzAV9i9Gi4mL3uMrx4ydo5pNPqk2xdALCdZiGTejQsII2nH2qxnimZKt2NPiNXaF8yPLUsD6VLNtkhLOnpO5WIeBUtQpmDX/Sr39li3Rvbh4xM9LUQjC4SfC1SCxU5o9u7hw48JLHh39oA6+cRTslCAImIuDIKWVf6zCsa08YcF8ExOcR42HGOhVfIRSkoo/xWAkQbeCVs/o0uC95JV0QcCoCjiIVflNjsBIkwAHp+toTXXPxRUB8LccgDX8e3YJJKpAXjrWhecFvLGLd0TYv4EMsQRAwHQHHkIqvNzXIhf2e6KTgi4C8dQg+IITp408DCBap6L5NrB/+QR5eOSvmjreekzQTEXAEqWCFK1a6Wt/UTbl51P2IAHw4W9K1GKThYYXZo2s+3joqGKTCrhxfeumgeyUsj+lAHmhk/HGgN5kkTRAwEYGwkgre1NbvWgAiiMHX2hNfBATHSwMf6u+hjTCh6J7dfHWSnaTSYO40mDhs7qCdrCmhDSAUmG4SBIFIQyBspMJvaiz64ocN4MJUYXNHJwNfBIRr/BEKzjUn2EUquoljHe/x14bmyCh5BAETEAgLqbBZoL+p8cCxm8dBA5O9unm0EhBfY9VQQEYweXRSaqoz7CAVntGRXQGbQlvORzICISUVkADPguhjHzBTQCQYV5k1Y5aH5sIEBA1ADygLZKITCsoEOWBQtqkxFL0s/A6EVCA/r6mRXQGtyMpxtCEQUlLBQ791a5kHxtAm2O9JYzePnlOvfCETCogAv0EgrOVghghpLQ2tJRXdxOHf7FoBcnj7Xqmlskl+QcAkBEJKKjoweOCw1w4IBYOyuubCDye0FGvAdfd176E0FHjMh5kDzaS1ZMLlt5RUIAf7NoHfE14JyxoSTyVbTTauT2JBIFIRCMu3P3BHMCEziy7W1yvfIXPy89UnBvgmxurm0frtwQsbNxI+DLz55pvphq//QcPTUql3nz7q259QfSyou68sWb+ecmbOog6dEpVvF8hQuKSQdr74osf3StZ2yLEgEKkIhJxUVq5YQStXPKe+Ft5WUe52NqQ/qP6+yoWflN8OGaKcFoGc4LToueUr6O233qK2bdsqcsFHg3Bi9GDfvrb3G3ybLCgooDHjxlJMTKzaJiO/oED5jQXZZYwc5fFxoO0CSIGCgNMRCKUKBpMA5o7VzaNdy9RhQsH8gCnUkpkfYNCU+WM1d6wrYXkqGTNAEgSBaEYgpJoK/Jro2gkINzt7Kp19/4zy1sZ+T1pLxHFxccqrfDBcLcJ9Zftb4onNnYSOHdzmDrtnKCwuCop21Fo85DpBIBwIhJRU+KHXG3r7L39BixYtdJTzJF0+/I6JjVVjP/idNmwYeZo7GUTkUrsCon0SBIFoRyCkpOINbKc6odZlra+rI/iNrf2sxq1R8djK0OHDafZTs/Xs8lsQiGoEwk4qJqAPTSWufRytWr1KiZuXl+exEZkJbRAZBYFQISCk0gyk//DeuyqXviugvxmqZhQpWQSBiEXAuC06wtUTvE1G3359SbbJCFcvSL0mICCaShO91JwFeU0UIacFgahCQEjFT3c3d0GenyLklCAQdQiI+eOjy7FNhuwK6AMcSRYE/CAgmsoVcPDNzoTxmWp5/49vuIFe2LiJ1pasc39G4AdDOSUICAIaAm2wnFg7juqf+HYH3xOdOP4qLS5c7OgFeVHdUdJ4RyMgpOLo7hHhBAHzEJAxFfP6TCQWBByNgJCKo7tHhBMEzEPAOFKpramh3r3uo7s6d6HqM2fMQ1wkFgQiHAHbSWX0yJGUPXlyI9hABjj381tvU3+DkwfRoYNVjfLNyc1150FelIVrOVQdrKKsCRNoc9lWOlTV+HrOJ7EgIAiEBwFbSQUEUH2m2mtLGjyiEX386SfqLzUtTRHGqZOn3PmXFhUpolm4eLHKg+9ramtqr3hTa8iWNCCJSktKaPTIUdQ/Kcl9rfwQBAQBZyBgC6nADIHmkZQ0wGurKraXK20jNW2E+3zqiDSKjY2lQ1UH3WnQQvoPSCKcQ2gfH08gH2gqrK0gDWTz+/fepY6Jie5r5YcgIAg4AwFbSIW1BhBCS0NdXZ26hImjfft4jyK69+iujkE4EgQBQcD5CNhCKivXrKGsiRN8thaaB7SKivLt7jzQXkAorL2w2RQf70kq8GWCUF/fQD7uAuSHICAIOBIBW5bpszbhr4ULFy9SJhIGXznMzMmh5lyL/DXaYC1fL7EgIAg4DwFbNJWmmoUxF5hI0GZ4oHbvgf1UUV5OpetKmrpczgsCgoBBCISEVDCrgwDNhAPMIWgp60uaRypWs4jLkVgQEASchUBISKWurl7N5FibjkFZjKtAk+mY2FGdtpo5cDqNgI27JAgCgoDzEQgJqYAweErYCgmmlaG1YKoYf7W13y10Q15exyLTx1bk5FgQcCYCISEVrIBFwGpZDtBOMKaSeeUc0rGwDbNC+EMAESEPm0p8rcSCgCDgXARsmf1pqnnQQLCsHmMrPPuDNCxs06eiQTAwh0A+TEAYd8EKWwmCgCBgBgLiT8WMfhIpBQFjEAiJ+WMMGiKoICAIBIyAkErAEEoBgoAgoCMgpKKjIb8FAUEgYASEVAKGUAoQBAQBHQEhFR0N+S0ICAIBIyCkEjCEUoAgIAjoCAip6GjIb0FAEAgYASGVgCGUAgQBQUBHQEhFR0N+CwKCQMAI/H/N2H5aYYWlewAAAABJRU5ErkJggg=="></p>
<p>What is the magnitude of the induced emf?</p>
<p>A. \(\frac{{BA}}{t}\)</p>
<p>B. \(\frac{{2BA}}{t}\)</p>
<p>C. \(\frac{{BAN}}{t}\)</p>
<p>D. \(\frac{{2BAN}}{t}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
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<p>D</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
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<p>A parallel-plate capacitor is connected to a cell of constant emf. The capacitor plates are then moved further apart without disconnecting the cell. What are the changes in the magnitude of the electric field between the plates and in the capacitance of the capacitor?</p>
<p><img 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" 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</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p style="text-align: left;">Three capacitors are arranged as shown.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>What is the total capacitance of the arrangement?</p>
<p>A. 1.0F</p>
<p>B. 2.5F</p>
<p>C. 3.0F</p>
<p>D. 4.0F</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A direct current (dc) of 5A dissipates a power <em>P</em> in a resistor. Which peak value of the alternating current (ac) will dissipate an average power <em>P</em> in the same resistor?</p>
<p>A. 5A</p>
<p>B. \(\frac{5}{2}{\text{A}}\)</p>
<p>C. \(\frac{5}{{\sqrt 2 }}{\text{A}}\)</p>
<p>D. \({\text{5}}\sqrt 2 \,{\text{A}}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>In an ideal transformer</p>
<p style="padding-left: 30px;">I. the power output exceeds the power input<br>II. the magnetic flux produced by the primary coil entirely links the secondary coil<br>III. there are more turns on the secondary coil than on the primary coil.</p>
<p>Which of the above statements <strong>must</strong> be true?</p>
<p>A. I and II only<br>B. I and III only<br>C. II only<br>D. III only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="specification">
<p class="p1">A rectangular loop of conducting wire rotates in a region of magnetic field. The graph shows the variation with time \(t\)<em> </em>of the induced emf in the loop during one cycle.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_14.41.39.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/26+27"></p>
</div>
<div class="question">
<p class="p1">Which of the following gives the correct times at which the magnitude of the magnetic flux linkage and the magnitude of the current in the loop are maximum?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_14.44.17.png" alt="N10/4/PHYSI/HPM/ENG/TZ0/26"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A length of copper wire PQ is moved downwards through the poles of two horizontal bar magnets as shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Compared to end Q, end P will have</p>
<p>A. fewer electrons.<br>B. more electrons.<br>C. fewer protons.<br>D. more protons.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>The statistics of the question show confusion among the candidates who were obviously unclear about how to get the direction of the magnetic force on electrons.</p>
</div>
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<p>The diagram shows a conducting rod of length <em>L</em> being moved in a region of uniform magnetic field <em>B</em>. The field is directed at right angles to the plane of the paper. The rod slides on conducting rails at a constant speed <em>v.</em> A resistor of resistance <em>R</em> connects the rails.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
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<div class="column">
<p>What is the power required to move the rod?</p>
<div class="page" title="Page 19">
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<p>A. zero</p>
<p>B. \(\frac{{vBL}}{R}\)</p>
<p>C. \(\frac{{{v^2}{B^2}{L^2}}}{R}\)</p>
<p>D. \(\frac{{{v^2}{B^2}{L^2}}}{{{R^2}}}\)</p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
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</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The capacitance of a device is defined as the</p>
<p>A. charge stored by the device.<br>B. energy stored by the device.<br>C. charge stored by the device for a potential difference of 1V across the device.<br>D. energy stored by the device for a potential difference of 1V across the device.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">The capacitance of a pixel of a CCD is 3.2 pF. A pulse of light is incident on the pixel and as a result, \({\text{1}}{{\text{0}}^{\text{4}}}\) electrons are ejected from the pixel. The magnitude of the change in potential of the pixel is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(5.0 \times {10^{ - 16}}{\text{ V}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(5.0 \times {10^{ - 4}}{\text{ V}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(2.0 \times {10^3}{\text{ V}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(2.0 \times {10^{15}}{\text{ V}}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>What are the units of magnetic flux and magnetic field strength?</p>
<p><img src="data:image/png;base64,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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Which of the following reduces the energy losses in a transformer? </p>
<p>A. Using thinner wires for the windings. </p>
<p>B. Using a solid core instead of a laminated core. </p>
<p>C. Using a core made of steel instead of iron. </p>
<p>D. Linking more flux from the primary to the secondary core.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two identical resistors R are connected in series to an alternating current (ac) power supply. The power supply has a root mean squared (rms) voltage of <em>V</em> and an rms current of <em>I</em>. What is the maximum power developed in <strong>one</strong> of the resistors in the circuit?</p>
<p>A. \(\sqrt 2 \) <em>VI</em></p>
<p>B. <em>VI</em></p>
<p>C. 2 <em>VI</em></p>
<p>D. \(\frac{{VI}}{{\sqrt 2 }}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p class="p1">An alternating current supply of negligible internal resistance is connected to two resistors that are in parallel.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_06.34.35.png" alt="M10/4/PHYSI/HPM/ENG/TZ1/26"></p>
<p class="p1">The resistance of each resistor is \(R\) and the peak voltage of the ac supply is \({V_0}\). Which of the following is the average power dissipated in the circuit?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{2V_0^2}}{R}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(\frac{{V_0^2}}{R}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(\frac{{V_0^2}}{{\sqrt 2 R}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{{V_0^2}}{{2R}}\)</p>
<p class="p1"> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
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<p>The graph shows the variation with time <em>t</em> of the magnetic flux <em>φ</em> through a coil that is rotating in a uniform magnetic field.</p>
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</div>
<p><img 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" alt></p>
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<p>The magnitude of the emf induced across the ends of the coil is maximum at time(s)</p>
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<ol style="list-style-type: upper-alpha;">
<li>
<p><em>t</em><sub>1</sub> and <em>t</em><sub>3</sub>.</p>
</li>
<li>
<p><em>t</em><sub>2</sub> and <em>t</em><sub>4</sub>.</p>
</li>
<li>
<p><em>t</em><sub>3</sub> only.</p>
</li>
<li>
<p><em>t</em><sub>4</sub> only.</p>
</li>
</ol>
</div>
</div>
</div>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<div class="page" title="Page 2">
<div class="layoutArea">
<div class="column">B</div>
</div>
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</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 1">
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<div class="page" title="Page 1">
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<p> </p>
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<br><hr><br><div class="question">
<p>The peak value of an alternating sinusoidal potential difference is 100V. The approximate rms value of the potential difference will be</p>
<p>A. 50V.<br>B. 70V.<br>C. 140V.<br>D. 200V.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 9">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">Far too many candidates thought that the rms value was half of the peak value. </span></p>
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</div>
<br><hr><br><div class="question">
<p>A parallel plate capacitor is connected to a cell of negligible internal resistance.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_11.12.32.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/36_01"></p>
<p>The energy stored in the capacitor is 4 J and the electric field in between the plates is 100 N C<sup>–1</sup>. The distance between the plates of the capacitor is doubled. What are the energy stored and the electric field strength?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_11.13.23.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/36_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time <em>t </em>of the current <em>I </em>in the primary coil of an ideal transformer.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_11.08.10.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/34_01"></p>
<p>The number of turns in the primary coil is 100 and the number of turns in the secondary coil is 200. Which graph shows the variation with time of the current in the secondary coil?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_11.08.54.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/34_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A sinusoidal ac power supply has rms voltage <em>V</em> and supplies rms current <em>I</em>. What is the maximum instantaneous power delivered?</p>
<p>A. 2<em>VI</em><br>B. \(\sqrt 2 VI\)<br>C. <em>VI</em><br>D. \(\frac{{VI}}{2}\)</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows a diode bridge rectification circuit and a load resistor.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_11.10.14.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/35_01"></p>
<p>The input is a sinusoidal signal. Which of the following circuits will produce the most smoothed output signal?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_11.11.06.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/35_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A coil of wire has a large number of turns. It is moved relative to a fixed magnetic field. The emf generated will be equal to the</p>
<p>A. rate of change of magnetic flux linkage.<br>B. rate of change of the magnetic flux through the coil.<br>C. change of magnetic flux linkage.<br>D. change of the magnetic flux through the coil.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two identical circular coils are placed one below the other so that their planes are both horizontal. The top coil is connected to a cell and a switch.</p>
<p> <img src="images/Schermafbeelding_2018-08-13_om_11.06.13.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/33_01"></p>
<p>The switch is closed and then opened. What is the force between the coils when the switch is closing and when the switch is opening?</p>
<p><img src="images/Schermafbeelding_2018-08-13_om_11.06.53.png" alt="M18/4/PHYSI/HPM/ENG/TZ1/33_02"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>Two capacitors of different capacitance are connected in series to a source of emf of negligible internal resistance.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>What is correct about the potential difference across each capacitor and the charge on each capacitor?</p>
<p><img 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ZAACZDABCTAYDoBG40mkwAJkAAJjC8CDKbjqz1oDQmQAAmQwAQkEPoZjAloOpSfsJqQhtNoEhgHBOQdifyQAAmMDIEJHUz5BqSR6QTUknkEYm3tzzwKrDEJJEcg1oUop3mTY0kpEiABEiABEggTYDANo+ABCZAACZAACSRHgME0OW6UIgESIAESIIEwAQbTMAoekAAJkAAJkEByBBhMk+NGKRIgARIgARIIE2AwDaPgAQmQAAmQAAkkR4DBNDlulCIBEiABEiCBMAEG0zAKHpAACZAACZBAcgQYTJPjRikSIAESIAESCBNgMA2j4AEJkAAJkAAJJEeAwTQ5bpQiARIgARIggTABBtMwCh6QAAmQAAmQQHIEGEyT40YpEiABEiABEggTuGEwDbitKNfpoDOsh6MvEBbiAQmQAAmQAAmQwACBGwTTqzh38hc4veZpPF34OlqclwakeEQCJEACJEACJBAmMHQw7fslLBvfReWD30bFN2dia8N/ws2b0zA4HpAACZAACZBAiMAQwTSAPucJNMOE8uKZyLvnH2Bq/QVOnrsakuP/iUTA54bDakaJPGWv/JXDbHXA7Ru4Ogp4XbA3VcMwVJ4+B8wGA8qbDqMlnM+AEnMzXN6LcB/fjmpDUL+hehc6vNc1hK7D62qGucQwZPmazDwkgXFEIACf2wGruVztuzroSsywOtzwha2U+7cdTdWFQ+QJoM+xHgbdP6LJrs1XDvO+Dnj73Dge9qlCVG9/E94B1wQCXrj2afx3UPlhQ3gwhgSGCKaX4GxpBSrvQ3GuHvq8r+Cbprdw8OR5aNt4DO1m0XETuAzX7jVY9vpn8UK/H0II+D1rkdX8KFYdcgfb09eBbQ+vwNGsR+Hyi4g8K3Y7NYOGF63r9sAxpx5uRc8+fLnDjGJDCZ46swDPdAuI/tPYjN1YtPFlvKd0lut4z74GRQtPYEaDC34h5/kR8l9fDePqI2qeuCvDjCQwugR8TuxeUYfX83+EfrnvimvwPHEbmss24pBbvrkIwOfahYcXHkXWY63B/h3Oswa7XZc19h7BuuecmLPhzaCetq+gY/ndMBQ8hTN//wy6hR/9nWuBxu9g45HfB30z8HvYHzFhoeNv0OC5BiHneeGzeH3ZYqy2q3k0JfBwDAmIGB9/l0WYUCTq2i6o334ouixLBKR60dbrjyEx+kmAPObzMywBf6ewmOYKk6VTxG45v+htqxfSoLZV29xkEV2yYG+bqJMgpLo20Rsu9IJoqysSCOVR0qP6iiInDS5fSdf2sbBSHowCAfpPfJCDY+ESYen6cAiBoA9E+oUQIsLvVB+LGFNDPhXlG4qcpPpZSC66/KF8dggTmTziBGL5T4w70+DGo1ZJnuKdqob5W4NTvd5WbkQawwufpIrWz8Dn7y9A68af4kiHA/aI6SlZox65pVvg8WzGgp43YLfbYbcfhtX8EPJrX0qqyAEhdbnAa8Bds6chorNlG5Bf6EFzy2/RNyDAIxIYVwT0hvm433gSGy0vo8PxMhzu6N46DaUNTngaitHjOKr6zx6Yy0pR23olxboEZwi9Uh5mz5ik0aVH9qw8FHI81jAZ+8OI8U0xJ3AeJw+eBLxPo2xyVngNICu/Fq1wcfAb+zZL0IIpKFr7IroO3I3LtgYsLstHjk5e67QODAy+M7BWfx45+Q/juVN/VgLslPKtcFqWAKfPoTu8tiqhMN+A7AQtAFzYWjY93JeUddusO1Hb6k1YEwVIYFQJZC/A2mPtOHD3+7BtehRl+ZOh02n3HATgO7sP1YbJyC97Hqcuy2sbf4XyF+ywmIDTXR7NMskc5M9K3Huix2LZf4Lj8aiSYGHDEIgKpgH0te/HxtZ7YOn6UFk7k9fYgn9+9LbVA1t347CyVjCMZn49jgjkYl5pBWoaWoJrNc6deLBnO8qMz8DRdwXuQz9E7fF7Yes+j9caHkFFRQUqSmeit+vdEarDkhj9KdivPA2lyB2hUqiGBNJCIHseSiseQcNrHgi/B07b/ejZWAbjpnb0Bdw4tLoexx+wodvfgoaaf0JFxUMoNVxB1+kRulg0WdCl7mUYGI9l/3GioXRaWqpMpYkTiAqm6sajmm+hPO/WKG165Bbfh0rpJDciRZGZWKeTIBUtwqPVCyF5z+F8z5/RLQfNwi9ivqSZSgp8gMsXr6VYtVCf6cSbZ/4UuXnN14GmkjyUW89GpqdYIsVJIK0E9BKKKpajurII3rfPo6fXg67TQOFXPwtJM5oG+i/jYsqGTEVxuQnS6bdwJmJ3vLzpaTtKdEth5Y1NypRHSoGm+QH0/RYtzUDlt/8eMyO/CZaX+0UsXfNFtB78Jc5xW+9ItUF69QTOwlqehxKzfeBRGJ8bJ1pcgHLRNDPosK0Hsbf9PXUHoRcdO57ESuuZ1G3LvQeP77wXr658Ejs6vEH9vrOwb3oC6/AYtiydF7mWmnqJ1EACI0Yg+Ba4cpjtZ9XpWvlRmTfQ0gHUrChD3qc+h/JKA1qbD6JdDXgB75vYsf4HsKZ8Y6pHrnEFdj7wOlau36M+biaXfwSb1u4CGtdi6bzom54RqzoVJUhAEzKvwn14N7bmfxtLF4Q2HkVrm4IvfKMCptbnYWm/iNDrBg1mBzeRRKMaL+f6AizfexCrph+FMUddA89ZgqPTV+DY5q9jpl522FU4tvcu/KpsFrLk50xnfR9vfLoaR2x1kFKuxyTMrNiC9gP3osdcFNSvlu988TEUZWu6YMplUQEJjCwB/bxl2OtcgelHlyBHeQY7CznGo5i+6sfYvOgO6DENxu8+j70LfokywyeUfQGzvv8rfLr6edjqilI3Rn8HKnbYcODeP8Cs6A+VfxAvrlmQxP6F1E2ihtgEdPKe4dhfje9UeRF+gpo+vsHSuowgQP/JiGZmJdNEIJb/8LYgTbCplgRIgARIIHMIMJhmTluzpiRAAiRAAmkiwGCaJrBUSwIkQAIkkDkEGEwzp61ZUxIgARIggTQRYDBNE1iqJQESIAESyBwCDKaZ09asKQmQAAmQQJoIMJimCSzVkgAJkAAJZA4BBtPMaWvWlARIgARIIE0EGEzTBJZqSYAESIAEMocAg2nmtDVrSgIkQAIkkCYCDKZpAku1JEACJEACmUOAwTRz2po1JQESIAESSBMBBtM0gaVaEiABEiCBzCHAYJo5bc2akgAJkAAJpInALWnSOypq5Z/B4YcESCA5AvSf5LhRigRiEZjQwZS/ZxqrSZlGAsMTiPV7jMNLMQcJkIBMINaFKKd52TdIgARIgARIIEUCDKYpAqQ4CZAACZAACTCYsg+QAAmQAAmQQIoEGExTBEhxEiABEiABEmAwZR8gARIgARIggRQJMJimCJDiJEACJEACJMBgyj5AAiRAAiRAAikSYDBNESDFSYAESIAESIDBlH2ABEiABEiABFIkwGCaIkCKkwAJkAAJkACDKfsACZAACZAACaRIgME0RYAUJwESIAESIAEGU/YBEiABEiABEkiRAINpigApTgIkQAIkQAJRwfQq3Nalys/LyD8xE/lXDrPVAbcvQGokQAIkkMEEAuhzrIdBtxRW91UA6rhpWA9Hnzo++s7Cbi5Xx1A53//AbV+PEmVcNaDcehbjYyTtg/v4s1i/b7zYM3G7VVQwDVVkCSxdH0L+vdDQn9/zJGa8vhrG1Ufw3vjoBSFj+Z8ESIAExpDArZhXcwjCswWlufKQehXuQ09icfNnYOu+BiEOYTlexqrFxzDHdh5+4UFLTQGGGHxHtx59Tliqn4HLP7rF3oylxd2eeunLqK1eCFh/jpZz8tUYPyRAAiRAAkMTyMWUnFs0X38C06bcPj6CqMYqHo4MgbiDabg4KQ+zZ0wKn/JgAhDwueGwmtUpJnn6fvCUfcDrgr2pGobw9H5Unj4HzAYDypsOoyWcz4ASczNc3otwH9+OakNwacBQvQsd3usaMNfhdTXDXGJQp72idGty8pAExh2BgBcue5Omf2/Dq2+9pzFTM837/u9gLZ+D/NqXAO/TKJucpfT5rPxatMKFrWXToQtPBw/nF6Hp5HKY9zyjll8Ms+MigOFkL8JhLoaufBccHRrfM1Sj6bgbPtl62acLyrDV60Vr7Z3ICtulqRoP4yYQdzANeH8Fy8/6sO7IKhiVqYy4y2DGMSVwGa7da7Ds9c/ihX6/Mm3v96xFVvOjWHXIHVy38XVg28MrcDTrUbj8wan9UJ4Vu51Bx1Pq4EXruj1wzKmHWwj4Pfvw5Q4zig0leOrMAjzTLSD6T2MzdmPRxpfV5YDreM++BkULT2BGgwt+eemg/0fI55LBmPYKFh4vgctwbXsExc9dwkPtvRDCD/eGOXjrlePwxlKRVYCalnfRZVkCSPVo61V9rssCE4pQ13ZBnQ7+OAG/aEXzSQn1bj/8noN4dEF2/LKtT2GT7XbUHuuGENfgOTAHr5jWYLfrMpBbioazbaiTJJgsnfCHp6ljVYxpwxIQEZ8PRZdliQAwxJ9J1Nk6RX+EzNicyDbyEwcBf6ewmOYKk6VT+GNm94vetnohSfWirVebQ+0LJovokpN720SdBCHVtYnesJ4Loq2uSCCUR0lX5UL6FDlpcPlKepGoa7sQ1saD0SNA/4mTdcx+qvoMlghL14dCiKg+P+hcCH+XRZig6e9x+UWoHI2cbHZcsqpvhvwwVN1o2ejzUD7+vyGBWP4zxJ3p4A1Ior8Ttjpg6+K1wauaYcM0M4wLAvoZ+Pz9BWjd+FMc6XDA7lCneMLG6ZFbugUez2Ys6HkDdrsddvthWM0PBaeqwvmSOQigz3kCzV4D7po9LXKtKNuA/EIPmlt+i75kVFOGBNJOINR/5yB/VramND2yZ+WhUJOS2GFIbzJ+kYosAMXvgNNdHs2MU2LWM3dsAkME0xiZswuwqPabMOEVbDv0FgfAGIjGZ9IUFK19EV0H7sZlWwMWl+UjRyevdVrhcKthzHcG1urPIyf/YTx36s8A9JhSvhVOearq9Dl0hx+HklCYb4B2WImvzupaUXg9Vgdd1p2obY05URafSuYigbQTuI6e8+diT+eOSNmp+EUqsiNiPJVEEYg/mMpD7IzZuEuK0sDTCUAgF/NKK1DT0BJcN3HuxIM921FmfAaOvitwH/ohao/fC1v3ebzW8AgqKipQUToTvV3vjlDdYsx0qI9deRpKkTtCpVANCYwsgUmYMTsP6RvyUvGLVGRHlhK1BQkkFEwDPefxtrcIleWf4wA4YXvQJEhFi/Bo9UJI3nM43/NndMtBs/CLmC9pdmkHPsDli9dSrKUeucX3oVLqxJtn/hT5kLqvA00leePo4fUUq0rxm5BAqP++i65uZf+rWscAfN3ncDrpGof0JuMXqcgmbTAF4yAQfzD1ncURy0G0Gr+NpQumxqGaWcYFgcBZWMvzUGK2D7y9yufGiRYXUPMtlOfNRHG5CVLrQextfy8Y8AJedOx4EiutZ1KvQu49eHznvXh15ZPY0eFVdw+fhX3TE1iHx7Bl6bzItdTUS6QGEhg5Akr//Vs0LzPDelZeFgnA5z6CpzbtTW36NxW/SEU2moyyhnpbMPWKD+EVneh8PB+WwBDB9CXU5n8y8nWCOatxKn8VnC8+hqLsoFjAbUW5TgeD2cE11GFRj1EGfQGW7z2IVdOPwpgTfOZNl7MER6evwLHNX8dMvR65xlU4tvcu/KpsFrLkdc1Z38cbn67GEVvdCExxTcLMii1oP3AvesxFQf1q+dq+NEZ0WCwJDENA7b/75uP10snQ6bKQs8KJL616HKZhJG/8dSp+kYpslFX6OXjAXInr8nOmt9fgEF/IEwUo/lOdvP83/uzjJ6f83uAJavr4gUhLMpYA/Sdjm54VHwECsfxniDvTESiNKkiABEiABEggQwgwmGZIQ7OaJEACJEAC6SPAYJo+ttRMAiRAAiSQIQQYTDOkoVlNEiABEiCB9BFgME0fW2omARIgARLIEAIMphnS0KwmCZAACZBA+ggwmKaPLTWTAAmQAAlkCAEG0wxpaMa1pS4AABQiSURBVFaTBEiABEggfQQYTNPHlppJgARIgAQyhACDaYY0NKtJAiRAAiSQPgIMpuljS80kQAIkQAIZQoDBNEMamtUkARIgARJIHwEG0/SxpWYSIAESIIEMIcBgmiENzWqSAAmQAAmkj8At6VOdfs3yz+DwQwIkkBwB+k9y3ChFArEITOhgyt8zjdWkTCOB4QnE+j3G4aWYgwRIQCYQ60KU07zsGyRAAiRAAiSQIgEG0xQBUpwESIAESIAEGEzZB0iABEiABEggRQIMpikCpDgJkAAJkAAJMJiyD5AACZAACZBAigQYTFMESHESIAESIAESYDBlHyABEiABEiCBFAkwmKYIkOIkQAIkQAIkwGDKPkACJEACJEACKRJgME0RIMVJgARIgARIgMGUfYAESIAESIAEUiTAYJoiQIqTAAmQAAmQAIMp+wAJkAAJkAAJpEiAwTRFgBQnARIgARIggaGDqc8Nx+EmVBt0ys/NyD85Y6huwmGHGz5ym/gE+hwwGwwot55FAEDAbUW5rhhmx0W1bn1w29ejRCe3v5zvd+hz22EuMQT7Q7kVbllwzD8B+NwtaFr/4jixZ8yB0AASIIExIBAjmMqDkx3mhV/Dpv/713jcdQ3y74YK0Yv2ZVk4tsyIhU0dDKhj0FjpLFI/rwYtwomG0mlKMQH3YaxafAxzbOfhFx60LNfj8KqVaJ6zE91+AdFSg3kxek86bYyt+xI6LBuwznU19tdMJQESIIFRIDB4OPQ5sXuFPGhuxYGnK1EkTVLNyMW8+1dj17F1wLp/xabwHcwoWMkixojAJzBtyu2I6CTTpiAnImGMTGOxJEACJDCOCEQNiwH0dRzBtvZ7sNn8NcyM+hbQI/sL30LTkSdQPisUZMdRbWjKEASuw+uyo6m6MDhFa6hG06tvoUeTe2Ca949wW5ciK78WrXBha9n0oEzWnaht9cK7tQyTNdPBAW8H9pnL1aUAA0rMVjjcfarmAPoc62HQlcO85xl1yWBgKjk+2aXY42jXlFGI6qYWuH3yHPNFOMz/gLKtLqC1FvlZA7o1VeMhCaRAQJ6pc8Aa7uM66ErMsEYsd0X5l7w0EpEn5Af/iCa7xg9lv9jXAW+fG8ebqmFQllQKUb39TXi1SygBL1z7zOqSS7TuFKpG0ZElICI+F0RbXZGAVC/aev0R34y3E0CefeZneAJ+0e/cJowwiTpbp+iXBfo7ha3OJABJmCydQm5pf5dFmFAk6touKCqjz4W/U1hMkpDq2kSvWqi/2yZqpPmiattJ4VG6S6/otNQISXpM2LqvyVpFb1u9kAAhVe0Vnf1+4fecE+fk/wnIwlgvbF3BUv2eVlFvnCuMjaeCdRFqnzVZRNf47rLDN9Uo5qD/xAm7/5RoNBaJKstptb9dE562fxdGLBGWrg+VPq74l1Qltp3yKL4kRCjPg6LR+X6EHwz05VAeCIRl/aK/c6+okuaLGtv5oC7/eWGrmS+kqp3ilCfoU4PyxFkVZhs5ArH8J/LeM3AR59/2AIV5mJUd+dXIhnBqGz0Cl9Bx6GfoqjNjQ0UBsuWCswtQscGMOikVKy6i/dktsBZ+DxtWfxWS0l1yUVDTgAOVv8bKZ08idH8KFKGy+kEUZOuhl+ZibvalhGTrnliDinm5irF66Qu4b8EUtB8/A4/26j2VqlCWBIYgEPCcwfH2Obj3nryg72ASpNIf4DVxCDXzbgWg+ldlNWoXSOqSyCRIxm+i0nQWx3/To2zwC6ovwkBfngSp+O+wQJJg2lyP1YqsHtnz7sa9hX/Gq6fegQ8B9LX/GCutd2LzhlosUJbc9MguqMRzBxbi1ZU/RnsfnWCIphv1ZEbMUUc+ygX2/RYtzR4U5hvUwUAtP9uA/MLbkjdG0euCdNdszIjoRdmYlT8H3uYTcA7l6KnIIqgfp8+hW5nqTb4KlCSB4QjoDfNxv/EkNlpeRofjZc0SRkhyGkobnPA0FKPHcRR2ux12+x6Yy0pR23ollCnJ/5fgbGmFV8rD7BnaZTU9smflodDbihbnpSR1U2ykCUQMg9BPw+y7DOBANdKYx05foOc83vamr/zgGurA41M63SeRX/tSXAWmIhtXAcxEAqkSyF6AtcfaceDu92Hb9CjK8idDJ691Wh3qun0AvrP7UG2YjPyy53Hqsnyn+Fcof8EOiwk43eXRPPkwB/mzlLmhxKzyPo2yyVnqvoSgrwX3NCSmhrnTSyAymGIqistNkLzncL7n+pAlB7wuHI1YgB8yK78YYwL6GbNxV0rTuTeqgASTpRN+5dEp+fEpzZ9nC0pzo7pXhKpUZCMU8YQE0ksgex5KKx5Bw2seCL8HTtv96NlYBuOmdvQF3Di0uh7HH7Ch29+Chpp/QkXFQyg1XEHX6RG6ijVZ0CU/jqb1L+V44FG29AKg9ngIRI12euQuWIQ18rRGw3/hvUHT8cGrsP9VtBz/efkTSGGSMB7bmGckCOR+DuWVhqgrZAA+D7pOpzANFdL75u8idx7iMlxNX4fuRi91SEV2JJhQBwkkS0AvoahiOaori+B9+zx6emU/Agq/+ll130BQcaD/MkKvP0m2KIRubk6/hTNe7c1NAD7XdpTolsLq5vPVyfMdWcmoYCpvTinGd154Gve/uhLL6pvhCjdiH9zHd+Cx0nr8Yfk2bF50R+TzhyNrF7WNGIFpMD6+Hg80r8Yq65nglJPvLOxPNWBrShfOqt5Xf4D1O0Jb+eW3Jm3F2nVA45aKG7zUIRXZaDDqGqqSfBU+38fRGXhOAkkTCD4yVg6z/aw6XSs/KvMGWjqAmhVlyPtU8GK1tfkg2tWxMuB9EzvW/wDWlPxLNlmPXOMK7Hzgdaxcvwcdin65/CPYtHYX0LgWS5VNUElXj4IjSGBwMJWfJS2oxk9dx/Dd/DNYa/iEOlc/GcYDfiw80I5jW+4PX4UFO5sOBrNDs3tzBC2kqpQJ6Gcuwo72JhS+/s/IkZ9ly1mNU1+qQaMptbmFoN4duLfnhzBkyWs5k2E8OhWrnHuwpmjKDe1ORTZS8a3Ie+AR1F/fiPysOVh86Jxm92RkTp6RQKIE9POWYa9zBaYfXRL0HV0WcoxHMX3Vj9Ubimkwfvd57F3wS5SpY+Ws7/8Kn65+Hra6okSLG5xffwcqdthw4N4/wKzoD5V/EC+uWRC5qXCwNFNGkYBOfvJmFMsbsaLkdwVPUNNHjAEVkUCyBOg/yZKjHAlAucGMjj8x7kyJigRIgARIgARIIBECDKaJ0GJeEiABEiABEohBgME0BhQmkQAJkAAJkEAiBBhME6HFvCRAAiRAAiQQgwCDaQwoTCIBEiABEiCBRAgwmCZCi3lJgARIgARIIAYBBtMYUJhEAiRAAiRAAokQYDBNhBbzkgAJkAAJkEAMAgymMaAwiQRIgARIgAQSIcBgmggt5iUBEiABEiCBGAQYTGNAYRIJkAAJkAAJJEKAwTQRWsxLAiRAAiRAAjEIMJjGgMIkEiABEiABEkiEwC2JZB5veeVfvuCHBEggOQL0n+S4UYoEYhGY0ME0+idwYlWQaSRAAoMJ8CfYBjNhCgnESyDWhSineeOlx3wkQAIkQAIkMAQBBtMhwDCZBEiABEiABOIlwGAaLynmIwESIAESIIEhCDCYDgGGySRAAiRAAiQQLwEG03hJMR8JkAAJkAAJDEGAwXQIMEwmARIgARIggXgJMJjGS4r5SIAESIAESGAIAgymQ4BhMgmQAAmQAAnES4DBNF5SzEcCJEACJEACQxBgMB0CDJNJgARIgARIIF4CDKbxkmI+EiABEiABEhiCAIPpEGCYTAIkQAIkQALxEmAwjZcU85EACZAACZDAEAQYTIcAw2QSIAESIAESiJdAVDANoM+xHgadDvJPzET+FaK66SAc7r54dTPfeCbQ54DZYEC59SwCAAJuK8p1xTA7LqpW98FtX48SpR/I+X6HPrcd5hJDsF+UW+GWBcf8E4DP3YKm9S+OE3vGHAgNSDuB0Di5FFb3VQBX4bYuhc6wHo4+1Sl8Z2E3l6tjqJzvf6L8Keh3aTd12AL64D7+LNbvGy/2DGvwuM0QFUxDdhahru0C5N8LDf/127AM/4Vlxu/BepYBNUTqZvmvn1eDFuFEQ+k0pUoB92GsWnwMc2zn4RcetCzX4/CqlWiesxPdfgHRUoN5Q/Se0WVyCR2WDVjnkgc1fkhgLAjcink1hyA8W1CaKzvFVbgPPYnFzZ+BrfsahDiE5Xg50p9qCjAu3KfPCUv1M3D5x4LbzVVm/O2ZPQ/3r/khdj7Qgdp/scDlGxe3JTdXa4y72nwC06bcHun006YgJ/5eM+5qRINIYPQI5GJKzi2a4mL4k+ZbHk5wAiLi4xe9bfVCQpGoa7sQ8U3oxN9lEaYbfB/Kl+7/gHzTzE98BK4Jj9MmGqvmC5kbpCrR+PNGUSVJwmTpFH4hxEC7/kF0WZYE88l5Y/4N9A+/55TYW2dS80nCWGcRbV29qlmh/mQSdT95WlRJsr5EZZeIn7S9piljvqhq/IXo6petviDa6oo0Ng7ojo9L5uai/yTQ9n6PcNpkfwn6g1TVKH7eWCUkLBGWrg+FEB8GfUaqF22X/p+wmCRNn4zhQ3K+Xrn/yn65X9QZQ/lNos7SpvZt2b4b+c9wsqpvmHaKtlOaMmTfb+0S/bL63jZRp9YpOC6E7EqATYZmjeU/Cd9j6GfMxl2SB2+fv6istU3wa4kMMD8An2sXHi7+MS489BL65al7dz3mvHUc+72xqv9JZcrK32WBCZrpfn8nLCYJUl0betXp4MB7djxSVAvHjCfhkad+xVm8kP8mlhnXw/7edY3yVjSflFDv9sPvOYhHF0xF/LIv4dFNrcipfUlZcvB7tmHmK49hxW4nfJiG0oZfoK2uCDBZ0OUfmKbWFM5DEkiBwGW4tj2C4ucu4aH2Xgjhh3vDHLz1ynHEdJ+sAtS0vIsuyxJAqkdbrz/Yb7X+pEwHf4z37GtQtPAEZjS44Jf9sv9HyH99NYyrj+C9iIm/aP/Jjl+29Slsst2O2mPdEOIaPAfm4BXTGux2XQZyS9Fwtg11kgSTpRP+8DR1CrgyWDThYBpk5cXpLg98GQxu4lT9EjoO/QxddWZsqChAtmx4dgEqNphRJ6VSi4tof3YLrIXfw4bVX4Wk9KRcFNQ04EDlr7Hy2ZMYWFkvQmX1gyjI1kMvzcXc7EsJydY9sQYV83IVY/XSF3DfgiloP34GnogBJ5W6UJYEhiDQ9xYObevBQB/UI3veImx4YjlScp++k3h2pR2Fm+uxeoEUXErJno+a53ag8tUteLY9tBFQtivKfwK/jF9WWo4nNizCvGzZQSdBKv47LJDewvHf9PBmaIgmTzY5yWCabHGUG3UCfb9FS7MHhfmGYCANGZBtQH7hbaGzxP8rel2Q7pqNGRG9KBuz8ufA23wCztDOxmjtqcgiqB+nz6Gb6/bRZHk+ogQC6HOeQLN3DvJnKZehqnY9smfloTDpskJ6Dbhr9rTIPQmKX3rQ3PJbzcWotqBUZOULadnvwZshLdIROtaujiegUho8OCcgzayjRyDQcx5vx5yPGhkbvFvLMHlrDF1SfYzEyKRUZCM18YwE0kHgOnrOn4s9nTsixbmwtWw6YrrPXcMVkIrscLr5fTIEIu4phldwg6ui4YWZYwwIBNe401WwutaifYQqdDzs+ksqsumqD/WSgJbAJMyYnZfadK5W3aDjJbB0fTjw+GHId4SAp6EUwYWNQUJqQiqyQ+lkeioEEgumgT/ixM+OwWv6V9Qag88jplI4ZUeBQO7nUF5pGDyt4/Og6/SV5A0I6X3zd/BGrF1ehqvp69Dd6KUOqcgmbzElSSBBAnrkFt+HSulddHVrd4gE4Os+h9MJahvIHtLbiTfP/Cly7dLXgaaSvPDLVAZkQkepyIZ08H86CMQfTH1uHN/2JFa+ugCWHf80Th7YTweSm03nNBgfX48HmldjlfVMcNOY/HaWpxqwNaXpX1Xvqz/A+h1vqgFVfmvSVqxdBzRuqbhBH0lFNrp91DVUJfkqfL6PozPwnASSJ5B7Dx7f+bdoXmZWX1Yjv3HrCJ7atDe16V9F7714deWT2NHhDQZU2S83PYF1eAxbls6LXEvV1iAVWa0e+Vi7d+KKD9yGEA0o/vMhgmlwPj7idYI5q3Bi6hIcc72AmoKBCYjga+h0MJgdQyyYx28Mc6aHgH7mIuxob0Lh6/+MHPn1gDmrcepLNWg0pbABCUBQ7w7c2/NDGLLk109OhvHoVKxy7sGaoik3rEwqspGKb0XeA4+g/vpG5GfNweJD5yKv9CMz84wEEiQwCTMrtqB933y8XjoZOl0WclY48aVVj8OUoKbI7KreA/eix1yELMUvl+Do9BVwvvgYipTdt5ESA2epyA5oUY70c/CAuRLXa+9E1u01OHSObxKLIhT3qU5+5jbu3OMooxzoJ6jp44giTclUAvSfTG151nskCMTynyHuTEeiOOogARIgARIggcwgwGCaGe3MWpIACZAACaSRAINpGuFSNQmQAAmQQGYQYDDNjHZmLUmABEiABNJIgME0jXCpmgRIgARIIDMIMJhmRjuzliRAAiRAAmkkwGCaRrhUTQIkQAIkkBkEGEwzo51ZSxIgARIggTQSYDBNI1yqJgESIAESyAwCDKaZ0c6sJQmQAAmQQBoJMJimES5VkwAJkAAJZAYBBtPMaGfWkgRIgARIII0EGEzTCJeqSYAESIAEMoMAg2lmtDNrSQIkQAIkkEYCt6RRd9pVyz+Dww8JkEByBOg/yXGjFAnEIjBhgyl/yzRWczKNBEiABEhgLAhwmncsqLNMEiABEiCBm4oAg+lN1ZysDAmQAAmQwFgQYDAdC+oskwRIgARI4KYi8P8BMi1C9TXmCRAAAAAASUVORK5CYII="></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A conducting square coil is placed in a region where there is a uniform magnetic field. The magnetic field is directed into the page. There is a clockwise current in the coil.</p>
<p>What is a correct force that acts on a side of the coil?</p>
<p style="text-align: center;"><img 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HNXIWUsXH0HZFnxofcTMLMYJtxGw4G5QF6G7Mv63l9TrgETcCYBFrTOpOmXaQUjPPkVzEkAqgoOosYd01S/5GxUaSPbX8rUApSfviILZKQ60E3HJ2Vv1tu70pvzprRKsjFJmqVMykaxytgelyWbXRbsfoklMYoTILcXJhW1aza4DFUHHW+zBSRuhapGZp9MbleM6j9iMvI0ulmZXqVC9tFUKNbbPXPNdkUWtNL95t+uEwgciGFjlF2PzzEdJNBh+yu68CaSqm5DENqhXjUcpz8/LPsKl7kkNagqPYeQFScgtF9D1YJoBGu/Q9n8BExTPYrcZrIj1o477z2BY7Pl9ris2ey6jCCzdr9s2Quj8nXdBpe52qEyB2sPPIj0T5sgCD+jefdwfJ6wHNvqbgFkXaL+KLIUulmZqFIBWutLsShuKY5JdsPaddsVI2Yhn+I5ybGgdRJIv05Gex2XzjZDMWcKol2uD/Rr0h2V19n+6rTXFYig8GSsWj0Xtr6vpZjze7w4IhgI/BeEPx6Elqr3kVE8EutWpevsiJE9rjko3D0N5Rnvo4pmKF2x2WWXvbCu2+Ay2woUc7F6VTLCxa+C3QdF9ESMU5zG4XNXLWw7vImaDwpxmOyjSXbWaLvisrexO+sqMleWmX6T1mzGti+yoLXNiENYJdAC9cFdKK0ci+Uzx5qxYGo1Mns6TECrs8U1HBGhZJZRcvLvukrXbP3eRG1FJTSKMAwbrDPWKEbRpaWpREXtTThus0sqo5ktf3J7Yd2wwWWrZqK/mJfxB8NlMaX8je2jQW77zDkLvCxoZdz50BYBM7sOAkZg4T8ew5/k3/CkT+olKhGg14PZSpf97SdwD1cvNdpQEdifmhhS8xYm99d9QEanp+0lN9joYHKdwa3bC2vvhg2uzjy6fmTTBpimEZeumjM77nieXm0zzPHqcoyuEujYTpNmX/TAEUiraIadoe1Lk0PpCNyHwcPCoECj84gkFKGh3LI1Wa26q1nZsBfWouqyDa6ulkgez6YNMJORvjy2Y8c8onWMF4dmAj1MQDJJY2y1VrIJ5kjxQhCdmADF+dO4oJGP3GiR6h1MCpgJevnBcZtdUhlt2Avrhg0uR2ppMayUv4ndsFY0NVwEIsMQqrMCYTENOz1Y0NoJioMxAY8hINriehqls7NRXE+GFWmL0kHkrN3poEohEMFxC7Fl6jFkrNyOGlHYdqS19rWtgGSPy6bNrr6mdr/sshfWdRtcXboXos5WZ3KmrRWt2hCM+8NiPGdkN6y+OBuz8wZbsBvWpZxlxjC7Fp9jMQEm4HYCOltcJaNwLL4/AgJ6od/CWsQsXoIER8sSOBQpmw5gd+z3yFbe35FW3CEMWrxPZo/Lts0uU7tfdtoLE+2TOW6Dy9FqiuHFB8Yc3KO3Gx9Mw0eN98QdFlur5HbDRuDfG8Zjd8MevGbBblhX8uYPf3eFmo/G4Q9/u/bG8oe/XcvXk1Nn1YEn3x0uGxNgAj5BgAWtT9xGrgQTYAKeTIAFrSffHS4bE2ACPkGABa1P3EauBBNgAp5MgAWtJ98dLhsTYAI+QYAFrU/cRscqUVZWBloBN/4zTsXYn8537dplHIzPmQATsEGABa0NQL7oPXXqVCQlJTlctZiYGMyYMcPheByBCfg7Ad5H66ct4OzZs3jqqaccqn11dTXGjx/vUBwO3EmAZgRkop2d/xHgEa3/3XOxxmPGjEFmZqbdtZ83bx4LWbtpcUAmYEiAR7SGPPzqrKmpCY888ohddW5oaEB4eLhdYTmQeQI8ojXPxR+u8ojWH+6yhTqGhoaisLDQgm/n5ZycHBaynTh6/kgyx739ML56JxVKcWGTbF2Vos7gK1xG9rgonDl7YKKpcCmdSKTml3bY0DL4nrA99r96Ho2nloAFrafeGTeVKz09HbTIZcmR36uvvmrJm6/3GAENKhcsx3tYgLp2AcIdFRZjN6JnbUVdK1kF0NnjmnYIvRZVol0QOuxore6L0sk6O1pUdrIZtnQ6Us/HQ3WnHYJwAitCqvBGXqWsZvbY/5IF50NTAoKXOoDWFdg5g8CBAwdohcbsH/mxcw4Bp7XZ20eFLAUERdoBoaldVjbxepSQdfQHQRB+EI5mRQmKrKPCbVkQof1boSjhcSGh6FuhXWgXbh9dISgUi4QDTT/LQnXEhWKFcPR2uyCI6Sp0cWTBDPKTXedDEwI8ojV99vjdlZSUFLPbvWgLGG0FY+eJBBSINLZ1JbfHhYGIz61Fc240rqoOgfZOl5VtR/bkeKRXtukqpLMZFjkWoxRym2E6m1liKDvtf3kiIg8qEwtaD7oZPVmUvLw8k+xpV0KfPn1MrvMFzyagOXsJV7VatNaXIFXZHxGT38U/bpE64V+Q+F4ZihKsGCy0WDXr9r8sRmMPkQALWm4IIgHaUSDf7kXHvGfWOxuHYswwDIYaHy1dgcNTD6CpvQK5aS8iJSUJ8co2NJzXdKFiZP/rrrgPmPYCy/+ac+PZ+rENoixobQDyJ+/XX39dX13aN8vOkwlocL6hGa3yIrY2o+G8EnMSRyNYPIaJekF75xau6+NINsMa0SQuoEkeOptZ4qmd9r+kqPxrnoCJ1tZLLjhtYcFL6uuuYpaUlAiFhYXuys6v8nFam9UthgEJQtaBb4U7RPHOeaHolVGyBTLdglbcm8LR5o6FrvbmaqHglVHioqd+kaz9knAgLUqIyzogNNyhlbXbQsOBFUIcLY5Ki2HCz0LTgUWCQvGKUPCPZkFcf7vzrXAgK0FAXIFQK8bzq1vpcGV5RGv++eO3V+lbBrTli52nE1AgLutFxFx8C+G0P7bfyzgWmY+qTckYIvbqgYj707vYOe4kJou2wAIQ+vrf8UjquziQFdVZOdFm2B6sHHQIcf16ISBgPHIuRmPxxuTOMLDP/pcsAh8aEeA3w4yA8CkTcBUBp70ZRi8sjJiNs+tUKE8b4QILqz9BXfwK4hpeRT3rX53SHHhE6xSMnAgT8EYCWrSoVkKpTNeZLac63IOmpgg5b7Rh+cyxvMjlpNvKgtZJIDkZJuB9BAIRHLcYn24ZqTNbTt8ovh9RW+8i6dPtWO5Ec9vex8a5JWbVgXN5cmpMwCIBp6kOLObAHp5KgEe0nnpnuFxMgAn4DAEWtD5zK7kiTIAJeCoBFrSeeme4XEyACfgMARa0PnMruSJMgAl4KgEWtJ56Z7hcTIAJ+AyB3o7W5ObNm/j2229x7do1DB8+HBEREfyFJzsh3r17F5cvX8aFCxcQFBSEJ554AmTlgJ19BMj0zjfffIPW1laMGjVKNMPDXxezjx21PTJHdPHiRTz88MMYOXIkQkJC7IvMobpNwO4RLd2orKwsPP/88zh06JCY8Z49e9C3b1/s2rUL5M/OMgH6HmhsbCw2btwoCora2lrQd2CJKQkQdpYJEJ/58+eLvIgbCVriSDyJKzvLBKhfUv+kfkr9ldyxY8fEfkxtj/utZXZO9bHn6wg3btwQHnvsMWHt2rVCW1ubQRTymzVrljBt2jQTP4OATj5x2gc6nFwuc8llZ2cLsbGxQkNDg4n3J598IgwdOlS4fPmyiR9fEERmxIc4GTviSVypXXqDc3ebpb5K/ZL6J/VTuSM/4hYWFubWfisvgz8d2zWi3bBhA5KTk/HJJ5/gxo0bBoKe1Aj//Oc/xalweXm5gR+fACdOnMB///d/47HHHkNlpdwOE8TRBDGlkW1GRgaPLowaDI22Zs+eLfIhTsajL+JJXA8ePIizZ88axebT/fv3Y8iQIWL/pH4qd9SPiem0adOwZs0auRcfu4KAracKjbRiYmLEp151dbV4LI2+5Of0xKRw7nLuHh10tV7z5s0TiBONIOhY+gSh8XlmZqYYrqv5+GI84kZcyBE34kfcjM8pHPl5unNnmyVOlB/1S6kPEydy8nMKR/1W6tOeztBby2fTwiEZ55OEA1WSbhbdmP/8z/80uUHU2M1Nj10Bx52Ntjvll5dTEq4FBQUGQpfSr6ioMODcnTx9JW5OTo7IRaqPJGwlfpLQlYSKFM5Tf+VtwdVlpH4of/hIwlXqt5LQpXIQV2p/7FxHwK5dB0qlUj+YJvMmaWlp4pTuv/7rvwxWzX/1q1/pw/GBKQFaIc/NzcWzzz6L0aNHi+oCKdSwYcNw5MgR6ZR/Ady6dQvERXKkXpk5cybef/99nDx5Ur/bhXceSIQMf+X9kXa3bN26FZMmTUJ+fr6BmSLq37TAyM51BOzS0TY3N+tLQDrH4uJi7N69G4sWLTJYMf/xxx/14fjAlADpGLOzs7Fw4UL0798fW7Zs0Qe6dOkSHn30Uf05HwADBgwAcZEc8SJuxI84Sjpb6VcKx78dBOT9kXZuUH+lfkv9l/qx5Kh/03ZDdi4kYGuwLE05aHomqQ0kfY78nHW05knS9I04SWoDSQ1jfM46WlN+xI11tKZc7LlC7YtUfKyjtYeW68PY9ZlE2m/3yy+/oLq6Wty3KN9kT0/GZcuWISwsDC++SJY2U1z4WOhM2ls+OUer4WToMDIyElFRUQbqAhqJLVmyBP369RM3ku/du1c/He6sqf8eER/aKzthwgTcuXMHmzdvNuBDI9y6ujqcP38eO3bswJgxYzwalrvbLO2f/fvf/y4yeueddwzUBTTCpb5KbHv37g1z5uY9Gqa3Fc4eWU5PRd5Haw8p82Fov6KlfbR79+7lfbTmsYlXafZkbR/t2LFjeR+tBX40quV9tBbguPmyXSNaenjQ6IL221VVVSEuLk58BZJeJaU3dEpKSkBG/dy5KOHu0UF3H6D0BhPtR37yyScxceJEUbdN+z+JJY1q5bOE7ubla/Fp9EWjWWp7tJ+bWB0/fhznzp3DunXrkJCQ4BVV7ok2S/2W9tOmpqYiMzMTTz/9NL766iux3+bk5IizUXf2W6+4US4opN2CVsqbvnXw/fffi1PdnvzWQU80WolBV3+p0UvfOqD3zYcOHcoC1gGYJHC/++478Tsb9K2D8PBwB2L3fNCebLPU9qRvHVC/pYVX/taB+9qEw4LWfUWznlNPNlrrJWNfJmCeALdZ81z84apd27t8BwSZUZ4JavDKbBVafKdiXBMmwAQ8mIB/CVrtJVTvu4LlG1cjsvQIalu0HnxruGg9SqBVDdXH+UhVkmXYjj9laj4+VqnBW/t79M54ZeZ+JGi1aKnahTfOx+LX836HlyI/Qu7HarCo9cp268JCa9GqLkP2tH/D2lMPY0ndz/SaOgThNqpm98Kns+MwLb+Gha0L74AvJu1HgvYmaisqgTlTED1gOCa8NBaV+06ikSWtL7brrteptRbbFmagdHgedr81B1GK+3RpBSP8uaXY+mkmkPlHrFVd73oeHNPvCPiPoG35GhWlwJzE0QjGAwib8DwSKr9EdeNPfnfTucKWCGjRUnMQBVUTsC773zDEpHcEIuip3yH/4GokhkoC2FJafJ0JdBIwaUqdXr509BPUH29DHhKQGN1hviMw7Fm8lFCNN4pO8qKYL93qbtWlY9ajUYRh2GALgjRQgaikJMSHB3crJ47sXwT8Q9CKi2DVUJDaIFhX5cBhmPDSBGh4Ucy/Wry12mqv49LZZiAyDKFB/tE1rOFgP+cR8IvWpG08iX2VGmjyJqO/bgU5IKAPItL3A5pKVNTedB5RTokJMAEmYETADwTtdVQVvYvKhCI0tNPqsfzvBxzNAvJyP4GaF8WMmoYfngYOxLAxSuB8I5pauUH4YQtwWZV9X9CKi2A/I23hZISZ1DYE0YkJUPCimMsamHclrGsPmkZcunrPYtG1mjoc4v20FvmwhykBE9FjGsSbr2jRUnsEpZiG3095BKaVDUTwuGQsjzuNfdWXeE+tN99qp5Rdag/VeCP3C1wxGdRq0Vpfgj9EzcUnt+5HX6fkyYn4AwFT2eNLtdaq8XHuR4hYnoxx0iKYcf2CRuM3c8ai8o1dqGpp072iG41sC/sk6eMc9MfOewnQh5EsuqBovPreW3iuPAOzV5SiTiONbFugPrwJi2vRpKEAABwqSURBVOJX4Pu5BViXPNTMg9tiquzh7wTc/FlGp2XnTkN38kKT0Tv6cj0bs5NT8Y5j+q4yGXyUrDZYK3V7c61wsChLiANEa7LU3hSvbBT2H20Q7sgitjcUCQnkl3VUuC27bu6wp9qsubLwNfcS4K93OfikVavViIiIEGOR5QT6xqe3fa7PwSp7fXCagZSXl2P69OliXeie9YRFAf56l9c3pS5XwLdVB13GYl9EMp9CQnf9+vWwOh21LzkO5QICZGqJzOFIQtYFWXCSTMAmARa0NhHZDrBq1So89NBDoj011t/a5uWOEDTzIFt3ZBPr1KlT7siS82ACFgmwoLWIxnEPGjW9/PLLBqacHU+FY3SHAM0syGgjzTTIzBI7JuAJBLxaR+sJAC2VgfSApMNl/a0lQs6/Ltll8+QRLL0ww87/CLCgdfE9LywsxKxZs9g+kws5k0n3N998E4cOHXJhLs5JmgWtczh6WyosaN1wx5KSklBcXMzC1gWsaRTrTQtdLGhd0Ai8IEnW0br4JtGIloWs6yCnpKTgzJkzoIcZOybgqQR4ROuiO8M6WheBtZIs62itwGGvHiXg1SNawy9xyb/K5brjhoYGqzeMRlbV1dXihnheCLOKyumeNLr98ssvQbMIa44egj3RdqyVif18m4BXC1pPuzUHDhzA3r17MX78eE8rmt+UJyQkBBkZGaAHIglUdkzAEwiwoHXCXcjJycGNGzdAI6o+ffo4IUVOorsEaDZBr9nS7IL1t92lyfG7S4AFbTcI0j5ZGjmtXLmSdxR0g6Mro9LsgmYZNNtgxwR6ikDvnsrYm/ONiYnBunXrkJCQ4M3V8Juy0yyDZhs069i2bRtu3brlN3XninoGAa/eddATexKlbxmwisAzGnBXSkGv6ZIu192Ov97lbuKekx8LWs+5F1wSHyfAgtbHb7CV6rGO1goc9mICTIAJOIMAC1pnUOQ0mAATYAJWCLCgtQKHvZgAE2ACziDAgtYZFDkNJsAEmIAVAixorcBhLybABJiAMwiwoHUGRU6DCTABJmCFAAtaK3DYiwkwASbgDAIsaJ1BkdNgAkyACVghwILWChz2YgJMgAk4gwALWmdQ5DSYABNgAlYIsKC1Aoe9mAATYALOIMCC1hkUOQ0mwASYgBUCLGitwGEvJsAEmIAzCLCgdQZFToMJMAEmYIUAC1orcNiLCTABJuAMAixonUGR02ACTIAJWCHAgtYKHPZiAkyACTiDAAtaZ1DkNJgAE2ACVgiwoLUCh72YABNgAs4gwILWGRQ5DSbABJiAFQIsaK3AYS8mwASYgDMIsKB1BkVOgwkwASZghQALWitw2IsJMAEm4AwCLGidQZHTYAJMgAlYIcCC1goc9mICTIAJOIMAC1pnUOQ0mAATYAJWCLCgtQKHvZgAE2ACziDAgtYZFDkNJsAEmIAVAixorcBhLybABJiAMwiwoHUGRU6DCTABJmCFAAtaK3DYiwkwASbgDAIsaJ1BkdNgAkyACVghwILWChz2YgJMgAk4gwALWmdQ5DSYABNgAlYIsKC1Aoe9mAATYALOIMCC1hkUOQ0mwASYgBUCLGitwGEvJsAEmIAzCDgkaM+ePYv169cjICBA/Bs3bpx43tTU5Iyy+HQaN2/exJYtW0DMJH7z58/HiRMnfLrezqoccSJeErvk5GSRJ3FlZ52AWq0W+6m87VE/puvs3EPAbkH7+uuvY968eYiNjUVbWxsEQcCXX36JESNGgBr9wYMH3VNiL8ylsbER8fHxYsnLyspEdsRv0aJF2LlzJ2bOnIm7d+96Yc1cX2TiQnyIE/EibvRHDy1yxJX4sjNPgPrlrFmzxH5K/ZXYUf+lfkzX161bZz4iX3UqAbsELQkHumGRkZEYO3Ys+vTpIxYiJCQEU6dORXh4OJYvXw4a8bIzJEAjLnoQ3bt3T/wNDQ3VBxgzZgyeeOIJ/M///A/eeecd/XU+6CSwZs0akc+TTz4J4iU54ijnyiNbiUznL/VH6pfUP6mfUn8lR/2X+jH150OHDoH6NzvXErApaGlEMX36dHz22Wfo3bs3lixZoh99kR+dP/vssygtLcWbb77p2tJ6Yep79uxBVlYWtm/fjpSUFMjVLDQq++abb1BRUSE+yHgqZ3iDiUdVVZXI59y5c/pRLIUijsSTuL766qsgzuwMCVB/pH5J/dNcv6X+vHfvXmzYsEHfpw1T4DOnERBsuOrqaiEnJ0cM1dbWJsybN0/8u3HjhvhbWFioTyEmJka4fPmy/tyVBwDNgjzfUTmJFTliKTEibsSSmJIrKSkR/8QT/mfCRGp7xI3aGHEknuSIL517unNnmyVGSUlJeiRSe5P6rbztZWZm6lnqI/CBUwnYHNFeu3ZN1O+QZKcpx+bNm/HLL7+IT0ma9mZkZOiFflxcnKj/0V/gA5GANGUbP368qCKg35MnT4osJTXM008/jQsXLjAxGQHiQVzISW2PuE2YMEHPkfyI76lTp2Qx+ZD0sKQykBz1U+qvNLql/kv9WN72qJ+zcx0Bm4LWUtbUuGnay4s4lgiZv37mzBmQvpGmxTdu3NAHoo7BzpSAnAvxIm6jR48GcWRnPwHqp9RfH3roIZNIra2tJtf4gnMJ2BS0w4cPR3l5uZirpJONiorC0aNHxWuS7of8Nm7ciIEDBzq3hF6eWkxMjF4vSzpZ0jXu27cPmzZtMtDZVldX60dvXl5lpxWfRrPEhZykkyVuxE+usyW/pKQkp+XrCwlRPyT9NvVLqd9SvY4cOQLqv1K/pWvHjx8H9XN2riMQQIoIW8nT/rvCwkLs2LFDHI1J6gL5DZw8eTJOnz6NvLw8W8k5xZ/2U9pRdKfk1Z1EaEW3vr4ewcHBonCQT9lob+iyZctQXFwsrgDTiE1SM3QnT1+JSzsJnn/+eZFPWlqagbpAans0O/j+++/FhxQtjnmyc3ebpUVY2l0gDYrkbU966NOWzcWLF6OmpsaT0Xl/2ezR+J45c0YYPHiwsHbtWpPgtEgxbdo0YejQoW5bCNM9HEzK4okXiM/EiROFZ555Rr/wJS/nF198IbKjxTB2pgSIC7Ut4mTsiC1xJb507OnOnYthxIIWxIgd9U9zfFavXi2EhoYK1L/ZuZaAXSNaepyQ+oD2NL7yyiviYkTfvn3xww8/iPvwVCoVPvzwQ4SFhbntyePu0UF3KkZT29WrV+PHH39EZmYmBg0aJCb31VdfiVuWFixYIL4M0p08fDkuzaT++te/iguv0uIYtT1SVf3qV7/C22+/7RUzgZ5os/Qyx+9+9zvxxQ56QYH6Lem9SSWza9cu/OUvfxH32Ppy+/GEutktaKmwNJWj/bTy1fEpU6Zg4sSJ+hVMd1WqJxptd+tGqoJjx47h1q1bYlKjRo0SO4D8JYbu5uGr8elhRQ90qe0NGDBAfLuJdnB4i+upNktqFtLDkn5WctT2XnjhBa94QEll9uZfhwStJ1W0pxqtJzHgsngXAW6z3nW/nFlam7sOnJkZp8UEmAAT8EcCLGj98a5znZkAE3ArARa0bsXNmTEBJuCPBFjQ+uNd5zozASbgVgIsaN2KmzNjAkzAHwmwoPXHu851ZgJMwK0EWNC6Fbe9mWnRqq5A/so9UGvtjcPhmAAT8FQCLGg98s7cRE3RKmTW/eSRpeNCMQEm4BgBFrSO8eLQTIAJMAGHCfi0oNVqalCSnaiznBqJ1PwKqFtpLq5Fi2ollAHRyFZdl0G7DlV2NAKUK6Fq0QItKmQrlZiUvRn5qZFiOsrsw7gsxk1E9vYNSFWSRWApnXvQ1JUie5JSl2cisotVujwpGynfmdiuqrJQNirD85icVwdUpiOil5S2rJh8yASYgFcR8FlBq71ShvlRydiJhWi40w7hzl7Enn8NcUsP4opDek8NqkrPIWTFCQjt11C1IBr9xVtcidJqBVao29HevA8LxgXhStlyRE07gsG5dWgna6133kbEsaVm8tyPBWsr0S99v/ipx/bmAgz5fBEWbqtFKwYiPvdLHM2KAhKK0NBei9x4/savV/UqLiwTMCLgo4L2JzRWfIhizMXqVckIDwoEgp7Ai6nTgOIPUdHomO5TMef3eHFEMBD4Lwh/vEPMAlGYk/prjAgKRKDicTyuPYnNGWWIXLcCS8cpIIINGoW0wk2YU74em6vkI+coZK1ejpTwYPF2BCqewpRxA1B1+AKaHXoIGN1NPmUCTMAjCfimoNVeQvW+aiAyDKEkZEUXiOD49WgWPkJa+ANOvhlatNQeQalGiTHDBnYIWSmHICUiIptRWvE1WqRrJr9BCI0YDpxvRJOo2jAJwBeYABPwYgK9vbjsHlj0OuRNHgRzNiYUYzywuFwkJsAE3EJAGu65JTPfz2QGihruinpXMrMj/2vOjUeHosD3KXANmQATMCTgm4I2cBgmvDTBZCquVRcjMUCJxGI1+oaGIdKQRTfOAhEcPQVzFN/ixIVrMFCzttYgf1IYEovrDa93IzeOygSYgHcR8E1BiwcQNnU+VkR8hLUbjkIj7ui6gqqd+1AZl4n1M8PRO+xZvJTQjNKSz1Ev6kVboC4rwFraVtUVFzwBS7bEojzjz9hUo+kQqq31KFu7GplYJOZpP2ydzlYsx09obf2lKyXiOEyACXgIAfv7vocU2N5iBCqew7o9ezC3PR/KXgEI6BWDte2zUbtnEaJogSwwHDMLP8By5GNkv14ICJiBojsJWP3XGfZmYRTuPgxJWY+q3bG4mh2FXgEBCOg3A4cGLezM0yiG5VPdg+LeG4joNRzTP2rk0bBlWOzDBDyeAJuy8fhbxAX0FQJsysZX7qTj9fDZEa3jKAxjlJWVGV7gMybABJhAFwmwoDUCd/bsWSQnJ2P69OlGPnzKBJgAE+gaAd5Hq+NGptQ3bNiAjRs3do0kx2ICTIAJWCDg94KWbN7v378fqampFhDxZSbABJhA9wj4teqgsrISsbGxLGS714Y4NhNgAjYI+OWIVq1WIysrC4cOHbKBh72ZABNgAt0n4FeClvSw27Ztw6pVq+wiR9txesrR67vsmAAT8A0CfiFoSQ9bXl7OOwl8o81yLZiA1xHwakHbkyNOV99pX66bq9lx+kzA0wh47WKY/MtY9h6fOXMGSUlJnnYPzJbH3jo5O5xxYZydvr+nZ8yXz/2DgNe+gtvV2yOpEWjP7KlTp6wmQ0LB35zxSNofGfjbPef6up6A3wlaCSktjO3ZsweLFy+WLpn8+qOQYUFr0gz4AhPoNgG/FbQSOdrqRW+D7dixQ7qk/2VBC/Hj5XogfMAEmECXCPi9oJWonThxAsuWLTNQJ7CgZUErtQ/+ZQLdIcCCVkZP0t9KH5RhQcuCVtY8+JAJdJmAV2/v6nKtLUTs06cPUlJScOPGDVF/ayEYX2YCTIAJOETAa7d3Wa/ldaiyoxGQWAy1aMamHsWJSiizVVZMfnemGBISgoyMjM4LDh1p0aquQP7KPR15A+iwVRaNbNV1h1LyyMAtKmQrA0CLZsZ/ytR8fKxSo9UjC86FYgI9R8BHBa0R0MARSKtohnss0d5ETdEqZNb9pC9EYHgaKoRa5MYP1F/z9gNF1lHcNrD0extVs3vh09nTsaj4Agtbb7/BXH6nEvAPQetUZJyYeQLBCH9uEdZvicXh9Nexre6W+WB8lQn4IQGfELRaTR3K8lOhFKezkUjN/wSnr/7ceTu1ctWBFi2qlVAGJCJ7+wakitPgzmm9VlODkuxE3bRYiUnZxVCpWzrToiOtBnUl2Zikmz4rU9/BYTEMqSyex2SypFuZjoheHemaqg5IvaBCscV8pDLOxHZVlaw8VLcKqEWrvYZF8oyz+zAkOQPrEk6j4KPTdqlpPKPcXAom4FoC3i9oW2tQMOslFP6QhKo77RCEE1g1vBGf77pgg1wlSqsVWKFuR3vzPiwYFwLtlTLMj0qHavCf0dwuQBDq8V7ECcyOW4myK/c60tN+h7L5CYje2QuLG25DEG5DFXsBqWKYYMTnfomjWVFAQhEa2s2pC7RorS/ForilOCbl016H3MHHMDtiFvINRoL7sWBtJfql7xf3s7Y3F2DI54uwcFut507NAwdi2BglNGcv4Srpx9kxASYALxe0WrTUHERBw0ysXpWMcDIjjmCEpyzHahJ2Vl0U5qT+GiOCAhGoeByPB91E1eb1KI5chlVLx0MhkgnGiLRc7J7zFTI2V4sjNG3jUbxffD+yVi9HSniwmN+IF3+POSjD+xUX7TALfhM1HxTi8NS/YL2UT6AC45a9jd1ZV5G5sky/iAZEyfIBAhVPYcq4Aag6fAHNni7EzjeiyWNH3lYbBnsyAacT8HJBexO1FZXQRIYhVBSyEp8ghEYMl07s+235GhWldVCMGYbBBlQ60tKUHkFtSxsaq79EJYYjIjSoM93geOQ2N6MibYTtJ5eYTzMixz+hE+ZSMroyWxVQ9oSR0uNfJsAEPIWAgUjxlELZXQ7tdVw622x3cHsCavImo7/B1qU+iEjfb09Uu8Jor17CWY2VoJpGXLqqU1NYCebxXiYPP48vMReQCbiMgHcLWp0+0Hl0FEgo+hbtBtuWSFcrQGhej/jg7uMKHDwMYxRWSqwIw7DB91kJ4OFeFmcGHl5uLh4TcCGB7ksOFxbOdtIhiE5MgMJkut2KpoaLtqPLQwSPRuIcJc6f+AYaA/3nLdTlv6B7+eEBhE14Hgm4iIYm2bZ83a4G/QsS8nSNjy3moyuzV48E7+HKkTKUamZgXfqzIA02OybABGBbpejZkAIRHLcQW6Z+itmLS1EvLr60QF1WgLW0xcohNxBxS1ZiavkarNx0QidsKa08vJYJbFyfgvBAIDAsEdkrHkLe2q1QaWiKfw+aqn0orRyrCyPXD/+E1tZfjEoRgnF/WIznjPKpL87G7LzB+nyMInnBaQvUh7diZcYxPFf0Z8wMf8ALysxFZALuIeDlI1oAgUORsukASiJViO/XCwEBI7DwHyOxeGOywwQDhyRjU9UmxF79Dyh70Sum/RF3KASLa7djedSAjvQChyB+3U7Uzm3DWuX9CAi4H8q1bZirD/MAwqbOx4p7byCi13BM/6jRaCdCIIJGzMFWg3xG4N8bxmN3wx68JuXjcOndG8FUlz0CC48EIeXTSnyQNgr6pUJptK9cCVWLwVTBvQXm3JhADxLgr3f1IHxPzJo//O2Jd4XL5O0EvH9E6+13gMvPBJiAzxNgQevzt5gryASYQE8TYEHb03eA82cCTMDnCbCg9flbzBVkAkygpwmwoO3pO8D5MwEm4PMEWND6/C3mCjIBJtDTBFjQ9vQd4PyZABPweQIsaH3+FnMFmQAT6GkCLGh7+g5w/kyACfg8ARa0Pn+LzVcwOTnZxIqt8VthFNPY0i2dnzhxwnyifJUJMAGzBFjQmsXi+xczMzO7VMl58+Zh/PjxXYrLkZiAvxJgQeund56EZVeEbVfi+ClirjYT0BNgQatH4X8HS5YscajSOTk5CA8PdygOB2YCTMDrv0fLt7A7BEJDQ1FYWGhXEjExMXj11VftCsuBmAATMCTAI1pDHn53lp6eDhKittzrr7+OkJAQW8HYnwkwATMEWNCageJPl/r06QMSotZcUlISpk6dai0I+zEBJmCFAH/42wocf/Ki7V6HDh0yW+Xq6mreaWCWDF9kAvYR4BGtfZx8PtSbb75pto60y4C3c5lFwxeZgN0EHB7R0mb1a9euobm5GUqlEsOHD8eYMWPsztCfAzY1NaGmpkbP7uGHH8bYsWNB03dPcFlZWdi4caNBUS5fvgxaNOtpd/fuXRw/fhxXr15FS0uL2PbGjRvnEWXraTb25H/27FlcvHjRoO3xA9Qecs4JY/eIloQETS937twp5kxCtrW1FTQSog568+ZN55TIB1MhIbF+/XqkpKSIzKQtUjRVj42N9Zg3rYx1tbQjwROELD3cidORI0cQFBQkCllqe8STuBJfduYJUL+dP3++2E+JGfVbctSPqT+TPzs3EBDscJcvXxYACAUFBWZDz5gxQwgLCxPa2trM+vv7xd/+9rdCdHS0cOPGDRMUx44dEwYMGCBUV1eb+PXEhZKSEvFex8TEeMT9JC7EhzgZO+JJXIkvO1MCxIf6JfVPc476c2hoqED9m51rCdg1os3IyMDf/vY37N2712T0tWXLFvTv3x+zZ89GUVGRGx4N3pVFWVmZyIfUK9nZ2QajLxpNvPbaa3jvvfewbNkyA7+equWMGTPE7V40uu1plQbNkojLBx98IHKSj75oFEs8iSu1P+LMzpDAnj178Mc//lHkQ/1U7miWQP05NzcX1L/ZuZiALTne0NAgJCUlicHoyUcjHWn0VVhYKMybN08c+dBolka9PKo1JErsiCFxIVYSL3MsKyoqDCP30NmZM2d6KGfDbIkHtTFy1Oao7RE3Y5ZUXqmNGqbgv2fy/ijxMseSCElt1H9pub7mNhfDaKRAup1XXnlFFPk0qiDd2IQJE3Dnzh1s3rxZP/IhXS19dETSQbr4GeEVydPXrgSBnkEQR6z02uv//u//Qq1WY9OmTfoVfRphHDt2DCtXrvSKermjkNSeaA+vtGhDjJYuXSq2rwcffNCg7ck5u6Nsnp4Hta8dO3YgLy9PLCrNAKjt9evXD7Rdj/q1pH/ftWuXqPumfs3ONQTsUh3QAoTk6Ob85je/we7du/Hyyy/rhazkz7+WCdBUnKa7tKhDixK040BygwYNwq1bt6RT/tURIC6SI17EjfgRx55WbUjl8oZfYkX9lfot9V9JyFLZ5f3bG+rijWW0KWjpJtTX1+vrRrqe7777DidPnhTfKKJRhuToKdq3b1/plH91BKRVcZoNzJo1Cx9++CFoaxeNMCS/Cxcu4NFHH2VmMgLE49KlS+IVaURG3IgfcZR0thJDWVQ+BMRZkwSC+inp3anfUv+V62ypfxNXdi4kYEs7QSuXpHulX7lOluLJ9YxyXa6tNP3JPycnRzhw4IABK6q/pDeTdLakJ/MU3ain3B/SyxIXY1ZUPrnOlvgSZ3aGBEinTf1SzopCSDypP8v7t2FsPnMmAdIf2nS05WfKlCn6hRx5BBK2UVFRwsSJEwVPWcyRl6+nj6mhP/nkk+IfNXi5kxr8M888I7KV+/FxBwF6EEl8iJfcEU+JLXFmZ0iA+iP1S+qf1E/ljljOnTtXiI2NFah/s3MtAZuqAxpM05YfUqL/8ssvoDeF5I6mIQ899BASEhLEP7kfH0NcuKGXOogdLYLJp7l0LOnKaJsNO1MCa9asES8SJ2N2xJO4El9egDVlJ/VJ6p/UT+VO6sf0RTbq3+xcS8DmrgN59rRSuWHDBvFSXFwcqqqqxMUJfh9eTsn8sbQKTK+4Ei86p9eYaTcHfaqQF3bMc6OrJGBpjzatjtNiGAlViSPvcrHMTfIh/SzxovYm9VvyI50t7zSQKLn21yFBKxWFFiHa2towcOBA/kapBMXOXxIaNJqgRUNpNGtnVA4GiAtg1PYeeeQRfjg52CLoBZDr169z23OQmzOCd0nQOiNjToMJMAEm4C8E7NLR+gsMricTYAJMwBUEWNC6giqnyQSYABOQEWBBK4PBh0yACTABVxBgQesKqpwmE2ACTEBGgAWtDAYfMgEmwARcQeD/A2JoO4YS/RPXAAAAAElFTkSuQmCC"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time of a magnetic flux passing through a loop of wire.</p>
<p><img 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" alt></p>
<p>What is the magnitude of the emf induced in the coil?</p>
<p>A. The area between the graph and the time axis<br>B. The area between the graph and the magnetic flux axis<br>C. The gradient of the graph<br>D. The inverse of the gradient of the graph</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A parallel-plate capacitor is connected to a battery. What happens when a sheet of dielectric material is inserted between the plates without disconnecting the battery? </p>
<p>A. The capacitance is unchanged. </p>
<p>B. The charge stored decreases. </p>
<p>C. The energy stored increases. </p>
<p>D. The potential difference between the plates decreases.</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
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<p>An alternating current (ac) power supply generates an emf with peak amplitude <em>V</em><sub>0</sub> and delivers an average power \(\bar P\). What is the root mean square (rms) current delivered by the supply?</p>
<p>A. \(\frac{{\bar P}}{{2{V_0}}}\)</p>
<p>B. \(\frac{{\bar P}}{{\sqrt 2 {V_0}}}\)</p>
<p>C. \(\frac{{\sqrt 2 \bar P}}{{{V_0}}}\)</p>
<p>D. \(\frac{{2\bar P}}{{{V_0}}}\)</p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
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<p>A bar magnet is close to a coil. No other magnetic fields are present. An ammeter is connected to the coil.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAu4AAAGMCAYAAACFyScGAAAKqGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUFEkax6u7JwfSwEhmiEOQnEFyHILkaGKYIQxhGAYGFTOyqOAaUBEBRdBVEAVXJYgJEcW0CAYw7yCLiHouBkyocw0cw+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+NzUwPC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjM5NjwvZXhpZjpQaXhlbFlEaW1lbnNpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoPJWLtAABAAElEQVR4Ae3dCZRV1Zno8c9Gu10GUPRlLRB9MghOiU2BGIwCCpoYEAREBfHhxCCNJAoOiHOi4IQkQR4iaCKtggODIDgQikETaRHKkBYURLCV4a1uZXz98h5NfPc7xXe5FPfWnc6463/W0nvr3jPs77dPUd/eZ599jvgutQgLAggggAACCCCAAAIIxFrg72JdOgqHAAIIIIAAAggggAACngCJOycCAggggAACCCCAAAIJECBxT0AlUUQEEEAAAQQQQAABBEjcOQcQQAABBBBAAAEEEEiAAIl7AiqJIiKAAAIIIIAAAgggQOLOOYAAAggggAACCCCAQAIESNwTUEkUEQEEEEAAAQQQQAABEnfOAQQQQAABBBBAAAEEEiBA4p6ASqKICCCAAAIIIIAAAgiQuHMOIIAAAggggAACCCCQAAES9wRUEkVEAAEEEEAAAQQQQIDEnXMAAQQQQAABBBBAAIEECJC4J6CSKCICCCCAAAIIIIAAAiTunAMIIIAAAggggAACCCRAgMQ9AZVEERFAAAEEEEAAAQQQIHHnHEAAAQQQQAABBBBAIAECJO4JqCSKiAACCNQ1gb+sWeNcyHv37hUX49q+fbvof64tWldaZ64tKz5Y4VpIXj1t3LjRubiyBXRktg/5DAEEEEAAgbAFNPmbMvkZmTNntuzZvcc7fK/eveTagQOloqIi7OL4dryqqip5cfp0mTtnrrfPBg0aSO8+fWTosJulcePGvh0n7B0tXLBQJjw1Xr7Y+IV36BYtW8jV/fpJv/79pX79+mEXx5fjaaI+/oknZe7cObJ7125vnxd16SLDR9zi1Dl4zDHHSN8rr3TiHPzd88/J6lWrvbpq1ryZ9L/mmkSfg/lO5CO+Sy35VuJ7BBBAAAEEghTQJPD+++6VHd/ukIHXXeclfvv+67/k9dde9T4bPmKEjBw1MsgiBLLvhx54UKa/8IJoUtv14kvkqCOP9HoH9bNGxzeSX/7qYenWvVsgxw5qp59v+FzuHn2Xlyy1bddW2rU7R773ve/Jn//8Z1lSWSn62bhHH5NTW50aVBEC2e97y9+T2279Rfoc/Lt69URTpPeWL/MaJ9qIfOhXv0pco+Sp8U/JpIkTvfOt75VXyX+lfq/+z//5T3nn7be9WMc++miqwXV1IKZB7VQbWLf+/Bfe+aa/W926dZMjjzwqfQ7qZ5OfmZK4c7AgL03cWRBAAAEEEIhKYMGbC75rcUqz7/r26fPdtm3bDinGnj17vnvw/ge87/U1SYvGo3FpuTWOzEXjtO81/qQsG9Zv+K5dRYX33/Jlyw8rtn5m3+u6SVkyz8Fs5R7/5Pj0OVqzLuMco/3ujLz11qzn4E033Jg+R+McR2bZ1N9+d2bOmJn5lfd+9erViTwHDwskxwfammRBAAEEEEAgEgFLmDSBqC0hsgQkKcm7lbe2pDwzAaltvUgqJstBtbwXd+niJUXZklvbJDO5r61Obf2oXzXRs4ZjbeW1c1WT4CQs1tjI9ztTyLkal3gL/Z3RhnESG5CFOJO4F6LEOggggAACvgvYH1ftPastYbIDW4KRrafX1onDq/YCWk97vvJYIqJJRs2rDfm2Dft7TVg1rkL8LRnWBlmcF/W3BK+Qc9CS4Ww9vXGKU+tI66qQRoadg7p+bQ2yOMRn/oU0dK0Bqf++uLSQuLtUm8SCAAIIJEjALtMXmixogmE9voUkWVFQaLk0ESwmWdD4NWmKc5JriaAmToUuU5991osrzkmuNQa1oVHoonUb54ZWKb8nmY3oQh3CXs8ag4U0Rqxs1ojWc9GVhcTdlZokDgQQQCBBApYIFvsH1f54F5NAhslSSiKo5bOexGISyDDj0gaT/ldsgynODS07l7TOilmsoVVMAlnM/std1xpMhVwZyTyWbVdIb3bmdmG9twZTseegdRDE/YpWoY7M417QLbyshAACCCDgp8AvH3rQm+VCpw4sZtFpIXV6Pp0lI25zh2t5dLYYnRWn2Okrhwwd4nlMmvh0MRyhrPvKzFe8WVVuGzmq6BlVHn/ySW/mkpkzZoRS1mIOotY6s49Oy1nMorPlaB3r9J46w06cFp1t5ZnJk73fkY6dOhZVtEGDB3uzH+kUn3FbdNYpnfLx5mHDij4HdSpPXXSqWRcWEncXapEYEEAAgQQJ6LR7Ovd3KX+ENUz7Q/zySy/HKmpLDIpNBDUInfdcPXQ6RZ33PU7LtKnPegldKdNWagNGp4fUZDJOiybcan3NgGtLmkvf6vilF1+MU1iiDSSdUtV+R4otnDbO9HdTE+U4LTpXuzayim3oawzW2NdGtQsP1CJxj9OZSVkQQACBOiDwwu9/X/IfYeWxP8Qvv/RibP4Qa0Iwf/48r6ez1IcqaVKiyYk+rCkuiyZwmshpQlfqcsONN3nJZJySQUu4rxlwTUlhaR1rr7smg3G68qMNJG0oFXvFxxC0cabnoCbKcVm0kVVqb7vFYA2ZOF75sTIW+kriXqgU6yGAAAIIlC2gSY72dPbo0bPoS96ZB+9zxRVeMpgax5v5cWTvtRza03nd9deXXAbtdVcXHYIRl2Rw8R8WeYlcp86dSo4rbsmgNrI04dYHKpXayFKMnr0u90yWLV1Wso2fG+qVLD0HtaFUzqJXITRRjsswIGtkXdajR8lh2ZWfV2bOLHkfcdmQxD0uNUE5EEAAgTogYEnOgGuvLStaSwY1sYzDoj2U+rTGYscV1yy7uZhTze/D/FkbD9qIKLeRpWW2ZDAODRJr7PXq3acsTk0Gtc51KFEclrlzZpfdyNI47CrEvHnz4hCWdyWr3EaWBqJPjdWrR3EbilYs8pHFblDM+i2bNS9mddZFAAEE6oTAxs2b6kSc2YJ8/bVXvWRHb/Ard9GEUntOo34MvSaj2kM5fMSIckPyHtGuyaA6Rf0Yems8WM9yOcH17NnTu6FY9xl1XHYVodxGlnoMGjxExowe7fVO+3FOl2qsVxG0kaXDd/TKTTmLXoXQ4TZvLVwgI0eNLGdXZW9rVxG6XnxJ2fvqfGFnbx/z5r5R8lCisgvhww4CTdy1fHX5D5QP9cMuEEDAMYG63KHhZ4Krp0WXrl29xF17UEu5cdKvUyud4KaSUz+Wn3Xrnp41p5yhHOWW5cN/WeH14JY6Xjrz+JrUxqFBkpngZpav1PeWDC5dusRrdJW6n3K3q1pdfUOz/k74sWjvdBwaJJWLF3vhlDNUyzz0d0lnpHr//ffso0S+MlQmkdVGoRFAAIHkCfid4GqPqd5IF/VwGUtw/epxvajLRV7lai9+VIsluHpVw69FGyQak+47qsXvBFeTQW2QvPP221GF5B3XEtyKthW+lCOzQeLLDkvcid7wrcNkyr2KYIe/5Cc/8YbLxGX8vpWrmFcS92K0WBcBBBBAoGQBvxNcLUjnzp1l2bJobw60ceAlw9TYUHu4o26Q+J3gaojWILEx5jXCDuVHvxNcLXQcGiTai+xngmsNkhUfrAilXrIdRJNrvdn23B91yPZ1SZ9Zg2TVqlUlbR+HjUjc41ALlAEBBBCoAwKaYGui7eeif9T1j3tUPWh2o1v7c8/1M6zIGyQrV6704vGrB1d3ZkNuVn74oa9WxexME1wdLuFXD64eu3379l4RrLFTTHn8WFeHoOlNl34muFquCy7o6M0A5UcZS9mHJdft2rUrZfOs21iDZNG772b9PgkfkrgnoZYoIwIIIJBwgSB6z5TE/qjbH/mwmVZ99JF3SL2Zz88l6gbJB3/6o3eDop8JrvpEOcZYh+hogtvhPP96cDUma9xYY0c/C3OxIVX2u+DXsa0xao1Tv/Zb6H6CuEKnx9YGyccfx+shZ4Wa6Hok7sVosS4CCCCAQEkCllj7nVzouHIdVqJ/5KNYdCiBjnHWnjw/l9antfZ2t379ej93W/C+NBk878fnF7x+oStq0qzJcxTj3K1HvN055xRa3ILW08aNNtzWfvJJQev7vZJdwfDrHgsrnzVGrXFqn4f1GsQVOi376WecEelVunL9SNzLFWR7BBBAAIG8Ap+uW+et43dyoTtt06ZC1qxZk7cMQaygPXdnn32277u2YSWffvqp7/vOt0PrYT399NPzrVr096edVr3PDRs2FL1tuRt89lm1ZatWrcrd1WHbayNHHywWxfKv//oX70qG38e2YSXr1q71e9d596fDf3QI3Blnnpl33WJXsM6DqBrFxZa35vok7jVF+BkBBBBAwHeBoJILLWhUvbhBJhcalw4riaIXd/1n1b38rVtX9/prWfxabFhJFL24dnXE7+E/amONnCjutdCrI2eedZZfVXTIfrRRGkWjeNu2bV45/L46oju1zoMoGsWH4Jb4A4l7iXBshgACCCBQuECQyUVUvbhBJhcqq8lYFL24W7Zs8SrWEpzCazn/mpo069CmKHpxv/xycyBXRzTqJic28YK3cyK/hD9rWEPBGg7+7PXgXrTHW4c2hb1Ywy6IqyMaS1SNYj8cSdz9UGQfCCCAAAI5BYJOLlq1rh76YD3FOQvi8xdBJxdNmzb1Sqw9+2Eu2suviU1Qiw5t2rVrd1C7z7lfTUCDGHqhB7ShTTYcJ2chfP7ChntYw8Hn3Ys1im34lN/7z7U/bdhpAy+IqyN6zJNPPjmxN6iSuOc6a/gcAQQQQMAXgT1793j7CSq5sBtD9+wJNxnc8vWWQJMLu0E17F5cHbeviU1QSxRXEizxtEQ0iNj0JuWwryRs3Vp9dcQaDn7H1aTJgSsJW6uHrvi9/1z704adNvCCWpqe1NQbQx/FTdLlxkTiXq4g2yOAAAII1CoQdM+0HlxnwAj7YTFfffVVoMmFJU1hX0nQmwI1sQlqieJKwrYDiaeZBhHbKac0C/1KgjYUtMEQ1GLDpayBENRxau5Xh4gFNW5fj2Vj56O4SbpmrMX+TOJerBjrI4AAAggUJbB7d3WPe1CXvbUwxx57XCpp2llUucpdWcdMB9kzHcWVhDB6pqO4kmCJpyWi5dZ9tu2juJKgPdPaYAhyCftKgvWCN2zYILCwGtSv3vfePXsDO0ZQOyZxD0qW/SKAAAIIeAJBj5nWg+jMMvYgmrDYdcx0kD3TGkcUVxL0uPUb1NeXQBZLmqwXPJCD1NipDWuq8bGvPwaZaOYqaNDDmvS4YV9JsF5w6xXPFXs5n1sDLux7Esops21L4m4SvCKAAAIIIFCggN0w2qBBwwK3KG01vZIQ5hLGsCZLmqwXPIz4gh7WpDHY+Hm7ahFGXEEPa9IY9KqSXl1ycbGrgUmKjcQ9SbVFWRFAAIEECgQ9XlVJwk6a7IZRG/YRVLVElTQFOawpKKuo9xvkVYpssYXVeNSrSmFOCRlG41E9kzolJIl7tt8GPkMAAQQQ8FUg6GEEYSdNvuLUsrOwkybtgdRp+IJeNGkK82ZibTzqcKogF7vxNawhQGE1HoM0q23fNB6z65C4Z3fhUwQQQAABBHIK2EwvQT0gJueBA/5C70cIchq+gIsf6e7tZuIwhwCFEbBdzbLnMYRxzDCOceyxDUO/od2PuEjc/VBkHwgggAACWQVsvG+QN5rpgW0ea7vMnrUwPn5oc8YH3St44onRPITJRyp2FZCAzYhiPf0BHSZ9o7I9jyGo49h+9UpMkA8As+Pow7jCvqHdjl3OK4l7OXpsiwACCCCAQIAC9tAqGxYR4KFC3bVOnagzooSxWE+x9RyHccwwjmEzolhPfxjH5BjRC5C4R18HlAABBBBAAIFYCGgyHeSDbyxIvedBZ0QJY7Ge4jDugwh77H4YfhwjXgIk7vGqD0qDAAIIIJAAAZ0XXOdYd23RZDroG4ldM3M9HhuGZvd1uB5v3OMjcY97DVE+BBBAIMECYY3DVSJ9wmNY8zLrvOBhz7Ge4NOAojsgYPd1hBGK3jga9GL33dhQqqCP59f+Sdz9kmQ/CCCAAAKHCYQ5Dlef8KizorAggEByBXTqTr1xNKzFhlKFdbxyj0PiXq4g2yOAAAIIIBCQAMMUAoJltwgkVIDEPaEVR7ERQAABBOqOQJjDFOqOarIjXbd2bSjTJiZbyb3SHxl1SPsq75I2N74qfz2sIKfIlc+/Jo92+f5h3xz+wXqZ1vNyGbfm8L1Ur3u0/PCeN2Tu4NaHb8onCCCAQKbAziqZ/drb8tZzv5PK7fvS3xx19lVyW4/T5fvn9JQ+FcfJzsqH5Y6N/WUq/66kjXiDAALhCuzatTPcA3K0yAUi73E/qstj8snmz2XVnAly51Vny1Fpki/ltaE/l2kbcyXj6RVTb1rLoHnrZKO3nzHSpbHu5Shp3HWMvP7x56nP15G0Z3LxHgEEsgj8VTYvekh6te8jY+bvlB+NfUfWb96U+vcj9d/GSpnc6yTZNH+C3NH7HGnZ7FRpd+NM+fcse+EjBPwU2Lt3r7e7Bg2Cv1nPz3Kzr+AFkvoAoeBl3D5C5Il7NW89Oa6ilwx9/BV5e+r18kPL3vetkHEDfilLdu4vsBZ0PwPkn3o3T63fXC6/ZYBUHFevwG1ZDQEE6q5AKmmfdYcMGPx7+fSMW+Sl6WNlUJfmkv7Xo15zuejGEfLonDdkyjWZHQx1V4zIwxHYsGGDd6DWp3HFOBxxjoJAvAVikrgb0tHS7JL+ctkZR9sHIttnyLAbn5eNhebuqZ72Rscfm9r+WDn+OGsBHNwd7xBAAIHDBL5ZKI+MflO2p67e3fjQMGmXq8GfSuAvHjtNJl91ymG74IPsAva0yjCmXNOHB5188snZC8KnCCCQCIGwHmJlU9UmAiWjkDFL3DNKlvF23+onZODdi4SRXBkovEUAAZ8E9snm2TOl0hvOXkiD//ty0V0/ly70CxTkb0+rDGPKNX14UNOTmhZUrnJX0nmmv/xyc7m7YXsEYi9gw7ViX9AiC2hT1drMTUVuHtnqsU3cj75itDzyk5MOwOyT7a/+UkbP2igFd7xHRsqBEUAgWQL/WzZt+OpAkXfJtzsP3pCaM44TLpV/GsTQhZw+deALHV/8xcYvnIu00fGNQnuIlXN4qYBcvFnUhmvZA4tcrLckxRTbxF3qtZYrHr9frvRuNFXSr2XR6Dtk/KpvkuRLWRFAIFECm+SNyW/K5rw9BP8g//3U/y6RT8uVKFsKmwSBNm0qQnmI1Zavt6SGtTYKhaRB/QbecbZt3Rb48VavWi0dzusQ+HE4QN0ViG/irnVy3CXyyEt3SIVdkt5XJVOGPyizNxUy00zdrVQiRwCBYgT+Xo47wWbsSF3de/deGTBkqlTVelN8PTmhbXs5tZjDsC4CJQhYstmkSZMSto7vJl999ZVoIyGM5dRW1b+pW7duCeNwoR0jzPtHQgvqwIFcvHLhl2G8E/dUlPVa3ijTpvSXxhbx9jdlzC8myapa/6jayrwigAAC+QSOkbN/0kVsYJ5IKnlfPFb6XjpUnqrclHt4XvOB8ihzuOfDFRs/uuqjj/KuW84KVVVV3uZhXc636Rm3b99eTrHzbmvJZuPG6b+CebdhhbohENb9I3YTp125CFpXr1jolYugF32AVdt2bYM+jO/7j33inkrd5bgu98v0ezqk53jft2aK/HxsJTer+n46sEME6qZAvYpB8tSwivS/MZ7C9sUy6cafSqebJsgSrvLVzROjlqhtesZt24IfflFLMXz/6syzzhKdnSfoJYoe1d279wQals2cdOKJ4dwgHWgwGTu3mzjtykXGV4l+u2vXbjn22OMSF0MCEnc1PVpa3viwjD3kZtVRMmjqp7l7wxJXFRQYAQSiEzhB2t0+Xp4+bI527X3/rQy66FzpdefMPMNnoit9Eo4cdNJkvYJJsCimjNor2KJli2I2KWvdhg0biM7OE/QS9lhwnWJw7SefBBqWzZzU5MRwhjXZ8Kn1n60PNK6wd25Xs1ydzaZcz4Qk7qkw67WUPo8/LkPPrr7JRGSPVD1ys9xTybMLyz0J2B4BBFIC3hztz8uMx/sffAhcGmaP/OXVu6Vvmwtl8JOLCrh5Nb0hb1ICYSRN1itoQ3OChg8radJewVNOaRZ0OIftn6TpMJK8H4TdeLThU3v27M5btnJWCLvxaFezbDabcspe27ZLKisTeSNxchJ31T/uPBk1YcTBm1XlS3lt6M9l2kZuVq3t5OQ7BBAoVOAEqbhqrMxdOVsevSrbE1K/lsqnh8ilvcfIa1XMcFWoqovrhZU06ZASnTM+rMXuEQgyaYpiSEkYQ4DCbjzqOaEz8+gMPUEuUTUeg4wpyftOVuKekj7sZtV9K2TcgF/KEm5WTfJ5SNkRiJfAcRVy5eOzZcWccXJl+irfwSLuWzNDRl81WB5netqDKLW806RJe7eCXFZ8sCL0G810CIv2Rga56JASnTM+7CXI3uOwh5SoXRhDgIIeDpbtHNCZeXSGniAXfdBYmI1Hu2oW5A3tdjO7zcwTpJ/f+05c4p7tZlXZ/rrce+csLl/7fXawPwTqtEDqxviKfvLovCXy+vibpUv6mRIHUHR62n63cMWvgHNEkyZdghx+Ud0zHe6NZjqERXsjg1psxhob8xvUcTL3a0mT9R5nfufXexuTbcON/NpvbfuxBM16+2tbt9TvdAy9DgsLcwnjCb76oLEoGo9hNIRsZp4w66zcYyUwcdeQUzerDv6tTL7qlAPx69zLD8utT37ATDPlnhFsjwACNQRSw2euuEum/vEdmXZL14NT0+pa+1bJP7/+CTfJ1xCr+WMYwy/CvtlRYzz55JMDnYHFZqyxMb81XYP6OejhFzYm24YbBRVH5n4tQTPTzO/8eh92z7SWO+gn+FpDJ+yZcoK+L8Z681u1auVX9Ye2n4Qm7urzfblozLhDblb9y+Q7ZfSsjfwRDe304UAIuCCwTzZP/ZVM27Sv9mBSN69edPvT8tLU6zNuXt0nX8//g6zJ+6TV2nft+rc2/7M9TMjveKPomdYYmp7U1JuBJagrCVH0TGtcQQ+/0GFNYfdMh3ElIYqe6aCvJFhDJ6yZcvT80yXoKwn25N769etXHzBB/09w4p5S1ptVf3OvXJK+hP21LBp9uzz6vlvz6ibofKKoCCRU4Ev5l9WFzFB1tDS75C4Zf+fB50rIf3wrO/+W0LBDKrbN/2wPE/L7sJZchN0zHfSVhC1bqm86DLNnWusm6HsSouiZ1riCvJIQVc900FcSbMiUNXzUMYwl6CsJYT6512+vZCfuKY16za+QRycNPdgDtu8TqVz2td9O7A8BBJwW2C3vLVwhhc0Tkxqq1+dK6XiU0yC+B6dPKNSe1iCWqC572xht6xn3O7YoxkxrDE2bVj9AyK5k+BmXXp2IomdaY9ArCf/6r3/xM5z0vtavr55LvXXr1unPwnhjCbUl2H4fM+ypIK38diXBbiK1z/161ZvltYGaxCXxibt3s2q74Yf2gCWxJigzAghEKrBv+duy7Jvix7wcdf6P5GyS+Lx194Mf/DCw8eCWXIR92Vt7wrUX99N16/LGX8oKmlzoOPqwF7tysWH9Bt8PbdNM2tUK3w9Qyw47nNdB9F6IIBa7mmRXl4I4Rq59Btko/rd/+7dIniPQqnX12PMgGsXWILUGai7XuH4e28R9/zc7pPB79WverBpXbsqFAAKxFdi3VMY/VlnADe77ZeefP5K13pD41nLjLZfKCbENKj4FO/2MM7zx4PZH08+SrVmzJpLkQmMIqhfXnNQt7MVu2AuiF9eujtjVijBjsxssg+jFjWI6UrMLqlGsV0eiuOlb4wqyUWwNUmugmmNSXuOXuO/fI99+u1/2/fs3qWejFrOkblYd94zc3daerFrMtqyLAAIIpGanenWUXD9mYe1Ty+78UJ799ZuyXRrID4c9KEMqjoGuAAH7I2l/NAvYpKBVbOiF9qZGsQTVi2s9w+3atQs9LL1yEVQvrl0dCXvcviJqTLoE0YurV0c0gY5iCapRbFdHbNhK2LEF1SheuXKlF4oNMwo7rnKPF7PE/Rupen6KvPF1qitrzXR5ZOqqAnq/MgjqnS43jM+8WTXjO94igAACeQX2yF9eHi5dzx8kj0+dK1WZD3bbv0mWPD9OBl96nUxZc6x0ued38vu7zpNwZw7PG0BsV7A/kvZH06+CVq2u8nYVxdALPbAlNX734n766adeXFEMvdADB9WLq1dHzj77bC+2sP8XVC+u3Zja/txzww7JO541iq2x51ch7OpIRdsKv3ZZ1H6sUez3rE1674g14ooqUExWjkfivmmq9GrWXFo2O0f6PrIo1ZOlS+rR4o/0lXbe51fln6rtAOhhN6se+JwXBBBAILdAcxk65xPZuHmTrF/yvNx704/k+G/flFvanJr6d0n/bUr917KLDHp2o7S66XF5/eOlMnVwO5L23KBZv9E/lvpH08/FhnPY8A4/913IvmwsriU5hWxTyDof/OmPoU+ZmFkuTUJ3fLtDLCnN/K7U9zr8R29MPfdH0Vwd0XJ37txZ3n//vVJDyLrdqlWrvM/DvjHVCmONYmvs2eflvurwH306cNj3jli5rTFujXP7vNxXvTpy3o/PL3c3kW1/ZGRHzjxw88Eyd/PgzE/KeJ962mHqZtVfT/mB7GgUj3ZJGcGwKQIIBC5wlDQb/JjceeA49ZpfJDcMvij102AZdFfgB69TB9A/lpMmTvSeoOpXMmBji/3aX7EVor24mtxoOQYN9ufvmI0tvvueMcUWx7f1LQnVpNSvXn/rEY5i+I/BaKNh7py5oo0Iv4brfPgvK7yblP1ysrIW86rz4mtjT0aNLGazWtf9+OMq6dGjZ63rBPmlNcb1Kl3HTh19OZRdGWvfvr0v+4tiJ45mtqm5lrv8VCqOqxeFKcdEAAEEEMgiYH8s/epB0wQ3Dr1nF1zQ0StHlpBL+sh8rMexpJ2UuZEmodog0aTUr2Xlhx9GnuBao8EaEX7EtmzZMq8n3499lboPG1ZiNzWXuh/bThNcveIS1fAfLYfda+E1SKxgZb7albGohv+UWXxvc0cTdz9o2AcCCCCAgJ8C9sfSr3HuluBag8DPshazry5du3qrW29eMdtmW7dy8WLvYxsCkW2dMD7TBokmpX4tOkRFh6pEuWiDRKfwXPyHRb4UQ4cSaYLb9eJLfNlfqTu58EK9Sii+TXdpCW7UY8F/eumlXkx+jXN/5+23vfHtUV2hK7V+M7cjcc/U4D0CCCCAQGAC+sdSL+m/tXCBL8ewBNevy+ilFsoaJEsql5S6i0O20wS3V+9eh3wWxQ82zt2PBokmuDq+PeoEVx11+IdfDZKlS6vrPOoE1xokelXDj8USXL+GE5VaJrvqtHzZ8lJ3kd7OhqAleXy7BkPinq5S3iCAAAIIBC1wyU9+4iVwflzSj0uC62eDxBLcKG/gtHOgU+dO3ls/GiRxSXA1ID8bJHFJcDUubZDMnz9P35a16O+mDiWKQ4KrV538ukJiyX/PntGN2y+rYg5sTOLuhyL7QAABBBAoSKDzhdVDJZYtLW8IhiW4cejB1cCtQaLlKmeZN6868TKncvZV7rZ+NkjilOD61SCJU4KrdW0NkveWlzdrjo3/j0uC69cVEh0epY2AKG8iLvd3UrcncfdDkX0ggAACCBQkoJfedVjB66+9WtD6uVayBNeSsFzrhfW5JdpWrlKPq8OI1CfqIQpWfj8aJJbg9r3yKtttpK/aINGhSOUO2bLGZ1wSXPtdsCFkpSLPnjXLuzE5Lgmu3kOi9xGU0yDRYTI6m1CUs+SUWh81tyNxrynCzwgggAACgQpoAqe9euUMl9GkS5MvTcLisFiDpJxk0K4ixCXBVVc/GiRvzp/vVZHtKw71pVdqdMx9OeP3tfGpM+/EJcG1Bkk5w2X0d1JnavpZt+5xqCavDHoPi/aUz50zu+QypYfJ9Lq85H3EZUMS97jUBOVAAAEE6oiAJXAvv/RySRFrz1tcbnTMDEATbi1XqcNlrLfefDL3HdV7bZBoA+nll14suQivzJwZq6sIGoj1Ts+b+0ZJcdlVhEGDh5S0fVAb9erdx+udXrhgYUmHiNtVBAtCe8q1x7zU2WXsKkLUMzVZPOW8kriXo8e2CCCAAAJFC2gyWM7sMjoUQHvgLPkqugABbdD9supeypdeLC3J1eRYk+S4DJMxJu2dLnWogvZoa2Pmhhtvst3F4lV7pwded513M2cpyaA1OuPUyFJY650udbrLaVOf9RpZcbmKYCdLzwM95QveLH5GKruKcHW/fra7RL+SuCe6+ig8AgggkEyBPldc4SV0xfYMapI1/YUXvLGqcRkmYzVQTjKoDpoca49p3JZu3buVPFRBe7Tj2MhSY00G1dyGURTjHtdGlsZwzYBr00+HLSamuDayNAbtKddhSdqwKHaxRtZlPXoUu2ks1ydxj2W1UCgEEEDAbQFLBvUSdjHLzBkzvNUHXHttMZuFtq4lg8X2DNql/KjnpM8FVUoyqD2dcW1kaZyWDE54anyusLN+HudGlhb4mgHXeOW2hDVrEFk+fHH69Ng2srS4Oiyp2PsStKEf50ZWlmrI+xGJe14iVkAAAQQQCELg5mHDvBvhihkT/szkyd4wm7hdyjcfTQZ1Vphiega1p1NvCIzzpXxLBqdMfsZCzftqN6UOHXZz3nWjWuG2kaOKTgY10dfe37g2sjLvSyh0GJA2smzWlbhdybJzQ4ei6dWbSROfto/yvurVFL2qcu3AgXnXTcoKJO5JqSnKiQACCDgm0K9/fy+iQseEW0+nDrOJ86LjubVnsNBhQJqIaEJiHnGMTZNBHROuPeiFJIO6jjWy4jZmP9NX75MoJhm04SSa8Md50URVE1a7QpWvrNYgi3MjSxsUeuVHG7na0ChksUaWCzelWrwk7ibBKwIIIIBAqAI2JlyTwUL+ENsfYR1mE+dFy6c9soUMwbDedr36ENeeTrO2GwQLSQZ1HU0ch4+4xTaP5aua25UfrYt8izWy4nZjdM1ya6KqN4Br4ylfQ8uGNGnDLM6NLI2xmCs/2nDWBnTcG1k16y7fzyTu+YT4HgEEEEAgMAHr4XviscdqPUbS/gjbEIx8ve6WCMa5t90qJjMZrK2hldnbnoSeTrUvpNddpyHV3t4kNLK0zrTRVEivexJ62+0czLzyk2+IXVIa+hZboa8k7oVKsR4CCCCAgO8C+od4+IgR3vjaXD2emgjef9+9Xi923HvbDSiz1z1Xj2eSetstrofHPuIlg5bs2eeZr89OeTYRve1W5sxe99qezvnLhx70zsEkNLI0tsyGVq5zMEm97VZf2tjXhtaj48bZR4e9Tps61cnedg2UxP2w6uYDBBBAAIEwBYYMHVJrj6cNu3j8ySfDLFbZx7r/gQe95CHX0JKxDz/sxZ2URFBB8vV4aiI4aeJEbz76JPS2WyVrHejwJk3Osy2vzHwlnQjGfUhTZvmt1338E9l/d+4dc493DtqVr8xt4/pez0Eb3pStoZV5xScpDf1irEnci9FiXQQQQAAB3wU0Ebrjzru8YQiaIGUuejl83CNjvfG6SUoENQaddcTGGdccWqJxrl612os7SYmgxjXqjtu9ZO/u0Xfpj4csmgjqcsddh393yIox+0HrwBpa2lubuWgi+MTjj3mzBSUtEdTfGbupuOYVrcyhP5oMJ2nJbGjVvJqgjZQk3F9Rsvd3AS4tTmkW4N7ZNQIIIJA8Af5dzF1nffv0+a5dRcV327ZtS6900w03HvZZ+ssEvNFYtM41Dlv0M41T403qMnPGTC8ufbXFPpv67LP2UeJetZ60vjas35Au+8hbbz3ss/SXCXizZ8+ew843++ziLl2+0/dJXFJTPXr1Mv7J8enir169+rDP0l868kaCjIM/UEHqsm8EEEiiAP8u5q41TZYyk1xNAPXnzOQw99bx/aZmHNmSw/iWPnfJrKGl9eZCY0QjrRlHtuQwt0h8v6nZqLLGiCa6SV4y49AGiDZEtFGc1MZIIXVxhK5Ucnd9ng1bNmsuGzdvyrMWXyOAAAJ1R4B/F2uvax2moENjbr3tNvn1hAneUJNpzz9X+0YJ+PbK1NzzmzZtkr59r5RUIi933zMm9STIwQkoee4i6jCmfldfJc2bN5djjz3OG+r0zqJFEteHY+WO5NBvdBjTmNGj5bobbpB5b8z14vtdasrSpA1pOjSq1BCn1O+UPmRp5O23y1Op+0X0pvCRo0bWXC1RP+swmQs7pebib9RIzjjjTFnw5pvy+pzZ3o25iQqkiMKSuBeBxaoIIIBAuQIk7vkF+/TqJX/++M/SsGFDeevdd2I/t3T+iEQ0ye17RR/Zs3tPaux7J/n99BcK2Sz26+h0lyOGD/fKOfbRR1NPf7069mUupIA/v2WElwTqui40RjQOTXI7nn++dw6e/Y//KNNf/OfEN0Y0Lh2rf/2BJ6O60BjRmGpbuDm1Nh2+QwABBBAIXeCY733PO+bfvvubE4mFBlO/QX352/6/eXFpg8TFpUGDBs6E1aBhdSzfO3AuuhJY/e/V1yHS8v/+3/91JSTvd8uZYAoIhMS9ACRWQQABBBAIR+Ch1BSKH/zxTzJ4yBDZu2ev3JB6mmPNWSPCKYl/R9Hya6/03//D30v/AQO8nlyNM+mLXkXQuP6xTZvUf//ovc82PV/S4nxq/FMy8+UZ0vPyy706G3bzUCfOQf1d2rp1q/xTqs7WrV0nuaaITFJ96Tk4+KabvFmOul92mTcVab6HniUpvqxlLWQgfKnrcBNWqXJshwACrgrw72Lumn3w/ge8m1H1VZcFby7wftabIJN6s5mWW8uv9a7x6GJxJnn2Fb0hVW8CtFmAMm8MzJyRxQs4Qf+zc05vetTFbk5N8jmocdgN0TXPQftd03WStmSeg/o+2+9a0mIqpLzMKlOIEusggAACPgmQuGeHtGS2ZiJhiVQSE6faEgmbDSNzKrvsMvH7tGbCZCXM9bl9H/fXXOdars/jHo+WT89BO9dqNhRz/c4lIa5c51ptv3NJiKuQMpK4F6LEOggggIBPAiTuh0PmSyCSmDjptII1e9ozI89MqGo2VjLXi9t77YG2nnZNnmoullBlXmGouU4cf9YGlJY5VwMx8xzMFnccY8pMYnM1EDN/93T9JCx2jul5mK0uMuPWenNtIXF3rUaJBwEEYi1A4n6wejL/wOZLXi1xyvXH+uBeo39niUUhyaslTjqUIe6Jk80FrnNlZ0uYTD6z0VKzl9fWicurmluPtNZFbXWg56A1WuI+/7nWj9ZTMeegNlq07uK8ZNZBbedgMf+2xDnebGULfDrIrAPr+RABBBCowwI830JEH7+uN5Xpo8kLnUawlG3CPs1sHvpGxzeSma+8WtCc5rZNi5Yt5PHU/Nr6mPo4LXpz7QP33efNAd62XVspZE5z3ebWn//Cm9v9oi5d5Ne//U3sZgjSGxv1xtMvNn5R8Jzmuo3OXa/nbVzn4td56J94/DHvFJrw69+kph/tmPd0smk99bwtdJu8O/VxBT2f9Gba6an59PUcnDhpUt5pYkvZxsciB7erbNk8nyGAAAIIIBCEgPaE2bAE7b0stucyszdXe6nj0kOo5bAbAEvpPbchKNpDqj619fwGUS+59lmzXLnWy/W59rhrTFrXcRm2oLaZ5dIYi1l0e6tr7aWuree3mP2Wu27mOVhKuTJ76fNdfSi3rMVsr/9G2NWDUsqlV4rsSknSn8KsboEOlSmmYlgXAQQQQMBtAbvMrYmcDk8oJzm1xEv3pe/L2Vc56nrczIaIlqXURfdlwzY0UYky0dUkzpJTLUuxDaxMg8zES/dZzr4y91vKezW1JFDLUk7DzxJCPQdLSShLKX+2bfS80fNOk1P7fci2XiGf1Tyfo0x0tW7s90FjK7aBlRmvns/amFEffY3yHMwsVynvSdxLUWMbBBBAAIGCBDQRyEyWyk0CMw+a2cOof9g1eSknEcvcd773epzMZEkTDL+OrQmKJZf6GmYCrwlNZrKkMWod+rFkeoWdwNc8B8tJAjMttM41adeEUM9Bfe/XeZB5nGzvaybsaupX77+eB5bo6jmoCbxf50G2WDI/0xjMVF39vAKl54E1cNTLr/Mgs/xBvw90jHtwA3zYMwIIIIBAnAV0LPBLL74o8+fP88YD6/jt20aOkm7du/lebB37Pmni0954at15r969Uv/1KWhsbzGF0TGzqT/0svgPi7zx3rqtjt8ePuKWQMal67jjCU+N98Zg69jjawZcKz179ixo3HwxcW3fvl2WLV0mr7/2qqxetdp7mE2PHj1l6LCb844jLuY4uq4azpwxQ56ZPDl9XgwaPEQ6X9jZ92PpOThv3jx5+aUX08cK8hx8cfr09Hmh52DXiy+RTp07+T62Xx9yVbl4sTfeW03DPAf1vOjStWtgv1u/e/457xzUuAamHhgV1jn4s27dA/nd0jj8Xkjc/RZlfwgggEAdFNDkef1n6+XTdevSyboyBJVEZyOu2Viw459x5pnS7pxzpFWrVkUlUZpkbtiwQVZ99JGs+GBFumGgSXRQiW22uDRRmztndjoptOO3P/dcad26ddGJvCbqqV5NWblypXzwpz+mEyVtXGkS3f2y7kU5ZStzvs/UNtX7KdOmPus1THR9venwvB+fL+3bt5dWrVsVnchr/a9fv15WfvihvP/+e+n9amLb54orAmk01oxTbV9+6eV0Y0G/1+N3OK9DSeegbm+/Wx/+y4rDzoEB115bdP3rPotdtAyZDRM9Bzt37izn/qiDtD6tddENVzsHP/vsU3nn7bcPOQev7tdPLuvRo+j6LzYma4hnNhb0d+CCCzpKqb9bxZahlPVJ3EtRYxsEEECgDgpoAql/aHfv3iNrP/nEE/jyy83pBEk/sD/oQfU2FspuvZKZCZyVr02b6llbTj75ZGl6UlNZt+5TOeOM02XL11vkq6++8g7x8cdVXi+tHc/+oAfR22jHyPdqiYb2+C9btuyw8p1ySjNvF5ok/se//0eqnnaLlnvd2rWya9du77sllZWHHEaT5Z9eeqlceOFFoSSAhxz8wA+acC9duuSQxpGtp+U79tjjUv81FG2A6QwwDRs2lP/2/f/mra/r5ToHNakMoiffypbvVc9BbRy9tXDBYb8jNc9BTYzPPPOsVL39e0HnYEXbisAbV9niK/QcPPOss+Qf/uHvvd+pQs5BbbAFcTUpWwzZPrOrTovefTfdQLf17BzUn/V3S5cof19I3L0q4H8IIIAAAvkEWjZrnl5FexF1sYTqxBObltT7m95hgG8ye/eyJedHHHGE3u/lNTpqJlSnnXZ6Sb2/AYaT3rX1MG/duqXW5FwTJ0vqNaFq2jRVVyX0kqYPHPAb62HesmVLzgaiFqFmQhXnc1ATXrt6k+0crFevnuzfvz+R52BqTL/XoK+tgVjzHGzYsEHJVyACPv283ds5uGfP7nQDcdeunekrA7pSVNP6kriHcQZwDAQQQMABAU3co/pj5QAfISCAgCMCUf5b+HeOGBIGAggggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKAIm7KzVJHAgggAACCCCAAAJOC5C4O129BIcAAggggAACCCDgigCJuys1SRwIIIAAAggggAACTguQuDtdvQSHAAIIIIAAAggg4IoAibsrNUkcCCCAAAIIIIAAAk4LkLg7Xb0EhwACCCCAAAIIIOCKwJGuBEIcCCCAAAIIIJB8gc83fC579u6RVR995AWzbu1a2bVrd9bATj75ZGl6UlPvu3bnnCNNmjSRxo0bZ12XDxFwQYDE3YVaJAYEEEAAAQQSKLB3716pWl0lK1eulLWffCJLKisPi6LR8Y2kTZuKwz7XD6a/8ELWzy/q0kU6nNdBNJmvqMi+bdYN+RCBmAuQuMe821PK0gAAFJNJREFUgigeAggggAACLgls375dli1dJoveffeQRL1tu7YyfMQIadq0qbQ+rbW0atVK6tevX1Dous9t27bJ+s/Wy6fr1sn77793yL579e4lXS++RDp17lTwPgs6MCshELLAEd+llpCPyeEQQAABBBIo0LJZc9m4eVMCS06R4yDw3vL3ZO6c2an/5nrFadGyhVxwQUfp0rWrVLSt8D2h1t785cuWy8oPP5T58+fJjm93iPbe9+jRUwZce62c2urUOLBQhgQKRPlvIYl7Ak8YiowAAghEIRDlH6so4uWY/ggsXLBQJjw1Xr7Y+EU6ce7Z6/LQh7DUbDjocJrhI24JvRz+qLKXKAWi/LeQxD3KmufYCCCAQIIEovxjlSAminpAIDNh1971QYOHSPfLuvves14suA6reXP+fHlm8mSvF54EvlhB1o/y30ISd84/BBBAAIGCBKL8Y1VQAVkpFgJVVVUy9uGHZfWq1aIJ+20jR0m37t1iUbbMQuhQmpkzZhySwD889hFmpclE4n1WgSj/LWQe96xVwocIIIAAAgggUIyAJsJPjX9K+vbuI5s2bZK77xkjixYvjmXSrnHpja+DBg+WpcuXezfF6ow253c4T6ZNnVpM2KyLQKgC9LiHys3BEEAAgeQKRNnLlFy1ulFy7WW/8/bbvXHsOoPLQ7/6VeRDYoqV1/nj7x59l3elQGe4mThpEr3vxSLWkfWj/LeQHvc6cpIRJgIIIIAAAkEIaA+19rLv2LFDfj99uoyfMCFxSbu66Cwzr82a5V0p0GE+l3XrJnpDKwsCcRIgcY9TbVAWBBBAAAEEEiKgQ2NG3XabjHtkrGgP9ZsLF0rHTh0TUvrcxdThM+8sWiSNGjWS6wcO9Ib/5F6bbxAIV4DEPVxvjoYAAggggEDiBTRpv+G667w52QemXrWnunHjxomPywLQ3vc5b7whOuPMpIkT5aEHHrSveEUgUgES90j5OTgCCCCAAALJEtCx4Jq063ASHQf+wEMPJiuAAkurN69Oe/450YbJ9BdekCuvuEK0wcKCQJQCJO5R6nNsBBBAAAEEEiSgSXu/q69KJ+1xnObRb05tmAwfMcKLWRssJO9+C7O/YgRI3IvRYl0EEEAAAQTqqIAmrMNuHuo9tEh72utC0m5VPXLUSO/qgl5l0OSdBYGoBEjco5LnuAgggAACCCREwMa0f7HxCy+BrUtJu1WRxmw974x5NxVewxY4MuwDcjwEEEAAAQQQSJbArT//RZ0aHpOrdrTnfc/u3d6Y9wYNG4r+zIJAmAL0uIepzbEQQAABBBBImIA+DVWfKqq9zXWxp71mdemYd5ttZuGChTW/5mcEAhUgcQ+Ul50jgAACCCCQXAF9AJFOh6iJKr3LB+vx17/9jbRo2ULuv+9e2b59+8EveIdAwAIk7gEDs3sEEEAAAQSSKKDj2m+79RfS6PhGookqy0EBnSpy8jNTvBt1RwwffvAL3iEQsACJe8DA7B4BBBBAAIEkCjxw331eYjr1uedEE1WWQwX0IU133zPGG/s/berUQ7/kJwQCEiBxDwiW3SKAAAIIIJBUAR0iM3fOXG9ce0VFRVLDCLzcgwYP9oYRjXtkLENmAtfmACpA4s55gAACCCCAAAJpAR0i88vUDZg6hnvI0CHpz3mTXWD03Xd7X9w75p7sK/ApAj4KkLj7iMmuEEAAAQQQSLrAzBkzROdrv23kKIbIFFCZOmRGZ9zRmXeqqqoK2IJVEChdgMS9dDu2RAABBBBAwCkB7W1/ZvJkb/gHUz8WXrV6ZUJv4r3z9tsL34g1EShBgMS9BDQ2QQABBBBAwEUB7W3f8e2OVA/yLS6GF1hMevPuzcOGeVcqmNs9MGZ2nBIgcec0QAABBBBAAAHJ7G3nhtTiT4h+/ft7ve6zZ80qfmO2QKBAARL3AqFYDQEEEEAAAZcFFry5wOttv+76610OM7DYrNedse6BEbPjlACJO6cBAggggAACCMi0qc96M8l07NQRjRIFLuvRw9ty3tw3StwDmyFQuwCJe+0+fIsAAggggIDzAjobis4kM2gw0z+WU9mNGzeWgdddJ9NfeMEbelTOvtgWgWwCJO7ZVPgMAQQQQACBOiRgPcSdL+xch6IOJtQuXbt6O16+bHkwB2CvdVqAxL1OVz/BI4AAAgggIDJ//jzp1buXaI8xS3kCOtRIp4Zc/IdF5e2IrRHIIkDingWFjxBAAAEEEKgrAp9v+Ny7KfXcH3WIcchbZfZNFXL6TbPlmxiX0orWo0dPmTtnLsNlDIRX3wRI3H2jZEcIIIAAAggkT2Dp0iVeoeM8TGb/xgXy8vKdsm/527Lsm/2xR7bhMlWreZJq7CsrYQUkcU9YhVFcBBBAAAEE/BRY8cEKbzaZ+A6T+U9Z8/rrUrUvFfW+pfKbaR9L3FP3irYVXhWtXLnSz6piXwgwHSTnAAIIIIAAAnVZQOcdv+CCGE8BufOP8sqcTQeqaJ98Pf8PsibmmbvO6d62XVtZ+8kndfnUIvYABOhxDwCVXSKAAAIIIJAEAR3frkv7c8+NaXH3yzeLX5O527W7/cDy9Uz5n3O32k+xff3BD34o2ihiQcBPgSP93Bn7QgABBBBwW6Bls+ZuB1hHo2tyYpN4Rr7/Y3luwlLZ1/gs+aGsl794CfxOeW/hCvnmij5yQjxL7ZXq9DPO8F75nYlxJSWwaCTuCaw0iowAAghEIbBxsw1XiOLoHDMIgWlTp8q4R8ZKRUX1mOwgjlHOPvev+YMs+PpoqbjnIbn72zFy1eT13u72LZ4iz1VdKndWHFPO7gPdtvVprb39/376dOFptIFS16mdM1SmTlU3wSKAAAIIIHBQYN3atd6NqQc/idO7rfLG0zPl66M6yDV92ki7QUOly1FWvk2y4N11sb5JtVWrVl5hP/vsUys0rwiULUDiXjYhO0AAAQQQQCCZArt27ZZTTmkWy8JXTwH5v+WkVMJ++Qn1RE7oID/rdNyBsqZuUp0zS5bvjO9dqnqDKgsCfguQuPstyv4QQAABBBBIiMCXX26OaUkPTAEp7eR/9D1LUml7ajlRLr+ln5xkJd7+lry8+H/ZT7F8bdGyheh0mywI+CVA4u6XJPtBAAEEEEAgYQJfbPxCOpwXwyemfvO2/M9pm6Rx7xulb8uj06r1zr5Yup9k42VSN6m+tEA2xrfTPbZXM9KgvEmcAIl74qqMAiOAAAIIIOCyQGoKyKVvy3v7msvl/c8XGxzjRVyvjdx024Viqfu+1a/LrDX/6TIGsSFwiACJ+yEc/IAAAggggAACkQocmAJSug6Vmw6bNaaenND1SunV2FL3+N+kGqklB3dOgMTduSolIAQQQAABBJIqsF92Lpslb3x9ovQa0DH7PO3HnS9X97bnCaRuUp02Rd74JsbjZZJaFZQ7lgIk7rGsFgqFAAIIIIBAXRT4X1L50luy/aSfydWdv58D4Bg5u29fqbBO930r5a2l8b5JNUcgfIxA0QI8gKloMjZAAAEEEEAAgSAEqqeA3Cmy75nUTanPFHiInVI54Z+lqtddUlE9/UyB27EaAskTIHFPXp1RYgQQQAABBHwRaHR8I9GHMMVjsSkgL5EnVk2WPjp3e84ldQPrrGFy/qhFsk/X+bpSFq0ZkXoCbLyepLpr10459thDbq/NGRFfIFCIAENlClFiHQQQQAABBBwUaNOmQvQhTLFYDkwBmX7gUq2FSt2k2muo3JieGnK9PP/02/JNrduE/+XqVavlzLPOCv/AHNFZARJ3Z6uWwBBAAAEEEMgvoL3C0S9/lY2zX/OmgOz+kzMOPHApT6nqnSGX9LCbVFOja5a/LctieJNqw4YN8gTC1wgULkDiXrgVayKAAAIIIOCUgPYGa69w5Mv+T2TWC6sk+xSQuUp3jFQMGipd0jeprpCXZ2+QuMwvU1VV5RX8xBOb5gqAzxEoWoDEvWgyNkAAAQQQQMANgaZNq5PK7du3RxhQarz63CnyfG1TQOYq3Qkd5GedbAz5Hql6bros3xmP1H3b1m1eqZuc2CRX6fkcgaIFSNyLJmMDBBBAAAEE3BBofVprL5AN6zdEF9DOSnniiaWy7+gfyU875poCMlfxvi9tO7Q6+OX21+XesZUSh8E/W7du8cpVUVFxsHy8Q6BMARL3MgHZHAEEEEAAgaQKtGpVnfSuXLkyghD+Kpsrp8rogaPkte2puWH++pb85p6ZUlVEj/n+TYtk6vxPM8q+T7a/Okquv7O4/WTswLe3Kz5YIW3btfVtf+wIARU44rvUAgUCCCCAAAII1E2BK6+4wpuycNrzz4UIsF6m9bxcxq35a/Zjnj1GFs8bLM2yf5v6NM/2B7Y7+qrn5ePHLxIbBp9zdwF80bJZcxl43XXywEMPBrB3dllXBZjHva7WPHEjgAACCCCQEjjvx+fLpIkTZe/evVK/fv2QTFrLoHnrZFDJRyt3+5IPXNCGdmNq+3PPLWh9VkKgUAGGyhQqxXoIIIAAAgg4KNC+fXsvqqrV1bOgOBhi6CEtqVziHZOhMqHTO39AEnfnq5gAEUAAAQQQyC1Q0bb65snKxYtzr8Q3RQm8tXCBN769cePGRW3HygjkEyBxzyfE9wgggAACCDgsoMNjevXuJfPnz3M4yvBC+3zD5/LFxi+k75VXhXdQjlRnBEjc60xVEygCCCCAAALZBbpefIns+HaHLFywMPsKfFqwwLx51Q2gzhd2LngbVkSgUAES90KlWA8BBBBAAAFHBbp17yaNjm8ks2fNcjTC8MJ6+aUX5aIuXYRhMuGZ16UjkbjXpdomVgQQQAABBHIIXDPgWllSWSnRPkU1R+ES8rFesdArF31SU2yyIBCEAIl7EKrsEwEEEEAAgYQJXDPgGq/EUyY/k7CSx6e4E54aLy1athC9gsGCQBACJO5BqLJPBBBAAAEEEiagQzv0gUHTX3iBXvcS6k572/Wm1Kv79SthazZBoDABEvfCnFgLAQQQQAAB5wWGDrvZi5Fe9+KrWnvb9T6Bfv37F78xWyBQoACJe4FQrIYAAggggIDrApm97jqtIUthAtbbfvOwYSE+fbawsrGWWwJHfJda3AqJaBBAAAEEEECgVAG9OfX8Dud5M6NMe/65UndTZ7bbu3evXNipkzRq1EgW8RCrOlPvUQVKj3tU8hwXAQQQQACBGApor/vd94zxZph5ZeYrMSxhvIr07JRnvZlk7n/gwXgVjNI4KUCPu5PVSlAIIIAAAgiULqC9yL0vv1x27Nghby5cyJzkOSirqqqkb+8+3pNnx0+YkGMtPkbAPwESd/8s2RMCCCCAAALOCFhSqg8TYsjM4dVqQ2T0m6XLlzO2/XAiPglAgKEyAaCySwQQQAABBJIuUFFRkR4yM23q1KSH43v5H7jvPm+IzIRf/4ak3XdddphLgMQ9lwyfI4AAAgggUMcFBg0e7N2kOu6RsfLe8vfquMbB8LUhM3fOXBk+YoR07NTx4Be8QyBgAYbKBAzM7hFAAAEEEEiyQOaQkJmvvCqntjo1yeGUXXad+nHE8OHStl1beW3WrLL3xw4QKEaAxL0YLdZFAAEEEECgDgronO79rr7Ki7wuJ+/q8NNLLvGS9t+lnjBbv379Ong2EHKUAiTuUepzbAQQQAABBBIioENlrh84sM4mrTReEnKiOl5Mxrg7XsGEhwACCCCAgB8COpZ74qRJsnrVarnhuutEH9RUVxaS9rpS0/GPk8Q9/nVECRFAAAEEEIiFQLfu3dLJ+2XduokmtK4vOqadYUKu13Jy4iNxT05dUVIEEEAAAQQiF9Dk/ffTp3vl0ITW5dlm9MmxeiNqo0aNpC6P7Y/8pKMAaQHGuKcpeIMAAggggAAChQrY8JEd3+7w5nvXqSNdWXQmnfFPPCnTUzeg6uwx3IjqSs0mPw4S9+TXIREggAACCCAQiYAmuDreXce96xNWf/3b5D+MSBskd4++y4tpYCq2UXfczuwxkZxdHDSbAENlsqnwGQIIIIAAAgjkFdDpEHUuc30Q0ZLKSrmwUyfRMeFJXfTBSjrd46ZNm7yx/A889CBJe1Ir09Fy0+PuaMUSFgIIIIAAAmEKVFVVyZ233y5fbPzC630ffffdiXlYU82yPzz2EWncuHGYfBwLgYIESNwLYmIlBBBAAAEEEMgnoENnZs6YIeMeGeutqkNNhg67ObZJsCbskyY+7V0taHR8I7njzrvk6n5X5wuT7xGITIDEPTJ6DowAAggggICbAjrH+xOPPSZz58z1AoxbAp+ZsGsBdajPkKFDGBbj5unoVFQk7k5VJ8EggAACCCAQH4GaCXKv3r2kV+8+og9zCnvRqwHLly2X3z3/nHfjqR4/bg2KsE04XvIESNyTV2eUGAEEEEAAgUQJaA/8lMnPyPz580Snj9RhKT169JQuXbsGmsRbsr74D4vSvf8tWrZIDYfpJ/3696eHPVFnEYVVARJ3zgMEEEAAAQQQCEUgWyKtB9apJDuc10HanXOONGnSpOQx8dpA2LB+g6xcuVI++NMf0z3rYTUUQkHkIHVagMS9Tlc/wSOAAAIIIBCNgCXxKz/8UN5//z1vNprMkmgyr8uZZ50lDRs2yPwq/X7L11vkq6++kl27dqaTdPtSH5x03o/Pl/bt2wfaq2/H4xWBMARI3MNQ5hgIIIAAAgggUKuAJvIbNmyQVR99JLUl5DV3kpngN23aVFqf1loqKipqrsbPCDghQOLuRDUSBAIIIIAAAggggIDrAjw51fUaJj4EEEAAAQQQQAABJwRI3J2oRoJAAAEEEEAAAQQQcF2AxN31GiY+BBBAAAEEEEAAAScESNydqEaCQAABBBBAAAEEEHBdgMTd9RomPgQQQAABBBBAAAEnBEjcnahGgkAAAQQQQAABBBBwXYDE3fUaJj4EEEAAAQQQQAABJwRI3J2oRoJAAAEEEEAAAQQQcF2AxN31GiY+BBBAAAEEEEAAAScESNydqEaCQAABBBBAAAEEEHBdgMTd9RomPgQQQAABBBBAAAEnBEjcnahGgkAAAQQQQAABBBBwXeD/A4KF1JXb7uXdAAAAAElFTkSuQmCC" alt></p>
<p>The magnet and the coil are moved in the following ways.</p>
<p style="padding-left: 30px;">I. The magnet and the coil both move to the right with the same speed.<br>II. The magnet is stationary and the coil moves to the left.<br>III. The coil is stationary and the magnet moves to the right.</p>
<p>In which of the following will the ammeter indicate a current?</p>
<p>A. I and II only<br>B. I and III only<br>C. II and III only<br>D. I only</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
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<p>A coil of area <em>A</em> is placed in a region of uniform horizontal magnetic field B. At <em>t</em>=0, the coil starts to rotate with constant angular speed <em>ω</em> about a horizontal axis.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt> </p>
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<p>What is the emf between X and Y?</p>
<p>A. zero</p>
<p>B. <em>ωAB</em> sin <em>ωt</em></p>
<p>C. <em>AB</em> cos <em>ωt</em></p>
<p>D. <em>−ωAB</em> sin <em>ωt</em></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
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<h2 style="margin-top: 1em">Examiners report</h2>
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[N/A]
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<p>A fully charged capacitor is connected to a resistor. When the switch is closed the capacitor will discharge through the resistor.</p>
<p style="text-align: center;"><img 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"></p>
<p>Which graphs correctly show how the charge on the capacitor and the current in the circuit vary with time during the discharging of the capacitor?</p>
<p><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph below shows the variation with time of an alternating current in a resistor of resistance 2.0 Ω.<br><img src="data:image/png;base64,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" alt><br>What is the average power dissipated in the resistor?</p>
<p>A. 0.25 W</p>
<p>B. 8.0 W</p>
<p>C. 16 W</p>
<p>D. 32 W</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A uniform magnetic field directed into the page occupies a region of width <em>L.</em> A conducting coil of width <em>L</em> moves at constant speed <em>v</em>, from left to right, through the field.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt></p>
<p>From the instant that the coil enters the field until the instant that the coil leaves the field, which of the following best describes the direction of the current induced in the coil?</p>
<p>A. Anti-clockwise</p>
<p>B. Clockwise</p>
<p>C. Anti-clockwise then clockwise</p>
<p>D. Clockwise then anti-clockwise</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>It would seem that most candidates intuitively chose between A and B, with only those who understood Lenz’s Law selecting C or B. The essence of the solution is that as the square is entering the field the flux linkage is increasing, while as it is leaving the linkage is decreasing. Hence neither A nor B can be correct. And since the direction of the current is such as to try to reduce the change in flux linkage, it should set up a magnetic field out of the page as the loop enters the field. Hence C is the correct answer.</p>
<p>Candidates clearly need more practice in the application of Lenz’s Law in a variety of different situations.</p>
</div>
<br><hr><br><div class="question">
<p>An ideal transformer has 200 turns of wire on the primary coil and 600 turns on the secondary coil. There is an alternating potential difference of frequency ƒ and of peak value <em>V</em> across the primary coil. Which of the following best describes the emf across the secondary coil?</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt> </p>
<p> </p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows a bar magnet near an aluminium ring.</p>
<p style="text-align: center;"><img 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"></p>
<p>The ring is supported so that it is free to move. The ring is initially at rest. In experiment 1 the magnet is moved towards the ring. In experiment 2 the magnet is moved away from the ring. For each experiment what is the initial direction of motion of the ring?</p>
<p><img 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"></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows a loop L of wire in a uniform magnetic field B.</p>
<p><img 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" alt></p>
<p>The loop encloses an area <em>A</em> and the field is directed at an angle <em>θ</em> to the normal to the plane of the loop. The strength of B is increasing at a uniform rate <em>R</em>. What is the emf induced in L?</p>
<p>A. \(\frac{{RA}}{{\cos \theta }}\)</p>
<p>B. <em>RA </em>cos <em>θ</em></p>
<p>C. \(\frac{{RA}}{{\sin \theta }}\)</p>
<p>D. <em>RA </em>sin <em>θ</em></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The secondary coil of an alternating current (ac) transformer is connected to two diodes as shown.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>Which graph shows the variation with time of the potential difference <em>V</em><sub>XY</sub> between X and Y?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The diagram shows the view from above as an airplane flies horizontally through the Earth’s magnetic field. The airplane is made of conducting material.</p>
<p><img 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" alt></p>
<p>The direction of the induced emf will be from</p>
<p>A. P to R.<br>B. R to P.<br>C. S to Q.<br>D. Q to S.</p>
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<p>B</p>
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">There were, questionably, two plausible responses to this question </span><span style="font-size: 10.000000pt; font-family: 'Arial';">– </span><span style="font-size: 10.000000pt; font-family: 'Arial';">A and B. Both were accepted. </span></p>
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">As the metallic wing moves </span><span style="font-size: 10.000000pt; font-family: 'Arial';">through the Earth‟s magnetic field so an emf will be induced </span><span style="font-size: 10.000000pt; font-family: 'Arial';">between R and P in such a direction as to move (positive) charge from R to P. This would indicate that B was the correct response. </span></p>
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">But as a result of P being now more positive than R, it can be argued that an electric field is established from P to R. This would result in response A. </span></p>
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">It is impossible to tell whether the confusion was due to the slightly ambiguous nature of the question or whether candidates were unable to use the correct hand to analyse the situation. But the poor showing in Q 23 would suggest it may be the latter; in which case this is an area of the syllabus that needs more attention. </span></p>
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<p>A full-wave diode rectification circuit is modified with the addition of a capacitor in parallel with the load resistor. The circuit is used to rectify a sinusoidal signal of period 6.3ms. Which graph shows how the potential difference <em>V</em> across the load varies with time?</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" 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iz461/+UvDgAw8UvDN3bsG+ffuKrjPLl507dxbcd++9BQvmzy/Iy8szi1rUgwTsEvjll18K5HmnVroq77QHHyzYsGGD0yInjB9fsHnzZqfnGPHguXPnlOdL6t69TsWPGTy4IPPUKafnGPHg4cOHC/rfd1/BKSe6yfv2zl69CuRdZLaUmJhY8NCDDxZcuHDBoWrnz58vuPuuuxweN+MBjlioaDZqMWLx3Xff4YP58/He+++jbt26drWVYerNiYn4Pj4e27dvR7NmzZTe/Dt69kRgYKDda4yy87PPPsOOpCS8OnOmQ5GzsrKwft06rF27FqczMyG9K9KT36lTJ8P3sL0+axZ8fHzwzD//6VD/ixcv4qcff8T333+PgwcPKnrLaIZwkGuNmjIyMjBi+HAs+uQT3HzzzUZVg3KTgMsE1B6xeG3mTISEhOAvf/2rUxmPHDmC1197De+8957T84x2cPSTT+LhRx5Bjx49nIqesGkT1q1bh0mTJzs9z0gHZTQq9uGHMf2VV9CiRQunosfFxeGP/Pwy7xOnmejs4IULF/BIbCwWLV5c5qj/qzNmoHuPHujevbvOtPCOOMZtNXiHh6lyTdq+He+/9x4+/ewzxe/RkXI+vr7KDW+96Q8cOKA0Mv/+2GNKw1ImoUlDM7RRI0dZ6HK/DFF/umQJvli+3Kl8wcHBGPLQQ8qf1cj65uuvMe3ll5Wh3T59+6JXr16lhjmdZqqDgzt37IDcA0vi4pxKU7NmTWWinUy2k3kIv/76K75fswbSaBB/0b79+ikTEWvVquU0Hz0dlHoc+49/YPYbb9Co0FPFUBbTEBDf8T179uBfzz1Xpk6NGzdWDJDdu3ejbdu2ZZ5vhBPkHXHjjTeWaVSILlHduuHTTz9F1unTCK5TxwjqlSnj/PnzER0dXaZRIRk9/PDDeHT4cOUda5bJ/C9PnYqxY8eWaVSI/uKCO3bMmEpjWHDEosyfj+dOUHvEImbwYLzx5pul/B7Lo5H4SCq9+d9/D2moR0ZGok90tCF68/8ydCgmTJiADh07lkdlm3NlsvcPa9dC/Cilh+b2nj3Rp3dvtGzVyuY8vW3IvILBgwZhwQcfoH79+hUWT3oaZSRL7gFJMj+hb3Q0pKGg5/TK9OmKQTHiscf0LCZlIwGPElBrxEI6IB584AG89fbbSueDK0rI3K5/T56Mue+848rpuj5HRnllYvLSZcsgHTOupP3792PpZ5/h3y+84Mrpuj7n+PHjeGbsWCz7/HNl/ogrwq4tbEMMGz7cldN1fY7MWVz44YeKJ4irgn704Ydo3rw5xBPE7IkjFiatYelJkgaluxOzg4KCMDgmRvmTXmCJdPHtN99ArPUmTZooIxk9xWVKZ73Zy7/4QulJcceokFujadOmaDpypDLxTIY+f/7pJ7z//vuQl0SHDh0UlzHpjapevbqu7qR333kHDz74oFtGhSgkBoRMupM/iXwiw/mzZs6EvFjEyJTRDHEZk8mJeknbf/1VCfv3/KRJehGJcpCAqQh88fnnSk+9jGi6mm644QZl1ELeTW3atHH1Ml2eJ8/Xv//97y4bFaJEy5YtcebMGeXP6AEzXn3lFUyaNKlcz30Z+RfX1KFDh0K8JIycxLWpvAby0L/8BWOefrpSGBYcsVDx7lZzxEJCv/3jmWfQrl07r2ko/vjSCyG9+RKrW+nN7tsXjTTuzZbepAdjYvD58uXlevCXB5QEUxNXI5mXsemXXyAG2J29eytzM7T255fQf0+OGoX/rVxZrgd/efTPz89H4ubNisucuE5JT4y4y0lvjKs9eOUpz9VzZVRp8MCBii93w4YNXb2M55GAKQioMWIhHUwDBw5UeqsltGh5koQ7l9FEGekwapI1CuT9unzFCiXCYnn0kE4PeWe44j5WnnzVPHfv3r148403MH/BgnIX+7/lyyHvDnE9NmqSeavbt23D8xWYLzNn9mwlEqV0ypk5ccTChLUrfqy5eXleNSoEmzQm5e+JJ5+EDHOLu4z45UtvdhdxmerbF507d1Z9AvT899+HuMB4s4ErIXtlNEQZEXn2WcgLc90PP2Dy888ri+PIKIbEspbjavfmv/Xmm0q4SW+WK5O6JVSv/EmSERxxmVq0aBH8/PyUORniMuWOG1ZFfpqff/65YtzRqKgIPV5DAmUTWLlyJe655x6n8/Yc5SIBRKRTRsJwujua7qgMb+9f+NFH+Pvjj5fbqBC5bunUCbNffx3S+eXN95M3GchozT/Gjq1QEf0HDIC4KD84ZEiF+FWoUA9fJC5N78+fX6Fc//q3v+H5iROV0f4KZWCQi/Tjv2AQYEYQ86033sDo0aNVFVWGuWWlyXfnzVN6cmSy85rvvsOggQOV4b9Vq1YprjTeFur3339X4rjHPPCAt4uyyV9emLGPPIIPFy7EZ8uWKavOyroJ9w8YoPiifrV6tSqLs0lUKzHsrA1+GyG9uCHD/KOfflrpxZR5PdKTOeXFFzHo/vshkalkdMfbS+ZIT+rSuDiMHDXKi5oyaxKo3AQk0l5ZUaCcEZLG1YcffODsFN0ek2fMjz/+iLvuvrvCMsp7UtbVMWKSCIpnz5xBeHh4hcSX9bNkNW7rnL0KZaLhRfIea9yokUsTtu2JKYFipONNvD3MnDhiYbLalZ5jWQBOesy1StKb3e2225Q/kSEtLU1xmRpV2MsjLlMymiFzNDydpDdBFqOREQWtkkS9EJcg6yQtqROZAC6LSMkoguwX/SWsr6fTwoULNW9Yi/+wNcqWrMgrrmJLly5VfHLFt1oiiUjoPXnAejItF0Nu4ECP5+tJGZkXCRiZwP59+5R5Eu5EiJOGpazQLHPWjBbOfN369cporDujwdJr/0BMDIY/+qim76mK3IfSWSarqruTZK7Bv559VnEddicfLa5dtmyZ0oHoTtliWMuo1yszZriTja6v5YiFrqun/MIteP993a1wKQ3oUU88gbilSzFv/nwl3N7sWbMwoH9/JaTr5oQExe+y/NraXiHDyxt+/rnU6q+2Z6m/Jb35Tz71lDKS8f6CBbi5Xj2Iu1L/++7Diy+8gJ9//hky/8bdJKu8bklMxO233+5uVh67Xoysnr16KQ/Rr77+Gn8bNgziqjc0NhaPPfoo4gpDMLpboIyGyGjFw7Gx7mbF60mABBwQkEnbMr/C3TRw0CBIXkZLiv6DBrkltgT6MGqv/VdffYV+bq4gXa9ePVTz9VU6HN0CqfLF8o6W8O3izuZO6tKli/IOFMParImGhYlqViJObN68Gffee69utZIl7+XFJAsl/W/FCiWqkizMJqFRnx49GuK/K9GHKpJkzYohDz+s614g6em7//778fbcufhy1SpI75X06A954AFlREPcDCTWeUXSqi+/VNajqMi1al0TERGBf44bp7jLvfLqq0oIX+m9kh48MbZkYmBFkgyty3weT4+CVEQWXkMCZiQgIWZl4nEPD3RcDB48GJ8vW2YoTDKPUNxMJVKgu0ncZv/zySfuZqPq9RLNq06dOh6ZG2JE/SVQjXhieCJJG0AiV5o10RXKRDUrDeuHHn7YMKsli8tU16go5U+q4fDhw8oE4CdGjlT88aWnWyYAu/Igl2hAYpSsWLnSMDUqw+nSGJY/SbJStLhMSUP7/IULuO222xTDq227di4ZS1988UWFInVoBUzmpYivtvxdvnxZGbmR2OB7U1PRUUL5RkejW7duEL/cstInn3yCl6dNK+s0HicBEqgggY0bN0KeRa78HssqQsKTt2jZElu2bFHmo5V1vh6OS8eNRL7zRJKVqqUDTSL4SQ++EZI0hD3VaSnu0DNmzIC4yhplwTwZrZJ5hJ5IMgd06COPKO5wnshPb3lwxEJvNVJBeaQ3SXqAHhk6tII5aH+ZzLmQibeyUvj8Dz5QXIYkPJu4TE196SUkbNrk0GUqfs0aZXVsozyk7NEOCQmB+F9+vHgxlnz6Kdq3b4+4uDjFZWrCuHH47ttvlWgi9q4Vo0xWgZWwt0ZM/v7+igvbrNmzsfqrr5R1U8RFTsIGjxo5UundkcUa7SVZuFESI0HZo8N9JOAZAhIq9B4PjoYPGTIEn8XFeUY4FXKR+QWealiLuNK4NMqojbQvZKVxmRvoiSTh6XvfeSckdKsRkgSFUTq8brnFI+LKe1rWgNm1c6dH8tNbJhyx0FuNVFAemVvQrn37CkcrqGCxXrvM6jIkQ4YyGrFt61ZlzQTp5WjYoIEykiG9HuJaJem///0v5rzxhtfkUTtjcenp3aeP8idli4uQjGbI5GwxniTqVp8+fYrWDJGXnkQbMUOSifcdb7lF+RN9jh07pkz+l8WFxM9VFmSUkSwJdSxJepKkkcJEAiTgHQJ5eXnKiOLM117zWAHiViIrcctopXQs6DmJC5SsX9GyVSuPidm/f38MGjSowqFbPSaICxlJJ4+MMHlysr1MAn/55ZcxYMAAFyTQ9pSvv/pKCR/vyaAwor8YltJuM1uiYWGSGpUb1J0QgHrGIL0bkV27Kn8i55EjRxSXqaeeeEIxOpo0bapEWxLXGrOm1q1bQ/6eHjMG0nNvXTPk2PHjykRACV+4fccOU6ovIxGPjhih/MmEN1mQ8e233lLuA3EjE8Ni2/btptSdSpGAHgjIGj0y4VgmHnsqSSNNOggkLLlM5tZzWr1qlVshZu3pJu5gEthkR1KSZT0keyfpZN+XX36Ju90IsWtPDTHSZF7ob7/9htq1a9s7RTf7xA2uomt3OFLiTglqMm2a4oUhbuFmSubSxkw1Uw5dJBqShDSV+QqVITVu3FiJfPX4yJHK2hA/rFuHhzVe7VtN7jKMOjgmRvmTVUx/3bYNYWFhHvF9VlOPipQlPWYy4V3+rCNZElPdyC5wFeHAa0hATQKyDo+nG5Yiv/TYv/rqq/o3LFavxiuvvOJx5KK/zA1UFlr1eO6eyVCes+Jq/Oy//uWZDIvlIqM2cm9J6F29JjF+UlNTizo2PSWnj6+v0mbbuGGDEjnRU/nqIR/OsdBDLbgpg0RVGnD//W7mYszLpddHoky179DBmAq4KbX0dMhojqxkWtmSdSRL7cUQKxtn6lu5CYgb1E8//aS4gniaRFjr1jiZkaHK4qEVlV3coGThUW+8Y+7s3Rs///ST1xcPrajucp24QUkAFW+MKki7RULY6jnJ3EapJ3nfeDqJG5gYVmZLNCxMUKNy47NxZYKKpAokQAIkoDMCss5Ou3btIJ043kiyLsIPP/zgjaw9kue333yD6H79XIrMV94CZaQ1PCJCcYcq77Vqnf/tt98q+nujvPr160NWMxd3KL0mb+ovXibbt29XRt/1qn9F5KJhURFqOrpGFkWTP6OErNMROopCAiRAAiRQBoE1XmxYStH33HMP1qxZU4YU2h2WyEX9+vXzmgD33nefrvWXOTDuLornDJ7kLeuj6DHJnL5ff/0Vd9xxh1fEk5DzXSIjleA0XilAo0xpWGgE3lPFyhC1N3/0npKT+ZAACZAACRiLgIQZldEE6bH3VhJ3qCOHDzsMJe6tcl3JVxbF27tnj8cWRrNXpjRaN23aZO+Q5vt2796tRIKSeY3eSnffc48S8dBb+buTrwQK6RoZ6dWoZTJ3Sa+GVUXZ0bCoKDmdXCchSKXHh4kESIAESIAEPElg544dymrLssaON1NUt25Kz7A3y6hI3hJ9T1Ya98SigI7Kl1C7wbVrIzMz09Epmu2X1aY9tXaFIyXEaBHdJRCJ3pI0+L1pVIu+EnZ565YtelPdLXloWLiFT9uLJVqDTKyzruWgrTQsnQRIgARIwEwEZLRCQsJ6O8nkWOkd1ltS9PfQonDOdJM1mdbrVX8V6r9Lly5KdENnjNQ+VlBQgJ9+/NErQQuK6yJGa+3gYJw6dar4bkN/p2Fh4Orbtm0bunbtamANKDoJkAAJkIBeCUhjt68KDevIyEhsSUzUFQZxA5NQoGL0eDv17NVLd4aVrJd0/NgxdOrUydvqK+FW9WZY7d61CyH166OOCutjyYK3P/74o/DAs9oAACAASURBVNc5q1UADQu1SHuhHHGDUqM3yQuiM0sSIAESIAEdE5CG5cmTJ1VZGVh6bWvVqqWr6EDJu3ejUaNGuPHGG71eSw0aNFDC7ooXgl6SRAO7o2dPZfFZb8skhqXe3IGkod+nTx9vq67kL5z1OGJXUeVpWFSUnA6uO2OAFSt1gIkikAAJkAAJlJOA9Nb36tnTK2FW7Yly+x13KGs62DumxT5l7Q6VGpainyySJ3Na9JI2yNolKukvhqWEM9ZT2Fmpf7UMCz0alu7chzQs3KGn4bVHjhxBIy9GatBQNRZNAiRAAiSgMQFZuE0NNyCrmkqvrY7cQaTHXq2GtTDoKb3WOtL/l19+8VqYVWudF/+U6Fgbfv65+C7Nvl+8eBHH0tPRtl071WSQBRh37dypWnneLIiGhTfpejFvidYgE76YSIAESIAESMDTBDYlJOD222/3dLYO85PVnQ8fPqyLVagvX76szC8IDw93KK+nD8hiaZs3b/Z0thXKLy0tTVkbS83AMDJiJaMEekiy2vht3burNlonOothpSfD0p16oGHhDj0Nr92xYwciIiI0lIBFkwAJkAAJmJGANPBvvvlmr6227YhZmzZtsHfvXkeHVdufuHkzbrvtNtXKk4Ik7Kyvjw8unD+varn2CpPRGrU7Lps1awYxaPSQNogboModtxJyWS+Gpbt1QMPCXYIaXH/p0iX4+Pioak1roCaLJAESIAES0ICAEg1J5YaVqCkjJOKCpXWShqVEalI7SS+5uCBpnX7RoGEtOoeFhSFVB4ZlwqZNqrqBie41atRA1SpVIKt9Gz3RsDBgDcqD59ZbbzWg5BSZBEiABEhA7wSkYS1zHtRO3Xv0wMaNG9UutlR50rCUhfHUTlKmjBZomSQy1YEDB6CmG5hVX8Ww1Fj/rKwsZfRITTcwq/6yWF5CQoJ107CfNCwMWHWyGqj4YzKRAAmQAAmQgCcJyMJgBzVqWEpjTuY3XLlyxZMqlSuvs2fPonr16posPCvuzSnJyeWS19Mny/oNEqGqSpUqns66zPz0YFhKx63M99AiiWEl0biMnmhYGLAGZahQ/BGZSIAESIAESMCTBFJSUhDRtq0mDUvRQ0bjtVzTQKvRCtFdGvOyKNvx48c9WaXlykvtaFDFhQsKCsLFnBxcvXq1+G5Vv/+ycaMmo3WipESh2rVrl6r6eqMwGhbeoOrFPCXMbMPQUC+WwKxJgARIgAQqKwGlYaVRj60w79GjB8QVS6ukNKw1cAOz6qu1/pt++UUTNzCr/rLS96/btlk3Vf+UEaMOHTqoXq4UWLVqVdS9+WacOnVKk/I9VSgNC0+RVCmfn378Ed27d1epNBZDAiRAAiRQmQiIj7eaYWZLsr21Sxds07BhuXv3bs0alsJC3IFk8rQWSUYKcnJyEBwcrEXxSpndb79ds3k2J06cQP0GDXDddddpp3/37pDgCUZONCwMVnsSMUMePEwkQAIkQAIk4EkCMnH3XHY2guvU8WS25cqrWrVqyhyH8xqEXT2dmYm6depo2rAMDQ1F+rFj5WLmqZOTkpLQWePAMF26dMGWLVs8pVK58lFGazRuX0n7TssRu3IBc3AyDQsHYPS4Wx76J0+dUhau0aN8lIkESIAESMC4BJKlt75jR80V6NatmybRcWRRwNs0blgK/FatWmFfaqrq9aDML9FYfz8/P1xXtaoycqI2ABmt0yIaWHE9ZaHIQ4cOFd9luO80LAxUZTt37EA7FZeYNxAaikoCJEACJOAmgU2bNunC1VYWp9PCHURWXJY5DlonrdazEBe0LpGRWquPyK5dsSUxUXU5jh49iiZNmqhebskC9bRYYEnZXNmmYeEKJZ2cI/G9Jc4xEwmQAAmQAAl4msC2rVt1EcpcouPI6InaSXqKmzdvrnaxpcq7rVs3iFuOmin/6lX8+eefykJtapZrrywtDCuZX9GoUSN74qi+TwxrCaJg1ETDwkA1J9Eqorh+hYFqjKKSAAmQgDEISKMyNy8PAQEBmgssk2cl9Ohvv/2mmiyyMNrNN9+sWnnOCpI5LqK71IlaacfOnZCITHpIHTt0wI6kJFVFkdEqadDrIYlhJaOHRk00LAxSc7Jg0Pnff9c0WoNBUFFMEiABEiCBchLYs2cP2rZtW86rvHd6lMyzULFxlbh5s648AmQtkWQVF8uThrXMbdFD8vH1RY2aNfH777+rJo6iv04Mi5CQEGRkZEAWqzRiomFhkFqTuM4db7nFINJSTBIgARIgASMR0FvDWtx+1ey1VfTXkUeAeCeoaVjt2LEDt+hkxEJ+N4r+CQmq/YQyT5/WVWAcmcC/f98+1fT3ZEE0LDxJ04t5SbSCrjp66HlRVWZNAiRAAiSgMoHtv/6Kzp07q1yq4+Jat26NvXv2OD7Bw0dktetQnfjYi2oyYiO96Gokcbkq+PNPSKhfvSQ1DStxg6tbt65eVFfkkNEjiVJmxETDwiC1tnnzZkR17WoQaSkmCZAACZCAkQjk5eXpYuKulZmsQly7dm1knT5t3eW1zwvnz+OGoCCv5V+RjG+88UacO3cOEmbe20nc4MIjIrxdTLnylwn8u3ftKtc1FT1ZIlDpbf6q2q6AFWVn7zoaFvao6GyfrIaZffasposW6QwJxSEBEiABEvAQAYmG1EwH0ZBKqiOj9AmbN5fc7fHtrVu3QhZm01uKiIhASkqK18XaumWL7hrWPj4+CAgMVGWehSzIpzePEAkkkHnqlCHnWdCw8PpP1v0CxPexQ4cO7mfEHEiABEiABEigBAGlYaXDEXFp7KnhDiSGhaydoLeklv7SxtDjHM7IyEiIt4a306lTpyATpvWWWrZsiQP79+tNrDLloWFRJiLtT5BhOj0+9LQnQwlIgARIgATcJaDMr7j1Vnez8fj1bdq0wR4VeuyPHDkCWfFYb0ne+zKp3NtJ3OBkxWu9JTGsvK3/pUuXEKiDEMv22CuGpQr1b69sd/bRsHCHnkrXSm+SHodpVVKfxZAACZAACXiRQM6FCwgMDPRiCRXLWuZZyHoWZ8+erVgGLlwlC8PpadJycZFljsmZM2e86g6jTFoPDS1erG6+t2/XDjt37vSqPEnbt+sqGlZxZcWwVGPErniZnvhOw8ITFL2Yh8QxPnbsmK6iVXhRXWZNAiRAAiSgIoHs7GzcVLu2iiWWr6gukZGQUXtvJVkrol27dt7K3u18W4WFYV9qqtv5OMpAVlvXa8elrGfhV706cnJyHInv9n5xg7tVh/NrRLEGDRrg+IkTbuuodgY0LNQmXs7yDhw4AIlnzEQCJEACJEACniawbds23TasRFfxs0/0omGh6K9DNzBrPXft2tWr8wx+lTDDOta/U+fOkHW8vJUkcEFzHQYusOrbuHFjHD1yxLppiE8aFjqvJvlB3arjH73O8VE8EiABEiABJwTkHaOn9StKiiqjCbu8GHZUQq22CQ8vWaxutr09YiOrW99www260bekIN40LMUjRNztqlSpUrJY3Wx7U39vKUnDwltkPZSv8tCnYeEhmsyGBEiABEigOIGTJ0/qMiKOVUZxh6lerRouXrxo3eXRT1knQkKb6jXVr18fJ7zkDnP58mXUrFlTr6orcslq4BJcwBvp4MGDaNGihTey9lie3jYsPSZosYxoWBSDoceve1NTIZExmEiABEiABEjAkwSkUe2r40a1VVfFHcYLjUu9hhm16m39bBgaivT0dOumxz537tiB9joPZe/v74/8P/6ArOfl6SRuYJ06dfJ0th7NT9y0xCXeSImGhY5rS1YDDQgI0HVvio7xUTQSIAESIAEnBPbt24ew1q2dnKGPQzK5VhZx83SSnnDpEdd7ksnVXtF/+3bdN6ylbsQdzhvRoWRlb70bVuKmJdHBfvvtN73fpkXy0bAoQqG/Lzt27kTHjh31JxglIgESIAESMDwBpWF9yy261+OWW27xijtMUlISJG+9JzEsJOy8p1PawYO6nrhs1ddbhpW4gsmIiN6TTK6X6F1GSTQsdFxTO5KSIEPATCRAAiRAAiTgaQIpKSmIaNvW09l6PD8Zuc/NzYW4bnkyyRoRN910kyez9EpeLVu1wv59+zyedwGg64nLVoW90bCWhfFq1qhhLULXn8qIHQ0LXdeRYYSToT8j9KYYBigFJQESIAESKCJwJS9Pt4vDFQlZ+KW1rMK9Z0/J3RXeFiPluuuuq/D1al4okYsCa9XC+fPnPVaszC+pV6+ex/LzZkbecAXatXMn2rVv702xPZa3tyOjeUzQwow4YuFpoh7ML/vsWUP0pnhQZWZFAiRAAiSgAgFZdKxmQIAKJXmmCE/3Wu/fv99Qa0RJJ6Mn13MQjwgjuVo3bdYMhw8f9szNBEDc4DoYxNVcVoaXuRZ5eXke09+bGdGw8CZdN/I2Um+CG2ryUhIgARIgAQ0IyMRVPa84XRKJrLXhST/zHTt2GKZhKSwUw8qDC8VJw1rvE5eL3wOerv9DaWmGmF9iZdC+fXuvrudiLccTnzQsPEHRC3kovQkGmFTmBdWZJQmQAAmQgJcJSMPaSA3LBg0a4Pjx4x6jkpKcjIiICI/l5+2MZHRB2gWeSr9lZSE4ONhT2Xk9HwkLK6ukeyr9+eefhphfYtVX0d8g8yxoWFhrTWef0ptgpGFKneGjOCRAAiRAAk4ISI9ts2bNnJyhv0N1b74ZpzMzPSLY5UuX4Ofn55G81MhEFrKTKEaemMAuK07rebVpezw9OYH97NmzuNEAk/aLcxDDQtbdMEKiYaHTWpJoHeEG6k3RKUaKRQIkQAIkYIfAH3/+CZkUbKTkqcbVlStX4FutmpFUV2RtFRYGmRvibjpy5AgaNW7sbjaqXi/3ao2aNSFzg9xNMnG7bbt27maj6vXBdeog6/RpVcusaGHGeqpUVEuDXSe9CfLgq169usEkp7gkQAIkQAJ6J5CdnY0bbrhB72KWkk8Ws9u+fXup/eXdsSclBa0NsDBgSb0Uw8oD7kCy4raR5tdYOSjuYDt2WDcr/ClugEbUv2HDhh51B6wwwDIupGFRBiAtDh86dAhNmzbVomiWSQIkQAIkYHIC0rA00vwCa3V4KuymNCzbGmD9Dqve1k9PGVaivxHWL7Hqbf301EKJ0sZq1KiRNVvDfHqq/r2tMA0LbxOuQP7y0JcIAEwkQAIkQAIk4GkCskaSERuWMoqfn5+v/LnDJHn3bsi6GEZLTZo0gcyNcTeJS40RFgYsqWfHW25BkgdGrP7IzzfcHBNh4SnDqiRXT2/TsPA0UQ/kJw99oyzc4gF1mQUJkAAJkICKBGQVZ6NN3LbiERem1NRU62aFPnMuXoS/v3+FrtXyIplwLQvlXXBjoTxPTP7WikFQUBDEjc+dJKH8Zb6CEZPMu5X5t3pPNCx0WEPy0GzVsqUOJaNIJEACJEACRieQd+WKYVadLsla/Ozd6bW+dOmSoecvdujQATt27iyJxeXtgwcOoImBXa0bhoYiPT3dZX1LnqiM1hk0MI6vry9kDm7+1asl1dLVNg0LXVUHlFBy0qPg4+urM8koDgmQAAmQgNEJSLhWI7rBWLnLasnurOeQnJyMsLAwa3aG+3TXsJKGdXh4uOH0tgrs7gRuiQjVxsD6y4jdnr17rTh0+UnDQmfVcmD/frTkaIXOaoXikAAJkIA5COzctQttDDi/wEpfApvI5NuKJqM3LMWwknmYFU27DF7/yoiNGwsF7t2zBy1btKgoPs2vUwwrN/RXQwEaFmpQLkcZ8qM3WnzlcqjHU0mABEiABDQksFsalgbusZV5BrKewcWLFytEUXrs2xgw1KxV2RtvvBFnzpyxbpb7M+3gQYQaMCKSVVEJOuDOPANxhTOyR4gyYueGYWnl6M1PGhbepFuBvOWhb8T4yhVQlZeQAAmQAAmoTEA6r4zsCiS4JFSsvCsrkjJOnDDs5F2rvvVCQnDy5EnrpsufElFLFkY02qrbxRWsVq2aMsegIpPQT5w4gTp16xbPznDfJTLYYTdG7NRQmIaFGpTLUUbqvn2cuF0OXjyVBEiABEjAdQK/nzuHwMBA1y/Q4ZmKO0wFem1llMO/Rg0dalQ+kSQcvYy8lDcdOHAAzZs3L+9luju/RcuWELfx8iYxRo24fktxPZURuxo1KjxiVzwvb32nYeEtshXIVyzwP//809DDdBVQm5eQAAmQAAmoQCAzMxN1b75ZhZK8W0T7Dh0gcyXKm2TittEblqKzYlhUwLAyi6u11L/MFSpvEv3N4BEiYWflXtZromGho5qRMHBm6E3QEVKKQgIkQAIkUEjALA2revXqISMjo9z1Kj3WRlxxu6SiMs9g9+7dJXeXuW0WV+uKGlbSGJdGudGTjNhVxLBWS28aFmqRdqEceVCY4aHngqo8hQRIgARIQGUCiitI27Yql+qd4q6/4Qb8/vvv5crcLD324sqWc+FCuXSXk/eZxNVaImeKLuVNsrCg0d0ARWcJ8FMRV7jy8qro+TQsKkrOC9fRsPACVGZJAiRAAiSgEEg2UeeVuLSUt9f+WHo6QkNDTXE3NGjYEMeOHXNZFzO5Wvv4+CgT0GUyuqtJJrvLSJcZUsOGDXG8HHWvts40LNQm7qQ8WXE7zMBh8JyoxkMkQAIkQAIaEzh79iyCgoI0lsIzxUuvrYxAuJouX74Mf39/V0/X/XmKYVUO/SXMbLNmzXSvl6sCtmrVCvv3uz6BW4zQiHbtXM1e9+fVDAhATk6OLuWkYaGTapFl2q/k5aF69eo6kYhikAAJkAAJmIXAb7/9htq1a5tFnXKHnN2zZ4+h1+8oWXHlHbExm0eEzDMpj2FpptE6uRckCIE763mUvJ88uU3DwpM03cjr6NGjhl60xg3VeSkJkAAJkICXCaRIRCSTzK8QVOLWcrIcE7jNEGq0+C0SHh5ershAMnHZTHM4RRcxFlxNcq4ZIoJZ9S2v/tbr1PikYaEGZRfKMNtN74LKPIUESIAESEAlAooriAki4hTHFRAYiAsuTmI2m2EVWKsWZDKyq2nvnj2mcrUOa9WqXBO4zeQGKHUuhoX8pvWYaFjopFbMEl9bJzgpBgmQAAmQQDECSo+1iXzMRTXptd+TklJMS8dfDx06hKZNmzo+wYBHbq5XD7I2SVlJXK3z8vLg5+dX1qmGOe7j64s/C9f+KktoMSpuuummsk4z1PHQRo1w9MgRXcpMw0In1WI2/0+dYKUYJEACJEACAE6dPIm6deuaioWrfub5V6+i6nXXoWpVczV5RH9X3IGUaFiNGpmq7kWZJk2a4PDhw2XqZZb1K4orKitwV6teXTEYi+/Xw3dz/cr0QLSCMpw7dw7XX399Ba/mZSRAAiRAAiRgn4C4C4nbkNmSzBmRRmNZad/+/ZC1D8yWZMTGlQm8SsM6PNxs6iPcxfoX/c00v8hakRIZa19qqnVTN580LHRQFUq0DpMN0+kAK0UgARIgARIAoIyIt2ljOhaNGzfGERd6rGV+hTTCzZbKY1iYaeKytR4V/V0wLFN27zZl/bs6YmflpdYnDQu1SDspRx76Zlhm3omKPEQCJEACJKARAZmHYMZ3jLiDXOfjA3F1cpaUHmuTTVwXfevUrYvTLsyxkFENM9Z/69atsXfvXmdVrxw7ceIE6tevX+Z5RjuhTTnmGKmpGw0LNWk7KEt6U9qYsDfJgbrcTQIkQAIkoCIBM0cdbNGiBQ4cPOiU5r59+9AqLMzpOUY9WKNmTVy8eNGp+L+b1NU6UKKClREZSxZGrFGjhlM+Rj2ouELtd32RQLX0pGGhFmkn5Zh1mNqJyjxEAiRAAiSgEgGZ4CoTXc2YpFOurMhQZl58VnrtU5342Z85c8Z0EZGK38e1g4Mh7uSOktnC7BbX09fXF1evXCm+SxffaVjooBrSuTieDmqBIpAACZCA+QiYNSKStaZat2nj1B0mPT0dDRo2tJ5uus+yDCuzukFZK1L0d+YOpehvwvk1Vv3l3j527Jh1UxefNCw0roarV69C4jGLrygTCZAACZAACXiSwMGDB9G8eXNPZqmrvMLCwpw2LJX5JSZuWJZlWIn+Zna1VuZZ7Nnj8J40eyj/surfIRgvHqBh4UW4rmR94MABiI8oEwmQAAmQAAl4moDZe2xr1qyJS07mGJi9YSlGoxiPjpLUv0zyNWsqq2GttLFMbFi3kQnsTgwrLeqdhoUW1IuVKTeEWNxMJEACJEACJOBpAmZvWAuvG2+8EbK6sr1k9h77svzsjx87hoYmdgULDQ2FuJPbS3/++aeyOrd4hZg1hZUxx0YLvWlYaEG9WJniGygWNxMJkAAJkAAJeJpA6t69EHchMyelceUg7GhWVhZq165tZvWVUKoSUrVkunLlCnyrVTO1q7WymnqVKvjjjz9Kqo+jR4+iUePGpfabacfNN9+MUydP6kolGhYaV4dEczD7Q19jxCyeBEiABCotAQlFKu5CZk7yDrUXGUlWHA+sVcvMqiu6SShdeysw7zfpiuMlK7SJLJR45EjJ3Uq0MDPPL7EqXK16dYgRqZdEw0Ljmvj9999RqxI8+DTGzOJJgARIoNIRyDp9GsF16pheb2lY2zMsxCNAfNDNnpQRm337Sqlpdjcwq8KODKvKEspf5tmkpaVZcWj+ScNCwyo4d+4cgoKCNJSARZMACZAACZiVQGVpWDVt2hSyVkfJpMxhrASuxq1atrQ7YqG4WlcCw0oxLOwYVpWm/lu1slv/JX8Pam3TsFCLtJ1yKoPvqx21uYsESIAESEAFAmJYVIY5fD4+PvgjP78U0cpiWDUMDYVM0i6ZxD1KGt1mT8oK1HYMC5nQLxP7zZ4c6a+V3jQstCIPKEO3nF+hYQWwaBIgARIwMYHK4gokVSiTWE+WmMQq7iHNmjUzcQ1bVLOugyVRkIqnS5cuoUaNGsV3mfJ73bp1kXnqlI1uMr8mIDDQZp9ZN1q2aoX9dgwrrfSlYaEVeQD79u2rFL0JGiJm0SRAAiRQaQkcS0+H9GZXhqQ0rvbvL1K1oKBAGcUwc6jRImUBpZ6Lj1pUlvk1VgZSz7LKvDXJnJvKEspfXOodhVu28lDzk4aFmrRLlMXF8UoA4SYJkAAJkIBHCEgj6zofH1OHGi0OqmXLljhQzLCoTEaVcBD99xXTf4+Esq8E8yus90CTJk1wuFhkqMq2Rlj16tWRl5dnxaHpJw0LDfFLeLBq1appKAGLJgESIAESMCOByuIGZK275i1aQMKrWtPeStRjLTq3EMPqwAGr+pA5nJXJsChpWCojFpVg4r61wpvpKDIUDQtrraj8mZmZCfELZCIBEiABEiABTxOobA3rpk2a2KxlUNl6rFu0aGEzYlPZGtaK/sUMKzGyJAxrZUkl9ddSbxoWGtGX+RWcuK0RfBZLAiRAAiYnUNl6rMXH/mqxRcKkYS3rO1SWFBoaivT09CJ1jx45AtlXWZKMWBUfsRFXQF9f38qiPsSwOFjMsNJScRoWGtGXGfwydMdEAiRAAiRAAs4J5CItaSPWrFmD9YnJyC4dWbXU5ZWtYS0AbrrpJpw5c0ZhIVGCJFJUZUlVq1ZFQWFUqD/++ANVqlaF7KssKSQkBCczMhR1MzIyINuVKYlhdfDgQV2o7KMLKQwvRDaS1m/EoVNXUO3Gumh/W1eEBjhHK76gPXr0MLzmVIAESIAESMCLBHKSMblnNBZZ2kyFBUXho81L0C/Uz2HBv587h+uvv97hcTMeED9zaVwFBgaiWvXqZlTRqU516tbF6cxMXMjJQZPGjZ2ea7aD1pC7Eg1MWSOsEo1WSV3aC7mrVR07b/1qJZWRys1OwlPh92KVjcwhmBX/I2IjAmz2Ft84dOgQmlaC+NrFdeZ3EiABEiCB8hDIx5oXhytGRZsRszFv7G1I/+xV/HXGSjw2+B0kbZuAYDvZ5eTkoGaA4/ePnUtMsUt86g+lpSmGhbiGVLYk+othde7cuUoZyr5eSAhktCJVXM0rmWEh97qMUslaJlqPVFWecTKvPGHysXqaxaiIHD0fW/anYPXsEQAy8Gz0q7jm7Vi6cPEFrUz+f6UJcA8JkAAJkIBTAhk/YHJcBhAyDkumxaJZcCh6jXkb82JDgIw5+CY11+7l4mpbGefwWRvW0mMtqxFXtiSLAUo0sMroBid1bdVfWXG8EtZ//fr1cfz4cc1vexoWblRBfsYPmBoH5aH//qT+CAkIQsfYafhsdDiAhVi2Mctu7rJwjQxZMpEACZAACZCAIwI5mUdxEkDksN7FRiZ80H3IMOWSVT/vtXupsvhqJWxYiReAtWHdKizMLhsz7yxqWIthWQnr3xpyVRYKbNiwoZmr2q5uUv8yYqd1omHhRg3kFj7029g89IEO9zyo5BqfZN9ylMgFnLjtBnheSgIkQAKVgUBhUJue3W395X1rFs4fcLAelvRYV8aGtcwpkbklMoexMo7YNGnaFOJmLfMsguvUqQy/EBsdmzZtijSZwFylSqVZGLI4AMWwOHSo+K6i7zL3RK1Ew8Id0oUP/eiODWxy8fEPVLYt/20OKRvy0KuM/p+lSXAPCVQeAtKTKv6vTCTgKoHzWfZHva3vGEf5SNjJyvqOkbCz57KzUatWLUd4TLtfJq2f//33SjlxXSpVDIuUlJRKN3HdekPLiJ0YlvbSIw8/jGVLl9o75PF9NCzcQXrV0mtUvabtHHi/xm3RB8AFB3mLRS2hwZhIgAQqD4EtiYl4+KGHIP7vTCTgCgFfXweRjS5fcXr5pUuX4O/v7/Qcsx6sd/PNuO6668yqXpl6Xc3PVxrYZZ5owhNq1KihGJUtK6EbmFRnkyZNcNiBYbHok09w+PBh/GXoUMgaJ95Mti1ib5Zkwryv4ryiVXWUWIQl/6piVDgasZCeSxmyYiIBEqg8BGIfeQSRXbti8vPP45ZOnfCPsWNRrVq1ygOAmpabgP8Nll73vIslF66w+EDZ67zKzc1FUFBQucsyywWBtWoh6NIls6hTre6VLQAAIABJREFUbj1q+Pujdu3a5b7OLBfk5eVB5lpUxiSdCZcvX7arevXq1fHc//2fEop3woQJ6NWrF0aOGgUfH8+bAZ7P0a5K5txp7U1KPy0GxrXQfjlHtiJRJtw5UFsqvrL2JjlAwt0kUCkIyFD9krg4fBYXhwdiYjBp0iTF2KgUylPJChOI33wIE7pfCyx79oQl5mDbxjeVyvOr1avRpk0bjP/nP0sd08uOb7/9FnfffbdXxJEF8vL/+MMt/WUeZMPQUPjpdC2MnIsX8dtvv6Fxo0alGIor2N49e9zSv1SmFdjhzTp2Jo4sivi/5cvxzVdfOTtNObZnzx5lLo7W4VkdCXoqMxPXVa2K4OBrv31H51r316hZs8y6b9igAeQ58cUXXyD+++89blzQsLDWhhufW7YdAvpdW+Xx8jnLSAaq245kyAIu1pURYwYNcqNE714qFr/80PQaDlcmIV26fBk1a9TwLgg3cs+7cgVVq1TRLUNRLTMzU1lUxw01vX7p5dxcVPP11bVrQ0U5/pGfrwxLL122TBnB8DpMFmA4AgHNb8cAAKvmLEbSE5HoqPRfZWH5goWKLj3bX3vvyI7IyEi88957qFOOhogWUJYuXaqM2GlRtitlvvTSS/jbsGG4WafRG/fs3Ysf1q7FmDFjXFFHk3P0XscCZezYsRj99NO6fU+vWLkSMgLVr18/j9bhli1bkJycjNGjR3vcqBBBaVi4UV0BYYUP/Xc/ROLY7ogsfOiveGOOkusjvW2H42TI6dekJDdKVOfSDz/4ALLQzL333qtOgeUsJSsrC/+eNAnvL1hQzivVO33B/PkIDQ3FXV7qlfOEJtJrsXHTJk9k5bU8Xp46VbkPxXVIr6l+SEi5OX737beYO3eu0gjUs256ZV5p5PILw+MTo7Bqxkr07wnMerE3Di0ag3kJAAbOx92htq9wmVtw66236h5PzZo10UjHK0M3atQIjRs31m3Hy8VLlyAy6pmh3utYfiQy4iMM9dqJKquny7wRT9Xz2bNn8dKUKUpH3bIvvsANN9zglWeF7VPJK0WYOFOfMDw+JQqrpsQjpuVwTJ/fH8eXz7A89KNn495mfiZWnqqRAAmUl4CMbvx78mRlaPuzpUuVFYLLmwfPr1wEOo5ZjI/ynsZjc1bi2VErFeXbDJyCD+f0N2zP4L4DB3RdiS9OmaJr+cTVTf70nPRex8Luzbff1jNC3D9woMfkW7liBT766CNlnkX37t09lq+9jKoUqBnc1p4Eht+Xi/Vzx+GvMywPfFGn3sCJ+GzOGBjVrjhx4gRkoo9eJ4BduXJFcSnT84NVVr/08/PTLUO5Tz9euBCPjpCV4vWbZLGf2sHBug4d6SrH1atWQUYD//3ii+jcubN+oVMyXRLIz8nG6fP58PUPRHCQ806r7PRk7Nh7Aleq1UTziM5oFuz8fF0qTKFIgAQ8RmDxokV46OGHlXaJxzJ1kBENCwdgyru7PA/98ubN80mABIxPYOeOHWgTHq7bYXfjE6YGQC7Wvz4Uf50jvlLX0kNz12F2jE5Wos7PRvKvKThx7iJQ7Qa07tAJoUF6cp7IRerGBPxerwMim+kzulZGaiJ2Hz0HVKuJRhGdEaYzwzErLQnJB0/jCqqhUdtbERZyLbjNtbtS/W/5Wcn4dvM5dL27O4JL3XK5SEvahoOnL6LaDfXRoVMEtLgtM5LWY59vBHpFlJ6wnZuVhm3J6bh45Qqq3dAIt3YKQ0ApPdTnWrJEGhYliXh1OxtJ6zfi0KkrqHZjXbS/rStC9XhXeJUBMycBEiABEvAGgezEuWg7aAYQMhD/WToZob99jycHTcQeAPM2p6N/iTkZ3pDBWZ45ycsxOHqMIk/x84bPjce0mIjiuzT7nr56PLqNikO9cSuwdYKj2I5aiZeFuPF349m4DBsBBkxZgfdG6kHWbCwfPwRj41Js5OszcRk+HNNdY9e9DLzetzPeTAnH8v3fF86JLRQzJxmTe0ZjkQ3WKHy0eQn6hao32pebthzNe4yxc+/lI3HxPxAz8ZpnjEXyaHy0+X1VZbSpWAcbXCDPARiP785OwlMh4eg/dBTGjh+DJx8dgm4tuyIuOcfjRbmVYW4GEtesRlxcHOKWr0Zyus7kA5CVvB6r16ci1y1FvXdxfnYa1q9erjBcvT4JWSVD0HuvaNdyzs8qquPlq9cjLVs/AmanrkfcmmTYl0gM89VYHrccq9dsRHqO/bNcg1Dxs5zKaIDfT8U155X6JpCL7+bNUER8639vo1ezEDSLHIaly8Yp++Yu26yt+PlpeLHQqHhoysfYtHMbvvt4CmSmwKIx0ViepoMnesYaxIyKUziFVtffGjMbpz9iMSqix2H15m1Yu2yGwm/VlNFYo4MXTfryaRajInwE/rNuGzZ9PV9ZLHjtjCFYqGVbJzsZ0xWjQqq2FmxrNh9rXhyuGBVtRszGTzs34z8TZW5DAh4b/A6yVPrVZCQuRo8elihfJe+97KSFhUZFNGYtW4ekbRvw1rhoAPF4rOvrsASfVklQV4qRORZM3iZwtWDVuHoF9evVKxg8bVXBiQtnC7Z/OknZrl9vUsFRbxfvYv5nty8q6FzPIqfIav0b9vaGgqsu5uH1006vK+iryNanYPMFr5dW7gJObJhfxM3Kr369wQXfHb1c7ry8ccHVE+sKBherW6uMb6874Y3iypfn2c0Fw0S2Tm8XnC155dntBU+WkrtTwae7Vb4JnMhoiN9PSa7cNg+By7stv5FOswpOF9fq8nbL76qPnd9V8fO8/P3C9rctz8ZJ62xKOvrFMGX/sPm7bfarv3G6YFafa++9wW9vV18EZyVa67HeuIKDxc47+OmTCr+3t5d6ahY7S52v2+db6nLW7mvvu7ObZyny9dWI54l1hfdd0ftjmG3b4cR3lnaPze9G2mydFLkX7b2mi3coni74dFwfpSzr+7jkvbd5mkWWWTaNnssFi4bJ/TrYVh/vCFmuXDli4Yr15eY5+Rk/YKp0goSMw/uT+iMkIAgdY6fhs9HhABZi2Ua1bGIniuSnYtK9E3ESwPDZy5CUkoKfVswt6m2Yl5Tt5GK1DmVh7iNDC4fRS/Y6qCWDk3Ky1uD+IRJNJAQvLFmH3SmbMW90lKXn49WvHfTCO8nP44dy8fnzQ5XFG/tM/Bhb9qfgu48noh6AmUOfR6o2AwCKltmpqxETPghrZSuo5Fr2+Vg97V6skjj9o+crcq+eLZPOM/Bs9Kuq9dY4ldEQvx+P31DMUE8E8q8iU/n91IJ/cbn8WqCbPIZQ8ndV/CTvf/dr0AuzpkzErP6tbArzCbAs8nch76rNfrU3khY8gTdTgOFTpijvPbXLL6u8nINblefjQx+PRzPkIzsrAxkZWagf+x6Op6djTEcdzAfJK1wL/ty1NeHPHpdWBRBS2+auLEtdjx3P/HWx5Z388RI8p/wOLtiMWORkHlXaPZHDeuParAYfdB8yTJFh1c97PSaL3YxyDmGOuI7JKM/XH9tZWDkf13ebiBcmzsag9rZzVQJ0upQXDQu7Ne3ZnbmFN24bmxsX6HDPg0pB8UnHPVtgBXLL2f290nDDiCWYFtsdwUFBaBYZgzcKh9F/3XWiArl69pLkBc9iZpHrZiCueDZ7t3NLWhGnPKAemv8/jOwVhqCgUPSfNBfDJecth3Ha7RLczCD/NA4lSx4j8MqYfoqBG9FvDF5TDNx4/JyqhdtbPjbOHY62d45SDB5Fw1q2empvmJctoxF+P7ZUuWU6Aj5AoCjV4qZSvuzVZX9KOjI17DzwCY5A7MgxiI0svqhfBj593eJ61K9XC82qJCd5MfpPSQAGzsXkEbcrclxrGmsmlk3B57MKOyD3L8dTnUPRtn1ndOncHs1DhmP1QR24kcmt1/cRxTXrzSHtMXlBHOLmjscdY6R+ozDsDtt1vWyU8+JGi2H/w5b92zCyXxRKvFospRauY9yze2MbKXxrKr8aIM9mt+c3/JpiwdcbcOT7aejVtr6Sv+2954OwXjEYOSbWJtJobtr3eFWZchGImjqbwE3DwvO3SekcC2/c6I4NbI75+CuvAcvLwOaI+ht+jfti3uwZeKtEb1KRJN7+cRUVZP9Lbmoc7poSj3oDx+HJaHkx2fY62L9Kzb052LomXmm0j+0fivzsDKSnpSEjqxamZWTg+LYJKP46VVOyorJ8/FFL6dTai2NFNkQ20g9YrLVAfy2eTheweYZwG4iP4uPxgvQoFS5cb5Vbe8O8bBn1/vuxsuRnJSBw6Yr90dGQG1BLi5+4Q+TZWDxcJtNKu3MGHomw7Y11eJmnD+Sn4sXoiQCisfy1GPjlX4Ztw87TBVYsv8xky9ofS2fMwCpE47nZs/HMQPF6iMeTdw7CRh04FQSERaFLoXqLpozHszMsRiOiHkBUiDY3X0BwKCxBqexb1UUGW4lqsbbPSuz2/KZPMDp2bGbpDMh3bdQuP2M9hvYYVdiR+W9EqDe/3CX9aVi4hMnNk65aLN/qJcxKv8ZtlSFXPTzEfILC0D92GGJK9CZ99JJlFfGI9nXdhODG5flpmHTneKXXY8FrT6ApbEI3uJGxJy89j/NHZcT1LJZNH47G4Z3RrUcPdGnfEtHj41SbAOZco2B0/0us4polCzrOXbwYk4f3xSSlXT8bd2my8EoghqzbgNSM99AvojkK+4hs1dDcMC9bRl3/fmxpcsusBPKlu0X6XEq+US7jvBjrQSVcpLTkkJ+BBcPDLc+ekBFYu2QYtDEr8rFmyl+wFMALX79jiRTk46t09gVWL3zwaMmpWNm+1QvrNSQW3/24CGNiYzHhve/x2TjpjUnBG58nFTtbi685WBzTGYvEZXXEDKzdmYLdm1fgGekITBiPHpPX2zd4tRC1WJm+vnbfOsBlvflEWITOTVuNhzpbXJojxy3BzP7Nimmjj6/amJD60F01Ka4WdsGW8nDNv6q8CCzjFqqJ42JBxXuTpuCxyGvehy5m4KHT8rF+5hPKg//JJe+jY4APthY+X3X1s8/JRIJi76zEm+8CfUZPQf+mefh0/Awkxo3HPf43ImFav1IuCh6C5HI2rbt3AyC9SPGYOVEsCkvq07sjtPHQ9UFomPXBaL9HCWUY5t43M12Q0Qqy6FMvv58igfjF7AT8/KF0/ySk4yxwraGesw+rZVQgPA+u9Yd6GVRWIp5qP8jiehs+Dj+tnmDj4uHl0m2yz01dgscWWp4g+354H9O/AXA5WZnLUG/Ne5ieXh+dHx2Pfpp0utiICv9AcdVJQOSwv6D44E73R0ainqxborFXAXIOYJUsnyJzSacNK5yvEIkJHy7CodBorFr4CzKm9UKorVqab/nfYHGQyrtY8v1jAVrSTNdS4PT1c9FtqCXyW58pK/DhyEjN2xT2eHDEwh4VD++zWsTpp219PHKObL3mV+7hMt3KrlRv0kiNGp1A1sY38dd3U9Bm9BJM6iXGjU9hr3Ygaups+M/KfPj8DVg0aSRiYsdgecoKZVTq5MIF2K21G2zGmsJwduF4Zv7X2H1oPzZ9PRd9QoC1Y+7E63oIImCFWOzTcIa5jn4/xTDyq9kJ+IThwRHicGkbECR5+adKwIs+D/bS7DlehD5rI2IKjYp6sbOx+3vtjAqLTNcCjy6dMwfz3p2DeQstHS4nE1Zi3sJ3sfu3y0Xia/mlbtvCSe+lRlIsXWyaN4Ctc3walRgZ82mOSGXS9E84qQN3LUd1GL/5kM2hsycsQVzbNrYEF7A5qMFG2urpRUbFkx9vwCKdGhWChoaFijfIlm22N+7lc4WGRqkHhYpClSxKepNCO2OqPFulN2njNIRp1oDPwYo3LK5Yew78gOnTJ2Py5OewSlyOEI+7HnoKc9ekldRAm22/WrBM/YpCTC9rD7y4H0Ri7ER5qh7F8dMle0TUFTX72H5L9IuJr2FC/44I8gtAaMcYvL9IIlkBS1ds1/VQtSEMc139ftS9v1ia9gSiHhWXUUCZPLt4OeJefwp3KYtqRWPsI1ovQJeOye2HFEalW4ats2M1N3T8wmJxcP9+pBb9HULqtmVKZJ4245Yh9dAhPN1Jm7HckndTQOP2ilyJU95DUtEcOWDjp4uU53rz2nanJpfMxqvbinGTsAk7igW6zE//HkuUkYx+aKoPlDYMAprfjgEA9sxZXIxrFpYvWKic17O95rMjkZO6GHeMeleJbjUrPgWT+hVrY9hoo48NukKpUA8BYZYbd9W7HyJxbPfCFR+zihrNj/TWJlpCSdVlQpDVd096k+J18OAv8n6MX4h51zx3LKInrMQnUcMwRg8/Mp+6aBcFLJUHaIlf1ZU8xcEZQYElDpSsAC9vZ6ZawubdEmEbRMCvfhslkseeXUcV1zwdPvsVMoph3u/aQ15vhrkefz9evqWYvc4I+DWLxZYVVzB80EQsmmhZbAsh0Zj33zfQUZtJDEWE0le/pfjfy461q95AzKqXrk2Szk5B8zHxeG+Y+saPX0AJMD41FZkDq9dEgJ9mvWpF3Iq+BETiX+OiEDNnJfq3vIQX5sYASYswdaG8dGLxjwc1bmz6dcTkKVHoPyUeD7fvi2dm/AOtsAtTJ75rmWQ8cVCxcK5FWqn6xeotZuNG7ReGxydGYdWMlejfE5j1Ym8cWjQG8wTrwPm4W+PV6oFcrH5VggtIysDHr/8dH5+45v2SnV0fr636EL00mhxfKJjNh7YtHRtRTLzhE4bHp0Rh1ZR4yKTZ6fP74/jyGZYbN3o27tWB/yaQjimFE4L6TFyGRWO666BCAjBsySHE5Ft7+n3g53MaM5t2xTxE4T/bFqNHHb08+APQrmcUkJCAtz5JwqKRHS38sjbitTni4ByNG7QJ411Uj407dQCwEvPeWYGnel1zb0vb+J3iKtFmwK2a9yAWCVvsizEMcz3+fopB5NdKQyAkchji02OQdfoy4OuDoOCgkn0dmrA4f/JMYbkhQEpCKTfg5tX00xyReY8Xinq1NMFlt9DICUvwWa1JeHhKHKaOKexpC4/FZ4unI0wH+DqOXILl1achZuJCvDlxVFF9PzN/ESZoPsnYB/Uay0Ty0uFZO45ZjI/ynsZjc1bi2VFKDFe0GTgFH87pr/pvR5lzW/zeyz2CDcU6VffEi8VTPKUgOfMCeoXop0uwiiynV1xEfvcWgVysnzsOf51huWmllHoDJ+KzOWM0m7hWXNP01ePRbVRhaLiQKEQGnddFb1JxGS3fc7AgpiWmJkRh9f7lmvfC2ciXvREx4Zah/sgRE/FAizx8MXGOZeh/RjwWadAbZyMfMvB65854U+YqRsVi1vCeuJBo7fEKwUebN6Ofpr0zElWkJSadn4LU70dem3wKIGlBjCXOPKKvGebxGUD0bBxcFAv1zEv7Mhrn92N7R3CLBEjAgARys5F1IR/w8UdwUIkRFz2ok5+DrGzL3JTAoGD46cDocQVLfk42Tp/Ph69/IIKD1HuruCKbkc4xSHUbCakjWf3Qa8x7OPLodF3euDa9SRkJSCwRaifEOoboSD3V9lt7HVQr0PWCgrpj6bZleG7YECxdOKOoR27AxCWYo7lRIWqEYMKPG1DrX09g6so4PJtgNSQH4qP/TtfYqCiG2Y6rsPSE/SfPYphPGmXpvrEY5moaFY5lNM7vp5gO/EoCJGBMAn5BCNZzu9cnAMHBOjR4yqhtn4CgwjUvyjiRh50S4IiFUzw8SAIVI5CdlQXpr6kVGIwAHb4AcnOyceGyuJj5G+oFwB6lit2PvIoESIAESIAE1CBAw0INyiyDBEiABEiABEiABEiABExOgOFmTV7BVI8ESIAESIAESIAESIAE1CBAw0INyiyDBEiABEiABEiABEiABExOgIaFySuY6pEACZAACZAACZAACZCAGgRoWKhBmWWQAAmQAAmQAAmQAAmQgMkJ0LAweQVTPRIgARIgARIgARIgARJQgwANCzUoswwSIAESIAESIAESIAESMDkBGhYmr2CqRwIk4GECOelISs0qI9N0TO8cgujX15dxHg+TAAmQAAmQgGMC6cnJyJJlp5wm/bxzaFg4rSgeJAESIIFrBLKT4hDdsiv6f7Hv2k473/LTfsG8DCCwVrCdo9xFAiRAAiRAAmURyEbc+L7oFj0c+y44P1dP7xwaFs7rikdJgARIoIjAluWzsQfAkz1bFe2z9+Xgxg3K7gdub27vMPeRAAmQAAmQgHMCGVswJy4FCHkYrYKcn6qnd46Pc1F5lARIgARIAMhHfm4GdidmKDAa1PZ3AiUHiatWAohFl+Z+Ds/Lzc2Fj58f5CGck5WOzDOXgBo3oVmodZQjF+lpR3Dpqi9q1a2PkKASeeXnIiPjBC5fBXz9a6FOSDBKnOGwbB4gARIgARLQL4H8fOD0vt04KSJG1IezNw7gwjsnPxe5+T7w8/MB8nOQfjQTlwDcVL8ZggtfHLlZ6Thy5hJ8fWuhfrOQ0u8TF985NCz0e19RMhIgAZ0QyNo4Ex2HvFskzaQ7W2L9jHVYNCysaF/Rl5wUrEoQuyIajRw9YXOSMLTlvUgMj8UzkUfw5kK5oDBFT8Haqe3xweBBWGqxY5QDD82Ox+zYCOV7+voFiBk6xfLSsV6HcExfsRjDIkOK9vALCZAACZCA0QhkYWZoe8yzih0/HmEha/DdoUWIsNd75MI7J2neUPSfkYCHxo3DkTlzkGjNG8Bzy9ahy7EPEDM+7trekFis/n42OhaOlJTnnUNXqGsY+Y0ESIAE7BLwr9cZfaxHQqLxUOwI9I9sYN1j85mdskF5aA+PbquMRtgctG74AIHyPSVOMSrqRY/AM6MHWo7GT0GfrhajYsCI0XgoymIoLB0/HGsy8oGs9UVGRWTsOMyaPaPwnBRMGjQGSTnWQvhJAiRAAiRgPAL+6DYxukjsPrGxGD4uBo3tGRUAXHnn+FZX3jhYqhgV4Rg+bhwGhFuKmDnkTotRERWLZ0bHop7szojDyNmFwUfK+c5x1J9WpBC/kAAJkEBlJxDQrB+mzo3F2jFxiBw5AbNHWkYO7HFJWbsGQDh63+J85MA6F6/PxBVYNCZSyWpQU3/cofQaheOtDasR00zeJCPRuG97zEzJwP5jF3BbtWTLSEX0XCyfHaNcFxs7AI37hmNmSgK2HshBx44B9kTjPhIgARIgAd0TCECvMVPx0Ix4LEUUJsycjQgnrXVX3zkWtaPx2c5F6C4et8/cB4TeiVUA2oyYj1XT+ivuT4/1qYe2g+bgZGIystELvsfL987hiIXubzAKSAIkoD2BXOzc9JMiRlT7+k7EScd376YA4QPQwTpVwsHZlv6jKIx91GJUyGn127aznB3+IPopRoVsBqPXg4W9V9UAH/9alnPixyBm/OtYvTEJGTn+GPN9Bo5nZGAkjQoLH/4nARIgAYMSyE/fiqUie3hP1HdiVACuv3Mku8iJYy1GhWz4NEBklAVQ/5heRXMqgtr3tozQ16oOXzmtnO8cGhYWpvxPAiRAAk4InMaun2TCQzg6NXUcniM/fScWycN7QHc4PstxMfnIUw5GDmgPR2MOfmExmFXoNZUYNwdPDrkXXVo2xa0xT2Hx+jTHmfMICZAACZCAIQic3puqyNmmZ0en7xJ33zkWGFHo0tjRGwco7zuHhoUhbjEKSQIkoCmB7HQodkXIHWjmZCTi6NYfFTH79WrhprjVnFwfgNj3MpC0bhmeGz0QbQo9rk4mrMSkoT0weU26k2t5iARIgARIQO8EDu22vEu6dA51Kqqn3jnVZGjCYSrfO4eGhUOQPEACJEACFgLZ+5OU9StwR3vUcQglF1tWS1SNgejW3HHvj8PLXTyQk56IuLlzsd23M8ZMeg/x2zKwe9s6TI+1zMTbsv+MiznxNBIgARIgAf0RyEbSmhQAIejY3PEbB9DnO4eGhf7uKEpEAiSgMwIndlp6jyJbNSnyQy0lYu5BrIkXu6I3nCxfUeqy8u44/ss8PDtjBh57eSmyCy8OCglDp3aFoyR5V8qbJc8nARIgARLQC4GcI/hR7AoEoWkjB6Gg5LBO3zk0LPRyI1EOEiAB3RK4apn6gMQF/0TMU3ORnl9a1Jy9m7AWwEN33+rY+Ch9GcprBoTd9Xe0kXziJ6Jt5xhMf/11TB7eF3dNlEX5gP49WtophbtIgARIgASMQcD6VkjByLtjMHe9fffWir5zXGZwHrgKoLzvHBoWLhPmiSRAApWVQIMu/Qpje6cgceXvsLdAxYGNnyt4enZyHmbWlmFr1LbXIVXd9izrVi1/XyCoO5Z8PRt9pJiMBMybMweL4qV7KxzPfbwBYyIrMm3cWgI/SYAESIAENCUQ0BQDBlreIydTEpB5xX5YqIq8cxqHFEYVtFHQEqPQZpds1A9UokKV951TpaCgoKBUZtxBAiRAAiRgSyA/B9kXrsI/MAh+dp7zuTlZOHseqBMSbM/usM3LQ1s52dm4fPky4OuPoOAg1cr1kPjMhgRIgARIwAGBXHm+y7M9wF7vE6DXdw4NCwcVyt0kQAIkQAIkQAIkQAIkQAKuE6ArlOuseCYJkAAJkAAJkAAJkAAJkIADAjQsHIDhbhIgARIgARIgARIgARIgAdcJ0LBwnRXPJAESIAESIAESIAESIAEScECAhoUDMNxNAiRAAiRAAiRAAiRAAiTgOgEaFq6z4pkkQAIkQAIkQAIkQAIkQAIOCNCwcACGu0mABEiABEiABEiABEiABFwnQMPCdVY8kwRIgARIgARIgARIgARIwAEBGhYOwHA3CZAACZAACZAACZAACZCA6wRoWLjOimeSAAmQAAmQAAmQAAmQAAk4IEDDwgEY7iYBEiABEiABEiABEiABEnCdAA0L11nxTBIgARIgARIgARIgARIgAQcEfOztz05LxKoVy7BqzS6kZ2cDCEL4Hf0Q++gw9IsItncJ95EACZAACZCAWwRy09Zg2ux44Eb/Evn4o25oA7Rs3x13RDaDX4mj3CQBEiD98/txAAAgAElEQVQBEtAHgSoFBQUF10TJxfrXh+KvcxKu7SrxLXL0x1gyqR8f7CW4cJMESIAESMA9AjlJCxB27xTnmYSPwOpl09AxyPlpPEoCJEACJKA+ARtXqNS4cUVGRZ/Rs/Hd5p04eOgQdm9bh1mjoxTpEt99FLPXZ6gvKUskARIgARIwNwFfq3oD8Z/4eKz+//bOBKyqan3jrwmKihQZmmhqjig4pYmaYypahjmUxi1Tu/dammQX9e81rcw0bjkPaZNldR0qLcMGNdNME3DCAZw15SqmmBSiomDn/3z7cOAAh/ns6Zx3PQ+cfdZee61v/dY+e+13jd9+q/yt+fwjzIjobz2Z8CFCBy9Esi0oP0mABEiABAxDIKfHImU7QgIH4xCAfrM3YnFYUD4jN0xpi79/KKJiNHYmTYF/vhD0IAESIAESIIHSEUiLfw8BIVOBDpE4sWZYvp7xlLj30DyrR2PU8t2Y3J21UOlI8yoSIAESUIdAdo9F4vavFFEB/9GY4kBUSPK9x85Dvw798WLk/fDMVMcgxkoCJEACJODmBFJvwFEV49t6JFY9H6jAWbLoB6S5OSZmnwRIgASMRiB78vb5o6cV24KH9S24J8KvExav6WS0PNAeEiABEiABNyHQ6uF+wNsJAG64SY6ZTRIgARIwD4GsHosU7N9gnbBdr56PeaynpSRAAiRAAm5FwLt2EJpJjqP34Wy6W2WdmSUBEiABwxPIEhaeqFjLamulCtmz5wxvPA0kARIgARJwLwKZ19Mgi6AD13Dd0Xgp98LB3JIACZCAoQhkCQtvtOkYohh2+NjvhRuYySaiwgHxLAmQAAmQgFoEMlPP47xE3qEjGnmrlQrjJQESIAESKA2B7MnbHhUrK9fHHj6FAqVDejyG16mP2v69sOZkgaFKYwevIQESIAESIIEiCZw+uM8aJrXIoAxAAiRAAiSgMYFsYVGvU2dr0mvD8X6ctaM5ry0nv/0ImxTPRgisxb1P8/LhdxIgARIgAScQKGiqX1os/jNurZJAv+d6gB0WTmDNKEiABEjAiQSyhYVXg8exNMy6JvibfQfj49iTdsv9pSN+3Sx0DV+pJB089Z8IyNIVKYnxiI2NRXyiYzHiRFsZFQmQAAmQgDsQOJOK1MxMpKenK39pKck4ErsGwxsPyGrc6o8X+jbIJsF6KBsFD0iABEhAVwI5G+SJGenxGF0/BFHZJgWiZ0gtJG3caN3jQvz9R2NrzBQ0yFqoNm5WL4TOSUDNiK+wa3xw9pU8IAESIAESIIGSEEiLew8BWRvgFXydP+Zv/gmDAnL6K1gPFUyLZ0iABEhASwLZPRZKol5BWHwqBvMj+qOm4pGATdmiwh/Dpy7Hwd05okKCVGtiFRN1fCpoaTfTIgESIAEScDECXtVqZtU9+TNWM7ADhk9aiE0JMblEhYRkPZSfF31IgARIQA8CuXssclmQjpTkK7iekQF4euJOXz94ZW+nlysgv5AACZAACZAACZAACZAACbg5gUKEhZuTYfZJgARIgARIgARIgARIgASKTSD3UKhiX8aAJEACJEACJEACJEACJEACJJBDgMIihwWPSIAESIAESIAESIAESIAESkmAwqKU4HgZCZAACZAACZAACZAACZBADgEKixwWPCIBEiABEiABEiABEiABEiglAQqLUoLjZSRAAiRAAiRAAiRAAiRAAjkEKCxyWPCIBEiABEiABEiABEiABEiglAQoLEoJjpeRAAmQAAmQAAmQAAmQAAnkEKCwyGHBIxIgARIgARIgARIgARIggVIScD1hkXkSM3q1xej3YgtAkoyPRw/C/b3GIT6tgCD0JgESIAESIAEHBJJjP0aIfy+sPOK4AslM2oLhvdoiZNwaOA7hIFJ6kQAJkICLEHBBYXEd5xKSEPXFTqQ4KKTkLe9h8tponG/RDQHeDgKo6BUTHY03pk9XMQVGTQIkQAIkoCaBShVScQgJ2BB71kEy6fh6+pPYlJCEkAFdoHEVg+3bt+OtN990YBe9SIAESEAbAq4nLLzqIbgDgIQ9OJ2eF2Ii5j/5NoBAfPrvUHjkPa3i9/T0dEyZPBnff/89onfsUDElRk0CJEACJKAWAe96rdEMwKYDx5GZJ5H0I59h7FoAHabiuU5+ec6q+/X69et49ZVXsC4qCrt27VI3McZOAiRAAgUQcD1hAW+06CbKYiOOnMutLE6umY9lAJpNmo7u2j7zMWf2bDwSGopOnTohMjISN27cKKBI6E0CJEACJGBYAr510M4fwNajeXrFU/DJ5EmK2TNnPK15b8WsmTMRGhqKzl26YPq0acjIyDAsQhpGAiTgugRcUFgAtYPuU0os4cTlnJJLj8fr4SsBhODNfwbn+GtwdOjQIRw5cgQP9ugBLy8vDB06FPPmztUgZSZBAiRAAiTgXALVEdgOQFI0TtlNokjZvhTTogGEvYvHA7ycm2QRsR04cAAnT55Ely5dUKVKFQweMgQLFywo4iqeJgESIAHnE3BJYeFbJ0AhtfPg/7KJxX3yKjYB6Df732it4TP/1q1beHnKFEyfMSPblscHD0Z8fDwOHz6c7ccDEiABEiABMxDwQvNWIQCisf+0TVkkYfGLcwD4Y+m4hzQdZpuZmYnXXn01Vx3ztyefxK6dO3H8+HEzAKWNJEACLkTAJYWFR60m6Ang0Ib91lU5UrZj4lRpSnoG/w6zig6tyvCTTz5Br169UKdOnVxJTp8+HdNffz2XH7+QAAmQAAkYn0Ctlm0UI/cdtE7gTlw3G0uSgGYR89DbX8vZe8BHH36Ihx5+GLVr184GV65cOUx/4w28Pm1ath8PSIAESEALAto+AbXIkaThVQsdA4FNCTtwFiNxafFrOARg1PLRyP16r75BIipq1qyZL6G69erhP1y9Ix8XepAACZCA0Qn41g+CPNV3JZwH4In/PCvDbDvg9ec6aW567969Ufuee/Kl26BBA0gDFh0JkAAJaEnAJXssAF806x0I4AqOb1+DaW8nAIGTMLK7zLjT1kkrUvny5R0meo+DysBhQHqSAAmQAAkYh4BvTXQBcP5sIravWYwoAD0jZyBY6/VlAdSpWxe33ea4KpdzdCRAAiSgJQHX7LGQh20TmaD9IUYNliFQwCtzR0DjhaC0LEemRQIkQAIkoBUBj9poEQJ8tnESntgoiYbh5Se1HWarVVaZDgmQAAmUhIDjZo6SxGDQsNUbNcqxLGQ2ng7SoSkpxwIekQAJkAAJuAwBb7RoI8uaW93wj8ahgcs209lyyU8SIAESKJqAywoLr3ptlAncskrHkmmPQ8OFoIqmzhAkQAIkQAKmJlC7dZawCJyEsb21H2Zrang0ngRIwGUJuG4bi1cQliUluWzBMWMkQAIkQAL6EfDrNB5nk8brZwBTJgESIAEDEnDZHgsDsqZJJEACJEACJEACJEACJOCyBCgsXLZomTESIAESIAESIAESIAES0I4AhYV2rJkSCZAACZAACZAACZAACbgsAQoLly1aZowESIAESIAESIAESIAEtCNAYaEda6ZEAiRAAiRAAiRAAiRAAi5LgMLCZYuWGSMBEiABEiABEiABEiAB7QhQWGjHmimRAAmQAAmQAAmQAAmQgMsSoLBw2aJlxkiABEiABEiABEiABEhAOwKuu0GedgxNkdJvv/2GHzZuxLZt25CSkoLGjRsj7G9/Q1BQkCnsp5FlJ3D8+HHlHti5cyeuXr2Kdu3a4YmwMNxzzz1lj5wxkAAJkAAJkAAJuD0BCgs3uAVWf/EF3n3nHQwfMQLzFyxApUqVcOjQISxetAgWiwVTp02Dn5+fG5BwzyxKGb8xYwbi4uLw97//Hc8+9xzKly+Pn3/+GRMnTECzwECMnzABXl5e7gmIuSYBEiABEiABEnAKAQoLp2A0biSffPwxduzYgfUbNyovkzZLmzVrhkWLF2Pr1q0Y9dxzWL1mje0UP12IgIiKlyZNUoRj3jLu0qUL5O/DpUvx6iuv4M233nKhnDMrJEACWhKQHtGFCxYgODgYD/ftC19fXy2TZ1oaErhx4waOHjmChIQEHD58GMeOHVPeL7p264bQ0FDUrFlTQ2uYlNEIUFgYrUScaM/mH3/EL7/8giXvvIPbbnM8naZr1674Zt065QERGBjoxNQZlREILFq4ENWrV8e/IiIKNOeZv/8dQwYPRlpaGry9vQsMxxMkQAIkkJdAZkYG5s2bp9QhL7zwAg4dSsCY0aOVF82+jzyChx5+GD4+Pnkv43cTErh27RqWLF6M77//HgEBTdCmTRsMGjQQgYFBuHb9Gn788UelIev6tWtKuUv533XXXSbMKU0uC4FyFmnSpNOEwIEDB/DVmjV49bXXVE9P5lE8PXQoVqxciapVqxaaXlJSEt6YPl3pwSg0IE+aikB8fDz+ExmJT//7X5QrV65Q22Xuza6dOxExblyh4XiSBEjAuAT27tmjvPRNnjJFEyOTL17EmOefR+ij/fDUU0/lSjM5ORnfffstvv/ue1SuUgWPPPIIQnr3ZuNFLkrm+bJx40alR2r06NF46OGHCjX8zz//xPrvv8c3674BypWDCIyHKTALZeZKJ9lj4UqlaZeXqa++ion//neRokIu8ff3R+177oEInxYtWtjFwkOzEsjMzMSrL7+MBYsWFSkqJI+dO3fGyuXLkZqaytZFsxY67SYBDQlcunQJI0aMwLTXp+G+++7Ll7LM2xs2fLjyJ4uHSM/4iOHDcMcdvspwmZ69eqFy5cr5rqOHsQhIT/aUyZNRoUIFrFi5oljvFLfffjuGPPGE8if3iQjMkf/4B6pUqYLQfv3QKyREOTZWTmmNswg4Hh/jrNgZjy4EYmNjlUnZnTp1Knb6o0aPxgfvv1/s8AxobAIyt6Z3nz6oVatWsQ2VSd28B4qNiwFJwK0JRPzrX5g8ZbJDUZEXzN13341//POf+GL1arw69VWcO3cOTz/1FJ579ll8/913kDH7dMYjcOb0aTwZFoa+ffvirZlvFUtU5M2FDIV6etgwrPr8M0x/YwYuXryA4U8/zbLPC8qFvlNYuFBh2rIy86238NLkybavxfqUFgZ5+MtELDpzE7iSmoqvvvoKzzzzTIky0rJVK8gETGmhoiMBEiCBggjE7d2LGjWqo0OHDgUFKdC/du3aGDV6FFZ/uQaTJk1SnjlPDBmM8DFjsOmHH5CRkVHgtTyhHQF5F5BhbnPnz0OvkF5OSVgmdY989ll8sWa1UvYnThzHE4MHY2x4OGROqMzXoTM/AQoL85dhrhz88MMPaNWqlSIScp0oxhdZjlaWpaUzN4EPPvhAWVbWw9OzxBkZPHgwPv3kkxJfxwtIgATch8DSpUuVIU5lzXHdenXxwtgX8NXatRj74lhlOO5jgwZCekO2bNnCF82yAi7l9ceOHsW4iAi8+/57qF+/filjKfwyKfvwF17AV1+vxfPhY7B37x4MHDAA/zdhAn7Zvh1//fVX4RHwrGEJUFgYtmhKZ9jS99/Hs88+W6qLZa5Fxs2bOHv2bKmu50X6E5AhBbIyh4xjLY3r1r07Nm/ezAq9NPB4DQm4AYEjhw/jjz9SnL65asOGDRExLgJfR0Xh2WdHYveuXdkvmrK4xK1bt9yArv5ZPH36NMLDw7FkyRJl/qUWFsmGvbKXUtQ36zD06aH46aef0C/0Ebw8ZQp2796tDO3Wwg6m4RwCFBbO4WiIWGRdab/q1ZW/0hr01NChyr4Gpb2e1+lL4NtvvlFWX5EN8ErjZPWokJAQREVFleZyXkMCJODiBObOnYsxY8aomssmAQGY8H/WF82nhz2N7T//jP6P9lOWMo2JjmZrtkr0L164oEyynjtvLqRHQQ/XvHlzZe7Oum++waP9H8XXa9ei3yOPYPrrr+PgwYN6mMQ0S0iAq0KVEJiRg69evRqDhwwpk4kdOnZEZGQkZL1qrthRJpS6XPzll19i7rx5ZUpb7qFnhg/HwEGDyhQPLyYBEnAtAjIH67fz59G+FHMrSksiKCgou3dkX9w+RH39NWZMn47W992Hfo8+quylUNRy2qVN252uk7l1z4wYgamvvQbZQFdvJ2Xatm1b5U+GRUXviFaG6UoDaucuXZSyl54OOuMRoLAwXpmUyiLpJv5561b8e9KkUl1vf1G/fv3w5Zo1kN4LOvMQOH/+PP66dUvZZbssVstE/nvq1IFM0JTKm44ESIAEhIBsjvbsc6UbausMgq1at4L8yfZbMkQm6uu1eO3VV9EuOBhSb8kCFHQlJyDvD6Ofew7DRwxHxwc6ljwCla+QDX4f6PSA8peZkYmft/2MxYsW4cyZM3iwRw+l7OvWq6eyFYy+uAQoLIpLyuDhtm/bhlatWyu7nZbV1EGPPYahTz1FYVFWkBpfL2JQdrl1hgv729/w6aefUlg4AybjIAEXICDDZPbs3o2Zs2bqnhtpzb7//vuVP2nNjo2JxapVq5T9Fjo+8IDSmh0YGKi7nWYxIPKNN9AsMBCPPf644U328PTAgw8+qPzJnEJZTeo///kPZENGGcYr8wtl9Sk6/QhQWOjH3qkpyzCoxwcPdkqcvr6+kCUB9+/bxxYgpxDVJhJZYnblqlVOSSw4OBgvT56MK1eulGrtcqcYwUhIgAQMQ+CTTz7Bk0896ZTGK2dmSlqzO3TsoPxJy/svv/yCZR99iKNHj6GLDJnp1w+NmzRxZpIuFde6qCicPHkCH370kenyVbFiRaUxTRrUrl69CtkdfPJLLylDufv06YNHQkMh+2jQaUuAwkJb3qqkJvMhYmNiyjy23t44WXZUWoDYtWxPxbjHCQkJuN3Hp8zDoOxzKA9lGc/85FNP2XvzmARIwM0IyP4C0iO6fuMGQ+dcFq0QMSF/2UNm3n4bstKRrHgnrdkNGjQwdB60NE64LH77bXz+xRcw+zwV2dV7wIAByl9qaiq+++47RLz4Iv6yWJQN/h7u2xcyzJdOfQJcFUp9xqqnIHtXPNCpEzw8nKcTu3brhugdO3Dz5k3V7WcCZSfw9VdfOW0YlM0aGRK3ZvVq21d+kgAJuCmB9evXo3OXzvDx8TENAduQmXkL5uPz1V+gadOmmDtnDgb0749FCxci8cwZ0+RFDUMzMzMx7l//wuy5c1DVp6oaSegWp9ynTzzxBD7576eYv2C+8h7z3MiRyuR0WeBEejfo1CNAYaEeW81iXvf11+jz0ENOTU9afkRcyPhFOuMTWLdundPvgVq1auG28uWRmJhofAC0kARIQDUCn61ahaFPP61a/GpHXKFCBfTu0xuL3l6ElatWon79e/HGG2/gsYED8c6SJTh37pzaJhgu/oULFijLuRphBSg14VSrVg3Dhg/Dys9W4Y3IN3DpUjKGDR0KERrfffstZJ4GnXMJUFg4l6fmsckScbGxsejatavT0+7fvz++/vprp8fLCJ1LQObC3HHHHcq8GOfGDDz66KOQMbh0JEAC7klAJm3/8ccf2Uu+mp2Cl5cXZFjMO+++o7Roy0TfV195BYMffxxLP/gAFy5cMHsWi7RfdtY+fOgQnh42rMiwrhTg7rvvxsiRI7H6yzV4afJLOHXqFJ4YPBgvhIfjx02buDGskwqbwsJJIPWKRnZZDm7fHvKwdLaTpUaPHTuG9PR0Z0fN+JxIQDbF692njxNjzImq7yOP4Pvvv8/x4BEJkIBbEZDNMgc/Ubb9kYwKTPZqkk3YPlj6AZZ+uFRpoPn3xIkIGzIEHy9bhkuXLhnV9FLbJatovTFjBmZEvlHqOFzhwjp162JM+Bh89fVahL8Qjn374rJ3et++fTt3ei9DIVNYlAGeES79/rvvIKsfqOW6d++OrVu3qhU943UCAXnxV+seuPPOO1HV2xtnz551gqWMggRIwGwEfti4Uem5NJvdJbW3atWqGPTYIHy07CO889678PKqqEz+ffJvf8OK5cuRkpJS0igNGX7ZRx+h/4ABTl3ow5AZLYFRjRo1wrjx4xH1zTrITu9bf/oJAx59VFm+eNeuXcq+KSWIzu2DUliY+BbIyMhQNsXr0bOnarl4+OGH8cMGY68EolrmTRCx9CjJEosBTZuqZq0s5ScLBNCRAAm4FwEZFlTtrmqmmrTtjBKS1YOGZE3+XbhoIf6y/IUxo0crY/M//+wzyKpDZnS//fYbdu3cif4D+pvRfE1slp3eJ0+ZjK/XRWHAwAH4Zl0U+j3yCKZPm4YDBw5oYoPZE6GwMHEJ7vjlFzRt1gyy74RaToZDyVKmstMpnfEISGtir5AQVQ2T3hBO4lcVMSMnAUMSWP/99xgwcKAhbdPKKOm1feqpp7B85QrMmj0LV69dxch//CN7hSGZ52gWFzljBia99JJZzNXVTll+t02bNnht2jRFZMgO38v/+19FZLz15puQeSp0jgk4b31Sx/HTV0UCm374QdlpUsUklLWtW7RsqYgLUfJ0xiIg98C4CRNUNap6jRrKhkMy10aNuTyqGs/ISYAESk0gJjoaCxctKvX1rnahX/XqGDFihPInrf/rotZhxLBh8L3zToSGhqJnr16oVKmSIbP989at8K9VC3Xq1jGkfUY2SjZh7PhAR+VPlund9vM2Zf8P2QdEBEe/Rx9FvXr1jJwFTW2jsNAUt3MT+3HzZvx3+XLnRuogNvnh/LRli8usCuIgi6b0+vPPP3H8+HG0Dw5W3f4HHngA8pIhm0zRkQAJuD4BGe5z+x23Q/aDoMtPQFYY+ufIfyp/Mgftm3Xr8OTfwlCjxt3Kbt9Sb8rO0EZwssHh/HnzlFWwjGCPmW2Q/cK6P9hd+ZN9vmQBnTcjI3Hx4kWE9O6tbMLo7+9v5iyW2XYOhSozQn0i+PXXX1H+tttQv3591Q2Ql8pftm9XPR0mUDIC0gLVuUsXeHh6luzCUoTu1q0btmzZUooreQkJkIAZCcjwR3lRoiuaQO3atfHcqFH48quvMPHfE3HixHFlGdPwMWMgw1VlPqSebunSpej3aD/I7tR0ziMg+6M89NBDWPLuO/h0+X9Ro0YNvDxlCp4YMgQyST45Odl5iZkoJgoLExWWvamyaoF0u2rhvL29lWTMNJZUCy56pyHCokePHpqY0bJVK+yLi9MkLSZCAiSgP4Ho6Gh07txZf0NMZoEMiQl/4QVlGdOxL45FfPxBZSO+iH/9S2mckaE0WrrLly/ju+++xZNPPaVlsm6XlixdLJPiZdni995/D5UqV8K4iAg89eSTWLliBWSEgbs4CguTlrTyUqnialB5sTzQqRN++eWXvN78riMBWWu7+4MPamKB7MRe09/fLXeo1QQwEyEBAxGQoTMyedVTg95QA2Xb6aY0bNgQ/4qIUCb/ysZssiLTwAEDMHHCBGi1V8Kc2bPxwgtjIUN46LQh4OPjgyFDhuCTTz/B/AXzlR4r2el7xPDh+PLLL+HqjbQUFtrcZ05NRVo89u/fj2ANxtbbDO/arZuytrPtOz/1JXDy5Enc5eeHatWqaWYI7wHNUDMhEtCVQExsLNq3V3/ulq6Z1DjxgKYB+L+J/4eodVF46umhSn3av18/TH7pJcTGxEA2rnO2kyHTp06dRI+e2vRsO9t+V4hP6mjZG2PlZ6sQ+Z9I/H7pEoYPexrP/vOf+O7bb11yA2IKCxPeuXFxcWjdurWmrUmyIlR8fLwJabmmyT///DMe1Ki3wkawa9eu3CzRBoOfJODCBLZs3gxpSKBTh0Dz5s2VvRLWffsNHnvsMaxfvx6PhoZi6iuvYM+ePU5b3n3mW29h4sSJ6mSCsZaYgG3C/+o1azD55Sk4deoU/vbEE3ghPByywqP0FLqCY9+YCUtx288/azYExoZHusXr3HMPEs+cQZ26dW3e/NSJwPaff8YLY8dqmrqsdHHht9+UljVZfo+OBEjANQlcunRJ1f2RXJNa6XLV+r7WkD/ZK0p2eV771ZeKwJARCbKMqSz3Xhon+0/J6AaZH0dnPAJ16tTBmPAxyp+s7hj19ddYMH8+Gjdpgkf790fHjh0hQ5DN6Ph2YMJS275tmy7Lfnbp2hXSUk6nLwHZafvo0aNo3qKF5oZIJXdg/37N02WCJEAC2hCQ4TOyyhGdtgSk8a5du3Z4ffr07A3ZVqxYgdC+ffGfyEgcOnSoRAbJ3Irx48eV6BoG1odAo0aNMG78eER9sw4jnhkBaTiUYXJTXnoJO3fudFoPlla5Y4+FVqSdlM7Vq1eViT+1atVyUozFj0aWNn31lVfw1NChxb+IIZ1OQF7sW7VuDT16Dbp06aKIS0mfjgRIwPUIyDCozp07uV7GTJSjvBuy7dixAx8tXYqjx44pK3U9+uijSst2QVk6cOAAvLwqFhqmoGvpry+BwMBAyJ+4vXv24uuv1+L1115Du+BgSLmXtgdLy1xRWGhJ2wlp7YyNRccHHnBCTCWPombNmrh44QKHwpQcnVOvkNVEZF8JPVyHjh2x9IMPNB+GpUdemSYJuCMBWf3vqaFcmtQoZS+rOUmDjvxlZmTi520/Y/HixTj966/KyAUZLpV3P6uFCxZgwv9NMEoWaEcpCdzX5j7In0zsj42JxYoVyzFl8mR06txZERlNAgJKGbO6l1FYqMvX6bHLQ1+vl0rJjAy/OXjgAMdtOr1kix/hjl9+wYKFC4t/gRNDygZLf1ksuHbtGmTdbjoSIAHXIXDjxg3cvHEDsvEXnfEIyC7osmiH/Mmuz1s2b8HsWbNw/vx5ZU+j0H79kH79Om67rRwaN25svAzQolIRkB6sDh07KH8yb2b7tu1455138OupU8p8W5mTIfunGMVxjoVRSqKYdsg62MHt2xcztPODyXCobdu2OT9ixlgsAlKZpF29Cr/q1YsVXo1AMqlQes7oSIAEXItATHQ02rRt61qZctHciPjr3ac33l78NlasXKG8WL4xYzoe7N4dzz//vIvmmtmSHqxu3bth7ry5+Hz1F2gS0ARvvfkmonfsMAwcCgvDFEXRhsjOjQcoCFAAACAASURBVNJKXKlSpaIDqxSiQ4cOhrqBVcqmYaPdu2ePMsFPTwMpLvWkz7RJQD0CW7duRecu3G1bPcLqxOzl5YW+j/TFO+++ixOnTppiHL46JNwr1goVKqJPn4eweMkSyDBlozgKC6OURDHsiImJgeyAraerWrUqbmZkQLrM6bQnIJP4OnfWt+Jv3aoV4vbu1T7zTJEESEBVAtJw0bKUy5uqahgjLzYBERl0rkygHADbnzHzSWFhzHJxaJV0den9UimGtW3bFrt37XJoIz3VJSDc9RwKJ7nz8PREVR8fpKSkqJtZxk4CJKAZAVmY4w5fX8hQCzoSIAEjEbAJCfk0vqOwMH4ZZVso61jrsXdBtgFZB506dYKsTESnLQHpJZK1zvUcCmfLsWzeI5PI6UiABFyDgDzTOz5gnOEUrkGVuSCB0hIwl5iwzyWFhT0NAx/L/Irbb79dl70L8mJpe//92L17d15vfleZgAw/EvZGcDIkT1YooyMBEnANArIoxwM6LWXuGgSZCxIoCwF7IWGOnomCckthURAZg/nL7ovSSmwEV7FiRXh6eCgb9RnBHnexITo6Wvc5NjbWzZo1w6GEBNtXfpIACZicQEJCAuR3TUcCJKAVAXsxoVWa6qdDYaE+Y6ekIMsAGqk16f527SBL39JpR0B23L7PIDtey7rad/n5KRsmakeAKZEACahB4PTp06hzzz3KUEs14mecJEACNgKuKSZsuZNPCgt7GgY+PnHiBBoZaMMb2f1bViii04ZAZkYGypcvr0yc1ibFolNR5llERxcdkCFIgAQMTeCX7duVzbcMbSSNIwHTEnB9MWFfNBQW9jQMeiy7HFf19jZUa9J9992HvVxyVLM75oABdzsXYWGkTXk0KwwmRAIuRkB+x0ZaB9/F8DI7bknAvcSEfRFTWNjTMOjxnj17DDNp14bI09MTXhUr4sqVKzYvfqpIIDY2Fu07dFAxhZJH3SQgAEcOHy75hbyCBEjAUAQOHT6EgIAAQ9lEY0jAXATshYQcu6+jsDBB2ctchvbt2xvOUs6z0K5I4g8eRKtWrbRLsBgpydK31WvU4DyLYrBiEBIwKgGZX1G3Tl1DrDhoVEa0iwQcE7AXE45DuKMvhYUJSv3YsWOQ1mGjuQ4dOkAmldOpS8BiseDWX39BeomM5uQeiI6JMZpZtIcESKCYBGJjYhDcPriYoRmMBNydAMVEUXcAhUVRhHQ+f+vWLWUnVGkdNpprfd99iNu3z2hmuZw9J0+eRGMDTdy3ByzDsygu7YnwmATMRSAmJgbt2xtrmKW5CNJa1ydAMVGSMqawKAktHcLK2uJBQUE6pFx0khUqVIBH+fKQyeV06hHYtWsX2gUbs0VRxmUfPnRIvcwzZhIgAVUJyDDLoObGrGNUzTgjJ4FCCVBMFIqnkJMUFoXAMcKpPbt3o127dkYwxaENbdq2hUwup1OPgOy4LatwGdHJfha+vr64fPmyEc2jTSRAAoUQSL54EdXuqqb0ihcSjKdIwA0I2AsJ440QMVMBUFgYvLSkNal5ixaGtVJa0mWMLp16BK5fv47KlSurl0AZY5Z7YGdsbBlj4eUkQAJaE9i5axfatr1f62SZHgkYhIC9mDCISS5gBoWFwQsxIzPTkJN2bdjatGkD6VWhU4fAH3/8gTvvvFOdyJ0Ua7CISwoLJ9FkNCSgHQGlRzzYuD3i2pFgSu5DgGJC7bKmsFCbcBniv3DhAu6+++4yxKD+pVWqVMHNjAzIztB0ziewd88eyHAzI7sWLVpANvCjIwESMBeBfXFxhh1maS6StNbYBCgmtCwfCgstaZcwLXmpbHu/8bup+WJZwoItQXBlc0SDCwsPT09UrFCBk/hLUK4MSgJ6E8iQBqHMTHh7e+ttCtMnARUIUEyoALVYUVJYFAuTPoH27t0LGWpkdCeTy3fu3Gl0M01pX1JSEvz9/Q1vuyw9LPcrHQmQgDkIJMTHczUocxQVrSwWAXshIcd0ehGgsNCLfDHS/f3331GtWrVihNQ3iPSq7N61S18jXDB12Riv/G3m+Ikq4pLzLFzwLmSWXJVAXFycKRquXJU/8+UMAvZiwhnxMQ5nEDDHW4szcmqyOGwb45nBbD8/PyQnJ5vBVFPZePz4cTRs1MgUNt/Xpg17LExRUjSSBKwEZBlro8/fYlmRQH4CFBP5mRjLh8LCWOWRbc3Ro0chm4+ZxdVv0ACnTp0yi7mmsFMmVsoQIzO4qlWr4trVq/jrr7/MYC5tJAG3J/C/s2dRr149t+dAAGYgQDFhhlKy2UhhYSNhsE95qWzVqpXBrCrYnLZt23I4VMF4SnXm4IEDaN68eamu1eOigKZNceTIET2SZpokQAIlIHAlNRW33357Ca5gUBLQmgDFhNbEnZUehYWzSDo5noSEBAQGBTk5VvWiu1/mWXA/C6cCvnbtmqE3xsubWYrLvET4nQSMSWDf/v1o3do8DVfGpEirnEvAXkjIMZ1ZCVBYGLTk0q9fR8WKFQ1qXX6zGjVujOPHjuU/QZ9SEbh58yYqenmV6lq9LlKEBcWlXviZLgkUm4CZhlkWO1MMaEIC9mLChObTZIcEKCwcYtHXMz09HV6VKulrRAlTL1euHLyrVoV0sdOVncDhQ4fQtGnTskekYQx16tZF4pkzGqbIpEiABEpDYP++faYaaluaPPIaoxKgmDBqyTjLLgoLZ5F0YjzKMKjAQCfGqE1UrVu3xt64OG0Sc/FU9u3bh5YtW5oul7I88qVLl0xnNw0mAXci8Gfqn/Dx8XGnLDOvuhKgmNAVv8aJU1hoDLw4yUlrUvMWLYoT1FBhZDM/2S2cruwEDh06BJkMbTbHZWfNVmK0190I/Pbbb/CvafxNN92tXFwvvxQTrlemxcsRhUXxOGka6lBCgqmWmrXBkaVRZdMlurITuH79OipUqFD2iDSOgeJSY+BMjgRKSEDpDW1lvt7QEmaTwTUnYC8k5JjOXQlQWBiw5GWOhaenpwEtK9wk6VpP/fPPwgPxbJEEZDUoL5NN3LZlqkXLljiwf7/tKz9JgAQMRkB6xOV3SkcCZSdgLybKHhtjcA0CFBYGK8crV66gUuXKBrOq+ObcW78+fv311+JfwJD5CBw8eBBNmzXL528Gj8qVK0OEMTfKM0Np0UZ3JBB/8CACTTiHzx3Lyph5ppgwZrkYxyoKC+OUhWKJPPSbmfihLxO44/buNRhVc5kjLf5BJtrDJC9dLj2clwi/k4BxCIjwr2SyVQeNQ89dLaGYcNeSL02+KSxKQ03Fa/bv32/q1iRlngWFRZnukAMHDphuqVn7DLcScblvn70Xj0mABAxAQJaDrn1PbQNYQhOMT4BiwvhlZEwLKSwMVi4HTf5S2TQgAIePHDEYVXOZ88cff8Db29tcRttZ27pVK8gGXHQkQALGIiCNFi1MuOKgsSi6qjX2QkKO6UigdAQoLErHTbWrLl++jKpVq6oWv9oRe3h6QjbLy8jIUDspl4xfmWNj8mEKHArlkrcmM+UCBKRH3IxLmbsAeoNmwV5MGNREmmU6AhQWBiqy1NRUyORXszvZMVp2jqYrOQGZYxMQEFDyCw10Rfny5SEC88aNGwayiqaQAAnI/jicuO3u9wHFhLvfAWrnn8JCbcIliF+GQZl54rYtq61kKAzH2NtwlOhThiq4wj0gk88T4uNLlHcGJgESUJfA9WvXOHFbXcQGjZ1iwqAF45JmUVgYqFjlpdIVuqlbtmrFvQxKeV+JuHSFMdCyTr4Mu6AjARIwBoHExETcU6eOMYyhFSoTsBcSckxHAtoRoLDQjnWRKbnKS2X9+vVx6tSpIvPLAPkJnDt3Dv7+/vlPmMynJYWFyUqM5ro6AalfgpoHuXo23Th/9mLCjTEw67oToLDQvQhyDDh//jzuvvvuHA+THsnk7YoVKyobpZk0C7qYnZaWBm8TT9y3h1a3bl2cOX3a3ovHJEACOhKQjTdbNG+uowVM2vkEKCacz5QxlpUAhUVZCTrpelkNqKqPj5Ni0z8amSeQkJCgvyEmskDmJLjKxEoRl7IJ17Vr10xUAjSVBFyXwKGEBJeYv+W6JVTcnFFMFJcUw+lDgMJCH+75UnWll0rJnMwVkTkjdMUnIC2KzV2oRVGZwE1xWfwbgCFJQEUCqdJ45SI9oipiMmjUFBMGLRia5YAAhYUDKHp4udpLpUxAjqewKNGt5Gr3QJDcAwcPlogBA5MACTifwIULF3D33TWcHzFjVImAvZCQYzoSMA8BCguDlJW8VAa5UGv1vffei19//dUgdM1hRuKZM6hTt645jC2GldL7wl6rYoBiEBJQmYAIfOlBpDMyAXsxYWQ7aRsJFE6AwqJwPpqd/V9iIuq40FKAMsbes0IF3Lx5UzOGZk4oPT0dXl5eZs5CPtvr1avHCdz5qNCDBLQnEO9C87e0p6dmihQTatJl3PoQoLDQh3uuVF3xpVIy2KRJExw5fDhXXvnFMQHZqTygaVPHJ03qS3Fp0oKj2S5HQBbSCAxkj4UxCpZiwhjlQCvUIkBhoRbZEsQrL5VNmzUrwRXmCCpd79JSRlc0AeHkShO3bTkOCAiguLTB4CcJ6ERA5lhUr1Fdp9SZLEAxwbvAfQhQWBigrOWl0hXHv8qcES45W7wbzFWHKsjyubwHincPMBQJqEFAWcrc21uNqBlngQTshYQc05GA+xCgsDBAWbvqS2XjRo1w7NgxAxA2vgknTpxAw0aNjG9oCS0UcSn3Nx0JkIA+BA4fPoxmga7XI64PzcJStRcThYXjORJwbQIUFgYoX3mpbNCwoQEsca4JHp6euJWZCYvF4tyIXSy2W7duARYLypcv72I5A0RcHj9+3OXyxQyRgFkIuOpQW2Pwp5gwRjnQCiMRoLDQuTRsL5UeHh46W6JO8vXuvRenT59WJ3IXifWkiwpLKR4Rl5kZGRSXLnKvMhvmI6BM3HbBOXz6lQTFhH7smbIZCFBY6FxKJ0+eRP0GDXS2Qr3kmzVrhkPcfblQwNYVWwILDWPmk7I3h+zRQUcCJKA9AekRd+U6RhuiFBPacGYqrkCAwkLnUpSXbpng6qquadOmkDG+dAUTUISFC29eJeKS90DB5c8zJKAWgb/++gsWy19w1R5xtbjlXsVJRAUdCZBAcQlQWBSXlErhXP2lUpbRlTG+dAUTUMZAu9geFva5lXvgEO8BeyQ8JgFNCMgw1Hp162mSlvkTYa+E+cuQOTACAQoLnUtBXrikVd9V3Z133onLly+7avackq+rV6+iSpUqTonLiJGw18qIpUKb3IEAJ24XVcoUE0UR4nkSKCkBCouSEnNy+KtpafB28TXGq3h7Iy0tzcnkXCM62biqxt13u0ZmCsjFXXfdhUvJyQWcpTcJkIBaBGQIYtNmrttwVTpuFBOl48arSKB4BCgsisdJlVDJFy/Cr7rr74Yquy8fPXpUFYZmj1Tm2MgcBFd3lStXxvXr1109m8wfCRiKwJHDhyHPXzqKCd4DJKAVAQoLrUg7SEeGQbnDS6VUbFLB0eUnoNwDLjx535bjRo0b4xjFpQ0HP0lAEwIXpfHKz0+TtIyViL2QkGM6EiABrQhQWGhF2kE6CSIs3OClsokIiyNHHBCgl4yBdgtx2bQpjlBY8IYnAc0IXLt2DZVdeO5WfpD2YiL/WfqQAAloQ4DCQhvODlNx9dWAbJlu1KgRTnD3ZRuOXJ9nz55FrVq1cvm54peAJk1wlOLSFYuWeTIoAekhbNKkiUGtc5ZZFBPOIsl4SMBZBFxzu2dn0VE5nrP/+x/uuecelVPRP3ovLy+kp6frb4jBLLh58yYqenkZzCp1zFGGQh07pk7kjJUESCAfAekhDAhwRWHBoU35CpseJGAgAuyx0KkwMjIy4OHpiXLl3OMhWa1aNS47m+deO3bsGBo3apTH1zW/ynK6sgIaHQmQgDYEjh05giZNXGXiNnsmtLlrmAoJlJ0AhUXZGZYqhuPHj0OGCLmL4+Td/CXtbmvM+9x+O66kpuYHQR8SIAGnE5CV+Bo3aez0eLWJ0F5IuEfjmzZcmQoJqE+AwkJ9xg5TkFWSXHljvLyZlrG+0kJPl0NA1ph3p6UgRUiLoKYjARJQn8CVK1dMtkeSvZhQnw9TIAESUIcAhYU6XIuMVXmpdOEdt/MCkB6L4xQWubDIZGZZMctdnNJrRWHhLsXNfOpI4M8//4Svr6+OFhQ3aYqJ4pJiOBIwCwEKC51KSpZfdafW6gYNGuDkyZM60TZmslevXoXMPXAXJ/NJKC7dpbSZTz0JyDAoEfLGdBQTxiwXWkUCziHAVaGcw7HEschY86pVq5b4OrNeICtDceflnNL7/fffcdddd+V4uMFRQw6FcoNSZhaNQMB4S81ynoQR7gvaQAJaEGCPhRaU86Qh3dR3mKKbOo/hZfzKybs5AGWOTYAbDYWTnIuQTrtyJQcCj0iABFQhID2DTXSduG3fK0FRoUohM1ISMCgB9lg4qWBSEuOx7+Q5AFVQJ6gtGvgVvD+B8lLpRmPrbYgbNmyIEydOoPV999m83PbT3YbC2Qq6YsWKuHHjBuSTjgRIoLgE0nEkbjfOnL2KCr61ENQ2CIVUMcoiCdJDqK2jgNCWN1MjAWMSoLAoc7mkY8usJzF0TnSumIYv3IzpgxxPzFVeKt2stVrgUFjk3CJyD3Tp2jXHw02O6jdogFOnTrnVimhuUrTMploE0uIxrlsIPkuyT6ADlsYsR+86jhuwrl27hsqVK9tfoNIxxYRKYBktCZiWAIdClbHoUmLft4oK//74dHMMtn4eiWYAloU/iHWJmQ5jV4RFE1fcEdVhdrM95aWSE7itOH799Vfce++92Wzc5UARl1wZyl2Km/ksM4FMbHh1uCIqmj2zEDv278anU/sDiMbfBy5CsoP4b968CZ/bfRyccZaX/TAnZ8XJeEiABFyFAIVFmUoyHeuXRCoxzP9yAboH1EGDTsPw2VeTFL+Fn+9xGLu8XDdo2NDhOVf2lJWhZCiUuzuLxYK/bt2Ch4f7dRhSXLr73c/8l4hA0o+YsjIJ8I/A8umDUMfPH91HLsbSMH8gaQ6+i8+/m31KSgoaNnT2MCiKiRKVGwOTgBsToLAoS+Gnn8C2jVAe+l3q5Lwk+rbshGAAhzbsRIqD+DNu3oSnp6eDM67tJasgXf79d9fOZDFyd+7cOdSqXbsYIV0viIhLGQpFRwIkUDSBtAtncB5A8LAe8LML3m7wMOVb1Jb8G07+8ccfaNS4rMLCXkhwuJMdeh6SAAkUQYDCoghAhZ7OzMAFCeDrg0r2Ab1qo1ugeFREXvkgexfcXbOmfWi3Oi53223466+/3CrPeTMrG+O50x4m9vn39/eHCCu6ggmkp6cXfJJn3ItAVgXSrVO9XPn2rFLw4gcyv0J2uS+5sxcTJb+aV5AACZCAEKCwKMt9YOukaFETtkNrdJXgI0NcEy7icp74pZu6sWE3LspjrApfa9eujbNnz6oQs3milM2rGrvhHBspodtuuw0WNxeWRd2pb8yYgVdfeQXSCEHn3gRSk62zKFKv5p6v53VnXRTUPCV7JBVfWFBMuPcdxty7AgFpjAobMgQHDhwwRHYoLJxRDL+nIfdjPytSf6/cPRkARFi4a2u1UJEJyzJx2Z2dCIsmbiospNyr3XUXZINAOscEpr3+Otq1a4cnhgzB5h9/dByIvm5BwNPT2jPhUyV301Vm6mVliJQjCDczMnD77bc7OpXlRzFRCByeIgHTEZANiGfOno25s2fj9WnTdN+MOPfTynQ4dTbYpibybfp1HcmpDoZIAcoGYUZvrU5OToafn/2IXudxvrd+fcyZNQsnyzCJ+9atWyhXrpzS+u08y5wbU0ZGhjI5W+zM6zasX4958+fn9db8u5rlXFhmZDjUtNdeQ8uWLQsLppzLzMxUyll6Oozq0tLS4O3tXSLz5L4Y8cwzBV7T95FH0LlLF0x//XV8uWYNpk6b5nY7tRcIx41OVLrDurrTjTw9Fsh0vNGkPHcqV8o1MDeLVv7nkBthZFZJwOUJyGiQjz7+GGvXrsXgxx/H+PHj0bVbN13yTWFRFuxelVBDro9OVIY8Zb9apB3FxgQAgTeQYRe/PNovJCfjjenT7XyNd7hx40aEhISoYpi0pmXeuoU1a9aUOv5LycnwrFChiFa5UkfvlAsTz5yBvEB7OJikL70V/yjkpdIpBhQjEjXLubDkZQx46pUrxVoh7MJvv6FKlSrwrlq1sCh1Pbd/3z60bNWqRDaIsNi+bVuxrrl06RK6demC7zdswD333FOsaxjItQhsjDmF8Z1yGnsun7MOkarnn3tZ2cuXLysCdOtPW5VN8mQit9GcdntslC7nsoFn+fLlDb1qnwyTlOeiUZ0ZGIoIF2fkhXRKW87BwcGYNm0aWkVFYfacOZrfJhQWZUHuEYDHn/FH1Icf4vPtY7Mf/PFrVuAQgJ6Pd4evXfzNW7TAho0bId1WRnbNAwMx1wAt6gUx+vSTT+BXvTr69OlTUBDd/cePG4cJEyagxt13625LQQYYvZzF7neWLEFQUBA6de5cUDZ09w9s2hQrV61SxY69e/Zg5syZmPjvf0NapOjci4B3wy7oByBqzseIey4YrZXWq2Ssee9tBUS3++vmAtK9e3eIEJWd7eV3Y0Q3Y8YMpTVVbDSiW7VqFVq0aIFmzWRHKmO6V15+GTJk0qjui88/R0DTpmjevLlRTcSWzZuVkQ+dOnUyrI0vT5mC10vREH3o0CFlLmP79u11yRuFRRmxdxgxDvhwHOYNbokbkQtRP/lHTJizFkAIxv4t/4O9evXqZUxR/ct79+kDH2X2ufpplSaFjg88oAw9MbKNAwYORE1//xIPkSkNj9JeE9K7t6HLWfLVrVs3RZwZuaz7PPSQ0znKBFx5AUv9808sW7ZMEdKlLWdeZ2ICXgH456QOiIpci9BuwIxJPXB2RTiWRAPovxAP2S1zLrn0qlQJQ59+2tAZvuOOO3B/u3Ya7QxechTbt29XREX7Dh1KfrFGV1T18YGR7YuOjkbTZs0MbeOZxETIKBIjc5R6ryT2paamWudYXLuGz1ev1m34bDmL7NZFVyYCSbEfY/iASUovhRKRfwiW/HcuQgPs+yvKlAQvJgEScBMCP27ahLlz52Lsiy+iV69ebpJrZrNgAmnYsvD/MDRSGqysrln/qVgyZyQaGLvz22Zurs+ftmxReiCNukGorKxzd40aqF5DGeicy3ajfNn0ww/oaeBnQ3x8vDJPs4aBGcp+SjIkVRaUMaorSTl/s24d3nnnHURERODBHj10zRKFhbPwZ6Yh+eJ1wNMDvn6+eZafdVYijIcESMDVCaxfvx7SPV/SCeGuzsXd85eZloKLqZnwrFQVfr4mVBTuXoDMPwmoRECWm10wfz6eHzPGEHNvKCxUKuhCo01LQuy+o/jjKlC9bhM0D/CnECkUGE+SAAmQAAmQAAmQAAkYnQDnWGhcQsmx76H1gKm5Uw2JRNyyYchZ8yP3aS2/JR2Jw9EzF3ETFVC9YRBaNzCCVTkEUk7GYd95oFX71vA14N2bmXISMftO4OrNCrijVhO0CTKmaMxMScSefSdxDZ64w68OmgbVgVHaQJPituB/Pq0Q3MDBUEJDiPI0xG7Yhbse6IwG3vlvQqP/hnJ+TTxyVQLpyUewe+8ZXEUF1GoYhCAjPMczUxC/Zx/O/XETQBU0vK8tGvgZ5amT+05IORmLfYkV0KqzseqZpPhYHPz1IlDBG3Wb348A/+y1KHNnQKdvaYnx2HX4HNIgjabNERzgr5MleZNNQ+y6LajSvheC8t1z6TgStxtnzl5FBd9aCGobhHxB8kan6vdCbDXLb0jmWNBpROD6QcuwmjUttWrWtMyM2ms5d2avZeZA6/dhyw5qZEQByWScsCzIskXss/21HbXMcq6ASzT3vrjN0kuxrY0l5ormqReZ4OGo6dncbPxqDVxgOZNR5KWaBjizfmZ+O3u+bjlxXVMzHCZ2/cRqxba2M2Pynb8Y825+u4cts1zMF1Jdj73Lhil2zIy5nDshM/yGclvMby5I4OCKiHy/k17T11v0/HlfObg669mdU7fIMzJihc71nqPyv7g5y9aeBqpnLlqWRbTJV66j3o2xGKN6ybDEvDsqn31tR62w5HlKOiKuul+Bz+wrBy0RbXLfk7VqDrSsP6Pfr6UgW830G4LqJcoEsgkcznohGfau3cM0W2xMtpzJDqn9webp1odW22EzLTEnzlnOHN5smdzT+oPrtSD/S572Fl62vJstfAZa9hpMWFw5aHvpHWhZse2w5dyJGMv0LH6jVp/QHldBKWZXmm0sC9YftJw7c9DybkRPpUJoO3m9rpXUuZhllrZZonbggr25c5D9O9FTlF+xbF5gFRXyUrRgb+4q0/i/odxI+c0FCZyLynq5G2hZsfeM5dzhzZZRWS9O0zdrLcGz+GacsERk/a5HvbvecubiRcvBze9mC40VRmjRyL4VjFnPbJtufUbXGrbAsvfMOcuJbcuyG9nWn9NfWlw/sSLrvhtmWb33hLX+y6qv9a3/rlg2zyzomZ1hWZ8l1npNXm05c/GcZbNNHLWZqXmDlcVSiK2m+g1ZLBQW2Q8U9Q8Ovmu9wVfnepBmWKKUm7unJW8DqPoWZaWQcdgySnnwD7Mctn9GXYmxDBT/ngt0b3U4uMy+NWSYwYTFdcvqUVYR9u5BO8Vzcb31YRsRpesLu/19dGXvAsWmXOL2yjbrC71u5XzRsiJL3Nh6eoa9m1tY6C3KMy5uy35Bs9mYS1iY4Ddkfx/w2BUJZFg2Z72ATt9mJyLORVl/3wOXWeyeTpoBsD1zak3enCvNc+snK8+igXl+67kCafwlbz1jiJ7x63uzRjpEWOybqM6sttaJuZ5DGvOyJWd7t8klXs9YRW7bCH0arDLObct6r8npkcjF6tx66+8ij4iwiY1l9nW5EbC/awAAFOxJREFULaMqfRZlq5l+Q4LoNlWHijFyOwJpOLhjo7K/Rf1a9uNKPXBvC9nvIgE7T6fYhdfysBoenT0VE2f/A/VyDRmvoKURBaaVfnIN+kxai5r9n8dwZWnxKwWG1eVE+mGskJUgA6fi6SBvpKckIykpCSlVe+BsUiJOzw41zuR8T+umVEnJ1p17FV6pV3XBlp1o2inMWZkABD6DT7/9CD0BXLmRfVY5yMz6HtqjYc4JrwAMCpMxvLE4r/JPJ/1sDKKSgODn38X6z/PMkVIsMvZvKAcaj1yXwBUc35sAoAN6trKbG+ffCU8HAoiOQoIMftfYedXujplTJ2F+aJNcKXtWucP6Pc9vPVcgDb+kn1yZVc9EYFSIJHwFRqgB007swiYAQz4ahwbIRHJyEpKSklF90GKlfglv7WAumobcJKk761o37zyeeCE75bTfz1uP76yiS/2XfiEGUbJRcYTjZ3bahTMQC4OH9cg1v7Xd4GGK3VFbjmfnRe2Domw1y2/IxinXa6TNk59qEPAAKku853D1uuxkZJeG3g9WDz/0DhuJ3nYmyWHcmvcRC6BmcGNUzXNOu6+JmN45XKks33trLI6Mse44q136xU+pZqNULBrXC/PkJTnLDZ/9LaaHtbZ91f3TO6gPXuwwFfPefhIhlyfh2Y4VsSJ8qvKAHf7Cw7l2itfMWK/6eO/bbWjeugE8MuOxSKnS7VMvQpSv3KiI8mBf9SpYr9oDsD7m7wiq44v0+PfsjbMeG/o3lN9c+rgiAU8ozQaB3dA415xeT1T0seZXjxdlD78ghI3Mu1lsEj5+bY5iVO/ujQxQGCcxvfO4rHrmORwZY7XNAIYhNasR6PrBNRg9OVJp4LDaFYIlm42xX5Z/u1D0w4eImhSC0WcjUB/n8dnbKwH4Y8zDuQWlVky96g3AppjnEFDH2/Ez29NqSbdO9XKZ5FlF+x3hi7LVHL+hHIzsschhofJRJm5ekyR84Jl1Q6ucYJmiP7luCkInKc3weGtsb11aHCQDW2b8HcsAjFq+EK29PXAlq7NC1hUxkhPhdX7tHEVU9IuYihmTwhTzlo3riykbEg1kah306G1dqePQykiMDZ+qiEcxMLR7A33s9PBDaxEVknpmhgMb8ohy+xAaiXIPvwaKqFBMtE+/kGOj/IYKMZGnXIpAKs6ecZQhL9RtapTVecS+FHw8vC3mKZ0rkXg8KJcKcpQB1f22zHguq555x3D1TGriOSX/UXMiEYUQTJw9Gy/2ly6ojRj14GBst+t8Vh1UQQn4tkQPpZcHiHp7Dua9vVJprAK6ontru96zgq5Xwd/Dt4EiKiTqTAfx2wRb6tXcZ73urIuaDsKr6VWUrfnTNt5vyN5GCgt7Gqoee6CC0mOBArpX/VGvmn79AvZZj185Dl2f/VDxmvHt5+iuz3MBydsXYujbCWj2/HJM7i4VoweqZiGqYt/jY2+8Tse2wVkTP9+PxeNHYlj4bBz81jpkZtms9cryezqZlivZxHXjEDo1CQgMw5KNMTiSsBtLs0TQoMbjcCT3MzbXtfp9MZcoF05G+Q3pV2ZMWQ8C1rbWisjddpWJtMtJepiTP83MJLw3PBCTZVSw/zPYtHyYPr2kdpYlb59lV89IZedh7fmRRXENUM94eleyWusfhvU/LUN4WBjGL/4BqyJkXHAC5q6Ks8uNPodbZnTC2I1AzZAIrInZj4P7t2Hm86I0VqJjr4VQeaRqqTLtmTUs2KdK7oE7mamXs0RRqaJV/yID/obyZprCIi8R1b57oXkreRBE48DpdLtU0rFHmXtRF7XvzH2D2wXS6DANa6b0Qp9x1i7MmRsTMEy38Ztp+GpupJLvQ+d+waxZszBrxguYIBUSzmDxxCl4b8NJjbgUnYxV74zGE51yVJhv68cxSi5N2IFcRV50dCqFSMeu76VsgfnvvInQoDrw9vVH7/DZWPqMCLeV+PmIDoOwi8yteUQ5YKTfUJFgGcClCPjAr650CKRCRtvmuEykZQ1917WnNzkWo+u0xTR5hgdGYOv26QjQ/cVd6hnrsCdrPTMDs2ZNRZTS82OQeuamtTRrDhgM+86dTsNGat6ynnNP2R+lIP4nEa4dsGjReATX8YOvXwOETZ6LidKxkvATjhmwWql0h3V84I08PRbItDUT2ufRIMeG/A3lZ0NhkZ+Jaj61WnZT4l700Q/ZXXOZiT9gkfKy3BrVdH3IpmDl6MYY+6H0T/fHqt0xCAtSb8x6sSCnZoVauxjz5kj3qgzNEpeEqJUf4v2Dl7K+6/yRKdP8pAUufwH6yPu6f0P45D+lg9HX8XvWC4Z3HhFbBdYWzRsZjoYi6WBqriTNIMrFYAP+hnJx5BdXJ6CMDEzagKO5mohtQ6Tq4S69nkPJ2zGo5QBlMm3NsNk4+MN4NNDLlrw3Qa565m3Mm/MhYpXHoTHqmRrNWykW1/HJM0Mm61Gt+2tw+jnsUaYVNkX9XKPafBEUbB2Cl8fyvCWg6/eNMadypX/5nHVsWT3/rIlJuc7q+MXIv6E8WCgs8gBR86tv8CCM8gfOr3wWD4+bhZUfz8KQ9s8q3W6jlj+LOjp2WMTO+gcmKFMqRmNr4mJ08tfRGKUQvPHMumM4cizn78SpGExUVoXqgE93H8O2MW3ULK7ix+3dFI9Jr2/SHHxsN+A1LT4Kb0oF5VsddxY/NhVDVkXNetYH/e7t9r09KTh51pqsj0EnABlblFvZGe83pOKtxKgNSMAbXR7rrwyP+SAqPtu+5O1rsESeQ2EhqKvLYz0RU1oOVuZy9Zz0OXbNDtN9+FM2HHjj6a9y6hipb6SeUXqaYYx6xrteSwTL2neR7yPOruV/+4r3lHeHhndlDZXKyZS2R1710F2plz/EV/YGZh7BNx9aG6x07SkrgIZ3wy7oB+DQnI/tuCZjzXvWBWK63S/df0ZxRv4N5Weky2Mmvxnu4uOPyT9sBP4RgiUr52CCdVQKZOWgiXpNZBD0KbF4eU60tRAS1uL1IVuRZGvFQQpSGo3DlsVhyNUYoUGReXh550vT1oZQ2ccbXkZp8YIXQsdHYsLGSZg3uCXOT5qNjj6n8J9J1gfUxLcez5cPDfA5SMIDvUZPAlaGY8mznXH8wFSEBlTEjncm4bOsiZSD7PvaHcSgulfWHI+8s42sojwSS0SU4yhGtABWT5pjCFGuMDHob0j18mIChiIQEDoMwePWYpOszpMciR5+ZzE26zk0f3RXXRbhSFw3X5kYLaA2Rc3FoKjXrD284pGSgnaTPsP0QTotHCELNHrnr9n8rKOWYYh6xjsY/xcRiEFz1iK08TW8MjsUSFiBaR9Knd0fowcE6HwPeqPXmOcxOfptTOvbDYmTxiHY/wrWhE9Vlsmt+fwYtMmPWGebpeAD8M9JHRAVuRah3YAZk3rg7IpwLFGwLsRDerb05qFj9N9QHnN1ec7ktcG9vvsGYfKaJIxOTlaGQ1Wq6gdvnV+Q007vx6HsUkjCpmhrK0O2l4/R2hvq4XadmWWzyTrwDhqGuG+98VzfcHwWOQ6fKf7+ePGj/8II64zb7PVqMAhxG4EJw8Ox6W3rg1/OBT8zGwunai8ebXZlf3p4ogaAC/lW/DOeKLefImu+31A2cR64EgHvYCzf9hEihoxA1JxJytAjIBATly/FIJ3GHqWe/z2LsD+QEJ29Cp0Ne9WcViybl86fHqgpK5BG18PtBml6DR6/Dqt8JuOJqSsxbZwydlpZgOPTpTMQZIC60L/7ZGz9yAejRkRiWeS4bCHZb9JyvBXe3TAvmvbPbLnJWod/jE/xfxgauRaTw61DrZv1n4olcwbpbrO9rWb7DZWTXfJ0/hUzeRJwIQLpSEm+gkxZwcrXF14GqZjyA85ESnKKIm49KvnC19uwhuYzPcVAojyfcfQgAUMQkN/3RWTCE1V9/Qz8HDIELPMYkZ6C5CuZ8PCoCl9fAyiKfOTSkZxsnfVhhEbTfOYV4JGZloKLqZnwrFQVfobkWoDhBvWmsDBowdAsEiABEiABEiABEiABEjATAU7eNlNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAESIAESIAESIAESMCgBCguDFgzNIgESIAESIAESIAESIAEzEaCwMFNp0VYSIAH9CaQlIu5IchF2JGJGW3+EzNpSRDieJgESIAESIIGCCSTGxyM5s+Dz1jPGqXMoLIoqK54nARIggSwCKXErEdK4PUJXHy2USebJX7AkCajq41doOJ4kARIgARIgAccEUrByXC90DBmOo1cch7D5GqnOobCwlQo/SYAESKAIAjvXzMYhAKO6NSk05Int25Tzj3VpWGg4niQBEiABEiABhwSSdmLOygTA/wk08XUYItvTSHWOR7ZVPCABEiABEiiAQCYy05NwMDZJOV/7rkoFhBPvNMRGrQUQhnYNvQoMl56eDg8vL8hDOC05ERd+vwZUroYGdWy9HOlIPHka1zI84VOjFvx988SVmY6kpHO4ngF4VvJBdX8/5AlRYNo8QQIkQAIkYFwCmZnAxaMHcV5MDKqFwmqcYtU5melIz/SAl5cHkJmGxDMXcA1AtVoN4JdVcaQnJ+L079fg6emDWg3889cnxaxzKCyMe1/RMhIgAYMQSN7+JloPfjvbmskPNsaWyM1YNiwg2y/7IC0BUdGiK0JQt6AnbFocnmzcF7GBYXgx+DTmfSgXZLmQqdg0rSXeHzgAn1l1jHJiyOyNmB0WpBwnbnkPg56caq10bNchEDO++hjDgv2zfXhAAiRAAiRgNgLJeLNOSyyxmb1xHAL8N2D9qWUIctR6VIw6J27JkwiNjMaQiAicnjMHsba4AUz8fDPa/e99DBq3MsfXPwzrfpiN1lk9JSWpczgUKgcjj0iABEjAIYFKNduip+2MfwiGhD2D0ODaNp9cnykJ25SH9vCQ5kpvRK6Tti8eQFU5TlipiIqaIc/gxef7W89unIqe7a2iot8zz2NIB6tQ+GzccGxIygSSt2SLiuCwCMycHZkVJgGTB4QjLs2WCD9JgARIgATMR6ASOk4KyTa7Z1gYhkcMQj1HogJAceocz4pKjYPPFFERiOEREegXaE3izcEPWkVFhzC8+HwYaop30kqMnJ21+EgJ65yC2tOyM8QDEiABEnB3At4NemPawjBsCl+J4JHjMXuktefAEZeETRsABKLHfYX3HNjm4vWc9BWWhQcrUQ2oXwldlVajQMzftg6DGkhNMhL1erXEmwlJOPa/K3igQry1pyJkIdbMHqRcFxbWD/V6BeLNhGjsOp6G1q29HZlGPxIgARIgAcMT8Eb38GkYErkRn6EDxr85G0GFvK0Xt86xZjsEq/YvQycZcfviI0CdBxEFoNkz7yJqeqgy/OnvPWui+YA5OB8bjxR0h+fZktU57LEw/A1GA0mABPQnkI79O7YqZnRoWasQcxKx/u0EILAfWtmmShQQ2tp+1AFjR1hFhQSr1byFNXTg4+itiAr56ofuj2e1XlUAPCr5WMNsDMegcbOwbnscktIqIfyHJJxNSsJIigorH/4nARIgAZMSyEzchc/E9sBuqFWIqACKX+dIdMGTxlpFhXzxqI3gDlZAoYO6Z8+p8G3Zw9pD71MRnhKshHUOhYWVKf+TAAmQQCEELuLAVpnwEIg29QteniMzcT+WycO7XycUHKrgZDJxQzkZ3K8lCupz8AoYhJlZo6ZiV87BqMF90a5xfdw/aDQ+3nKy4Mh5hgRIgARIwBQELh4+otjZrFvrQuuSstY5Vhgd0K5eQTUOUNI6h8LCFLcYjSQBEtCVQEoiFF3h3xUNCumJOLPrJ8XM3t0bldHcCoVc742wxUmI2/w5Jj7fH82yRlydj16LyU92xpQNiYVcy1MkQAIkQAJGJ3DqoLUuade2TqGmOqvOqSBdEwW6ktU5FBYFguQJEiABErASSDkWp+xfga4tUb1AKOnYuU5W1eiPjg0Lbv0p8PJinkhLjMXKhQux17MtwicvxsbdSTi4ezNmhFln4u089nsxY2IwEiABEiAB4xFIQdyGBAD+aN2w4BoHMGadQ2FhvDuKFpEACRiMwLn91taj4Cb3Zo9DzWdi+gls2Ci6ogcK2b4i32Ul9Tj7yxJMiIzE31//DClZF/v6B6BNi6xekhs3Sxolw5MACZAACRiFQNpp/CS6Ar6oX7eApaDktEHrHAoLo9xItIMESMCwBDKsUx8Q+96/MGj0QiRm5jc17fAObAIw5KH7CxYf+S9DSWVAQJ9/oJnEs3ESmrcdhBmzZmHK8F7oM0k25QNCOzd2kAq9SIAESIAEzEHAViskYORDg7Bwi+PhraWtc4rNIBXIAFDSOofCotiEGZAESMBdCdRu1ztrbe8ExK79E442qDi+/QsFT7c2hS8zm5thU9zlqEGqYu5Qtm8+lTwB305Y/u1s9JRkkqKxZM4cLNsozVuBmPjRNoQHl2bauC0FfpIACZAACehKwLs++vW31iPnE6Jx4abjZaFKU+fU889aVTBXBq1rFObyki+1qiqrQpW0zilnsVgs+SKjBwmQAAmQQG4CmWlIuZKBSlV94eXgOZ+elozLqUB1fz9HuiN3XE76lpaSguvXrwOeleDr56tZuk4yn9GQAAmQAAkUQCBdnu/ybPd21PoEGLXOobAooEDpTQIkQAIkQAIkQAIkQAIkUHwCHApVfFYMSQIkQAIkQAIkQAIkQAIkUAABCosCwNCbBEiABEiABEiABEiABEig+AQoLIrPiiFJgARIgARIgARIgARIgAQKIPD/aMPFL32zLE4AAAAASUVORK5CYII=" alt></p>
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<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
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<br><hr><br><div class="question">
<p>A coil and a magnet can move horizontally to the left or to the right at the same speed.</p>
<p><img 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" alt></p>
<p>In which of the following will a conventional current be induced in the direction shown in the diagram when both the magnet and the coil are moving?</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABE4AAAGWCAYAAABmacZpAAAKqGlDQ1BJQ0MgUHJvZmlsZQAASImVlwdUFEkax6u7JwfSwEhmiEOQnEFyHILkaGKYIQxhGAYGFTOyqOAaUBEBRdBVEAVXJYgJEcW0CAYw7yCLiHouBkyocw0cw+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+MTEwMjwvZXhpZjpQaXhlbFhEaW1lbnNpb24+CiAgICAgICAgIDxleGlmOlBpeGVsWURpbWVuc2lvbj40MDY8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KfqzBvAAAQABJREFUeAHs3Qt8FPW9//93T5qWvz3aQI6VtlQSA4htyc+IFixHakCsNwh4oVh+2hoTKae26sFwtWqt3EHaoxRDQrCeKpgA4hULJLFQj1SE2NAeaSQEFXtQGkjlaPkZ0v3PbHaT3c1eZm/ZmeS1jwdkd3bmO5/v8/vd78x+di6fchkP8UAAAQQQQAABBBBAAAEEEEAAAQQQ6CLwT12mMAEBBBBAAAEEEEAAAQQQQAABBBBAwC1A4oSOgAACCCCAAAIIIIAAAggggAACCIQQIHESAobJCCCAAAIIIIAAAggggAACCCCAAIkT+gACCCCAAAIIIIAAAggggAACCCAQQoDESQgYJiOAAAIIIIAAAggggAACCCCAAAIkTugDCCCAAAIIIIAAAggggAACCCCAQAgBEichYJiMAAIIIIAAAggggAACCCCAAAIIkDihDyCAAAIIIIAAAggggAACCCCAAAIhBEichIBhMgIIIIAAAggggAACCCCAAAIIIEDihD6AAAIIIIAAAggggAACCCCAAAIIhBAgcRIChskIIIAAAggggAACCCCAAAIIIIAAiRP6AAIIIIAAAggggAACCCCAAAIIIBBCgMRJCBgmI4AAAggggAACCCCAAAIIIIAAAiRO6AMIIIAAAggggAACCCCAAAIIIIBACIFPh5jO5CQL5GRlJ3kNFI8AAggggAACCCCAAAIIIIAAAqEEGg81hXrLb/qnXMbDbwovuk3ATJ5YbahuC4oVIYAAAggggIBjBdi3cGzTETgCCCCAQDcKRLu95FSdbmwcVoUAAggggAACCCCAAAIIIIAAAs4SIHHirPYiWgQQQAABBBBAAAEEEEAAAQQQ6EYBEifdiM2qEEAAAQQQQAABBBBAAAEEEEDAWQIkTpzVXkSLAAIIIIAAAggggAACCCCAAALdKEDipBuxWRUCCCCAAAIIIIAAAggggAACCDhLgMSJs9qLaBFAAAEEEEAAAQQQQAABBBBAoBsFSJx0IzarQgABBBBAAAEEEEAAAQQQQAABZwmQOHFWexEtAggggAACCCCAAAIIIIAAAgh0owCJk27EZlUIIIAAAggggAACCCCAAAIIIOAsARInzmovokUAAQQQQAABBBBAAAEEEEAAgW4UIHHSjdisCgEEEEAAAQQQQAABBBBAAAEEnCVA4sRZ7UW0CCCAAAIIIIAAAggggAACCCDQjQIkTroRm1UhgAACCCCAAAIIIIAAAggggICzBEicOKu9iBYBBBBAAAEEEEAAAQQQQAABBLpRgMRJN2L33lW16lDZZOVkZQf/N6FMh7rgNKuu7DaNci9ziYrL9qilyzy9YQIO1lu5TS11m1W+uMjTbzz9bXCBZpfV6lCb9ZJ6/pz0K+ttTL+ybsWcCCRKIJb9BnPdjG3tLYCD9Z7IGG/Nij5lzcmcq6f0qdBt3lozS18L+r3uPE0sa7BO5bA5SZw4rMGcGW66soor1XjoTVUvv0b9I1aiTc0b5+jG+dt0xD3vYdXMn6FFNUcjLtmzZsDBens2a8/iGzRy0l1auOo1fXHeFjXsWa4x6UYJrfWqmj9NU+ds66XJt0BF+lWgSOjX9KvQNryDQDIFot1vMGNhbGtvERys90zGeGtW9ClrTuZcPaVPhW/z9DGL9afG7Vp6+QDrND1gThInPaARnVOFPsq6IFdnRgz4hOp/v0+tfvO9r/2Nx/2m9JQXbY1l+u7c2oD6mrXrXQ6xt+dJNZbdrqmr6jyGX9Q3LjxbaWf0VWaat9RWHaks04Ym/17lfben/Q3dp8ya0q+stTf9ypqTc+cK/zlxbr16VuRW9xvMWveusS10/+1dDrH3d8b4QDv6VKBItK97Up+yMI6kZelb3z5P5m+UveVB4qS3tLSj6nm6ckcMC/ggnqWhOX0dVQtLwbbt19qSh/WHU8Hm7kUOwapvdVrzi1q0ZJdP4unz6pdhDOP/dIb6/YvPcJ6eoX5n9IIhL2yfMlHpV5a6Fv3KEpNjZ4r4OXFszXpx4L1obAvbf3uRQzy9nTHeX48+5e8Ry6se1aesjCNpOqNvX3X8RhmLmcOW6QXfIhzWIoRrCKQpc+Icrbp9rOe0ngEaM2+5Zo+JfKyKs/iMzHTFT7Vs74kQYfcWhxDVtzTZOJTw5Ze0M9iBJGlf0+S7vt3eh9JzNeWXc1TQeQiKpdKdN1OkPmXWiH4VuV3pV5GNnDyHlc+Jk+vXW2PvLWNbpP7bWxzi6eeM8f569Cl/j1he9bQ+xTgSrBd8OthEpiGQcoG0bOXfXa5X7k55JEkKwLhw1J6VmuE5UiJktrbHO8TLG+xQQm+ZxiHe1z2sV4x/veNhsU+ZGPSrCF2CfhUByMFvR/E5cXAte23oPX5ss9h/e7xDvD2cMb5TkD7VaRHPsx7YpxhHunQIjjjpQsIEBJIv0Na0UbN/WKp9wY6USP7qe/ga3tWBpo96eB27Vo8+1dUksVN6Z79KrGHqS+Nzkvo2IILYBei/sdtFXrJ3jvH0qcg9I/Y5emefit3L/kuSOLF/GxFhjxIwMvt1ZfrBjfdo2xGyJj2qaVNWGfpUyuhZsYME+Jw4qLEItYsA/bcLCRPiFKBPxQnI4r1QgMRJL2z05FfZuO/3xpWaPSFXOe57fA/RqFsXa1Ndc8RVW78veItqZ17sKT/b/++EMh1yr8ncKKzvjGPkbSrvEoM5z2aVzizQ0I77kedq4syVluINe6/2R3+t2qaTPnU+qUPbHtT3Jy9QTUDS5GRloc/6z9OVE74d4/3RjXXU/DqgPtkaOmGWSitqdajNJ5yOpw0qn3Cev6HXwmPZ1lSrtYuLNMo7PesSFS/bFqK8joItPokn5jwVVbbftLpzZUdUVZhn1Ceae8lb6E8tddr06CxNHOztb8H6tVmXx7Xk1ks6PUcWacnGOgu3Qo7FwVjGYp+aWNYg65+vTs32Z7HERr+S0eoRx6lk96u2JtVWlHUZE3KyzP67UGtrmoybuIZ7tI+R5X593/sZCPHXPW4ks/2jHbej+5yE0+C9ZAnEvt9gRmRtbLPweTQ+DZH3G8w1RtsHzWW8D89nym+banyWBhdodpf9BnMZ6/2XfQer+zvsO1jdd6BPdXef8o4T3r/Rjhfe5cy/sey7WR1PfdfTe56TOOk9bd09NW15VUsm5Ov6GctUVS8Nm/6k9hxq0CvLL9OxR6brB5X7w+6kW78veIbyl9Sqevk1ngvIBlbPGCw23qmrJ80x4vBcfPXINi28b5MnqWLMb3yh2D73Wo2cdJeW7DhLdz/9uhoPvamt876m/ZXLVDJpoorL9oT+wuuz/MLyYyrYaCzvvad5a72qFv1ERfnj9IONjUadjYtGbfyxrih+zNLpOZ8d/3D090dv2aPyW8dpbOFPtKTymC6Zt8Gwb1LjG0+qUFu05IFCjR1aoHnbAr8oDVHRs3VGvUcG3MnINP2r9pbdptH5hXpwVbU6UxSHVfPIDzV1emV8yZOYYzZjS+TD7E+/056KG4P0p3/ouHGUUPEV31HJokqf9jNucVz9qEomF2vJHiMp2FGX+1RafbgzuCPVKp3xPRWVhen7HctG03bR9SkzIOufr87wO+sVTWzm8vQrKZX9yvgiWjlXE4eO0fTNTep3Y4X2m+OBd4wy7kN1pHq1Hiws0HWLXw0xzjVrz+Ib3GPkQrPvy7jIclmNGg4d0J6Nt2uYz02rfHqM52mS2t9n3LU2bkf/OelaF6YkVSDO/QYzNmtjWwL2G8yVRd0HzYU8D59lI+83mMtE13/Zd4i0v+NtiET9TeUYb9ShG/Yd6FPd3ad8+mbU44XPsjH1jfblrY2nPuvqTU9dPFImcM7ArJStOykrPvWmq2zSMJdZL/e/EXNcNcdPda7q+FbXrBGDO9/3zjd+taupcy73s0+qZ7q+6n3f/Xeoq2D1nwPmMl5+UuOada5nfd75xz/q2lv9kGvuhgOuU4HrPHemq+YTY7lTB1wbi//VE8v5rqIN73WWfep11+JR3ji/5ZpV/UHnex3PPnDVlHzLs/ww13Wr33R5a9ol9kHFro1/9b5rhNylblmur5bUuMywAh9d5w3hEGB/buFG1199Cjt1YLXrukFepxB1OrjaVeA19P07othVttcozc/MW9blrsV7P/JZUxRPExGz67jRDiMD+tRIo82ORxGIz6zB+tOFI13fPHeCa+7Wg0Ybn3Idf32Zq6DDst3h3PG3u2aMH+kqKFnn2mv2+YC6uT8PAf2gY60B88bSdl37Seg+Za636/z0q472cD9xer/6u+vA6imucz2f48A+5eryWQ8YA90Gf3W9vmhSRxnnDBzsGr3o9Y5xzuX6yLV30eWdn71Bk1yLX/cddTyiXdblGTtiGVf8xqCAmC2M2137ffjPiX+fcM4rR+1bBIx/58Sx32C2UNc2DjK2BRvnrew3mCuIqw/Gvt8QvG6h+68lB3d9/PfbAscK9h1MJAuPYH2qh+070Ke8+70h9qETvT/qimO8CBhXY/pcG93eSptbmcfCJyhls0S7veSIk96UJUtqXbveyqzP6HH61wyf+8VkjNHsBdcH+UU/wYF98Jzmv5Stf78uR2kZxikltw7vPJJiyCBlp5ux3qO5Wz1HBaRfpCsvPasziLQcXfTNTM/rt1V1b4Xq/I5lNw6bq1mheyrf9swzVFdcZqzL8yr9/4zQN31/iW19Wwfe+X+d5Sf8WaB9Hw0d+XV5a2CuLi3rAn3jLG9QRp3mrlBti1+lgkeVPlJznvgPFeUZpRku46d8U3385mzSC1vfDHsUkd/sHS+SGHPHOhL05OhndckvyzV/XLbRxmnKGH6jbh6d4Vd4a/1v9OrQB/TYkinKM/t82mBNmhpwBE/rPr32B8/RTx1L29khibHRr6Rk9qu2P2njr/YYx5S0P1qr79c03yOeBgzSUL8Pcot2vrhLvidTttWV699X1XWUIX1OQwZ9sWOckz6rswcN7BxbW+tUekd5wFjZ0dH9n8TU/mZ/jGfc9g+BV3YQCBxjJPvuN5he8fRBu+03eOvzUy3b690use+Q0E9FMsd4d19MUtvFhRD4maZPxcYZz3iRxDaIrTI9aikSJz2qOVNYmYAddWP3R4MHf7lzp9odmvGlMztbZyY7zCPvqe+Ib3gSB32Uc8OPVZh7unEsb56m3Xetslp2qmxN55cKnZWjbN8Ej/EFIXvwVzqjPLxZT/22pfN12xtafe+GztNW+hjnJg/wJiWM2TKv0rxfft9zGPvpGvbdOzQ597TO5RP9LLA+xukBQ3O+4L+WtNPVr583tWO8dWSD7i99I3LC47wxuizH7xuWf7nG16q/Nn+ofwRMjfgymTFHXHmUM+RO1Q/G+Pba09Q3M9DkfN0y/VJD3vtI0xl9+/p8yTSnt2h/4wfeGdr/2tkhmbHRr6Rk9iv/Xma8OqE33/qfsJ/T1qPNxlzex8eq31ojnxPOjDf6KLOv7zgWpI8frtG2+o+9hYT+G0v7B/bHs6Ict0NHwzupEnDSfoNpFE8ftNt+Q7D6sO+Q2E9CMsf4wL6YyLaLRyGZccWy3bBSl2TGbGX9weaJZ7ywY32C1dGh00icOLTh7BZ2W/12vXDY+/umGV0fndnvn1MU5mCNuMDni27GxZr5bL0a39qkmcMz1bp3u57zvThrv37q65NT6Bp0s17dbV6npP3Rta6BS/RR1rj7tPkt43oCh+q1ecFVygpbfuDy0bw2zn+urtJm3/oEXfwLyhna+bXeuPSTDj+3XfXeSgVdJlkTnRhzMizs7GDn2EK1hRNjDlWXOKenna/bHi7RmP7tCd303O/rF9Mv9iSyjV+y6vdqf9jP/idqMRKi0T8+1LHjn0S/mIUl4h23LayCWbpZoOu21L77DSZNPH2wa10Dsbtzv8FctxPHSyfGHNjOiXhtVwe7xhXO3J4xxz5e2LM+4VrAae992mkBE68dBYwd8YONet8vtMBfJ/3eTO6LwCNA/Nb2sf64+w3jIEefR/0Cjc1a4DMh8GnnURVpRsLh3df3BPwSGzh/d77+f3rnwNs+h9Ob6z5D/fp+JnIQ7zeqyThdJy8zaVmdEDE4MeYQVYlrsp0d7BxbKHQnxhyqLvFON47uyytW2a5in4KMcbpuk1Y/ssL/4sU+c3Q+/YwyMs8wXh7pnGTpmcWxx1JZvjPFO277lsVzewg4ab/BFIunD7bqPVvtN5j1ceJ46cSYTetEP+zqYNe4wvnbMeZ4vmfYsT7h/J33HokT57WZDSP+h04cawn48p7CMN3XMQm1/iC/pPaZrPJ9i5Xvc7ZNqKWlj9T01ruh3+72d4LUR59XvwwLlWlt0bEPjZNs4kycnNx/QO8pX1mW6576mC2HmtQZ7eyQ+tjoV4nrfG1N2/SLBx/QSuNuT+bRJ6VbL9L2CT9UlV8G2Xd9pyn38jEasKohuiTxgDEal6DTEv3bP0h/jGrc9q0bz+0h4KT9BlMsnj7YYrP9hhD1Yd/BHh+NiFEE6Yvd3HbBQ0x9XP7bjeBR+k9Nfcz+8Ziv4vmeYcf6dK2hk6dwqo6TW4/YEyPQdlzHPwx73Hr49Zx8Q7v/aOG8/vCl8C4CCCCQWAHjVoa1y4qM24nf5kma3K4nHr9Hl2X/fxHXk5ZXpIem5/lcp8r/lMUuv8Cb15D6RZHyuusAtnjH7YgCzIBABIF4+iD7DRFweRsBBDoEGC86KFL9hMRJqlugx64/yIUw7VrXqO564z2E3bcyH+itgz4Xj/V9K+nPg8UTbKUf63hzwM/L6Rnqd0YqhgAnxhzMNN5pdnawc2yh3J0Yc6i6JGB6y6taMqlARY9Ut59w0/9GrXr8Tg33uxB2uPVkavisMq2bN85zJzTjukjl87V8j3nvnZM6tG2pflre0F5A/3GaU1nmvoZUuBIT+l5U43ZC10xhSRNw0H6DaWC5DwYbm1K532AGHywmc3rgg32HQJHUv7Zr29k1rnAtZseYg8VkdbwItmyw+tvpcx0sPvtOS8W3JvtqEFmMAun6ck52wG1q23T82ImOC6rGWHASFjtduSOG+fyKaq4imlvqBtyC0x1h11t5JiHwEEUGiyfYrP+rY0cDEidnBd6VIthyyZjmxJh7m4MT28iJMSejXxlltu1XeeE0ldZ775OToTEltyvfctLEG1em8opX65U9yzXGPPvPvOXwdRcqJ+s8jS1+QkdH36Y5yzdpz67V7bcs9y6W8L/xjtsJD4gC4xZw0n6DWdl4+mCwsSmV+w1mfYLFZE4PfLDvECiS+td2bTu7xhWuxewYc7CYrI4XwZYNVn87fa6DxWffaSRO7Ns2joos/f+M0Df9LqvRqvcb3jZuwGq3h3HRxHNydJZfWMYvqU9v1A7jQqnBHm2N6/XQ5r943kpT5qVX6BK/uhrfJ6pLtabO2uk6/9S3n/4l2IpimhYsnnd1oOmjCKWla8D4y5TbXYfV+0XjxJj9KpCgF4lzSGyfMquXuNgShGWhGCfGbKFaMczSVv+M/nOvN2liFhBwpzHLZRpHltSsUPHV/6G0RdvVcMi8U5j3X4NeWTNHRdfl+dyG23LBUc4Y77jdvrrEf06irAaz+wk4Z7/BDDuePhhsbIpuv8GMILH9N1hM7DuYzvZ/JK7t6FOJs0xcvwkWk9XxItiydv9cJ06uO0oicdIdyr1hHZmX6LuTBvrVtHVHlZ5u9D3K4ahqVz2hfX5zdf+LtLybdMdY31vzGjEc2aB7FtR0TfQYv9w+/tgpFYz/UmegQeoqNajiZ0+osUvuxbhzQM1PdP3iPR1H36RlGLc/7iwt4JlhVPacDgVMDfsy8yrNnjnS5yiak2o+HpDEaX1PBxp82iL9Ut1RdL6xK5iiR8Ji/pyyB38lRZVIwGoT5JDwPmVWLUGxJUDJehEJi9nJ/SrYFfn/pmMt3tvFG2PSzm3a6TMcBAc2x64HNLXwP1TTMkLfmZCTuvHCCDDucdssI9Fjb3A4ploVCLIttet+g1mluPpgkLpGs9/gXn+i+2/CxkurDZ6A+RIWs5PHeMMxQQ4JHxMTFFcCeor1IhIWcwL7VDzjRcLqY52wN81J4qQ3tXZS63qmRk+bqjzfIzFad2nZXSu1xzySw7hI4fa5Rbp9x//rerTFB/Xa2xRxLz6B0X9JBXP/zT9W455ARypn6Psz16vOc+SJeSeKh6aXqu371yvHL8NwpvLnLtS03NP9Ymrdu0BXT5qrqjrzGgDGw31hxmkq+HmG5kzzSVKckakzfZ2MWU/u2KbftXysQxuX6Snj1+HoUgF9lFN4n+6+wBtP10P62v74ml7tIB6gcYtmqSDOu+m46xjzf4mKudU4JexvMUfRvQsGO30tQQ4J71OmTIJi61bkRMXs5H71Tzq9X4ZPItVsgM7EblvTDj3Xdr7GDwgYhN7crb3NPpnflhotmruh/fooJ/9LTz3b2JH87dYm7VhZvOO2UVBSPicdAfIkagEn7TeYlYunD8a532CuPuH9N1HjpRlcdz0SFbOTx3jTOkEO9KnEWRrfIxK3PxrPeJGgvtFdH2mHrYfEicMazM7hpuUUqnz97Rrmsz/eWv+IJp8/SDk5Y3T7H0fr8VXf1xcDK3HkeZXkn6evzaxtv6VxW6OeW/9fxuUHfR8ntf+559qTMB2TQ/xy+uYWVbovYNgxY5cnwWKVTmhf5Rxdb8abla0hl6/SqWn3qCinT5fllXGxZvxikaYEJk/q12n2JPMaANlGnb+te94coZ8HXpCxSzbYKP7IOhWd/zVd8cQglRQObf9l17KDsXzaUBVVrNWcsQPcsbZWr9C8jZ4vOsZFIpff90T7bUXTczWl7HGtvC7w1+OTatxeo/2BNfWzbFb97re6fnmKNfEVd8xGsC1/0LZX/icg6mbtXL9Vh3y+AwbMEOKlcVrCs5u6/hLvZ2Dmw7bqqR2e5FhHSfv1fOXrnUcsBW074/S1V17WG4GnhCXCwWqfMuMNGluwz5cxb9yx0a/cF1Lt1n5lHKo79gZN7O8zEBtNaSZ2Lx9aoHsPZOm74/I14ps+R9GZ/aJ1m0pGXqt525raP+PHD2n/Ee9RKoe1bcZlGmKOa0H/5WrizIdVXlEb8LlLbPvHPW5H8zkxTXgkXSBYm8a032BGamlsi32/wVxFsHgt7zvEs99grtxq/7XkYBZoPBjj2x3c/7Pv4GZgf9Q4/T7afWhDLqH7o0Z58YwXcX+ujfVbGUdCzbPlt0GOwHf3Lsf/9ymX8XB8LRxaAXMH1DxfvKc92ppq9XjlEypf5bmbgwZozO33at5d45T1Tpkm5i/V0bG36JaRnit9pA3SZd/LV5ZxVEdrzSydX1gZkDTxFeqjYfOe0ebiL6h25pUqqjzi+6b/8z6TVb5vsfL9vz/4z9NSp01VL2nLmrWq8X5JMJILN8y4Rd+ZMl55ES+m2Ky6jev11K9KVdVxIcbTNWxysQquuEY3j8kOcXi7ee2AVZo/d5VnvYbR9Lv0b9MK3Ou07jDEvz7m3S5qNug3L1VpRWV9eyLKnKP/WE279RqNuyFYnRpUPqFAC+v9U1WdBZvmS3TNczPDzNNfN1Rs0aIxAadAdRYS5lkyYm5fXZ/JFXpjSX7Ar+/BQmmJ0J/a+11Vzprw/dPsc3uu0G+GF6oqFKcu0pzaJ1SUHdgxY3HwrUv4PmXOSb8yEOL6LLR7279fGV8O66q06L4F7eNSsDHNGPuqFtyvn7jHiXSD5VbNuL1I1+ZltleyeZOKR85QjTd30j414v/pueYtj8279zQmb1yJa9yO/DmJWEmbz+DEfYt49hvM5rA2tv1Kd7x1R/z7DeYK4+qDse43mCsO33+tOZj7UOw7mJqhHvYf430jT+6+A33KsO7W/QbftjWfxzteRPudwNp4OiT3bL1T3xDm+1o83wsCDZL3OtrtJYmT5LVFxJKjbayIBTIDAggggAACCREwjhYpu0VXz9/VmYC1VK5x4enp61Qza3iIpLGlQpgpDgH2LeLAY1EEEEAAgV4jEO32klN1ek3XoKIIIIAAAghYFTDOky7+tV5ZPs7CEVu+ZRp3KXtlr971ncRzBBBAAAEEEEDA4QKfdnj8hI8AAggggAACiRYwro205OZpKjVO4es/9sd68J7pys8Ocr0nY73maRZrV/1cy3xPD0x0PJSHAAIIIIAAAgikUIAjTlKIz6oRQAABBBCwn8DHqiu930ianDBCy1bB7dNCJk3M2NOy81U0/05NdOdVjFN1Rl0Q5Z3B7CdARAgggAACCCCAgK8AiRNfDZ4jgAACCCCAgI/A/+i119/pejctnznMp23vHNAB805W/a/X/b63Xw+Yj5cIIIAAAggggIATBUicOLHViBkBBBBAAIGkCZymvGkLPLc3P6G6+cX6weLHVdsUeKso8+49m1X+6Cxdd8UC/fG876t03b3Kj3g3sqQFTsEIIIAAAggggEBSBLjGSVJYKRQBBBBAAAEHC2QMV9Gal3V93XPa8Pr7OrarTEX59wVUyLyNsXlr+aG6ufL1zlsZB8zFSwQQQAABBBBAwOkC3I44hS0Y7S2QUhgqq0YAAQQQQAABBwiwb+GARiJEBBBAAIGUC0S7veRUnZQ3GQEggAACCCCAAAIIIIAAAggggIBdBUic2LVliAsBBBBAAAEEEEAAAQQQQAABBFIuQOIk5U1AAAgggAACCCCAAAIIIIAAAgggYFcBEid2bRniQgABBBBAAAEEEEAAAQQQQACBlAuQOEl5ExAAAggggAACCCCAAAIIIIAAAgjYVYDEiV1bhrgQQAABBBBAAAEEEEAAAQQQQCDlAiROUt4EBIAAAggggAACCCCAAAIIIIAAAnYVIHFi15YhLgQQQAABBBBAAAEEEEAAAQQQSLnAp1zGI+VR9MIAcrKye2GtqTICCCCAAAIIIIAAAggggAAC9hBoPNRkKRASJ5aYkjOTmTyx2lDJiYBSEUAAAQQQQKAnCbBv0ZNak7oggAACCCRLINrtJafqJKslKBcBBBBAAAEEEEAAAQQQQAABBBwvQOLE8U1IBRBAAAEEEEAAAQQQQAABBBBAIFkCJE6SJUu5CCCAAAIIIIAAAggggAACCCDgeAESJ45vQiqAAAIIIIAAAggggAACCCCAAALJEiBxkixZykUAAQQQQAABBBBAAAEEEEAAAccLkDhxfBNSAQQQQAABBBBAAAEEEEAAAQQQSJYAiZNkyVIuAggggAACCCCAAAIIIIAAAgg4XoDEieObkAoggAACCCCAAAIIIIAAAggggECyBEicJEuWchFAAAEEEEAAAQQQQAABBBBAwPECJE4c34RUAAEEEEAAAQQQQAABBBBAAAEEkiVA4iRZspSLAAIIIIAAAggggAACCCCAAAKOFyBx4vgmpAIIIIAAAggggAACCCCAAAIIIJAsARInyZKlXAQQQAABBBBAAAEEEEAAAQQQcLwAiRPHNyEVQAABBBBAAAEEEEAAAQQQQACBZAmQOEmWLOUigAACCCCAAAIIIIAAAggggIDjBUicOL4JqQACCCCAAAIIIIAAAggggAACCCRLgMRJsmQpFwEEEEAAAQQQQAABBBBAAAEEHC9A4sTxTUgFEEAAAQQQQAABBBBAAAEEEEAgWQIkTpIlS7kIIIAAAggggAACCCCAAAIIIOB4ARInjm9CKoAAAggggAACCCCAAAIIIIAAAskSIHGSLFnKRQABBBBAAAEEEEAAAQQQQAABxwuQOHF8E1IBBBBAAAEEEEAAAQQQQAABBBBIlgCJk2TJUi4CCCCAAAIIIIAAAggggAACCDhegMSJ45uQCiCAAAIIIIAAAggggAACCCCAQLIESJwkS5ZyEUAAAQQQQAABBBBAAAEEEEDA8QIkThzfhFQAAQRSJ9Csuo0rNXtCrr42s1atqQsk/JrbmlRbsVDFI3M1sawh/LyJerelTpvKzHUOUU5WtvFviEbdulBra5rUlqh1UA4CCCCAAAJRCzhk2225Xm1qqStr394OLtC8bcnczvY0O8vIzIiAuidx0rxJxYPzVLzxL5AjgAACzhcwkwKPztLEwRfq+hnLVFV/wpZ1amuq1drFRRqVM0ZFD6xWzZHuSO14duCuWagDF9ymsl0NaqhdqSm5fXSkerUeLCzQdYtfVYstxQgKAQQQQKDHCjhk2x29/wnVrato38a31mv9w9v1bvSFhF+ix9qFrzbvIuAr0A2JkzY1v/ySdra2aOeLu9Tsu3aeI4AAAo4TaFHtghI9vvsdHe2OPESsPm17tPymn2pHw5FuHXfbGitUNHmpGsbP0ozhme7o07Kv0gMrfqS8dPPlCe1btUIbmuyMFys6yyGAAAII2FPAIdvumPAyNHr6XRrX39jIpudqyo8u01diKifUQj3ZLlSdmY5AV4FPd52U4Cltb2jNipfbD2HfUaWnG69SUU6fBK+E4hBAAIHuEshQ/pLtyjdOOGneOF2jZmyz5yk6acM183cvGygfq27xJF2/qjtO0fmLnlnwS9W1fk5jBn1RaT5NkpZTqPL1H+r7U0p1NP96XXa2O4viMwdPEUAAAQQQSJaAQ7bdMVY/LXuyHt01OcalIy3Ws+0i1Z73EfAKJP2Ik7b67XrhsOeXxdY9+s8Nf+L8dq8+fxFAoKuAcaTEz5ftsEcyImwsaco4J0dnda2BzaZ8VmcPGqhuSVM079KWHeZJOH2U2fe0AAfDa/gMbX6rQa+snqws2aidAyLlJQIIIIBAlAJht5dRlhXv7GFjccq2O16EZCyfYLuw7ZSM+CkTgfgEkpw4MX59fGS9DnfE2KrDz21XPVcG7BDhCQII+AoYR3FsLtVjH9hhkIgcS1pGP/X1Dd+Wz9N0Rt++fkd/JCdM72mZVkqPbGulFOZBAAEEELCDgJ3G9MixOGPbbYd27RpD4uwit1PXtTMFgdQKJDdx4v71sU15t31fo70/dx7eoqd+ezS1tWbtCCBgT4GWGi1d6jm1L9UR2imWVFtYWv8/dOJYi7UjhbC1JMpMCCCAgCME7DSm2ykWRzReioKknVIEz2rjEUhi4sQ4r768VDUaqe9OK9T40RmeON/W5id2duvFCuMBYlkEEOgmgZZXteTmGarqlju/RKiTnWKJEKp93v5ITW9ZuI4/tvZpMiJBAAEE4hWw05hup1jide3Jy9NOPbl1e3Tdkpc4aXtT2557RwOKpqkg80v61lUXdZxj37rjJf222Q6H4vfotqVyCDhGoK3pRc27eZpKbXBbXzvF4pgGtBgothahmA0BBBBwgICdxnQ7xeKApktZiLRTyuhZcQIEkpQ4aT9vreLw2br68vOMc+vTlDlxmgoHeM7XaX1Zvyh/g4vEJqABKQIBZws0q67sNo3O/6HW+yRNTlYWamhWtnLc/y7W7BrzgqO+jza11G1W+eIijeqYz5h/ZJGWlG1WXUssidlYY/GNy3xuxrZJS269xBN/ribOLFNt08nAGQNeG+vfWOaznFl/c9mHtbamqZvGy2hjMG5ROPNiTz3zVFR5xFOnI6oqzPNMb2/HUROujaGdA4h4iQACCCBgA4FYt5dsu603nrk9XqnZE3L1tZm17tNg25q26SHvvsXI21Re19xZXFuTaisWqniksd9QFukueid1qObXKp1Z4LOvla2hE2aptKJWh6LehbKy3xNrn+msIs8QSLmAKymP91wbC893nVu40fXXjvI/cu1ddLnrnIFZ7f9GLXLtPdXxZq98YlrwQAABj8DB1a4Cz/jw1ZIa1yehYE4ddG2bM8F17qAJrllP7XUd98x36uBW1/LCf20fX4z35m496Ip5iLEaS5f5/up6fdEk17necc7374g5rprjwSM6dfAF19zxI10FJatdNQf/3l6j43tdlSVGPd1lDHMVzHnB1RR88VBSHdM/qZ7p+qq7nKGugtV/7pju+yT+GI67akpGesb4ka5Z1d6W8V2L8byLWcD7vEQAgbgE2LeIi4+FoxWwOqaz7bYma2z7N66a6SoY5Pm+ZGy7zX2ivx98yjVtxODO71HGdPN71vsHa1wVi251fdO9jTeXCb2ddwdw6oBrY7G5r2TsV5Ssc+1175ecch3fu841a/wwv/I7vrOdO9NV490p69LeMez3dCnDGg1zIZBogWi3l0k54qSt7j/1i2rpkqtGKrMjNXSaci8fowHe14drtK3+Y+8r/iKAAAIWBI6qds4tmvbk3zSxtFyLJufJe/WktOxx+vfVj2np5cYo01qv9cW3aF5Nd16I+qj2LL5TC5uv1KraN9V4qEkNtSs1Jff09nodeV4rq97qeuRIyzbNu3GGXh76gB5bUqz87D7t82fk6YYl5Vo1eaDx+oT2PTlbd1fs77q8BbWIs9ghhohBMgMCCCCAgDMF2HZbO4jjL9o0o1Aliyq1r9WnpZuf19w7XtXl6+qN/YrV+uFY89vUAF367U+05qZpenBVtbzHe/osFeSp2Q63qmTrYaVf8CMtXzhFeRlpxnzGbYbzpmj+ih8pz3szj/RxWrrngHtfpnH/YuV7p/uVGuN+j18ZvEDAOQJJSJx8rPqtNTo8YIr+beKX/CTS8m7SHWO9X3MaVPHIS1wk1k+IFwggEFrAOAVw4zxNr3xb6WN/rJIxZ3adNS1H1y65Vzf0N7fwb6tq7grVxnTaTteiI005WfmwHht0v57ySX6kZV+lB3461ZMwPqE/7vpv+Z90ZOzELJivquZLNGPWmI4kUOe6ztToG6/sWL5uyUN6JuHXh7JDDJ015hkCCCCAQE8SYNttfdv9JV27ps5IVhzQa8vHdVwb8mT1Hn3mzrm61vhhxf0j0Zqdxjw79ejkKZrzuwbj+Z+0YfqQiJ2mra5C9xv7UDL2Ni6ZerVyzJyJzyMtZ6rmFXnKad2tLS+/7/Nu16ex7fd0LYcpCDhFIPGJk+aX9MvyJg0Yf5lyAz6Q0llcJNYpPYM4EbCbQNsbWrPCvFWxscH3O5otINCMUfrOpOz2iUc26P7S7rmeUp/JD+jh63KM3238H2lf/4Yu9hxE0nq02Th2xOfRvFNPPm3sxJx3kS7IDFyyfb60swdriPeXntZ9eu0PfiX4FBbjUzvEEGPoLIYAAgggYHMBtt3GUbDRbruNI0DOyTG+NbU/Qv5Y1NH06erb7/Mdr4I/8fyw7X6zjzL7nhZkts/q7EEDPQmbFv3X7//svrZKkBnbS4llvydUYUxHwAECn05sjEZW+eWXtFOXakHR+V2+QJiHgmWOvUET+7/cfstRTzbz2uv8j0xJbEyUhgACPUGgrX67XjhsHrv6BQ0+x3vkWrCaeU4LXNWgw8Ym//Bz21V/93DlBc9LBCsgedMaDqjJqEKWOxHiGS/NKtUv0NisBRbW26L9jR9IY8LV30IxHbPYIYaOYHiCAAIIINDDBNh2mw0a/bY7LaOf+hpLHjb+pWX21RlmMSEf6fpyTrb6aLdCX4b+E7U0fxiyhPY30nRG377u72++ZwpFWCj82377PeFn5V0E7C6Q2MSJJ6us0Yv0rRC/nsrza3CV8aXGHEhqVvyn6ibOsseXGru3FvEh0GsFfH8p+bz6ZXgPwQgO0n6Ux6OqMvcg3m9Uk3G6Tl6oMSl4Ed0w9YTqf7+v/dec3LmqfrZYWd2wVv9V2CEG/4h4hQACCCDQUwTYdtunJT+jjEwz/WJeDeWkmo+b15kM9yNMuv7FmD/xpybYR4RIEIhWIKGJE29WufXwDH0ja4a1WNwXiTUuRpQX7JAxa0UwFwII9HSBFjU1GEdaWH2kf1mDhhjnx9QbmZPWFh378B+S7RInVivDfAgggAACCDhRgG23fVrN92jcFu18cZear7vW5yYeZqRt+vD4cc9F6LN19eXnBTl7wD41IhIEulsggYnEv+iZR9YbF4X9gTY0NrVfhdm4q4R5Z4ku/xq3aM4FnjtNqEnPrHsl4IKJ3c3A+hBAwDkC7+pA00fOCddKpG/u1t6EX/TVyop95rFDDD7h8BQBBBBAoCcJsO1OdWum5V6vO8w7DxqP1h1Verox8MSe9/XbF3cbR8Kmq//ku3UbP2qnuslYv80EEpc4ad6lLTuMU+/vuinyaTdpgzVp6kjPxYdadeTpKtWk+kuDzRqGcBBAwFfgNPXN9FxhteMQU9/3wzzvk62cAeFP7QmzdPe8ZeHq9e5Amn+j8s1/SU5MdoghOTWjVAQQQACBlAiw7XazJ3PbHU27uu88+HPNMW9n3LpLC6f+WOV1ze0ltDVp+9zpmlv9kfqPLdEjc4Pd6S+alTEvAj1PIEGJk49VV16qGl2kKy/1XgM6HJZxkdhLr9Al3u8yVnfYwxXJewgg0IMFTlfuiGEdV3p3H2Jqsbbpo0Yo1zvWWFyme2b7nLIHf8WzKuN6T0sfiXDrZPNCrnv14cBw5yRHG7kdYog2ZuZHAAEEEHCGANtu8/SXxG+742j9jOG65Z45mjL2GhWPfl/LJl2onCzjB6acb+u+90fq7uVP6YU1xcrLsMMV9eOoJ4sikASBxCROWl7RU0+/owFF01Rg9ToCmZfou5MGeqpknGv3xAtqbEtCDSkSAQR6gIB/srV1x0v6bbij1Frf04EG8xDUgZo49ZKAc3jtwpGur1w4XO0HzRoxGbdOvmdGheqMC9kGfbTUaOmKd5V19meDvh3bRDvEEFvkLIUAAgggYHcBtt1KyrY71nZvU8ue5brupi0afs9SzV7yjPZ3XFKhQa+smaOi6/LCXjI21jWzHAI9QSABiZOTaqyq0OYjZ0d5EaEzNfrGKzu+NLTufUJlvz3aE0ypAwIIxCnQ1nxcXW6al3mVZs/0nOLX+rJ+Uf6G5wJmXVfW9sfX9KqRN0m/YKqKv3Vm1xmimBI0liiWDzdrWt5NumOs9wgS47TF6gW6/oppWrKxzue6Tyd1qKZMs2+eqVfH32o9OR1uxT7vpTKGZNr6VJGnCCCAAALdIBB0TGfbnZRtd0zNaSRxFv2wVPv7ZWlgX3scihu0z8RUORZCIPkCcSdO2hr/U7OW7FLrgDEalxvdnXHabxnqreTbqpq7Iuih6m1NL2rehFzjULIhGnVbpQ6F+EHWWxJ/EUDAgQJnZOpMz3a886Jlzaoru0s/KNtvJEn6KKfwPt3tvrB0qw6Xz9fyPZ5zc32r27Zfa3/2hA6nG4ecLr1JObEcbRoxlvYVtrUc03HPui1t/NuO6/iHvgPYl1RgHDI7rr/PDsyRapXOuFbDzUNn3f/O09jCBar64ErdP+38GK5w36r3jAt2t18C7qTeeuu99lsgd5glKoYP1Li/xVOq91aHHSvpfGLRtnMBniGAAAII2FYg4pjOtjuWbbfv/sXJ/Qf0XtgO4Ludb9PxYyeC/LBkXFahdJmqjrSqtf4RTT5/kGcfw7uvEfB3cIFml9V2+c7lG1ds+z1GRSL2mbCV5U0EUiYQR+Kk/VfQeXc9rLpWI/7Dz+uXFXt8fiWNVCfjC9Fj67TT94LOR9Zp+s0/UZX3QkXuIlr17vbHtL7+hPHK+EV26wZtf8dcIQ8EEOhRApkjdeVoz9EX5kXLxp5nbNQv1I1bvqqSwqHtCYO0oSqqWOu5sFmdSqcU+m3Y25q26aHbirXwL9/S0q1rVZTjvaBslFJWYmlr1DOrntdhT9GtO36tNV0SOcY4+eymznHOqNfj5a/5jZNp2ZO1ct2D/smTwHD7X6Ol6+5VfiznHLe8rsrn9neUeHLHJj3X5DvwSvHHYCa4lmmteftn98O8ZstCbQpYj/stK7aeUviDAAIIIGBzAStjOtvu6BqxZY/WPtK5f6E3t6iyy/6FT5F+23njh6WnH9MzXba/n9XZgwZ6rhXns2yop631qpo/TVOn+/xgnaD9HlnpM6HiYjoCKRT4lMt4RL/+BpVPKNDCjp1k/xL6TK7QG0vyQ344W2tm6fzCSs8voP7LdrzKnavqZ4uVZUwwjzi5947ZRvLkpPpf/qCeWDVZWbH8itxRuD2emL8mm7dq5oEAAh6BljpVLbhfP6msN9KkAzTm9ns1765xQT7vZuK2UpVPlKm02pu6MG6fN/YW3XLVFbo+EefohoylVYfKpmrs/N3Bm63PZJXvW6z8w2WamL9A+4LO1V83VGzRojHe03SMmYwr2tf+ar2eXL1WNcYvQu5H/7GadttUTf5efhCDoAX7TGxR7cwrVVR5xGeaz1OfMbZjatQxRFiHt+DAdYW09S7AXwQQiFWAfYtY5VguZgHLYzrb7vDGEfYvjCNvh817RpuLh3iKibANDtz2Gt+8Dm1brDv/7THts/wb9BBNe/opTX79tsTu91juM+HFeBeBeASi3V7GmDiJJ0SW9QpE21je5fiLAAIIIIAAAggEE2DfIpgK0xBAQGbiZON9mn9gopbOujj8RWCNxMam9ev1+PJnpZm+yRocEeg5AtFuLz/dc6pOTRBAAAEEEEAAAQQQQAABBPwFzKRJib73RK4qqiIkTcwFM/J07Q+y1ffgG3qy3z/7F8UrBHqpQBzXOOmlYlQbAQQQQAABBBBAAAEEEHCEgHkb4pW6c/Z29b3yW9Yvmm9c02T3azm68tKzHFFLgkQg2QIkTpItTPkIIIAAAggggAACCCCAQEoE3lfNL39tXNfkpPZv+a0afW/uFzKeZu1Z9nPtnfpjFWT2gAtLhqwnbyBgXYBTdaxbMScCCCCAAAIIIIAAAggg4CCBdPXN/LwRb4ta9y7Q5aN+r2m3jtKgCyfo2rxM/3q4LxL/vH6z+UntH/WQHiv23NXQfy5eIdArBbg4bAqbPdoL0qQwVFaNAAIIIIAAAg4QYN/CAY1EiAh0t4DfXWwirDw9V1N++XM9MC5bHGsSwYq3HS0Q7faSI04c3dwEjwACCCCAAAIIIIAAAgiEETAu9nrDkmd07fRaPb79j/rzc2Wqqj/hs8DpGja5WNcM/bou+16+ssiY+NjwFIF2AY44SWFPiDbLlcJQWTUCCCCAAAIIOECAfQsHNBIhIoAAAgikXCDa7SUXh015kxEAAggggAACCCCAAAIIIIAAAgjYVYDEiV1bhrgQQAABBBBAAAEEEEAAAQQQQCDlAiROUt4EBIAAAggggAACCCCAAAIIIIAAAnYVIHFi15YhLgQQQAABBBBAAAEEEEAAAQQQSLkAiZOUNwEBIIAAAggggAACCCCAAAIIIICAXQVInNi1ZYgLAQQQQAABBBBAAAEEEEAAAQRSLkDiJOVNQAAIIIAAAggggAACCCCAAAIIIGBXARIndm0Z4kIAAQQQQAABBBBAAAEEEEAAgZQLkDhJeRMQAAIIIIAAAggggAACCCCAAAII2FWAxIldW4a4EEAAAQQQQAABBBBAAAEEEEAg5QIkTlLeBASAAAIIIIAAAggggAACCCCAAAJ2FSBxYteWIS4EEEAAAQQQQAABBBBAAAEEEEi5AImTlDcBASCAAAIIIIAAAggggAACCCCAgF0FSJzYtWWICwEEEEAAAQQQQAABBBBAAAEEUi5A4iTlTUAACCCAAAIIIIAAAggggAACCCBgVwESJ3ZtGeJCAAEEEEAAAQQQQAABBBBAAIGUC5A4SXkTEAACCCCAAAIIIIAAAggggAACCNhVgMSJXVuGuBBAAAEEEEAAAQQQQAABBBBAIOUCJE5S3gQEgAACCCCAAAIIIIAAAggggAACdhUgcWLXliEuBBBAAAEEEEAAAQQQQAABBBBIuQCJk5Q3AQEggAACCCCAAAIIIIAAAggggIBdBT7lMh52Da4nx5WTld2Tq0fdEEAAAQQQQAABBBBAAAEEELC1QOOhJkvxkTixxJScmczkidWGSk4ElIoAAggggAACPUmAfYue1JrUBQEEEEAgWQLRbi85VSdZLUG5CCCAAAIIIIAAAggggAACCCDgeAESJ45vQiqAAAIIIIAAAggggAACCCCAAALJEiBxkixZykUAAQQQQAABBBBAAAEEEEAAAccLkDhxfBNSAQQQQAABBBBAAAEEEEAAAQQQSJYAiZNkyVIuAggggAACCCCAAAIIIIAAAgg4XoDEieObkAoggAACCCCAAAIIIIAAAggggECyBEicJEuWchFAAAEEEEAAAQQQQAABBBBAwPECJE4c34RUAAEEEEAAAQQQQAABBBBAAAEEkiVA4iRZspSLAAIIIIAAAggggAACCCCAAAKOFyBx4vgmpAIIIIAAAggggAACCCCAAAIIIJAsARInyZKlXAQQQAABBBBAAAEEEEAAAQQQcLwAiRPHNyEVQAABBBBAAAEEEEAAAQQQQACBZAmQOEmWLOUigAACCCCAAAIIIIAAAggggIDjBUicOL4JqQACCCCAAAIIIIAAAggggAACCCRLgMRJsmQpFwEEEEAAAQQQQAABBBBAAAEEHC9A4sTxTUgFEEAAAQQQQAABBBBAAAEEEEAgWQIkTpIlS7kIIIAAAggggAACCCCAAAIIIOB4ARInjm9CKoAAAggggAACCCCAAAIIIIAAAskSIHGSLFnKRQABBBBAAAEEEEAAAQQQQAABxwuQOHF8E1IBBBBAAAEEEEAAAQQQQAABBBBIlgCJk2TJUi4CCCCAAAIIIIAAAggggAACCDhegMSJ45uQCiCAAAIIIIAAAggggAACCCCAQLIESJwkS5ZyEUAAAQQQQAABBBBAAAEEEEDA8QIkThzfhFQAAQQQQAABBBBAAAEEEEAAAQSSJUDiJFmylIsAAggggAACCCCAAAIIIIAAAo4XIHHi+CakAgggkDqBZtVtXKnZE3L1tZm1ak1dIOHX3Nak2oqFKh6Zq4llDeHnTdS7LXXaVGauc4hysrKNf0M06taFWlvTpLZErYNyEEAAAQQQiFqAbXdIMrbdIWl4A4FPx0bQqkNlUzV2/u4oFx+gMdP/r0b0O0vDbxivvIy0KJdndgQQQMAGAuaOxfr1enx5pfZ5siV9htogroAQ2ppq9XjlEypfVa0j7vf6aFjAPIl/2aaWugqV/GibBv9ilcqK56it6UXde8dsra9erQer1+mZ6aV6bNbFykj8yikRAQQQQACB4AJsu4O7uKey7Q6Dw1sIuAViPOIkXVnFlWo81KTGNzZoztgBPpxGcmTeBu0x3+v4d0B7nl6hObO/qaPli7Rw/l26/vxLVbxsmw7x06OPHU8RQMD+Ai2qXVCix3e/o6O2PcTEUGzbo+U3/VQ7Go6ouRtR2xorVDR5qRrGz9KM4ZnuNadlX6UHVvxIeenmyxPat2qFNjTZGa8bwVgVAggggEA3CLDtDofMtjucDu8h0C4QY+LEhy9juG65/Rp1pk6+qBGX5Qb8kpimjLyJKvrBYm3culJTck83Cjismkd+qKnTK0me+HDyFAEE7C6Qofwl27V5za/17PJxcucC7Bhy2nDN/N3LWrumUuumD+mmCP+iZxb8UnWtn9OQQV+U7zGFaTmFKl9/u4alp6v/5dfrsrNtK9dNVqwGAQQQQKD7BNh2h7Zm2x3ahncQ6BSIP3FilJWW0U99O8sM+8z/l8dWHdn6oO6u2M8572HVeBOBXiRgHCnx82U77HG9kLCxGAnhc3J0lu2b5rM6e9DA7knwNO/Slh0thkgfZfY9LUDG8Bo+Q5vfatArqycrSzZq54BIeYkAAgggEKVA2O1llGXFO3vYWNh2d+Fl292FhAkIBBNISOIkWMHhpqXlTNW8Iu8voCdU96tnVM8pO+HIeA+BXiLQpubNxvUvPrDDgBA5lmiSxqlrwDSd0bev39EfyYnF8Hr5Je20dAZOZNvkxEipCCCAAAKJF7DTmB45Frbdvj2AbbevBs8RCCeQksSJFPAL6OE92vOOpb3tcHXhPQQQcLpAS42WLn3ZHkeb2CkWR7TrP3TiWIu1tsPWES1KkAgggIAlATuN6XaKxRJeqmdi253qFmD9zhFIUeKku34BdU5DECkCvV6g5VUtuXmGqo7YIIlqp1gc0zE+UldwsQkAAEAASURBVNNb70aOFtvIRsyBAAIIOEXATmO6nWJxSvuJbbdjmopAUy6QosRJq95rbNJJb/XTM9TvjBSF4o2BvwggkDIB83a1826eptL6EymLwbtiO8Xijamn/MW2p7Qk9UAAAQSMm7ex7e4V3cBO7dwrwKmkbQU+nZLI2hq1fcv+jlWnj75C38r0vf9Cx1s8QQCBHi3QrLqyObp9/jYd8annycpCDa30TuivGyq2aNGYDO8E42+bWuqe04atz2vtqurOZfuP1bRbr9G4G8YrLyPaMSXWWHzCcj81Y3tGqx9ZodLqw8aU0zVs8o90x/SblJ/dJ3Bmn9fG+jdu0rYXH/csZ75lLlusgiuu0c1jsrvhOiXRxmDc3nHmlSqq9G09M+4jqirMU5X51PPon5sn1dd1tpUxPXI7e5fmLwIIIICAfQRi3V6y7U5OG7LtTo4rpSIQIOBKxOPgalfBwCzXOe5/N7jKDn4SptS/u5o23O76pnf+QVNcZQf+Hmb+nvuW6cUDAQQ8Aj7jyFdLalwhR5FTB13b5kxwnTtogmvWU3tdxz2Lnzq41bW88F/bxyHjvblbD7pOxYprNZYu8/3V9fqiSa5zveOb798Rc1w1x4NHdOrgC66540e6CkpWu2oOesbD43tdlSVGPd1lDHMVzHnB1RR88Yi1/KR6puur7nKGugpW/zno/PHHcNxVUzLSsx0Y6ZpV7W2ZgNV1MQt4n5cIIBCXAPsWcfGxcLQCVsd0tt3RyrrYdkdNxgIIRCUQ7fayG8+POalDNb9W6czv6IoZz7f/6th/nOZUPqKinHC/wgZkeniJAAK9WOCoaufcomlP/k0TS8u1aHKevMehpGWP07+vfkxLLx8gtdZrffEtmldztButjmrP4ju1sPlKrap9U42HmtRQu1JTck9vj+HI81pZ9VbXW6+3bNO8G2fo5aEP6LElxZ1HpWTk6YYl5Vo1eaCx/Ante3J28m7dbocYurGlWBUCCCCAQHcKsO1Oyr0C2XZ3ZydmXQgoCYmT3VqYP0Q5WdkB/87T2MKfaEllfftdFwb8QBteWa2ivEyaAQEEELAgYNwyb+M8Ta98W+ljf6ySMWd2XSYtR9cuuVc39E833ntbVXNXqLYlKbsrXdZ9svJhPTbofj3lk/xIy75KD/x0qoxUjvE4oT/u+m+1uJ97/zN2JhfMV1XzJZoxa0xHEsj7rnSmRt94ZcfydUse0jPNia6PHWLorDHPEEAAAQR6kgDbbrbdPak/U5feLJCExMlFmlPb4P611fzF1f/f69qw/F7NnJyr9MOP6vqcXE2cuV513fTFpjc3NHVHwPECbW9ozQrzVsUZuuSqkQqZcs0Ype9Mym6v7pENur/0ja5HeSQBo8/kB/TwdTldrkOS9vVv6GLPQXWtR5uN9InPo3mnnnz6bem8i3RBiOs8pZ09WEPMPJD5aN2n1/7gV0L79Hj+t0MM8cTPsggggAAC9hVg28222769k8gQiEqgmy8Om6m8624x/t2oywbfoqvn79K+yjm6fke9yl/6mfKjvphjVHVlZgQQcLBAW/12vXDYvFXxFzT4HO8JOsEqdJpyLx+jAasadNhIsxx+brvq7x6uvGivFRus6HinNRxQk1GFLHcixPgV7uWXtNOsUv0Cjc1aYKH0Fu1v/EDyu1CuhcVCzmKHGEIGxxsIIIAAAg4XYNttNiDbbod3Y8JHwC3QzYkTr3of5RTercJf3ahS84vQkXWaPuNCvbLm2tC/InsX5S8CCPRCgY9Vv7XGSISYj8+rX4b3EIzgFO1HeTyqKvOe5+83qsk4qi0vxBEdwUvojqknVP/7fe2nLubOVfWzxcrqjtX6rcMOMfgFxAsEEEAAgR4jwLY7OU3Jtjs5rpSKQHiBJJyqE36FHe8a1yK46JudB9u3VpdqTd3HHW/zBAEEEOgUaFFTg3GkhdVH+pc1aIj3/JgWHfvwH1aXZD4EEEAAAQQQSIgA2+6EMFIIAgjYQiB1iRN9TtmDv+KD8IHeOuh/2USfN3mKAAIIeATe1YGmj3qWxpu7tTfhF32NksgOMUQZMrMjgAACCDhFgG13UlqKbXdSWCkUgWACKUycBIZzUkeP/W/gRF4jgAAChsBp6pvpvW35STUfj+LotD7GHb4GhD+1J+XErbu15eX3I4fR/BuVb/5L5PlimcMOMcQSN8sggAACCNhUgG23u2HYdtu0fxIWAtEJpDBx0qrjx/7mE20fndnvn31e8xQBBBDwCpyu3BHD1J7+aNHOF3ep2ftWhL/po0Yo15Z5E9+j7lpUs/SRCLdONi/kulcfDgx3YdwIGF3etkMMXYJiAgIIIIBAjxBg2y3jvn5su3tEZ6YSCCiFiZOA8x7TL9KVl55FkyCAAAJBBNKUeekVusSTAGnd8ZJ+G+7Ultb3dKDBvDLsQE2ceolNLzqdrq9cOFwDvLU1bp18z4yK0Ldnb6nR0hXvKuvsz3qXSMBfO8SQgGpQBAIIIICADQXYdotttw37JSEhEJtAihInbcY48oiWV3uvaZKuAUXTVGC7u17EhspSCCAQn0Bb83F9GFhE5lWaPXNk+1EnrS/rF+VvGL/jBH+0/fE1vWrkTdIvmKrib50ZfCaLU4PGYnHZSLOl5d2kO8Z6jyBp1ZHqBbr+imlasrHOuHmh93FSh2rKNPvmmXp1/K0JHydTGUMybb16/EUAAQQQ6B6BoGM622623d3T/VgLAkkXSEjipK3lmI5bDtVImtRVqGTuBh3xLJN+QYkq7h6utIAy2ppe1LwJucrJGqJRt1XqUKhvSQHL8RIBBBwocEamzuw4oqRKTzeaR4w0q67sLv2gbL+RJDFvY36f7r7gdGN6qw6Xz9fyPUFO2Gnbr7U/e0KH00fq7qU3KSdwYLFCEzGW9kJ8x76gO4yB62o7ruMf+g5kX1LBPXM0rr/PuURHqlU641oNzzKuzeL+d57GFi5Q1QdX6v5p53cZJwNX0fV1q95rbJKpKeP/t956r/0WyB0zJiqGD9S435vuCXMdGou2HeHxBAEEEEDAvgIRx3S23Wy77dt9iQyBaATiT5y07NHaR57X4Y61/o9+X7lOtU3tu+kdk42vPS11m1W+eJqunrRANUdajbdO17DJC7WuojDIl5tWvbv9Ma2vP2HMZ/wSu3WDtr9jLsMDAQR6pEDmSF052nP0ResuLRx7npE4uFA3bvmqSgqHticM0oaqqGKt5ow1TnBprVPplELNLqvtSKq2NW3TQ7cVa+FfvqWlW9eqKMd7QdkoxazE0taoZ1Z1jn2tO36tNV0SOcbRIs9u0k7vcGjU6/Hy13yOJpHSsidr5boH/ZMngeH2v0ZL192r/IwYskAtr6vyuf0dJZ7csUnPBYzP8cdgJriWaW29t6LmNVsWalPAetxBWLHtiJYnCCCAAAK2FrAyprPtjr4J2XZHb8YSCCRZ4FMu4xH9Olp1qGyqxs7fHf2i7mRJsa4Z3Fc5l12v/OzQX2zMI07uvWO2kTw5qf6XP6gnVk1WVgzfG2IIslsWMX9NbjzU1C3rYiUIOEKgpU5VC+7XTyrrjXTpAI25/V7Nu2tckM+9efpKpSqfKFNptTdtm67+Y2/RLVddoeuvy5P3BJiY6x0ylgjjX5/JKt+3WPmHyzQxf4H2BQ2gv26o2KJFY3yibGtS7a/W68nVaz2JZWPB/mM17bapmvy9/CAGQQv2mdii2plXqqjSe2yfz1vm09y5qn62WFm+k6OOIcI6vGUHriukrXcB/iKAQKwC7FvEKsdyMQtYHtPZdkc2jrBdDdyemgWy7Y7MyhwIBBGIdnsZY+IkyJqZFLVAtI0V9QpYAAEEEEAAAQR6lQD7Fr2quaksAggggECMAtFuL+M/VSfGQFkMAQQQQAABBBBAAAEEEEAAAQQQsLsAiRO7txDxIYAAAggggAACCCCAAAIIIIBAygRInKSMnhUjgAACCCCAAAIIIIAAAggggIDdBUic2L2FiA8BBBBAAAEEEEAAAQQQQAABBFImQOIkZfSsGAEEEEAAAQQQQAABBBBAAAEE7C5A4sTuLUR8CCCAAAIIIIAAAggggAACCCCQMgESJymjZ8UIIIAAAggggAACCCCAAAIIIGB3ARIndm8h4kMAAQQQQAABBBBAAAEEEEAAgZQJkDhJGT0rRgABBBBAAAEEEEAAAQQQQAABuwuQOLF7CxEfAggggAACCCCAAAIIIIAAAgikTIDEScroWTECCCCAAAIIIIAAAggggAACCNhdgMSJ3VuI+BBAAAEEEEAAAQQQQAABBBBAIGUCJE5SRs+KEUAAAQQQQAABBBBAAAEEEEDA7gIkTuzeQsSHAAIIIIAAAggggAACCCCAAAIpEyBxkjJ6VowAAggggAACCCCAAAIIIIAAAnYXIHFi9xYiPgQQQAABBBBAAAEEEEAAAQQQSJkAiZOU0bNiBBBAAAEEEEAAAQQQQAABBBCwuwCJE7u3EPEhgAACCCCAAAIIIIAAAggggEDKBEicpIyeFSOAAAIIIIAAAggggAACCCCAgN0FSJzYvYWIDwEEEEAAAQQQQAABBBBAAAEEUiZA4iRl9KwYAQQQQAABBBBAAAEEEEAAAQTsLkDixO4tRHwIIIAAAggggAACCCCAAAIIIJAyARInKaNnxQgggAACCCCAAAIIIIAAAgggYHcBEid2byHiQwABBBBAAAEEEEAAAQQQQACBlAmQOEkZPStGAAEEEEAAAQQQQAABBBBAAAG7C5A4sXsLER8CCCCAAAIIIIAAAggggAACCKRMgMRJyuhZMQIIIIAAAggggAACCCCAAAII2F3gUy7jYfcge2J8OVnZPbFa1AkBBBBAAAEEEEAAAQQQQAABRwg0HmqyFCeJE0tMyZnJTJ5YbajkRECpCCCAAAIIINCTBNi36EmtSV0QQAABBJIlEO32klN1ktUSlIsAAggggAACCCCAAAIIIIAAAo4XIHHi+CakAggggAACCCCAAAIIIIAAAgggkCwBEifJkqVcBBBAAAEEEEAAAQQQQAABBBBwvACJE8c3IRVAAAEEEEAAAQQQQAABBBBAAIFkCZA4SZYs5SKAAAIIIIAAAggggAACCCCAgOMFSJw4vgmpAAIIIIAAAggggAACCCCAAAIIJEuAxEmyZCkXAQQQQAABBBBAAAEEEEAAAQQcL0DixPFNSAUQQAABBBBAAAEEEEAAAQQQQCBZAiROkiVLuQgggAACCCCAAAIIIIAAAggg4HgBEieOb0IqgAACCCCAAAIIIIAAAggggAACyRIgcZIsWcpFAAEEEEAAAQQQQAABBBBAAAHHC5A4cXwTUgEEEEAAAQQQQAABBBBAAAEEEEiWAImTZMlSLgIIIIAAAggggAACCCCAAAIIOF6AxInjm5AKIIAAAggggAACCCCAAAIIIIBAsgRInCRLlnIRQAABBBBAAAEEEEAAAQQQQMDxAiROHN+EVAABBBBAAAEEEEAAAQQQQAABBJIlQOIkWbKUiwACCCCAAAIIIIAAAggggAACjhcgceL4JqQCCCCAAAIIIIAAAggggAACCCCQLAESJ8mSpVwEEEAAAQQQQAABBBBAAAEEEHC8AIkTxzchFUAAAQQQQAABBBBAAAEEEEAAgWQJkDhJlizlIoAAAggggAACCCCAAAIIIICA4wVInDi+CakAAggggAACCCCAAAIIIIAAAggkS4DESbJkKRcBBBBAAAEEEEAAAQQQQAABBBwvQOLE8U1IBRBAAAEEEEAAAQQQQAABBBBAIFkCJE6SJUu5CCCAAAIIIIAAAggggAACCCDgeAESJ45vQiqAAAIIIIAAAggggAACCCCAAALJEiBxkixZykUAgV4g0Ky6jSs1e0KuvjazVq2Or3GbWurKVDxyiHIGF2jetia1Ja1OPc0uaVAUjAACCCCQUIGetv1h253Q7kFhCIQQ+HSI6fFPbqnTpqrXdGDXr1Vafdi/vP5jNe3WEeqXNkiXfS9fWSde1ZLbtuqiJ+5Tfrr/rLxCAAEEbCdgjm/r1+vx5ZXa58mW9BlquyhjCOiE6tZVqOaIWal6rX94u4rHFSsrhpJCLtJj7ULWmDcQQAABBOwg0GO3P2y77dC9iKHnCyT+iBNjUKqaWaCh51+rkjW7pZHTVF77phoPNXn+vanqBZfq8289r2UPFGpsTrZyzv+uSl/7kxoPO//32p7fZaghAr1doEW1C0r0+O53dLTHDVkZGj39Lo3rb2Sw03M15UeX6SsJbe6ebJdQKApDAAEEEEioQE/e/rDtTmhXoTAEQggk8IiTkzq0bbHu/LfHjF9gT9ew767Uz392lbLSAtfcR1lj/q+mjblR37mxQiXTl3p+3Qycj9cIIICAHQUylL9ku/KNk1iaN07XqBnbesApOp3OadmT9eiuyZ0TEvqsZ9sllIrCEEAAAQQSKNCztz9suxPYVSgKgRACCTrixEiabCzR1GJP0mR6qR5bECxp4htFmjLyivXoEyXKc5+e8zcda+lxP9/6VpjnCCBgRaBtj36+bIc9khFhYzHGsHNydJaVOjFPgECC7cK2U8CqeYkAAgggkHgBO43DYWNJ8PYn8ZI2LjHBdmHbycYMhNZrBRKQODEuSLRnpe6c/byOmIwDpuq+uy9WhkXStJybtHjmSKXrQx07/onFpZgNAQR6poBxFMdmI/H6QfIuSWrdLXIsaRn91Nd6gczpI5A4u8jt5LNaniKAAAIIJFzATuNw5FgSt/1JOKTtC0ycXeR2sj0GAfY6gfgTJ21vaPUdpZ4LJGZozF03Ka/L6TnhXPsop/BuFQ5I4FlD4VbHewggYF+BlhotXfqyPY42sVMs9m2x1EdGO6W+DYgAAQR6t4CdxmE7xdK7e0X42tNO4X1415YCcSZO2rOFFd6Lug6Yon+b+KXoK5r2NV33vRwdaPwg+mVZAgEEeoZAi3F3rZtnqMp9R5cUV8lOsaSYwtarp51s3TwEhwACvUDATuOwnWLpBU0fcxVpp5jpWDC1AvElToyjTdas6Px1OP3cwTo7qqNNvJU3jjq59jp9I6ZlvWXwFwEEnCrQ1vSi5t08TaX1J1JeBTvFknIMGwdAO9m4cQgNAQR6hYCdxmE7xdIrGj/GStJOMcKxmC0E4kqctNVv1wveo03UR0NHfl2ZsVYrc7xmFg6JdWmWQwABRwo0q67sNo3O/6HW+yRNTlYWamiWcaty97+LNbumJaB2xrWV6jarfHGRRnXMZ8w/skhLyjarriWWa6TEGktAaMbddlrqNmnJrZd44s/VxJllqm06GThjwGtj/RvLfJYz628u+7DW1jQZpcb6MMtdqdkTcvW1mbXu06DamrbpIW98I29TeV1zZ+FtTaqtWKjikca6yxo6pwd9ZlwYvObXKjVvQe/TDkMnzFJpRa0ORR20FbtEtVPQCjERAQQQQCCiQKzjMNvuiLQdM7Dt7qDgCQJ2EXDF/PjE1bT6Btc5A7M8/0a6ZlUfj7m03rigaccDAQQ8AgdXuwo848lXS2pcn4SCOXXQtW3OBNe5gya4Zj211+UddU4d3OpaXviv7eOR8d7crQddp0KVEWm61Vi6zPdX1+uLJrnO7RgXveOj8XfEHFfN8eARnTr4gmvu+JGugpLVrpqDf2+P7vheV2WJUU93WcNcBXNecDUFXzx4bYzlN66a6SoY1BmD6fr3g0+5po0Y7DN2Z7nOLdzoev9gjati0a2ub3bEPtRVsPrPwcs2p5464NpYbHobsZWsc+111+2U6/jeda5Z44f5ld+xnTh3pqvG27CJsOtSRuhweQeB3iLAvkVvaWmb1NPqOMy221qDse225sRcCCRAINrtZRxHnHykprfe9cn/nKF+fT/j85qnCCCAQKIFjqp2zi2a9uTfNLG0XIsm53XcwSste5z+ffVjWnr5AKm1XuuLb9G8mqOJDiBMeUe1Z/GdWth8pVbVvqnGQ01qqF2pKbmnty9z5HmtrHqr65EjLds078YZennoA3psSbHys/u0z5+RpxuWlGvV5IHG6xPa9+Rs3V2xv+vyQSP6izbNKFTJokrPhbs9MzU/r7l3vKrL19Ubsa3WD8caVhqgS7/9idbcNE0Prqpuvzta0DJ9J5rtcKtKth5W+gU/0vKFU5SXYZ5radyqMG+K5q/4kec288ak9HFauueA26Nx/2Llu28/71uW+TxGu8BieI0AAgggYEMBtt3WDsBk223DzktICHQIxJE4+VjHm30PPf+8+mUE3SPuWBlPEEAAgdgFjItRb5yn6ZVvK33sj1Uy5syuRaXl6Nol9+qG/uZY9Laq5q5QbUyn7XQtOtKUk5UP67FB9+spn+RHWvZVeuCnU43UhPk4oT/u+m/5n3Rk7EwumK+q5ks0Y9aYjiSQe3b3f2dq9I1Xdixft+QhPdNsZffrS7p2TZ2RrDig15aPM2733v44Wb1Hn7lzrq41kjPuRNOancY8O/Xo5Cma87sG4/mftGF65FMm2+oqdL/RDjIivmTq1coJuD5VWs5UzSvylNO6W1teft8TQfA/sdkFL4upCCCAAAJ2EmDbzbbbTv2RWBCIXSCOxMn/6thR38RJ7EGwJAIIIBBRoONi1MaX9atGhr6eUsYofWdSdntxRzbo/tI3LB6lETGCsDP0mfyAHr4uxzjmwv+R9vVv6GLPQSStR5uN9InPo3mnnnzaSECcd5EuyAxcsn2+tLMHa4g389G6T6/9wa8En8KCPTWOADknR2d53gqZcOpYNF19+32+41XwJx+rfmuNDrvf7KPMvqcFme2zOnvQQE/CpkX/9fs/h73FdEx2QdbKJAQQQAABmwmw7TaOgmXbbbNeSTgIxCTw6ZiWci/0z+p3pvltwJs8+ZuOtbQar717+LGXzJIIIIBAoEDnxai/oMHnZAS+7fP6NOVePkYDVjUYX+5bdfi57aq/e7jyguclfJbrhqcNB9RkDJNZ7mHS+BXu5Ze00xw26xdobNYCCwG0aL952/Yx4ervX0xaRj/1NSaZiY60zL46w//tgFfp+nJOtnGp790dI3vADMbLT9TS/GHXyX5T0nRG377uJJJZvYQ8/OwSUiKFIIAAAggkWYBttwnMtrt9vyfJnY3iEUiyQByJkwxlD/mCVO098PwDvXXQeJ4X7NfHJNeC4hFAoIcL+B7lEPm0wPajPB5VlZnXfb9RTcbpOnkhjuhIHdwJ1f9+X/uRGLlzVf1ssbJSF0wUa/6MMjLN9MsR499JNR//2PgbLpGTrn8x5o/j8MYoYmNWBBBAAAH7CLDttk9bsO22T1sQiVMF4tiX9T0U26z+R2o48D/dcki8U7GJGwEEYhVoUVODcaSF1Uf6lzVoiPf8mBYd+/AfVpdkvogCniN63PO1aOeLu+RzM2PP0m368Phxz/YgW1dffl6XU5giroYZEEAAAQQcLsC22z4NyLbbPm1BJE4ViCNxkqbMS6/QJR1n5ngOibdy3UKnahE3AgjYQOBdHWj6yAZxJDCEN3drr6WLviZwnXEUlZZ7ve4w715kPFp3VOnpRu8pm95C39dvX9xtHE2Trv6T79ZtHInoheEvAggg0EsF2HanuuHZdqe6BVi/0wXiSJwYVc8cqStH+xyifbhG2+rNw7ZjeRh3l1j2uOpIvMSCxzII9HCB09Q303MEScfpIRar3CdbOQM6MrwWF+rm2SzcecYdUfNvVL75L90cXJDVue9e9HPNMW9n3LpLC6f+WOV1nuNO2pq0fe50za3+SP3HluiRucHuFhSkTCYhgAACCPQwAbbd7gZl293D+jXV6a0C8SVO9CUV3D7Fc6tMk7BBFT97Qo1RJz9OqrFsnp7KvsweF3Dsrb2BeiNgW4HTlTtimOfS06FODwkefPqoEcq1Zd7kc8oe/BVP0C2qWfpIhFsnmxeT3asPB/okq4NXuXumZgzXLffM0ZSx16h49PtaNulC5WQZSaqcb+u+90fq7uVP6YU1xcrLsMNVebuHhLUggAACCPgKsO2WcdIq227fPsFzBJwrEGfixLhLQ16h7p88sEOgde/DmrHsVeP60VYfbWqpeUCFWy5SycQvWV2I+RBAoFcJ+J8a2LrjJf023Kktre/pQIN5+shATZx6SehbF6fUMF1fuXB4Z+LZuHXyPTMqVGdcyDboo6VGS1e8q6yzPxv07e6daIzbe5brupu2aPg9SzV7yTPaf6hJje5/DXplzRwVXZcX9pKx3Rsva0MAAQQQ6H4Btt3Glxy23d3f8VgjAkkRiDtxIp2p/IWPas4Fp3sCPKF9q76nq28tC/0FoKMqJ3Vo4526eq50f0WhcvhhskOGJwj0ZoH/v727gY6qvPM4/uum2XLsahOybmlLJWmAYldyjNiKy/oCEVZcBUs1C0u1x0CIrFp1kRDARetKeIkoXV9oSAgsq4CJIOALLZCESru+IMQNdk2RMLSii7oxWTl1czrOzt47mQmTZCaZSeZm7p35zjmYmTv3Pvf/fJ7xPnf+89znelpa1eOGtxnXqaR4fMeoE/cB/bTyrbCTUXvefkOvGnmT1Etmq/Cq8wdEGTKWAZV4duOU3Ft0d15gBIlbp2tLddO1RVq9vSEo+WwcJ+sqVHJrsV69YY6m2+HuQMaJ4Mo7ytU0NFMj0u0xnMfKdjrbYjxDAAEEEAgnEPI4TN9N3x3uA2MsD/mZ6WV93kIgngIxSJwY4aeM0dyqjR3Xu/tq4/8CcPHVKlxVro11rq5fcIxr4OurHlfJtO8pr0xasHWZJoYYzu1xvayl03KM4d+jNWFetU6G+SE2noDsGwEEYiRwXobO938HPzvhaIsaKu7V7RVNxjFkiLILHtB9viStMRl15XKtOdzzfi7yNGmjccngqVTjcpGyW/qXkO0zlo46e9o+Uau/+hF1/p5WtX4afCAzLnc0LneZPCwo+XC6VuULZmicedmL79+FyisoVc1HU/Vg0cVR350mOMb2puN6v9fmcuv9Zpcxi4z58Kj1kzNdj92+5Z+pofwR1Zx2y934hPIvHumPMxBvt7+jpqukor7H8Ts4rv7ZGcFE2E6+sPkPAggggEDsBfo8DtN303cHn/cYH8E+PzOx/5hSIgKxEIhN4sSMxLjefe6GnXpu9SyN7fwOcEp161bq4YJJGt35JcC8Bn6S5j70uA6ef5ee+/lazcgKTPoYXCW33tu/SdsazxgLjUTM3ue0//fu4BV4jgACiSQQPNm0OeFo3oXGF/JLNWvPd7SwYExHwiA4SetuUPnMgi5fyj2ufXp0XqFWfHCVyvZu1NzsUMeWCNAiicXTrF3rXtQpf3HuV57Whh6JHGO0yO4dOhi46YxRr82VbwSNJjHyzln5enLrw12TJ91DHHa9ysIkmLuv2uV122FtfOJsjHpnj6p7xBi0Rdubqn6hyb/ASE49v0m7XIHgA+t1vxV9YHmYv+5G1Swv0uz5QcnvGNl1maA83GcmTFgsRgABBBCIgUAk/SV9d3TQ9N3RebE2AoMk8AWv8Yj9voxfibfv1uHjv9bGdbU6HbyDYXkqmjNBIy+dphm5GcHv9HhujjhZdneJkTxp17ApD+uZdfnKTKDLecxfk805AXgggIBfoK1BNaUP6p+qG4106XBNunOZlt47OcT/9+blK9WqfqZC5bWB1IVx69u823TbddfqpljMrxE2FrdOVsxW3vJDoZttSL4qj67SxFMVunFiqY6GXGuYbq7ao5WTApfpGCuZI/H+dZu2rN+oOmM0h+9hHi/nzVb+jyaGMAhZsH9hHzEao3fGLt2lnYWj/eu3qb54quZWdzlan91BzhLV7i5UZucSw3/fKt3zD5t0NOJ89mgVPf+s8t+cF1u7sO3UGSxPEEgqAc4tkqq57VHZiI/D9N29Nxh9dyJ9z+u9rXnXDgLR9pcWJU7sQGH/GKJtLPvXiAgRQCA5BIyT3+0PaPnxG1W26PLeJ4E1Tqh3bNumzWt2S8XByZrkkKKWCAy2AOcWgy3O/hBwigB9t1NaijgHRyDa/vKLgxMWe0EAAQQQSAwB88RroX70TI6qavpImpgVTsvVjNuzlH7iLW0Z+meJQUAtEEAAAQQQcJQAfbejmotgbSkQuzlObFk9gkIAAQQQiJ2AeRviJ3VPyX6lT70q8ol3jTlNDr2RralXfzV2oVASAggggAACCEQgQN8dARKrINCnAImTPolYAQEEEECgQ+BD1T31tDGvSbua9vxSzd0myg+t1KLDj6zVkdk/tsetlEMHyVIEEEAAAQQSVIC+O0EblmoNsgCX6gwyOLtDAAEEnCuQqvSMrxjht8l9pFRTJrwefrJv32S3L+oXO7eoacKj2lTovzOScytP5AgggAACCDhQgL7bgY1GyDYUYHLYODZKtBPSxDFUdo0AAgh0CHS5e0IfKKk5mvnUWj00OavjdtJ9rM7bCCAwcAHOLQZuSAkIJJwAfXfCNSkVGrhAtP0liZOBm/e7hGgbq987YkMEEEAgxgIeV702739bv32hQjWNZ4JKP1dj8wt1/ZiLdE3Ut1EOKoanCCDQLwHOLfrFxkYIJIUAfXdSNDOVjFAg2v6SxEmEsFasFm1jWREDZSKAAAIIIIBA4ghwbpE4bUlNEEAAAQSsE4i2v2RyWOvagpIRQAABBBBAAAEEEEAAAQQQQMDhAiROHN6AhI8AAggggAACCCCAAAIIIIAAAtYJkDixzpaSEUAAAQQQQAABBBBAAAEEEEDA4QIkThzegISPAAIIIIAAAggggAACCCCAAALWCZA4sc6WkhFAAAEEEEAAAQQQQAABBBBAwOECJE4c3oCEjwACCCCAAAIIIIAAAggggAAC1gmQOLHOlpIRQAABBBBAAAEEEEAAAQQQQMDhAiROHN6AhI8AAggggAACCCCAAAIIIIAAAtYJkDixzpaSEUAAAQQQQAABBBBAAAEEEEDA4QIkThzegISPAAIIIIAAAggggAACCCCAAALWCZA4sc6WkhFAAAEEEEAAAQQQQAABBBBAwOECJE4c3oCEjwACCCCAAAIIIIAAAggggAAC1gmQOLHOlpIRQAABBBBAAAEEEEAAAQQQQMDhAiROHN6AhI8AAggggAACCCCAAAIIIIAAAtYJkDixzpaSEUAAAQQQQAABBBBAAAEEEEDA4QIkThzegISPAAIIIIAAAggggAACCCCAAALWCZA4sc6WkhFAAAEEEEAAAQQQQAABBBBAwOECJE4c3oCEjwACCCCAAAIIIIAAAggggAAC1gmQOLHOlpIRQAABBBBAAAEEEEAAAQQQQMDhAiROHN6AhI8AAggggAACCCCAAAIIIIAAAtYJfMFrPKwrnpLDCWRnZoV7i+UIIIAAAggggAACCCCAAAIIIGCxQPNJV0R7IHESEZM1K5nJk0gbypoIKBUBBBBAAAEEEkmAc4tEak3qggACCCBglUC0/SWX6ljVEpSLAAIIIIAAAggggAACCCCAAAKOFyBx4vgmpAIIIIAAAggggAACCCCAAAIIIGCVAIkTq2QpFwEEEEAAAQQQQAABBBBAAAEEHC9A4sTxTUgFEEAAAQQQQAABBBBAAAEEEEDAKgESJ1bJUi4CCCCAAAIIIIAAAggggAACCDhegMSJ45uQCiCAAAIIIIAAAggggAACCCCAgFUCJE6skqVcBBBAAAEEEEAAAQQQQAABBBBwvACJE8c3IRVAAAEEEEAAAQQQQAABBBBAAAGrBEicWCVLuQgggAACCCCAAAIIIIAAAggg4HgBEieOb0IqgAACCCCAAAIIIIAAAggggAACVgmQOLFKlnIRQAABBBBAAAEEEEAAAQQQQMDxAiROHN+EVAABBBBAAAEEEEAAAQQQQAABBKwSIHFilSzlIoAAAggggAACCCCAAAIIIICA4wVInDi+CakAAggggAACCCCAAAIIIIAAAghYJUDixCpZykUAAQQQQAABBBBAAAEEEEAAAccLkDhxfBNSAQQQQAABBBBAAAEEEEAAAQQQsEqAxIlVspSLAAIIIIAAAggggAACCCCAAAKOFyBx4vgmpAIIIIAAAggggAACCCCAAAIIIGCVAIkTq2QpFwEEEEAAAQQQQAABBBBAAAEEHC9A4sTxTUgFEEAAAQQQQAABBBBAAAEEEEDAKgESJ1bJUi4CCCCAAAIIIIAAAggggAACCDhegMSJ45uQCiCAAAIIIIAAAggggAACCCCAgFUCJE6skqVcBBBAAAEEEEAAAQQQQAABBBBwvACJE8c3IRVAAAEEEEAAAQQQQAABBBBAAAGrBEicWCVLuQgggAACCCCAAAIIIIAAAggg4HgBEieOb0IqgAACCCCAAAIIIIAAAggggAACVgmQOLFKlnIRQCAJBFrUsP1JlUzL0V8W18vt+Bp71NZQocLxo5U9arqW7nPJY1mdEs3OMigKRgABBBCIqYBD+h+PS/VVK4w+OUc3VhyLqUDYwtoatKPC3KdxHpCZZfwbrQlzVmhjnZXnA2Gj4Q0EbCXwxf5G465bpIsLqtUeVQHDNWn+D3XZ0D9RSvY1unVSllKi2p6VEUAAARsImCcW27Zp85pqHfVnS4aMsUFcAw7hjBq2VqnutFmpRm17fL8KJxcqc8DlBhWQsHZBdeQpAggggID9BBzS/3hc9dpc/Ywq19XqtE9xiMZarmn+cFKlhXft06ifrlNF4WJ5XC9r2d0l2la7Xg/XbtWu+eXatOhypVkeCztAwJ4C/R5xkjpplX5z0qXmt57T4rzhQbUzkyM/UWX9O2o23w/8a65T5bIfatSxp7VieakeLpik0cYvmiUV9Tpp3U+aQXHxFAEEEIiFQJvqSxdq86Hf62PnDzHpBpKmK+ffq8nDUqXUHM286xp9s9saA3uZyHYDk2FrBBBAAAErBRzS/3gOa80tP9Erx06rxUqObmV7mqs0N79Mx25YpAXjMnzvpmRdp4ceu0u5ximBdEZH1z2m51wJd+LTTYKXCIQX6HfipLPItHG67c7rdTZ18jVdlj9LE7OGdK7ie5KSpYkFRSrecECHn1+iSeaJubtRNcsLdO33f6L9rujGrnQtnFcIIIDAYAmkaeLq/dq54WntXjNZvvOJwdr1IOwnJStfP3vtmJrf3aXlk2M9KjCx7QahedgFAggggEC/BBzS/6SMU/GvDmjjhmptnT+6XzWNfqMPtKv0KTW4v6zRI7/W5WqAlOwCVW67U2NTUzVsyk265oJEO+uJXostkldg4IkTwy4lbajSIzZMUVpuoX62da1m5pzr28rduElFsx5SfRtDTyJmZEUEElXA+LVl7SOv2GO+kF5jMY5l38rWVxO1HSytV4ztem0nSytC4QgggAACpoCdjsO9xhLj/sey1v+SLhg5YnB+nGl5TXteaTNqMkQZ6ed0q5HhNW6Bdr57TL9en29cumujc7RukfISAasFYpI46U+QXYd/GSWc3qr5BVVqJnfSH062QSBBBDxq2WlcQ/uRHQ4EfccSXdI4QZooRtWInV3f7RSjkCkGAQQQQCCkgJ2Ow33HErv+JyRGjBam6Lz09C6jP2JUcLdiDK8DP9fBiK7A6du2W+G8RCChBOKWODEVU7Jv0ari8Z3ZVPeRp7Ry5wcJBUxlEEAgCoG2OpWVHbDHaBM7xRIFYdKtSjslXZNTYQQQsJmAnY7DdorFZs0UOpz/05lP2iI778I2NCFLk0YgrokTc0hYdsF9KhgeuF6uTXWP/Zsa7PBjc9J8BKgoAjYRaHtVq29doBrfHV3iHJOdYokzha13TzvZunkIDgEEkkDATsdhO8XimKb/g1zvvtd3tNj2bcQaCS8Q58SJ4ZtyoSbfkHUW+lSd9jV+dvY1zxBAIOEFzFveLb21SOWNZ+JeVzvFEncMGwdAO9m4cQgNAQSSQsBOx2E7xZJojY9torUo9emvQPwTJzpHF333YmPsSeDh0kt73xGDTgIe/EUgkQVa1FAxT1dOvEPbgpIm7dUFGpOZpWzfv8tVUmdOWhb88KitYacqV83VhM71jPXHz9Xqip1q6NdE0/2NJTgu87kZ2w6tnnOFP/4c3Vhcofo+7xxm7H97RdB2Zv3NbR/XxjrXAI6JZrlPqmRajv6yuN43HNfj2qdHA/GNn6fKhqCbHnpcqq9aocLxxr4rjnWvXLfX7TpZ97TKi6cHtVeWxkxbpPKq/txqPhK7WLVTt6rwEgEEEEAgQoH+HofpuyMEjnK1aM8fjFszF1/uP0fJ1dzq0/79nVZNQa5/ecc52IRpM/pxjhZl+KyOgFMEvLF4nFjvnT4i0/st37+bvRUn/hhdqV22z/R+u2C797+jK8GRa5tePBBAwC8QdBz4zsI6b9ijyOcnvPsWT/N+e+Q076Jnj3hb/Zt/fmKvd03BX3cch4z3luw94f28v7iRxtJjvf/2vrny+95vdx4PA8dF4+9li711raEj+vzES94lN4z3Tl+43lt34n87om494q1eaNTTV9ZY7/TFL3ldoTcPXUtj++3rir3TR56NwXT93xPPeosuG+U/Xne8Zx5zPzxR561aOcf7V52xj/FOX//b0GWbSz8/7t1eaHobsS3c6j3iq9vn3tYjW72LbhjbpfyOvsHY17eLvXWBho2FXY8ywofLOwgkiwDnFsnS0japZ6THYfruqBvsj7XF3u/4+uTw/fHAzx9avXULx/v77PHeRbWBs6pu4Ubazt024yUCdhaItr+0wYgTI8U0fKTGnB1yIvfHLYr/gH2npL6IE4FkEvhY9YtvU9GW/9GN5ZVamZ+rNH/1U7Im6x/Xb1LZlOGSu1HbCm/T0rqPBxHnYx1edY9WtEzVuvp31HzSpWP1T3bedl2nX9STNe/2HDnStk9LZy3QgTEPadPqQk3M8h8M03J18+pKrcsfYdThjI5uKdF9VU09tw9Zww+0Y0GBFq6s1tHgmfJbXtSSu1/VlK2NRmzrdUeeYaXhuvpv/qgNtxTp4XW1CvzuFLLYzoVmO8zRwr2nlHrJXVqzYqZy01KMd43bFubO1PLH7lJuYOqq1MkqO3zc59HctEoTA8s7yzKf9NOuSxm8QAABBBCwpwB9tyUj6S05f7DnJ4ioELCDgD0SJ90ljh2XK/hkv/v7vEYAgSQUMG6Dt32p5lf/Tql5P9bCSef3NEjJ1ozVy3TzMPPb+e9Us+Qx1ffrsp2eRfe1pL36cW0a+aCeDUp++G67/pPZRmrCfJzR26/9p7pedGScTJYuV03LFVqwaFJnEsi3uu8/5+vKWVM7t29Y/ah2tURy+vV1zdjQYCQrjuuNNZM771zWXntYf3rPEs0wkjO+RNOGg8Y6B/Wz/Jla/KtjxvPf6Ln5o8/uPswzT0OVHjTaQUbEV8z+W2WbOZOgR0r2bC2d6y/HfUh7DnwY9G7Pp/2z61kOSxBAAAEE7CZA3x153x1N21l1/hBNDKyLQHIJ2DNx8udDlWbPyJLr00FtEbCTgOctbXjMvFWx8WX9uvHKCBdb2gT93ff9E06ffk4Plr8V4SiNcAVGtnxI/kN6/AfZxpiLro+Ui76ny/2DSHqMpms5qC3PGwmIC7+rSzK6b9lRTsoFozQ6MErDfVRv/Ec04/GMESDfytZX/SGFTTh1hpyq9KFf6XwV+slnatxbp1O+N4coI/2cEKt9SReMHOFP2LTp31//ba+3OuyXXYi9sggBBBBAwGYC9N3GKNho++4I2tDy84cIYmAVBJJM4Iu2rO/QoUoP/R3CluESFAIIWC/gadyvl06ZQ9H+QqO+FbhAJ9R+z1HOlEkavu6Y8eXerVMv7FfjfeOUa4djin80XaYvEWL8Cnfg5zpoVqmxVHmZpaEq021Zm5qaP5Im9Vb/rpukpBnHU2ORmehIyUjXeV3f7vYqVd/IzjIm6z6k9m7vnH35R7W1fHr2ZchnKTovPd2XRIrZ4MEudiF3ykIEEEAAAZsJ0HebDRJ93917Mw7O+UPvMfAuAsknYI/Eyanjago6S089P0PnJl9bUGMEEAgrEDzK4SsamhYYghF6g45RHj9TjXlc+bBZLuNyndwwIzpClzAYS8+o8fWjHSMxcpaodnehMgdjtwPex58qLcNMv5izobSrpdW8fXxviZxU/bmxPoMIBwxPAQgggIDDBOi7rWkwp54/WKNBqQgMloAtzmXdruN6t7PGQzRm/EXhh+F3rscTBBBIHoE2uY4ZIy0ifaR+QyNHB66PadMnn/5fpFuyXp8C/hE9vvXadPDl1xR0M2P/1h592trqv0QqS3875cIelzD1uRtWQAABBBBwuAB9t8MbkPARQCBIwAaJk8/09qG3goaFX6C/urRjKsWgOHmKAAII+AXe03HXHxJL451DOhLRpK/2qHZKzk2627x7kfFwv1Kj55uDhgz6ln6oX758yBhNk6ph+fdpXm6oeVB8K/IfBBBAAIGkEKDvtqSZHXb+YIkBhSIwSALxT5x43tG+F1yd1U3NK9IcTrI7PXiCAAKmwDlKz/CPIOm8PCRCmSFZyh7e+6U9EZZk3WoR3HnGt/OWX6hy5wfWxRFpyb67F63VYvN2xu7XtGL2j1XZ4B934nFp/5L5WlL7Bw3LW6gnloS6W1CkO2I9BBBAAAHnCtB3+9rOyr7baecPzv0wEzkC8b7svF3NVY+oyjfho9kao1Vw57VcpsMHEwEEugmcq5zLxnbepSX05SHdNvG/TJ1wmXJsmTf5srJGfdMfZZvqyp7o49bJ5mRwR/TpiN7mEwltYMnStHG67f7Fmpl3vQqv/FCPfP9SZWcaSarsv9EDH47XfWue1UsbCpWbZodZeS0RoFAEEEAAgV4F6LtlXLQa+77b4ecPvX5meBMB+wrEdcSJp/nftGj1a/7bVJ6rsfMfZEi3fT8rRIZAHAVSlHH1tbrCnwBxv/Jz/bK3S1vc7+v4MfPykRG6cfYVNk3Gpuqbl45T54WJxq2T719QpQZjItuQj7Y6lT32njIv+FLItwd3oUdth9foB7fs0bj7y1SyepeaTrrU7Pt3TL/esFhzf5Db65Sxgxsve0MAAQQQGHwB+m5Z0nc7+fxh8D+F7BGBWAnELXHicVXrjtllavDdq9K4Dn7K/Vp73+WcaMeqZSkHAQcLeFpa1eOGtxnXqaR4fMeoE/cB/bTyLf/koz0r6nn7Db1q5E1SL5mtwqvO77lCFEtCxhLF9r2tmpJ7i+7OC4wgcet0baluurZIq7c3GDcvDDzadbKuQiW3FuvVG+Zouh3uDmScCK68o1xNQzM1It0ew3msbKdAS/AXAQQQQCC8QMjjMH23JX13PM8fQrZz+I8F7yCQMAIxSZx42j5Ra8Qk5peAx3T7rPu177SZNTFGmvz9Wj2zLl+ZYUZ0e1wva+m0HGMY+GhNmFetk2F+kI04BFZEAAH7CZyXofM7R5QEJhxtUUPFvbq9oslIkgxRdsEDuu8S82blbp2qXK41h3vez0WeJm3852d0KtW4XKTsFmWHOa70CtBnLB1bBx/7IjqR8LSq9dPgA9jXNd243GXysKDkw+lalS+YoXHmZS++fxcqr6BUNR9N1YNFF0d9d5rgGNubjuv9Xivu1vvNLv9k3R61fnImRHLqMzWUP6Ia4/jtbnxC+ReP9McZiLfb31HTVVJR3+O4HRxX/+yMikTYTr1WmTcRQAABBPov0OdxmL67P323eZ5ztj9u17vvvu8foR9oqlidP3yk5qbATzXtamn9LLCDrn/7bOeuq/MKgUQUGHjipO2wNj7xok516vyXXq/epB2BiQIDy40JA+uryrV6zmTjS8C/qM446U7NmaWVz9drZ+l1YZMm5oHjvf2btK3xjFGS8Yvs3ue0//e+YSqBkvmLAAKJIJAxXlOv9I++MCcczbvQ+EJ+qWbt+Y4WFozpSBikjNHcqo3+SUkbVD6zoMuXco9rnx6dV6gVH1ylsr0bNTc7MKFslECRxOJp1q51Z4997lee1oYeiRwjUbx7hw4Gbjpj1Gtz5RtBo0mklKx8Pbn14a7Jk+7hDrteZVuXaWK084V0Pz6/s0fVPWIM2lnbm6p+ocm/wEhOPb9Ju1yB4APrfUkXjBzhn28msKyXv+5G1Swv0uz5QUnvGNkpknbqJTTeQgABBBAYoEAkx2H67uiRu/THUvsrO/RCt/544OcP5o9Tj2hjY6CfN+dbW6Ed3fbjCz6Sdo6+lmyBgKMEvuA1Hv2J2F23SBcXVAfdRjiSUoZr0vwf6rKhX1b2NTdpYlZkX2rMESfL7i4xkiftxiU9D/c6OiWSKOyyjvlrsjknAA8EEPALtDWopvRB/VN1o5EmNY4Xdy7T0nsnh0ismiPXqlX9TIXKawNpW+OSv7zbdNt11+qmWMyvETYWt05WzFbe8kOhm21IviqPrtLEUxW6cWKpjoZca5hurtqjlZMCl+kYK5nJ5X/dpi3rN/oSy77NhuWpaN5s5f9oYgiDkAX7F/YRozF6Z+zSXdpZONq/fpvqi6dqbvXp0IXmLFHt7kJldr5r+O9bpXv+YZOORpzHHq2i559V/pvzYmsXtp06g+UJAkklwLlFUjW3PSob8XGYvrvvBou2PzZKjPr8oY99BILs3vdH3M6BAviLgL0Fou0v+504sTeDM6KLtrGcUSuiRACBxBcwTn63P6Dlx29U2aI+5qYyTrR2bNumzWt2S8XByZrEV6KGCMRDgHOLeKizTwQQQAABpwlE219+0WkVJF4EEEAAgXgKmEmThfrRMzmqqukjaWKGmZarGbdnKf3EW9oy9M/iGTj7RgABBBBAAAEEEECgXwIDn+OkX7tlIwQQQAAB5wmYtyF+UveU7Ff61Ksin3jXmNPk0BvZmnr1V51XZSJGAAEEEEAAAQQQSHoBEidJ/xEAAAEEEIhU4EPVPfW0Ma9Ju5r2/FLNwTcICltEiw4/slZHZv/YHrdSDhsnbyCAAAIIIIAAAgggEFqAS3VCu7AUAQQQQKCHQKrSM75iLG2T+0ippkx4XUVzJmjkpdM0Izej69q+yepe1C92blHThEe1qdB/Z6Sua/EKAQQQQAABBBBAAAHbCzA5bBybKNoJaeIYKrtGAAEEOgS6zKrfB0pqjmY+tVYPTc7quJ10H6vzNgIIDFyAc4uBG1ICAggggEDiC0TbXzLiJPE/E9QQAQQQiJ2AMdnrzat3acb8em3e/7Z++0KFahrPBJV/rsbmF+r6MRfpmqhvoxxUDE8RQAABBBBAAAEEELCJACNO4tgQ0Wa54hgqu0YAAQQQQAABBwhwbuGARiJEBBBAAIG4C0TbXzI5bNybjAAQQAABBBBAAAEEEEAAAQQQQMCuAiRO7NoyxIUAAggggAACCCCAAAIIIIAAAnEXIHES9yYgAAQQQAABBBBAAAEEEEAAAQQQsKsAiRO7tgxxIYAAAggggAACCCCAAAIIIIBA3AVInMS9CQgAAQQQQAABBBBAAAEEEEAAAQTsKkDixK4tQ1wIIIAAAggggAACCCCAAAIIIBB3ARIncW8CAkAAAQQQQAABBBBAAAEEEEAAAbsKkDixa8sQFwIIIIAAAggggAACCCCAAAIIxF2AxEncm4AAEEAAAQQQQAABBBBAAAEEEEDArgIkTuzaMsSFAAIIIIAAAggggAACCCCAAAJxFyBxEvcmIAAEEEAAAQQQQAABBBBAAAEEELCrAIkTu7YMcSGAAAIIIIAAAggggAACCCCAQNwFSJzEvQkIAAEEEEAAAQQQQAABBBBAAAEE7CpA4sSuLUNcCCCAAAIIIIAAAggggAACCCAQdwESJ3FvAgJAAAEEEEAAAQQQQAABBBBAAAG7CpA4sWvLEBcCCCCAAAIIIIAAAggggAACCMRdgMRJ3JuAABBAAAEEEEAAAQQQQAABBBBAwK4CJE7s2jLEhQACCCCAAAIIIIAAAggggAACcRcgcRL3JiAABBBAAAEEEEAAAQQQQAABBBCwqwCJE7u2DHEhgAACCCCAAAJvAFtJAAABWklEQVQIIIAAAggggEDcBb7gNR5xjyIJA8jOzErCWlNlBBBAAAEEEEAAAQQQQAABBOwh0HzSFVEgJE4iYmIlBBBAAAEEEEAAAQQQQAABBBBIRgEu1UnGVqfOCCCAAAIIIIAAAggggAACCCAQkQCJk4iYWAkBBBBAAAEEEEAAAQQQQAABBJJRgMRJMrY6dUYAAQQQQAABBBBAAAEEEEAAgYgESJxExMRKCCCAAAIIIIAAAggggAACCCCQjAIkTpKx1akzAggggAACCCCAAAIIIIAAAghEJEDiJCImVkIAAQQQQAABBBBAAAEEEEAAgWQUIHGSjK1OnRFAAAEEEEAAAQQQQAABBBBAICIBEicRMbESAggggAACCCCAAAIIIIAAAggkowCJk2RsdeqMAAIIIIAAAggggAACCCCAAAIRCZA4iYiJlRBAAAEEEEAAAQQQQAABBBBAIBkF/h+7JJm9XpkbDgAAAABJRU5ErkJggg==" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
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<p><span style="font-size: 10.000000pt; font-family: 'Arial';">This is an application of </span><span style="font-size: 10.000000pt; font-family: 'Arial';">Lenz‟s law that needs to be fully understood. The </span><span style="font-size: 10.000000pt; font-family: 'Arial';">conventional current implies a south pole at the left end of the coil and so must oppose the motion of the magnet. The magnet must either be moving away from the coil or the coil must be moving away from the magnet. </span></p>
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</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A capacitor of capacitance <em>C</em> discharges through a resistor of resistance <em>R</em>. The graph shows the variation with time <em>t</em> of the voltage <em>V</em> across the capacitor.</p>
<p style="text-align: center;"><img 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"></p>
<p>The capacitor is changed to one of value 2<em>C</em> and the resistor is changed to one of value 2<em>R</em>. Which graph shows the variation with <em>t</em> of <em>V</em> when the new combination is discharged?</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAugAAAItCAYAAABrf4+XAAAgAElEQVR4Aey9C7BW1ZUuOvvcvqf6VJdQXTl1z+0K7H4kVUkM+EyEyMNHKwkvH4EEEFCDvAR8P0gUia/YgtriA0ENKBEBWzRRw+aARluFCOaaRFDsPjfdiXtjd1c/7mVvu+7pOrfO/W99i8zfsQdrjH+tsdf6n2NV7b3mnGOOMb75rfXPf645xz/X71QqlUrwwxlwBpwBZ8AZcAacAWfAGXAGmoKB/9AUKByEM+AMOAPOgDPgDDgDzoAz4AwkDPgA3W8EZ8AZcAacAWfAGXAGnAFnoIkY8AF6E10Mh+IMOAPOgDPgDDgDzoAz4Az4AN3vAWfAGXAGnAFnwBlwBpwBZ6CJGPABehNdDIfiDDgDzoAz4Aw4A86AM+AMZB6gb9uyNXz2j/8knHriSaGvr8+ZcwacAWfAGWghBtBvow9P+7tg6nkBfbwfzoAz4Aw4A83BQPYB+tatYcTIkcng3Dvy5rh4jsIZcAacgbwMTJw8KfzqN78e8Ddi5Iiw4qabws4d3XnNeX1nwBlwBpyBEhjINEB/7+DBgL+JkyYlg/Sd3d6Jl3At3KQz4Aw4Aw1h4M677gpDhw4N3d07GuJ/ME4xYYSV3VoHVhCuWLq0uoIAHZ9sqsWay50BZ6BRDGQaoMcB+aTJk5JBehywNwr0YP1ipggdda0D7bxkzpxqh45lYJT54Qw4A85AOzLQ1dXVUs3CjD/68yzHlUuXht6e3vDOu79MVg9uWL7cVw2yEOd1nAFnoCEMZBqgd+/oDmPGjgnDu7oCBuk4tm1tzXjFe1atyjRrcnS2ZVkYMnRodSkYy8CXzJnrMfgNuVXdqTPgDJTFACYs0L8tXLy4LBeF2o2z4du2bgkI2al19Pb0hL179oZFixcnKwWoP/OiWcn3Gmz44Qw4A85AszFQc4COGQp0bhMnTU6wY5COwXqrxSrG2XA0Am2odcR2Y+k3HjHty6KRET87A85AqzGAvo3/UDT25/0tsgEAvpNwbNq8OWSZ9Uefj7j7LIP5VruejtcZcAbak4GaA3TMLiA2EbMN8cBgHTMYrTRQxezJ6WPGBixroj21DrQXHXqWurVsudwZcAacgWZhIO1HougX0UdesXRZs8BUcWDDgofWrlXr1BLiO+y9g+8l3wu16rrcGXAGnIF6M6AO0OOyIDoyOuMSY/5aKcxl0eWLA/4Gc2CWCVzgy8EPZ8AZcAbahQH0jVgZxUpjnJ1ul7ZJ7UC4I2bW4/cC/Y6j6ai/8cmnAv7iwdM8P5h60NXsaTLqN0u9evjKggN1iqhXhI3IYT24qaevIrmpdb2K9NXq14Fe41zpinKsf2Rd5TN/9MeVgwcOHFPr5u98R5QdU7nJCs6fMrWybMmS3Kigh3bTA/yk/cU6G574QUxWkOb5KKTlKKN5nub5NBuok6VePXxlwZEVb616RfqqBzfx2tXDV5Hc+HWwf0azXAd6XxSVPnLkSNJXSX0fyqX+vigMZdhZfffdlVNOODGXaXy3Qafnww9VPfDhhzPgDDgDjWAgaE7PHDe+gkFp2oFBOzovdI6tdlgG6BfPni1ywduvdeovvtTNqyd5qRxCq4wOBKhTqz2LnoRhMO2ScEjl8FU0Ds2XJrPg0OxZZc2Ow9oui56FC+v9q+HTcNDPrzVda4CO/j7vQNeKpUi9vAP0ODhPm3jiuLS+nNf1vDPgDDgDRTLwOzCWNuWOeERsMYgfRtL4c1oX2w4i5OO1N16nxU2fBu7hXcMzxzCCh76+/rBp81OZYtKxPIr4dT+cAWfAGWgWBtBXY+9vxKDz+O1H160PCPlALHoM+WgW3LVwxJ25sH2idqD92GoRcefoy7OEKnpfrjHqMmfAGSiTATEGPe3HoRwIXlyEeMUYm43ODIPfdjkQj3n0IST74Lxd2u7tcAacgfZkIHUXl+7uYwbnGPiiT487vLQ6G9giF4PzH730YqbBea32vvTjnWIVi0zTofG83KmmJ8mkctjWZBYcmj2rTMJhtWfRkzDU4tDiS9NpVxxamzWZhQ/NnlWm4eCfYTFf5HR8q9jKEuKC2EQs90ohPlpbtWVRaYlbKocfq0xaMrfas+hJGAbTLgmHVA5fRePQfGkyCw7NnlXW7Dis7bLoWbiw3r8aPg0H/PmRzoAU4oKY+hiys/XpLam/FUJfHeukWdf68rT6XuYMOAPOQFEMiCEu4oi+DQRSiAuWf08fOyZZ/sVONdI2kmlLxJQWXxalbHjaGXAGnIHWZMD78ta8bo7aGWgHBsQQl3ZonNQGLHHyGEzURQxjLEfsPeLI0/5iHcm+lzsDzoAz4Ay0FwNY6qbL3TzN87H1vJzn0+qhjNajy+UopzItrcmiX+6L69A8xxFtoA6tx9M8T/VoOms9K468vlBfwgQMkoyX8zzFEdOaL+hLNjgXUj3NBtfh+YiRl9N8HhzUHrUhpfNww3GU6UvCi3KKI2LIfS5qKt7tfMIAXRalS9pI83zUouUoo3me5vk0G6hDl8wlnaJ8SfaBQZLxcp6X2qXVk2ScC6keLS+DG44jtrEMX7QtSNO8hIPXozo8zfOxLXlsaDiivbK5oRjK9qVxw3HQ9nu6MQzQvrwxCNyrM+AMdCoDHRnikvspJqeCL4vmJMyrOwPOgDPQhAx4X96EF8UhOQMdwkBHhrh0yLX1ZjoDzoAz4AyUxABd3uYuLDJNR1su1/QkmVSOdmgyCw7NnlUm4bDas+hJGGpxaPGl6bQrDq3NmszCh2bPKtNw8P5CyvsAXWKmpHLpYkvlgGGVSTeI1Z5FT8IwmHZJOKRy+Coah+ZLk1lwaPassmbHYW2XRc/ChfX+1fBpOODPD2fAGXAGnIHOYcAH6J1zrb2lzoAz4Aw4AwUxMHXKRNGSRabpzLt0bt18FY1Ds2eVSXxY7Vn0JAy4UBZ7mp5mr11xaG3WZBY+NHtWmYZD/DAzgcegM0KKyHrcYhEsug1nwBlwBhrLgPfljeXfvTsDncyAz6B38tX3tjsDzoAz4AxkYgDhSTREiad5Phrl5TyfVg9ltB4Nf0I5lWlpTRb9cl9ch+Y5jmgDdWg9nuZ5qkfTWetZceT1hfoSJmCQZLyc5ymOmNZ8QV+ywbmQ6mk2uA7PR4y8nObz4KD2qA0pnYcbjqNMXxJelFMcEUPuc6duX1Nmu+nWXHwrOp6POGg5ymiep3k+zQbq0G3bJJ2ifEn2gUGS8XKel9ql1ZNknAupHi0vgxuOI7axDF+0LUjTvISD16M6PM3zsS15bGg4or2yuaEYyvalccNx0PZ7ujEM0L68MQjcqzPgDHQqAx7ikvuRpraCL4vW5shrOAPOgDPQ7Ax4X97sV8jxOQPty4CHuLTvtfWWOQPOgDPgDJTEAF3e5i4sMk1HWy7X9CSZVI52aDILDs2eVSbhsNqz6EkYanFo8aXptCsOrc2azMKHZs8q03Dw/kLMd+rSQZnt1pZFaVgAxSCVo45VJi2ZW+1Z9CQMg2mXhEMqh6+icWi+NJkFh2bPKmt2HNZ2WfQsXFjvXw2fhgP+/Kg/A1pfXn807tEZcAY6iQGfQRcfXVzgDDgDzoAz4Aw4A86AM+AMNICBTnoaqVdbfdalXky7H2fAGXAGymNA68u11RCLTNPRVlc0PUkmlYNJTWbBodmzyiQcVnsWPQlDLQ4tvjSddsWhtVmTWfjQ7FllGo6sPZbPoDfgochdOgPOgDPgDLQWA4hFleJRa8liS7k+z8d6OEuyVvRF20LTvL2aLNbldbQ8l1EbmizW42euQ/M0TfVQrsloXZrmOjRP01zHKot2uD7P03pWGbUR0zhL9jQZdCQ9Wk7Tmj1NZvUFm6Yj60je62VngM660KcvpHk+WqXlKKN5nub5NBuoQ5/gJJ2ifEn2gUGS8XKel9ql1ZNknAupHi0vgxuOI7axDF+0LUjTvISD16M6PM3zsS15bGg4or2yuaEYyvalccNx0PZ7ujEM0L68MQjcqzPgDHQqA77NoumxRlfyrbl0flzqDDgDzkArMOB9eStcJcfoDLQnAx7i0p7X1VvlDDgDzoAzUCIDfMmcurLINB1tyzZNT5JJ5WiDJrPg0OxZZRIOqz2LnoShFocWX5pOu+LQ2qzJLHxo9qwyDQftK9R0py4dlNlubVmUhgVQDFI56lhl0pK51Z5FT8IwmHZJOKRy+Coah+ZLk1lwaPassmbHYW2XRc/ChfX+1fBpOODPj/ozoPXl9UfjHp0BZ6CTGPAQF/XxxSb0ZVEbb67lDDgDzkAzMeB9eTNdDcfiDHQWAx7i0lnX21vrDDgDzoAzYGAAS910uZuneT664OU8n1YPZbQeXS5HOZVpaU0W/XJfXIfmOY5oA3VoPZ7meapH01nrWXHk9YX6EiZgkGS8nOcpjpjWfEFfssG5kOppNrgOz0eMvJzm8+Cg9qgNKZ2HG46jTF8SXpRTHBFD7nMnLRfUq63asqi0xC2VA7NVJi2ZW+1Z9CQMg2mXhEMqh6+icWi+NJkFh2bPKmt2HNZ2WfQsXFjvXw2fhgP+/Kg/A5a+HCi16yzJpHLY0+4NTU+SSeW1sFtwWH1pehIOTadomYShFocWHJpOu+LQ2qzJLHxo9qwyDQfukSyHz6DnfqTJpyA9YcEKlXGrkgzlmiza4XV4PtbTcBTli/qmaY5Bk8W6vI6W5zJqQ5PFevzMdWiepqkeyjUZrUvTXIfmaZrrWGXRDtfneVrPKqM2YhpnyZ4mg46kR8tpWrOnyYryRbHQNHz7kZ+BbVu2hlNPPCmT4hVLlwaEreAPOo+uW59JL63S1CkT04qTMotM05l36dy6+Soah2bPKpP4sNqz6EkYcKEs9jQ9zV674tDarMksfGj2rDINh/hhZoKOjEFfcdNNoa+vLzy0di2jY2C2t6cnoO7ePXsTwYiRI8OixYvDxMmTBlZkOY9bZIR41hlwBpyBEhjYuaM7YNA9dOjQ8M67v1Q93LNqVdKX33nX9wL6cgzOUbZp8+YwZuyYVF3vy1Np8UJnwBmoAwMdN4OODhkzLlmOK5YuS6qh4//Vb34dhncNTwbsWXS9jjPgDDgDzkA5DGCCBQPzbVu31JwwiQi6d3SHiZMmJYNzlC26fHEY3tUV3jt4MFbJddZWPywyTUeLZ9X0JJlUDgI0mQWHZs8qk3BY7Vn0JAy1OLT40nTaFYfWZk1m4UOzZ5VpODJ3NFniYNqhzsEDByoXz55dWX333ZUzx42vLFuyRG1Wz4cfVhB/uOfNPdV6aWVVIUlY4hatcU6anhQDpekULZMwgK6ifWn2isah+dJkFhyaPaus2XFY22XRs3BhvX81fBoO0r14slKpoD+PfTj69FNOOLEmL6jT/eMdA+rBBr4XpEPryyUdL3cGnAFnoAgGOibEJcYaYtbkgqnnJbPhWogLwloumTMnWTbF8mk8ELe4cPHiZPYllvGzL4tyRjzvDDgDzkA5DMRVUS3EBeGKZ40/IwlrpCGKMezlRy+9mArO+/JUWrzQGXAG6sBAx4S4YGCOv6wHOvS0A0ui/f19aSIvcwacAWfAGWhCBhASU+vAYJz/QWf3K6+Gr351Yrhx+U0Dtk6jS9hI83z0x8t5Pq0eyrR6mozay1KvHr6y4ECdIuoVYSNyWA9u6umrSG5qXa8ifbX6daDXOFe6iGn4VrNx/pSp1eVRCfv6R9YlIS5HjhwZUAW6WFKNB5ZA0/6inC5bI83zafVQptXTZNRelnr18JUFB+oUUa8IG5HDenBTT19FclPrehXpqxOvA70vPK0zkCXEJYYn8hAX6KJPlw707UeO9FVW3PLdpJ+f9c0Zlbf2vS1V93JnwBlwBgpjoGNCXOhTS5YQF/yQFDu4YNmUhrhAF7/4v2H5cmqymu7pPRzOHjcurLr/gTDtwvOq5Z5wBpwBZ8AZKJ6BLCEu8IrwRPTbMy+aVQWBPh6rpdjJJe2gIS4fHDoU7rjt9vD2/v3hjHPODd/97srQNXxYmpqXOQPOgDMwaAY6JsQlL1MIZcHRz5ZGsVQ6ZMgnMencbuywH7x3NRd53hlwBpwBZ6BBDAwZOjTZXpe6x+D89DFjaZGY/sLxx4ctz2wLT2/bGv7po6MTMTded304fPjwMTqWnR80HRouwJ1pepJMKodtTWbBodmzyiQcVnsWPQlDLQ4tvjSddsWhtVmTWfjQ7FllGg7+GZbyPkAXmOnqGp5Ienp6B9TAgB176NY6Pvroo/Dy7t3HVJMutlQOA1aZdINY7Vn0JAyDaZeEQyqHr6JxaL40mQWHZs8qa3Yc1nZZ9CxcWO9fDZ+GA/78GBwDM2fNCtu2bq1uq4hVUmwGkKU/p55HjR4dXtrZHS6ZvzDs37cvnDl2XHhwzZrQ399Pq3naGXAGnIFBMeADdIE+zKAjlOWx9euqsy5YDsUhvdSCmjrn3HPDExs20iJPOwPOgDPgDNSJAeyTTt8witAWTLwgTBGhK+jPEfKSpT9Pg3zLiu+E1/fuCTevvCXp688YMzYZqPf19ZveJKm9sVB7K6GmJ8mkcrRTk1lwaPasMgmH1Z5FT8JQi0OLL02nXXFobdZkFj40e1aZhiOtP0kr8xh0wgo689PHjqm+YRQvsFhx083VGRcM2m9cvrzmizHQ+WMZdPbMWckZMy5+OAPOgDPgDLQWAzQGXUOO2fMnN24MTz11NJb92ytW+m+QNMJc5gw4AzUZ6MgZdOx5m7YHOn4QSsux9Im6eIso/l574/Wag/PIOAbl+CHRA/eviUV+dgacAWfAGWhRBhCeREOUaPr1N/aGP/ns58Irr74aps2YFZZfc1WyNeNzP3zxGB2qJ6VBEZXR8CeUU5mW1mT0Mmj1qIzjiDZQh9bjaZ6nejSdtZ4VR15fqC9hAgZJxst5nuKIac0X9CUbnAupnmaD6/B8xMjLaT4PDmqP2pDSebjhOMr0JeFFOcURMeQ+F7YfjBuqMhDfPoftuJCO23LhLYL0TYJSGoYkWVYbqEe3upPsFeVLsg8MkoyX83wklJfzPK0nyTgXUj1aXgY3HEfEXoYv2hakaV7CwetRHZ7m+diWPDY0HNFe2dxQDGX70rjhOGj7Pd0YBmJfntf7hz291a0Zp3xtYvU7IK8dr+8MOAOdy0BHhrjkforJqUCXRS+aMTP8p+OGhA3ffyynFa/uDDgDzoAz0EgGaF9uwYEdXu687fbwyssvh9NGjQpXXntdGD3qyxZTruMMOAMdxkBHhrjU8xpfdc3V4fVXXk5+7V9Pv+7LGXAGnAFnoDwG6PI29xJlw4YNC+sffyz5LRLqzJnxzXDBBV9P/T6IOtwW8tpyuaYnyaRy+NJkFhyaPatMwmG1Z9GTMNTi0OJL02lXHFqbNZmFD82eVabhSPuMp5Z17uJBeS3ny6J4+xz+cNCwAIpAKtd0asmkJfMyfEk2JQy1sEv2ND1Np2gcmi9NZsGh2bPKmh2HtV0WPQsX2n2oyTR8Gg7Y9KP+DPC+fLAIEO4477IFSejjovkLKr29vYM16frOgDPQpgz4DHrqY0uxhZhFx9vnsGeuH86AM+AMOAOdyQDCWxDuiF2+Pjp8ONlDXXrZUWcy5K12BpyByIDHoEcmCjynxS16LHqBBLspZ8AZcAbqwEBaX16k2+e2bw+PPb4h/O3f/HWYdfElYcGC+SG+jbpIP27LGXAGWo8Bn0Gv0zXDj4MQi75v/8/q5NHdOAPOgDPgDBTFAGJRaTwqT/N89MvLaf4//t7vh127doZV9z8QXn355XD2uHHhlpW3hp7ewwN80XhW6FMbWlqTRXw4a/WojOOINlCH1uNpnqd6NJ21nhVHXl+oL2ECBknGy3me4ohpzRf0JRucC6meZoPr8HzEyMtpPg8Oao/akNJ5uOE4yvQl4UU5xREx5D63aehOQ5tF4xZpzOn5519YwV88qIymIad5nuZ5yR6NaZV0ivIl2QcGScbLeV5ql1ZPknEupHq0vAxuOI7YxjJ80bYgTfMSDl6P6vA0z8e25LGh4Yj2yuaGYijbl8YNx0Hb7+nGMED78nog2P78C5Xxp49JYtRvuPY6j1GvB+nuwxloUgY8xCX3I01tBWlZFLPn+BU/4g/97aK1efQazoAz4Aw0kgGpLy8bE0JfHrx/Tfjoo4889KVsst2+M9CkDHiISx0vDH4g5G8XrSPh7soZcAacgZIYoMvb3IVFRnWmTZ8eXt+7J6y6957wxk9eSUJfpB+TUr2sOCw6sK0t20s2pXLYs8okHFZ7Fj0Jw2DaJeGQyq3XxIqxnjg0X5rMcl00e1aZhgP8ZzqadGa/pWFpy6JrHlybLF/ue+utAW2k4QIDBCzcJY9MWjIvw5dkU8KAdkg6Vplmr2gcmi9NZsGh2bPKmh2HtV0WPQsX9b5H+efe8/VhQOvL64PgqBeEvkyY8DUPfakn6e7LGWgwAx7ikukxJl+lWsui2NEFx5ZntuUz7LWdAWfAGXAG6sZArb68bkB+64iGvnx92rSw7OqrfdeXel8E9+cM1IkBD3GpE9HUje+LTtnwtDPgDDgDzc8AlrrpcjdP83xsES/n+bR6KKP14nI5Ql+u/87N4ZL5C8O7772fhL7Mu2xBsusL14E+tSGl0/QoJqoXcaTp0Ho8zfPUPk1nrWfFkddXWjujDWDIijdLPc0X9CUbnAupnmaD6/B8bDMvp/k8OKg9akNK5+GG4yjTl4QX5RRHxJD73OAZ/LZ0ry2LxiV4vE0uvl0UJMTyNEKsMmnp3mrPoidhKKPNGr6icWi+NJkFh2bPKmt2HNZ2WfQsXFjvXw2fhiOtX/Cy8hnI0penodCusySTymFfujcQ+nL66NOT0JcVt3z3mF1fJJtSOXxpMgmHpqfZs8okHFZ7Fj0Jg8aFVabha1ccWps1mYUPzZ5VpuHAfZDl8Bn03I80+RSkJ6wFCxYkbxeV9kWnetQjyjVZrMvr8Hysh7MkQ7kmizZ4HS3PZdSGJqP1YhpnrkPzNM11NBmtS9Nch+ZpmutoMlqXprkOzdM017HKoh2uz/O0nlVGbcQ0zpI9TQYdSY+W07RmT5MV5YtioWn49qN1GJg6ZaII1iLTdOZdOjfV17QLzwt739qb7KOOH5OeOXZcwI9JPzh0KKkv2ZTKoaTJJByanmbPKpNwWO1Z9CQMGhdWmYavXXFobdZkFj40e1aZhgP3QZbDY9CzsJSzTta4RY9Fz0msV3cGnAFnoI4MZO3L6whJdYUY9Sc3bAwffPBBsmMYJoKwe5gfzoAz0HoM+Ax6A69ZjEV/effuBqJw186AM+AMOAN5GdBWPywyTUeLZ6V6iFF/aWd38q6N//5xf/LeDUwE7d+3b0DzqM4AQY2VrKw4qE2rL01PwqHpFC2TMKDtRfvS7LUrDq3NmszCh2bPKtNw0M+Hms4SB+N18jGQJ24Rb4vDm+OscU6anhQDpekULZMwgNGifWn2isah+dJkFhyaPaus2XFY22XRs3BhvX81fBqOfD2Q1y6KAa0vL8pHmXbe2vd28lsntAO/edr+7LNlunPbzoAzUCADHuKiPr7YhHmWRQ8fPpzEDa66/4GAeEI/nAFnwBlwBpqDgTx9eXMgTkeB3zo9/5fPhOefey585nOfDwsXX+7fN+lUeakz0DQMeIhLgy/FsGHDAvazfWz9ugYjcffOgDPgDDgDEgNY6qbL3TzN89EOL+f5tHooo/XocjnKqUxLRxni0Med9Wfh1TffDKeNGhWWX3NV+OpXJ4Ynf/B06OvrV+1FG8DEcVDstB5P8zzVo+ms9aw48vpCfQkTMEgyXs7zFEdMa76gL9ngXEj1NBtch+cjRl5O83lwUHvUhpTOww3HUaYvCS/KKY6IIfe5wNl4N/VbBuiyKF3SRprnofJhT2/lhBEjKw+tXV/lMK0ehJKNKIsGUI8umUv20vSoDUmPl/N8tAEMkoyX83y0wct5ntaTZJwLqR4th12a52mepzhomtbjOGK9MnxRv0jTvISD16M6PM3zsS15bGg4or2yuaEYyvalccNx0PZ7ujEM0L68MQjK8YrvHGzL+KVTTk3+Hrj//sqRI33lOHOrzoAzYGLAQ1xyP9LUVrAsiz78yKNh04bHwyuvvhqGDh1S24nXcAacAWeggxm4YunSsHNHd8LA0KFDw8LFi8OiyxerjDy6bn14bP360NfXF0aMHBkWLV4cJk6eJOpY+nLRWBMK+vv7w5MbN4YnNmxM0E258OthwYL5/nbSJrxWDqnzGOiYEJfenp5wyZw5AR0u/i6Yel61c9cu+4qbbqrqQB92yjjmzp6VmN30xNGOsgwfbtMZcAacgXZg4J5Vq0JvT2/40Usvhl/95tfJ4Bxle/fsFZuHwfy2rVvDq2+8nujcsHx5QP+OwbrloMvbXN8i03S05XJNT5LF8iFDhoQrr746vL53T1jx3ZUBe6mfPW7gXuq0bRYc0Re1E9NWmYTDas+iJ2FA2yz2ND3NXrvi0NqsySx8aPasMg1HvP9rnTtmgH7F0mUJF++8+8ukcx7eNTzpnDWCjn4J9CT18SVw+pixIdrR9CwyzJpfctmCZCYDPxz1wxlwBpwBZyCdge4d3WHipEnJLDhqYOZ8eFdXeO/gwXSFEEJ3944wYuSIgNl2HGPGjknO27ZsFXU6RYCBOrZoxED9kvkLkxcdTZ00OaRt0dgpnHg7nYGGM2AKjGkxpZ4PP0xehbznzT1V5GllVeFvE6eccGJl/SPrqsUHDxw4xk5VSBJa3CKN2yUq1fhgbLmIrRfpIemgjiaTYlo1naJlEoZa2C04NJ2icWi+NJkFh2bPKmt2HNZ2WfQsXFjvXw2fhoP2B56uVNA3d/94xwAqli1ZUrl49uwBZTQDOf7owft4KkNa68t53XbL73vrreoWjfhe2v78C+3WRG+PM9DUDISmRlcQOAzM0dEeOXJkgMVanTOXFzFAHwAgJYN9aoH10Pvvp0i9yBlwBpyBzmYgTq7wAfrqu++unM8h+XEAACAASURBVD9lqkgO6p85bnz1ewDfC+jjYU86OnmAHjnp7T36g1JwgR+VYjMD/0FpZMfPzkB5DHREiIsUN44l0f5+Of5w5kWzwk/37qmuciC+ET8sikujVUGBCSwznnHOueGO224v0KqbcgacAWegPRiwxozjx6BdXcPDqSeelPyuCL8pQh+P7wEc8fdJ9EwZQ0wpjSvlaZ6Puryc59PqoUyrp8movSz1avna/cpr4Y7bb022aPzSqNHJZgbnnH12uOiiOaGn92g4JvxovjRZXrz19FWLmyLbVQ9fReL165D9Mxrv8dzn8sb+zWMZYSppM+iYbcGsi3Rgxh0zLtCNf3zWJpbzc7RJl62R5vm0enj7G+zhjIPr8Hyajay+0uxTe0X4KsJGVkxF+qoHN7Fd9fBVJDewpdnTZLHNtWzEevXgpp6+snBD8Xh6IAPWGXQeAgM76N9pGONAT50d4sK5iHnMniPcBWEv+J666uprq99VsY6fnQFnYPAMdMQ2i/gREH6tjx+IDv3tD4TwJIOdXDAbjl/zpx1njT8jTJo8qSrHLgDY2gs7B2AmXTowA4MflQ7mWLxgYfh1T2/YtWvnYMy4rjPgDDgDbccAZsHRb2MGPB7o47Faumnz5lhUPWPWHTp33nXXAJ248wv69LSjiL48zW67lL28e3eyscHb+/eHk08bFWZ+c3ryY9N2aZ+3wxloJAMdEeISlzD72XZa6LSHDDn6i35+ETAYR2c/c9YnXwBYIsXAfGf30b13uU6ReWx59bd/89fJm96KtOu2nAFnwBlodQaGDB16zPaI6K+x05Z20AkarV4WmXX7NUlPKgcWGprAsWl6kkwqh21NxnGcO2FC2PLMtvBS945w3HHHheXX3xBOHnlCeHDNmhB3I9PsWWUcR+TEas+iJ2GoxaHFl6bTrji0NmsyCx+aPatMwxHv15rnwU/CN7+FuCRKd3EBavxAiJfF1iCUBct3/IeltcJioA896ZB2cUgrx9vdThoxsvLMs89L5nwXF8JMGodRTMMKYlk8a3qSTCqHTU1mwaHZs8qaHYe1XRY9Cxe1rrOEQyqHPQ1HvFf9fJQBhKUgPAU/3Mex9ektSb8r9eeoE0NcYp8eQxg9xOUop0X87+vrq8TvLXwPYkey994/VIRpt+EMdBwDHTODjlCWx9avq866YDkUh/SDT8yWY+Ydb52LB34kin12sf9uPY5L581L3PzVa6/Vw537cAacAWegJRhAaAt+8IkwRYShoD9HyAvtzxGOiLCWeDy0dm3Sp8cfiZ49/oxkhbTW20ejvp9rMxBffPSLgwfCqnvvSfZTP3/SpHDZ/IXhue3baxvwGs6AM1BloCNi0NFaDKxX3HRz9UUWGHzfuHz5gNc8o+M+feyYgI4cB5ZM0fHHt9NleTU09IqMW3zuhy+G5ddclfyCvmv4sASX/3MGnAFnwBkon4Ei+/Ly0Tanh337fxZ27NgRtv5gU/jM5z4fJk/8arhg2vTg32fNeb0cVfMw0BEz6KAbg+v4Wmj8gPO1N14fMDhHHfyINA7OkccgHj84Qn38QR8z6/U8pl14XvLjm9t828V60u6+nAFnwBkYwABiUWk8Kk/zfFTm5TyfVg9ltB6NZ0U5lWlpTRb9cl9ch+Y5jmgDdWg9mv7nf/6XcNppo5JJpqnnXxA2bNgYzh43Ltyy8tbwwEOPRBOJPtXT0hYc3B7PRyC0XOMGGGhdLa3Jol/NF/QlG5wLqZ5mg+vwfMTIy2k+Dw5qj9qQ0nm44TjK9CXhRTnFETHkPndcUE8dGkxj0GnMKdI8H+HQcpTR/JoH1ybxlbte/klSTmVamsa0SvW4L16P59Pwoo5UDxgkGS/n+by+oC/Z4FxI9Wh5GdxwHLGNZfiibUGa5iUcvB7V4Wmej23JY0PDEe2VzQ3FULYvjRuOg7bf041hgPbljUHQnl7xQr7p35iRfK/hjDzi1/1wBpyBTxjomBCX3E8ug1AoY1kUsw1v/OSV8NLO7oA4Pz+cAWfAGXAGymWgjL68XMStZf39Qx+EbdueScJfsAvMtG9MD/jt1bBhHs7ZWlfS0ZbBQMeEuJRBXj1tLlgwP/T394cnN26sp1v35Qw4A86AM5DCAF3e5mKLTNPRlss1PUkmlaMdmsyCQ7P3d3/3m+QtpT8/8G648pqrw8u7doczx44LF82YGVbfez+ntZqXcGi+ipZJGGpxaMGh6bQrDq3NmszCh2bPKtNwVG/kWolPJtM9VRQD2rIoDQug/qRy1ImyuH1Vb29vVTXKqgUkIS2ZazpFyyQMtF0EcjVpwaHpFI1D86XJLDg0e1ZZs+OwtsuiZ+HCev9q+DQc1Q+GJ+rKgNaX1xVIBznbvWtX8nZScD9hwteSbRvpd14HUeFN7XAGPMSl1hOMQV7msugZY8aGLxx/fFj/+GMGZK7iDDgDzoAzkJWBMvvyrBg6tV5P7+Hw4ks7woZ1a8PHH38czjn33CQEBi9H8sMZ6AQGPMSlxa7y6vvuDa+8/HLAK5b9cAacAWfAGagPA1jqpsvdPM3zERUv5/m0eiij9ehyOcqpTEtrsuiX++I6NM9xRBuoQ+vxNM9TPZqm9d5992BYtmRRwJ7ql8xfGP7fSgiXL1wUxnxlTLh8ybKAATwOqoM0z1P7NJ2lXpr9aANcZLGRFZPmS7PBr4mGSZPFdmm+uD7N58GR11cebjiOMn3R9vM0xREx5D53+ApCKc3XlkWlJW6pHAC5bNH8BcnS35EjfcfIaIOkJXNuj+oULZMwpLVrsDg07EXj0HxpMgsOzZ5V1uw4rO2y6Fm4sN6/Gj4NB/1stGIab2bGmztb7bD05Wijdp0lmVQOe9q9oelJMqm8FnYLDquvNL0Pe3ord9x2W2XEF45PdoC56uprKwiJiUeaTlkyCxe1+JXwS+Ww1644tDZrMgsfmj2rTMMR78laZ59Bz/1Ik0+BP1VRbSqj5UhLMpSffsZZ4f/6l38OTz29dYAa1aFpzZ4mgw1uJzqk5TSdZo/KaTraijqaLNbldbQ8l1EbmizW42euQ/M0TfVQrsloXZrmOjRP01zHKot2uD7P03pWGbUR0zhL9jQZdCQ9Wk7Tmj1NVpQvioWm4btdj9WrVgW8uZO++K3V2zp1ykSxCRaZpjPv0rl181U0Ds1eXhlebrRi5cpw8ND7yZtK/+nvP0pm1RH6+eCaNeHEE0cWyhOMSRiLviaaLwkDdNoVh9ZmTWbhQ7NnlWk4xJuUCZo2Bn3nju66vxSIcWPO1iNu8YmNG8P3br8jvNDdHb54/BfMWF3RGXAGnIGyGXh03fqws7u7+iZnvDhu4qRJYeZFs8LQoUPLdm+2X4++3AzOFRMGDh8+nOxu9tyz25NY9SkXfj15W6nHqvsN0uoMNOUMem9PT7hi6dJw1vgzAjp25P0YyMC35s1L3jD6F38hb0U1UMNzzoAz4Aw0hoFFly9O3sSMNzMjjT79nhafVddWPywyTUeLZ9X0JJlUjrtDk1lwaPasMooDe6ZjVh2x6guXXRn+/d8+TmbVTx55Qrjz9tsDBvC12mXBQTHwT5XFnoZRs9euOLQ2azILH5o9q0zDwe8XMV8rBqZR8tV33105c9z4JM7slBNOrFw8e3YFcYytcFjiFi1xTofefz/hZ+OGDam0SDFQFl9wYNGTMFjtaXoavqJxaL40mQWHZs8qa3Yc1nZZ9CxcaPehJtPwaThgs50OxKOjP0e/jv4dfeb5U6ZW1j+yrqli1bW+vJ2uR7u1BdsyYlvi8aePSe6t5G2lz79Qwe+2/HAGWoWBpg1xiU8UCHXp7t4Rfrpnb+jr6wvDu7rCzFmzwqTJk5J0rNdM53oui969+r7wzFObwut79/gbRpvpJnAszoAzkIkB9OvbtmythsAg7OXOu+7KpFt2pXr25WW3pVPt79+3L/y4+78mbyv9g099Kpx15pnJdo2jRo/uVEq83S3CQFOGuFDuJk6eFB5auza8+sbr4Ybly5N4RSyNXjD1vHDJnDkBA/hOPi5ftCAZmN943fWdTIO33RlwBlqQAQzOMfny0717qqGMw4d3NWVLsNRNl7t5mudjI3g5z6fVQxmtR5fLUU5lWlqTRb/cF9eheY4j2kAdWo+neZ7q0XTWenlwYCB+x+23hrvu/Yvw7RUrw697D4fZM2cl2zU+/MijyXaNkl+NG2CQ9Hg5z9M2x7TmC/qSDc6FVE+zwXV4PmLk5TSfBwe1R21I6TzccBxl+pLwopziiBhyn1tlqp/iPHjgQIWGwGx9egsVNzxNl0XpkjbSPB/B0nKU0TxP8/xb+95OlvFW3fMX0VyiT5fMuU61Yk5fUY/b4/lYDxgkGS/n+WiDl/M8rSfJOBdSPVoOuzTP0zxPcdA0rcdxxHpl+KJ+kaZ5CQevR3V4mudjW/LY0HBEe2VzQzGU7UvjhuOg7W+39J439yR9eAxvwRl9Ovr2ZjpoX95MuBzL4BhACAy2a8SbSnGN5122oLLdQ2AGR6prF85A04e48CcOvhyKHQCwHIqZ9mY5GrEsevU114VfvL0/vNjdHYYOHdIsVDgOZ8AZcAYSBnjfjcIxY8eEiZMmJ/13M+7m0oi+3G+X+jKw+5VXw5tvvJGEwBx33HEBu79M+8b04CEw9b0O7u1YBpo+xCVCRigLdnbBXroIccGBkBeEvjTT4Dzirff59tu+G/r7+8NDD6ypt2v35ww4A86AygD2P499N3Zwobu6NPtWi1LD6PI2r2ORaTracrmmJ8mkcrRDk1lwaPasMgmHxd6Ec84Op502Kvz8wLthxXdXhg8OHUpCYLC3OnaB+cHmge8biddawlCLQwtGTaddcWht1mQWPjR7VpmGI95Dtc6/W6tCI+XvHTyY/HCoe0d3Ep+IGZbTx44JM2ddlMy8NBJbs/keMmRIWH3fvcn2UpgB8Kf/ZrtCjscZ6FwG9u7ZG0aMHNHUs+Wde3W85WAA36HTpk9P/rA14/Pbtwfsrf7RR0+EZ59+Knz9G0dlqOeHM1AXBgoPminAILbgwpZbiA3DXzNuv6U1U4tbpHG71IZUjjp5ZIvmL0i2lurr6xNfAZzH3mAxanG1RePQ7BWNQ/OlySw4NHtWWbPjsLbLomfhIu/nMn6ONHwajqjfqmf06a14aH15K7bHMedn4L33D1VuuPa6ykkjRibjEXzHbn/2Wd+yMT+VrpGTgaaMQccSKHZpadXZ8kbGLSLMBUtzM+ZeEr5943V1echzJ86AM+AMtCMDjezL25HPVm/Ty7t3hx07d4Uf//D5gC0bvzZ5Shg3fnxAmIwfzkDRDDRlDDr2OkdsObZXxI+I/MjOAJbfVt2/Jnz/kYfDvv0/y67oNZ0BZ8AZcAZEBhCLSuNReZrnoyFezvNp9VBG69F4VpRTmZbWZNEv98V1aJ7jiDZQh9bjaZ6nejSdtZ4VR15fqE8x/fv/+J9hzf33hXfefTecdc6EcPDAgbBk/mXhy6d+Kcy7bEF4/9AHiQuqgzTPUxwxzX1xHZ6PepwLqR7KNVm0Z62XB0deX3m44TjK9KXxSXFEDLnPOWfcvXoGBuiyKF3SRprnozlajjKa52meT7Mxc+ZFldO+dFp1GU7SKcIXbEv2sWwvyXg5z6e1C3W0epKMhg/UshH9lsENx1GmL84FzUs4snJTqx71paU1HPXihmIo45rz9vN8bCfHEcv9nM7AsiVLqmGQ2KYRbyGtdeDtpTF8Ejq1tuilfXkt2y7vTAY+7OmtPLFpc2XK1yYm9yO2bvzzVfdWEBrjhzMwGAaaMsQl91NGkyk0w7JoX19/OOfss5MlOLykwQ9nwBlwBhrFwKPr1oeurq4kbLGI7RSxkxd+eHrnXd8LI0aODLCPsk2bN4urrth04JI5c8OmzU8lOnFnMKzUSjuBNUNf3qhr5n7zMxB/XIowmL/9m78On/70p8O5X52Q/PD0C8cfn9+ga3Q0A00Z4oL9ctHhogMu6kBcO948ig4Xf4hxz/IWUuA49cSTqjro5FvhwF7o31u1OtnbFXFzfjgDzoAz0CgG8KbQuE0u+mH0q4PpS7Gz18RJk5KBNtqEbRsRGqnZfHT9+mQnGQzocWBQjhDKvXv3mGihy9vcgEWm6WjL5ZqeJJPK0Q5NZsGh2bPKJBxWexa9NAzDhg0LV159dVh2xZXhpe4dyeD85V27w9RJk8PUiZPCExs3its2atxr+NJwxPtR07PINJ2icWi+NJkFh2bPKtNwxOtT69yUA3SAfmz9+mRAfdb4M5KOfduWrQEDd+txxdJlieo77/4y/Oo3vw7Du4YH7M2rHfgS2dndncTDQwedOWZgBoNDuthSOfBZZYcPfxS+Pm1auPG665M90mNbrfYsetpNarGn8aHZKxqH5kuTWXBo9qyyZsdhbZdFz8KFdh9qMg2fhiN+dlv1jJlt/C1cvDhgdQ/9OyZJ8Bdnw/P0q/19fcmMPOUD2zjiQUA6frpnb7LNI5UDE15054czUDQDmDFfsXJleH3vnmSwPuoro8OTGzaG21fcVB2sY8bdD2dAYqApB+hYAo0/Ep00eVJ47+B7yWAaL7qwzL5g9hwzKwsXXx7i8uqNy5cnA21tln7b1q3JLE3UwYuRcGSZeZcIr3c5XryAH44uXrCw3q7dnzPgDDgDVQYwwRFfUIT+Hf0pJkow+YJ+Hf07Ztm1PhnG0J+nDeYRQoPBf9qB+vGPrqRiEsZ6TJ0yUVS1yDSdeZfOrZuvonFo9qwyiQ+rPYuehAEXitujg/UXurvDmLP+LBmsnzl2XHWw3tN7+Bi9eNG5vViOcx4cVE+zKcmk8jJwaL40mYUPzZ5VpuGg10FLt0wMOgbY6LgxQ4IBOzpbLGkmnf7io8ubUkOhh04Zs+dxsI26CF3BjA6+NPgBf5jdee2N1xM/XK7lmy1ucf++fcmb0W5eeUv41rx5GnSXOQPOgDNQVwbQl6NPR9+Ovhoz4dqsduybeex4nIn/0UsvHoM/6uA746G1DyehMRjoXzxnbpg5a1bqdwCMNFtffkzDvKClGcBbS1/48c7w2k9eSWLWTz5tVJg8ZWo4+6wzQtfwYS3dNgc/eAaacgY9rVmIG8RAGkuScXY9iR/cszfTjEuaTXTW/f3pYTO9Pb2JCr4wEGaDjhrnVpo9j23GW0WvvPqq8MjaR6rbQEWZn50BZ8AZaCQDmDRBX44ZdQyu40qlhIlOskh1eHnUWbR4cTVuHf0/VmhjWAz6eP5H7SAEiYYh8TTPR11ezvNp9VCm1dNk1F6WevXwlQUH6hRRrwgbkcOyuXnr7XeS95Xs2rUzYGb9uOOOC1uf3hzOHjcunHXW2eHu1fcl39nNyE0tTK10HSjWMq45vZ9ypQezBUyr6GL7LWyXxd9mh+22Vt99d2ozoINtuC6ePbuqhy26YOfggQNVHeTT/mIFunUa0jyfVg9lWj1NRu3xetO/MaOCv0fWPx6rJWdeLwpRrsmy1ivCRiN8waeGXZNlxRvr1cNXkXhhS7OnyWKba9mI9erBTT19ZeGG4vH0sQykbZF483e+k/TXx9Y+WgKdPW/uGSCO/fyAQpJB3+6HM1BvBg69/37ljttuS94Kjnswbt2Icj86h4GWCXHJ9dTBKiPGET8I5SEuCGGJMzdMJYmLhA4PcYEOdg9IC4uJNpp1WRQxbtMuuCBMmzHL3zIaL5afnQFnoOUYwGomD01BGOPpY8aKfXOaHH08Ql2wMpt2NGtfnobVy9qTAR4GE7duxMr4uRMmtGejvVUJAy0T4jKY64WlTBz45T89EPs4ZMhQWlRNQwfLolE3CvCjpvfea42tFiPmeEZM27e/8+3kLaO7X3k1FvvZGXAGnIFSGSg6NBCDc/yIH7HlODAJczR+/egWimmNmTnrokQH/T4ODMyhg3LLoe3IY5FpOnwJnuLV9CSZVA67msyCQ7NnlUk4rPYsehKGWhzm9YUfmH7x+OMDwmD+as+b4dLL5oX9b+0Lly9cFE4eeUK46KI5AVsp9/cf+wPpvL7ifSXpSeXQK5oPzZcms+DQ7FllGo7Ic81zsy4WIJykqKPnww+TMBS+vJm25El9Qk7DWSA7c9z4mm+s05ZF6VsEqS+pHHWsMrqUTn19a978ykkjRlZ6e3tpcZK2+pL0JAyDaZfkSyqHr6JxaL40mQWHZs8qa3Yc1nZZ9CxcWO9fDZ+GI/lwtvA/hBNm6TuzNhHhigg/pOGF/E2iy5YsScIUqU28ORQ4oJcWJkPrIq315byu552BejKA7++NGzZUrrr62urnYNH8BZXtzz5b6evrqycU91USA00Z4oIZDuywgvATzG5Ib3mr+fRBKmB5E8eDa9cmM+NY2sSsDsJepAO7AmCGJi5/oj708CPV+KOjNN1mXxbFVmTzFywM//5xf3hpZ3daE7zMGXAGnIHCGECfjr3PMdONVUn8WLOIfr0wgIKhZu/LBdhe3GEM4Dv9lZd3B7wUCbu2ffzxx8F3hGn9m6ApQ1ww+MWv+YcMHZrsi4u9ceNSppVy7AyAmzi+FRRLm3wrL8jgKx7QQUwjOmn84U10eE20NjiPus18xltGb731uwEvSbjz9tubGapjcwacgTZgAH0m+lNMbmDiBf0sJk2KDn0pkyosddPlbp7m+YiFl/N8Wj2U0Xp0uRzlVKalNVn0y31xHZrnOKIN1KH1eJrnqR5NZ61nxZHXF+pLmIBBkvFynqc4YlrzBX3JBnDgO33a9Olh8vkXhtv/fFV45Psbwuc///nw+LpHkh1hvvrViWHJ0ivDAw89UnUn2dN8cR2a59eEyrS0JquCVa4D9KkNjiPa4PWoDk1brwO1gTTFETHkPpc0M1+YWYSYLFuyJFnCwZmHnBTmqEBD2rKotMQtlQOWVSYtmUd7259/IeF1965d1dZHWbWAJCwyCcNg2iXhkMrhq2gcmi9NZsGh2bPKmh2HtV0WPQsX1vtXw6fhIB/DtkjSfh2hKkWGNBZJkKUvr/e9od1Tkkwqr4Vdu0clm1J5LV+anoRD0ylaJmEYTLskjFI5fNXC8d77hyoPrV1fmfK1icn3/ZdOObWy4pbvVm6/467KkSPpoTCSP6k8Cw7USTskm1I5bGiyWnzkwVDLlxVHGoa0sqacQadPGdj/HC+kwB9+5IldVIqYUac+ykzzpyrqi8poOdKSDOWaLNrhdXge9aZdeF6YdfEl4frrrg/Y4YUfRfmivmma+mtGXxQf0hw7zdM01cvaLqpTli8NY/TP6/A8rWeVURsxjbNkT5NBR9Kj5TSt2dNkRfmiWGgavjvliP06XSlttRl16xsGJT2pHPeE9lZCTU+SSeXwpcksODR7VpmEw2rPoidhqMWhxZemUwvHF4//Qli2ZFESzoofmS5ZuiQJgdn0/cfCqSeeGC6aMTM8sXFjwG4x8ZD8SeXQq4Uj2uZnyaZUDn1NZsGh2bPKNBycAynflDHoEliUY0l029Ytya/vEcN4Y/K66KO7tGh69ZS1Utwifvk9e8bMhJ7N27YlS2X15Mp9OQPOgDOAEEaEEKJ/RyiMto1tPdlqpb68nry4r9ZnACG/b+/fV41b/+ijjwK2cJx4/oXhlFNODhPOObv1G9niLWj6GXTOLwbl+NEmZtTxtk/MqCOe3A8bA0OGDAnrHn8siUe/976/sBlxLWfAGXAGMjKAH4xiQI4fjOKH+Jg5v2LpspaKR0dTtdUPi0zT0eJZNT1JJpXXapcFh9WXpifh0HSKlkkYanFowaHpWHG88ebeZB/11ffdG17fuye81L0jTPvG9LD3tZ+EJfMvS353t3jBwmR2Hb9Xq9UuKw6pbVJ5GTisvjQ9jY+EzCz/0uJemq0MW2phi0Rso4U3f2LLLmyRhfhA/PHtExuN3xK3qMUyWWVSLFaaPcShA/dNN68U6UvTi5UlmYQBepKOVabZKxqH5kuTWXBo9qyyZsdhbZdFz8JFve/R+Dlr1TP6brzpE3137LfRhyOPcsgRh46+vpkOrS9vJpyOxRkokgHEpmO7xhuuvS7Zkhmfg/Gnj6n8+ap7K7te/kmRrtyWwkDThrhgZqWnpyeZJY87uMSXB2EXgOHDu5LtukaMHNF0u6q06rLow488GtasvjtsfuYvw+hRX87yfOd1nAFnwBmoyUB8Yydiz0eMGBnwwjekm/1o1b682Xl1fK3FAOLT8TKkN3+6L/zi7f0J+HPOPTeM+srRt5kOGzastRrUKmiVwXtDRZhZwa4tcWYFLxtqlaOVZ13w0gP8yjvtJUatwr/jdAacAWegCAZoX47VGbpCw9M8H/3zcp5Pq4cyWo+u8qCcyrS0Jot+uS+uQ/McR7SBOrQeT/M81aPprPWsOPL6Qn0JEzBIMl7O8xRHTGu+oC/Z4FxI9TQbXIfnI0aUJ7Prz79QwQsPTxgxMlkRmzDha0kes+uQF+Ur+s3DDecj2siKKY8vjSeKI2LIew55Fbx+bQZ4px41GnmDSDcSsFHZM88+X5n+jRnJH9JUpqUlWdGdGPxIvjQZ/bBo9ahtzg2VZbXB63Ec8d4ow5eGV8LB8XIbEW+tepoetaHhiPXK5oZiKNuXxhvHQdvv6cYwQPvyxiBwr85AczMQt3Gcd9mCavjarG/OqDxw//0VyPywM+ADdDt3oqbWqdOBCzUglaOOVSZ94deyhw8VZtERf0aPWnq0bkxLGCC32NP0NHtF49B8aTILDs2eVdbsOKztsuhZuNDuQ02m4dNwwKYf9WdA68vrj8Y9OgPNzQBmz/F7NowdELOOz0/cdx0x7b4yn+/6+QA9H1+ZardDp77vrbeSDxeegv1wBpwBZ6ATGdD6cu1hyyLTdLSHN01PkknluMaazIJDs2eVSTis9ix6EoZaHFp8aTrNjAMD8o0bNlRmzryo+mNTvDDpjttuSwbyfX1Hw2HS+hatzZrMwodmzyrTcKS1N63sd1slVt5x1peBUaNHh1X33hOWJYvNIwAAIABJREFUX39D+PSwYclrhOuLwL05A86AM+AMOAPOQKsygB+PfmvevPCf/7c/TF4utH/fvoC/l3ftDk9ufCJp1oiTTg6//tXfBIw58OcHYSBt1O5lg2PAMutifUrT9KQnOE2Hy+I2S4fef1+dWeF6kUEJA+SSjlWm2Ssah+ZLk1lwaPassmbHYW2XRc/CRb3v0fh58nN9GdD68voicW/OQHsxgNlz/KgUWzfGcJiTRoysLJq/IJl19/j1SqVpt1kkzxAtl2y3rbnwsoJ3fv7z8ORTTwW8NtgPZ8AZcAY6gYF268s74Zp5G1uTgZ7ew+Fn+/eFXx54L/zXHT8O//e//mv4zOc+H04bNSqcdPIpYdSXTwmdtp1jy71JtDVvvdZGveree8Mff+az4dZbbwt4PbAfzoAz4Ax0GgN4ayB9cyBP83zkh5fzfFo9lNF69K2EKKcyLa3Jol/ui+vQPMcRbaAOrcfTPE/1aDprPSuOvL5QX8IEDJKMl/M8xRHTmi/oSzY4F1I9zQbX4fmIkZfTfB4c1F600TV8WPiPv/f74Y7bbw0/e+f/CDeuWBlmzZ4TPv7443D3nbeHM8eOC1/96sRw9+r7wup776+ORaAfbcAux5HmC2VUh6Y1GfdF9Xia4ogYcp/ba9GkOVpDl0XpkjvSPB8R03KU0TxP83yaDdShS/eSTlZf+HU29jzFFoxxn1PqV7IPDJKMl/M8tU/TWj1JxrmQ6tHyrNzkqcdxxHblsUEx8jTPR/sopzIJB69HdXia5yVfWj0NR7RXNjcUQ9m+wIXEB8dB2+/pxjBA+/LGIHCvzoAzAAawccVDa9dX6HaOGI/EH5xiXNJuh4e45H6kqa3Qrsui7x/6IFw6d2742uQpyVNubSa8hjPgDDgDrctAu/blrXtFHLkzcJSB3a+8Gt7+6Z6w/6194YMPPkgKzzjn3HDyKaeGL516Slu8Dd1DXPxuz8wA4s8Rh771B5vCjdddn1nPKzoDzoAz0G4M0CVt3jaLTNPRlss1PUkmlaMdmsyCQ7NnlUk4rPYsehKGWhxafGk67YpDazNkE845O6xYuTK8tLM7/PzAu2HdY4+GP+kaFp579pkwZ8Y3Ax6uL5oxMzy4Zk2yc4x2XWr54p/vmNf0tOsS9WudfYBei6GC5dIFlcrh3iqTbhCrPehhkI7tF59/7rnkxo/0SDYlDINpl+RLKoevonFovjSZBYdmzyprdhzWdln0LFxY718Nn4Yjfs787Aw4A86AMzCQgSFDhoRzJ0xIBuxzL/lWMmDHOAU/Kn3u2e1h9sxZ4eSRJ4QtT28OT2zcGD44dGiggSbN+T7oTXphmhnWtOnTE3i+R3ozXyXH5gw4A2UyMHXKRNG8RabpzLt0bt18FY1Ds2eVSXxY7Vn0JAy4UBZ7mp5mr11xaG3WZJEPjFPiWOXw4cNh/89+Hn75i5+HJzdsDN+7/Y5w3HHHHd17/Sujw2mjv1Lo5wvGIg7RcAaBx6BnIClvlU6JW8TS0YNrHgir7n8gTLvwvLw0eX1nwBlwBpqagU7py5v6Ijg4Z6BgBuKWjm/ufSvsfeP1ZEvHP/jUp5Lf1zXTlo4e4lLwhe8kc1defXWYdfElYfk1V4XnfvhiJzXd2+oMOAMdxgDCk2iIEk/zfKSHl/N8Wj2U0Xo0/AnlVKalNVn0y31xHZrnOKIN1KH1eJrnqR5NZ61nxZHXF+pLmIBBkvFynqc4YlrzBX3JBudCqqfZ4Do8HzHycprPg4PaozakdB5uOI40X3FLxzX331fd0nHpVdccs6XjLStvDXfc+ecBA/qIQcLIyymOiCH3ud22pWmG9tCtufiWajwf8dJylNE8T/N8mg3Uodu2STpF+PrWvPkVtDm++Yv6Agaa19KajLZRqyfJOBdSPVpeBDewR21yHLFdZfiifrPi4PW4jYi3Vj1Nj9qQ+KD6ZXNDMZTtS+ON44g8+TmdgWVLliT9DvqeU044sbL+kXXpFVNKjxw5Ujlz3PjK6rvvTpF+UkT78k9KPeUMOAPtzADenL5xw4YBWzpO+drE6paOeAtqPY6OCXHp7ekJK266Kezdszd5iBkxcmRYtHhxmDh5UqaHGuhdMmdOeGjt2po6nbgsiidNvP3L3zaa6XbySs6AMzAIBu5ZtSrpy++863sBffmj69YHlG3avDmMGTumpmX05ejTF12+ONywfLlYvxP7cpEMFzgDHcrAvv0/C2+/tTfse2tfeHv//oSFk08bFU790pfDmWeML21Lx44Jcbli6bKE1Hfe/WX41W9+HYZ3DU8G7Fnut76+vsx1s9hrxzp4+9dZZ54Z5syY0TK/kG7H6+BtcgY6gYHuHd1h4qRJyeAc7cVAe3hXV3jv4MGazcdgvqenNwwdOrRmXa0CXdLm9SwyTUdbLtf0JJlUjnZoMgsOzZ5VJuGw2rPoSRhqcWjxpem0Kw6tzZrMwodmD7LRo74cENK75Zlt1S0dTxxxfHjtJ68M2NKR7hCj4eD9hZivxzR9o330fPhhshS65809VShpZVUhS1w8e3ayHIrlzu4f72DSY7Pasihfuo/aUjnkVpm0ZG61l0Xvhmuvq5w0YmQFS0Q4JAyDaZeEQyovA4fmS5NZ+NDsWWXNjsPaLouehQvr/avh03DAnx+fMICQFt4XI+QFfbV2oN+HLr4LcPYQF40tlzkDzkAtBvAG0+3PPlvB2Gf86WOSseaXTjm1suKW7ybltfQ1edCE7SJDZ4xBM+IO6ZElbnHr01uSwXm0wb8UqL2Y1gbosU47n/kgvZ3b6m1zBpyB+jIQJ1d4X4zB9vlTpqpgII+x6j5AV6lyoTPgDBgYwOTkE5s2V666+tpksnIw8eodEeKC+PO0A0ui/f19aaKkDHqIa7zzrrvC0KFDxHouGMjA6vvuTV4agLd4vX/o6Ct4B9bwnDPgDDgDNgYQcmg58BskHAiHKeKotSwu+ZD0pHLY0ZbLNT1JJpXDlyaz4NDsWWUSDqs9i56EoRaHFl+aTrvi0NqsySx8aPbyyr5w/PHh0otnhxNOPCn84uCBgJcoWY+OGKBbO3TErc+8aFamHx1ZL0C76mGQPuXCr4dL5871QXq7XmRvlzPQAAYssePbtmwNO3d0h4fWPiwixg9C+R+tjC9++uX/z//yL1VxLVmsiHpcL8poOcqor1gnllMZ1aPlVl/cHrXJccR8LV/UBk1rvriM+oppnLk9mqdpbk+TUftcj8qoDZrmOpqM2uN6UYZyaoOmYx2cUU5l3J4mi3ZQh+tFGS+n9mKdLDhi3ay+os2olwdH1CnDF8dBfcX0oM6GGfyWU0GYSlqIC5Y7pRjEm7/znQHLpQcPHEhs8GVV2E37iyTRuFKkeT6tHsq0epqM2stSr2xfs2bNTvjZ/vwLCTQNkybL2q4ibERfZXNDsdbDF/WnpTVZ5AZ1tHqaLKuNWK8e3NTTVxZuKB5PH8sAwlPQr9MDfbYUg063ZOT9tRYWg7p+OAPOgDPQCAY6YpvFuEXia2+8nvzSPz7RnDX+jDBz1qzUJc9TTzwpSDPvvjVXZDDbGVswbv3BprDq3nuqr97Npum1nAFnwBk4loG0vhtbJ54+Zmxqf36shRDQx2OF1LdZTGPHy5wBZ6DRDHREiEtX1/CEZ2ytRY/+vr7qNl20HOm4HSO2ZMTfj146+qZM7IOudejcjudDwBaMX582LSy//obw3PbtTokz4Aw4A4NiABMr27ZurW6riBAWTMRgT/R6HXljUyMuSU8qh54USgCZpifJpPJa9iw4rL40PQmHplO0TMJQi0MLDk2nXXFobdZkFj40e1aZhgP3SKajEdP2jfCJpU/8xZ1csByKZdKshxTikqavLYtK26xJ5bBvldGldIrTas+iRzFgdxdwgy2JBtMuCYdUDl8UB+XCikPzpcksODR7Vlmz47C2y6Jn4aKM+0bDwe/ZTs+jH0d/TsNV4u4skRuEtWh9vO/iEpnyszPgDDQjAx0R4oInFbzAYsVNN1dnXLCDy43Llw94KyiWPE8fOyZ5Wyh/uoH+BVPP8zeJcmJy5h9csyY8uOaBsOL2O5NfOudU9+rOgDPgDNSNAX+TaN2odkfOgDPAGOiIEBe0GUufCFOJISuIR584edIAOhDWghCWtAP60OU6aXW9TGYAb+NCLPqdK1cExKb74Qw4A85AKzCApW663M3TPB/bxMt5Pq0eymg9ulyOcirT0pos+uW+uA7NcxzRBurQejzN81SPprPWs+LI6wv1JUzAIMl4Oc9THDGt+YK+ZINzIdXTbHAdno8YeTnN58FB7VEbUjoPNxxHmb4kvCinOCKG3OdmnNZvdUw0xIUuuSPN87GttBxlNM/TPJ9mA3XokrmkU5QvyT4wpMmwqwt4wtu2Ioa0elGWVPotL1o9Sca5kOrR8jTfWXFI9TiOWK8MX7QtSNO8hIPXozo8zfOxLXlsaDiivbK5oRjK9qVxw3HQ9nu6MQzQvrwxCNyrM+AMdCoDHfEm0XpfXK1Tp4MaiksqRx2rTPrCt9qz6EkY0K7b77hrwCB9sHxo+DQcmp4kk8prXS8LDqsvTa/ZcWjYi5ZZuKh1nSWMUjnsaTjoZ8PT9WNA68vrh8I9OQPOQCcy0DEx6LmXFgah4HGL2cnbt/9n4fL5l4Vhw4aFp5/ZNqi3bmX36jWdAWfAGajNgPfltTnyGs6AM1AOAx0Tg14OfW51sAyMHvXlsOWZbeHw4cNh9oyZob+/f7AmXd8ZcAacgdIZoPGn3JlFpulo8ayaniSTytEOTWbBodmzyiQcVnsWPQlDLQ4tvjSddsWhtVmTWfjQ7FllGg7eX4j5Tlw2KLvN2rKotMQtlQOrVSYtmVvtWfQkDLxdh95/v3LSiJGVKV+bWOnt7TW1WcOXFQe/NySbUjlvF7dnwWH1pek1Ow4Ne9EyCxe1rrOEUSqHPQ0Hv488Xx8GtL68PgjcizPgDHQqAx7iIj662AW+LGrjDrPnmEX/x3/6p/DkU0+FLx7/BZsh13IGnAFnoAAGvC8vgEQ34Qw4AyYGPMTFRJsrlcHAkCFDwuZt28Iff+az4dK5cwPi0/1wBpwBZ6AZGMBSN13u5mmej5h5Oc+n1UMZrUeXy1FOZVpak0W/3BfXoXmOI9pAHVqPp3me6tF01npWHHl9ob6ECRgkGS/neYojpjVf0JdscC6kepoNrsPzESMvp/k8OKg9akNK5+GG4yjTl4QX5RRHxJD73KlLB2W2my6L0iVtpHk+4qDlKKN5nub5NBuoQ5fMJZ2ifEn2gUGS8fKYP3Kkr/KtefOPvnX0+ReO0Y/10rBLMs6FVI+Wp9mnXNO6WprKOI5orwxf1C/SNC/h4PWoDk/zfGxLHhsajmivbG4ohrJ9adxwHLT9nm4MA7QvbwwC9+oMOAOdyoCHuOR+pKmt4MuitTnKUgMvMtr6g03hyquvCnjBkR/OgDPgDNSTAe/L68m2+3IGnAHKgIe4UDY83VQM3HH7rclbRx9c80C48brrmwqbg3EGnIHOZoAub3MmLDJNR1su1/QkmVSOdmgyCw7NnlUm4bDas+hJGGpxaPGl6bQrDq3NmszCh2bPKtNw8P5CyvsAXWKmpHLpYkvlgGGVSTeI1Z5FT8KQtV3Tpk9PBukv794dLvrtNowSDqkcvgaLg98Omi9NZsGh2bPKmh2HtV0WPQsXWe/fPPeNhoPb8bwz4Aw4A85AezPgA/T2vr5t0ToM0rFX+geHDiW7vPzDP/5jW7TLG+EMOAOty8DUKRNF8BaZpjPv0rl181U0Ds2eVSbxYbVn0ZMw4EJZ7Gl6mr12xaG1WZNZ+NDsWWUaDvHDzAQeg84IKSLrcYtFsHisDWzDeNn8heE3f/ur8PDah8Oo0aOPreQlzoAz4AwUxID35QUR6WacAWcgNwM+g56bMldoFAPYhvH7jz8Wxow/I8yeOSs898MXGwXF/ToDzkCHMYDwKRpCxdM8H+nh5TyfVg9ltB4Nf0I5lWlpTRb9cl9ch+Y5jmgDdWg9nuZ5qkfTWetZceT1hfoSJmCQZLyc5ymOmNZ8QV+ywbmQ6mk2uA7PR4y8nObz4KD2qA0pnYcbjqNMXxJelFMcEUPuc6duX1Nmu+nWXHwrOp6POGg5ymiep3k+zQbq0G3bJJ2ifEn2gUGS8XKel9qFeg+tXZ9sw4jtGOOBcskG50KqR8vL4IbjiNjL8EXbgjTNSzh4ParD0zwf25LHhoYj2iubG4qhbF8aNxwHbb+nG8MA7csbg8C9OgPOQKcy4CEuuR9paiv4smhtjoqogRn0O1euCJ/9wvHJzPrQoUOKMOs2nAFnwBlIGPC+3G8EZ8AZaBQDHuLSKObd76AZmHbhecmPR//94/5w5tix/ubRQTPqBpwBZyArA3R5m+tYZJqOtlyu6UkyqRzt0GQWHJo9q0zCYbVn0ZMw1OLQ4kvTaVccWps1mYUPzZ5VpuHg/YWY79SlgzLbrS2L0rAAikEqRx2rTFoyt9qz6EkYBtMujqOvr6+yaP6CJORl44YNlNZqumgcHEPVUY3rZcFh9aXpNTsODXvRMgsX1vtXw67hoPeXp+vHgNaX1w+Fe3IGnIFOZMBDXMRHF7vAl0Xt3A1G8+FHHg1rVt8dzjn33LD6vnsDflTqhzPgDDgDVga8L7cy53rOgDMwWAY8xGWwDLp+0zCwbMmisPmZvwz79+0LUydOSs5NA86BOAPOQFsxYF36lvSkcpCmLZdrepJMKocvTWbBodmzyiQcVnsWPQlDLQ4tvjSddsWhtVmTWfjQ7FllGo6sHaEP0LMy5fVagoHRo74c/mrPnuSHo9iKEbPqfjgDzoAzMFgG8EUtfVnXkkXfXJ/nYz2cJVkr+qJtoWneXk0W6/I6Wp7LqA1NFuvxM9eheZqmeijXZLQuTXMdmqdprmOVRTtcn+dpPauM2ohpnCV7mgw6kh4tp2nNniaz+oJN09GJcT1lt5nGLdKYU6R5PmKh5SijeZ7m+TQbqENjWiWdonxJ9oFBkvFynpfapdWjsptuXpnEpc+7bEHl/gcejuYSPLSelC6DG+malOGLt4vmJRyoQ+tpaassXgjoazhivbK5oRjK9oU2S7xxHLT9nj6WgWVLliSfb/S3p5xwYmX9I+uOrURKjhw5UuE6W5/eQmocm6R9+bFSL3EGnAFnoDwGOiYGvbenJ6y46aawd8/e5EFmxMiRYdHixWHi5Enig817Bw+Ge1atGqBz513fC9DVDo9b1Nipr+yDQ4fCyltvT94++u0VKwN2fvHDGXAGWpuB2C/H/vjRdeuTvnrT5s1hzNgxqY27ZM6c0NfXHzZtfioMHTo0bNuyNflOeGjtWvF7wPvyVCq90BlwBurAQMeEuFyxdFlC5zvv/jL86je/DsO7hieds8RxX19fgM6QoUOT+tAZMXJEuGTO3ACZH63BwBeOP7pH+rQZs8Lya64KixcsDP39/a0B3lE6A85AKgPdO7rDxEmTqpMliy5fHIZ3dQVMqqQdmKDB5AwmZTA4xzHzolnJYH7b1i1pKjXL+JI5VbDINB0tnlXTk2RSOdqgySw4NHtWmYTDas+iJ2GoxaHFl6bTrji0NmsyCx+aPatMw0H7CjVd3uR881ju+fDDZCl0z5t7qqDSyqrCSqWCpU8sb2JZlB5ZllK1ZVG6vE3tSuWoY5VJS+ZWexY9CcNg2iXhkMrhCzj2vfVWZfzpYyonjRhZ2b1rV5V+TU+SSeW12mXhw+pL02t2HBr2omUWLmpdZwmjVB7v0epN6QmVAfTD3T/eMaAOwlcunj17QFmtDOprOlpfXsu2y50BZ8AZGAwDHRHigpkTLG9i9jzOnuCp5dQTTwoLFy8OmH3JemTR8WXRrGzWvx5mzx9csyY8ufGJZDvGm1auDF3Dh9UfiHt0BpwBEwOYDT9r/BmBh6bEsJcfvfRiJrtYCT17/Bnqd4D35Zmo9ErOgDNQAgMdEeKCDj3twJJof3/2cJWdO7qT8JZaMehpvrysORjA3ugrVq4MT2/bGhCfPu2CC8KTP3i6OcA5CmfAGajJQFEhhhjQ4zsgTtBgMM7/KBgsWdNla57m+ajLy3k+rR7KtHqajNrLUq8evrLgQJ0i6hVhI3JYD27q6atIbmpdryJ9tfp1oNc4V3ow0++tootf96eFq5w/ZWpl9d13Z24G6t/8ne8MqA+7aX+xEl0+R5rn0+qhTKunyai9LPXq4SsLDtQpol4eG0eO9FUeWrs+uX7TvzGj8ta+twdgqAc38XrVw1cebiIuTccqo7Y1G7FePbipp6+sbaaYPP0JAzE8kYe4oC9HH53lwHcCwmRgSzs8xEVjx2XOgDNQJgOhTOPNYluKJ88zQEecYtbOX+vUpRhUqRwcWmV0IECvhdWeRU/CMJh2STikcvjScGx6aksFWzHiut1w7XUVDNzjIdmUymu1S8Mh2ZTKa/nS9Jodh4a9aJmFCyv3GnYNR7wf/XyUAQyu+RaJmDzR4skjd3FwfvDAgVgknrW+XFRygTPgDDgDBTDQUTHor73xerKkGZcYEMc4c9as6hJnLOdnvj0Xl/O8xy1yRloj//Lu3eHO225Pdnn51mXzwpVXX90awB2lM9BhDKT13einTx8zVuzPERpz5dKl4b2D7yVbLWYJVfS+vMNuLG+uM9BEDHREDHpX1/CE8p6e3gHU9/f1VbfpGiD4bQZbdl0w9bwBe+em1fOy9mDg3AkTwks7uwMG509s2Bi++tWJ4bkfZvvBWXsw4K1wBlqDAUysbNu6tbqtIvY0x2YA2qAbW+RicI4fkWr1sjJg3X5N0pPKgYfG83J8mp4kk8phW5NZcGj2rDIJh9WeRU/CUItDiy9Np11xaG3WZBY+NHtWmYaDf4bFfAGz8C1hIm6nFbdNxHIolkmlA7GJkGcNa6F2tGVRaYlbKoddq0xaMrfas+hJGAbTLgmHVA5feXH09vYm4S64lrO+OSPZopFeY82XJsuLowyeLHzUG4fGYdEyyzWx8qFh13DAnx+fMIB+HH06Pp/xj79JFNsuxj4+hjnGuvQc63xi/ZMU6vnhDDgDzkAjGOiIEBc8nWA2fMVNN1dnXPDr/RuXLx/wBjlsoXj62DHJ9l146yhmZdIOvH0UW3xJhy+LSsy0XnlP7+Hw7euvD2/v3x9OGzUqXHXN1WHU6NGt1xBH7Aw4A7kZ8L48N2Wu4Aw4AwUx0BEhLuAKS5pY2sQbQfGHeHQMtOmBfdLjwPvOu+6q1o068RzrUF1PtycD2CN9yzPbkm0Z0cLZM2eFi2bMDPv2/6w9G+ytcgacgVQGsNRNl7t5muejEV7O82n1UEbr0eVylFOZltZk0S/3xXVonuOINlCH1uNpnqd6NJ21nhVHXl+oL2ECBknGy3me4ohpzRf0JRucC6meZoPr8HzEyMtpPg8Oao/akNJ5uOE4yvQl4UU5xREx5D43Ytq+3X3SZVG6pI00z0cuaDnKaJ6neT7NBurQJXNJpyhfkn1gkGS8nOeldmn1JBnnQqpHy9O4wVaMcceX88+/MNmaMa0exU5tchyxXh4b1B5P83y0j3Iqk3DwelSHp3le8qXV03BEe2VzQzGU7QtcSHxwHLT9nm4MA7QvbwwC9+oMOAOdykDHhLjkfnIZhIIviw6CvBZRxQz6448/Hl5/5eXwmc99PixccFmYNn16i6B3mM6AM5CFAe/Ls7DkdZwBZ6AMBjomxKUM8txm5zIwetSXw4bvPxb+as+b4cQRXwzLr78hnDzyhPDgmjUBcet+OAPOQHszQJe3eUstMk1HWy7X9CSZVI52aDILDs2eVSbhsNqz6EkYanFo8aXptCsOrc2azMKHZs8q03Dw/kLK+wBdYqakculiS+WAYZVJN4jVnkVPwjCYdkk4pHL4KhpH9DVs2LCw+r57w88PvFvdnvHscePCjdddH/bv23fMXWTBEX0dY6yEe0O7LvXEUYYvyablmmg8aTIJA3Q0HJD74Qw4A86AM9A5DPgAvXOutbe0RAaGDBmSvNjoFwcPhEvmLwyHDx9OflB6xpix4YmNG5N8ie7dtDPgDNSZgalTJooeLTJNZ96lc+vmq2gcmj2rTOLDas+iJ2HAhbLY0/Q0e+2KQ2uzJrPwodmzyjQc4oeZCTwGnRFSRNbjFotgsfVtYJD+5MaN4blnt4ePP/44TLnw62Hc+DPCtAvPa/3GeQucgQ5gwPvyDrjI3kRnoEkZ8Bn0Jr0wDqv1GUD4y4qVKwNm1R/5/oakQcuvuSp8+dQvhVtW3hpe3r279RvpLXAGOoQBhCfRECWe5vlICy/n+bR6KKP1aPgTyqlMS2uy6Jf74jo0z3FEG6hD6/E0z1M9ms5az4ojry/UlzABgyTj5TxPccS05gv6kg3OhVRPs8F1eD5i5OU0nwcHtUdtSOk83HAcZfqS8KKc4ogYcp87dfuaMttNt+biW6rxfMRBy1FG8zzN82k2UIdu2ybpFOVLsg8MkoyX87zULq2eJONcSPVoeRncPLL+8cr251+oTP/GjOQNiF865dTKilu+W9n18k9UniguLZ1VxvmgXGs2stbLakPDEX2VcR0oPoqhbF/wS33TNMdB2+/pxjBA+/LGIHCvzoAz0KkMeIhL7kea2gq+LFqbI68Rkrj0V159Pez48UvhF2/vD3/wqU+FMePPSMJgzv2zMwPi2v1wBpyBxjHgfXnjuHfPzkCnM+AhLp1+B3j7G8YAQmAuvXh2ePYvt4V33n03fHvFyvDv//ZxQBjMKSecGKZOnJRs2/j+oQ8ahtEdOwPOQDoDdHmb17DINB1tuVzTk2RSOdqhySw4NHtWmYTDas+iJ2GoxaHFl6bTrji0NmsyCx+aPatMw8H7CzHfqUsHZbZbWxalS9oUg1SOOlaZtGRutWfRkzAMpl0SDqkcvorGofnSZFlx7N61q3LHbbdVxp8+JgmFOWnEyMqi+QsqGzdsqByh9n2LAAAgAElEQVR6//3qraP50mRZcVQdDeI+tODQdIqWWbiw3r8adg0HvQ6erh8DWl9ePxTuyRlwBjqRgd8VR+4ucAacgYYxcO6ECQF/+JHpDzZvDb//e/9reHnX7vDg/WvC9z7+OBx33HFh1OjR4VP/5Q/DZ//0j8IXjj++YVjdsTPgDDgDzoAz4AwUzEAnPpWU3WafdSmb4c62jxl0zKRjRn3ChK8lM+y452Z9c0blgfvvr2D2/cOe3s4myVvvDBTAgNaXa6shFpmmo62uaHqSTCoHZZrMgkOzZ5VJOKz2LHoShlocWnxpOu2KQ2uzJrPwodmzyjQcWbsmj0Ev+IHHzTkDZTOA2fJvzZsX1j/+WNi1a2d49c03w6r7HwjHf/H4sO+tfeHyhYsC3maK7Rwvm78wPPzIo8mWjtiX3Q9nwBmwMYBYVCketZYseuT6PB/r4SzJWtEXbQtN8/ZqsliX19HyXEZtaLJYj5+5Ds3TNNVDuSajdWma69A8TXMdqyza4fo8T+tZZdRGTOMs2dNk0JH0aDlNa/Y0mdUXbJqOrCN5r5edATrrQp++kOb5aJWWo4zmeZrn02ygDn2Ck3SK8iXZBwZJxst5XmqXVk+ScS6kerS8DG44jtjGon29te/tyk03r0y2cIxbOuK+xN+8yxZUvjVvfuWJTZsrqPfMs89XYaD9lAMtbZVFZ9CX+KC2i+aG26MYuIziQJrnaVtoWqsnyTiOaM/PjWOA9uWNQ+GenQFnoBMZ8G0WTY81upJvzaXz49LGMPDBoUPh0KFD4R/+6V/DL37+TvjVB4fCRx99VAVz2qhR4TOf+3z4L//7H4bPffZPkm0eEefuhzPQqQx4X96pV97b7Qw0ngEPcWn8NXAEzkBdGEBozLTp08OyJYvChu8/Fl7fuyf86je/Dk9v2xpW3XtPGP2V0eHjjz9OBu8Ik5k9c1bAAOXkkSeEi2bMDFdfc10SLvPExo1h/759AQN+P5yBTmWAL5lTHiwyTUfbsk3Tk2RSOdqgySw4NHtWmYTDas+iJ2GoxaHFl6bTrji0NmsyCx+aPatMw0H7CjXdicsGZbdZWxaly9sUh1SOOlaZtGRutWfRkzAMpl0SDqkcvorGofnSZBYcmj2rLAuOvr6+yr633qpsf/bZ5MenCIvBD1Hj1o8xZAbn88+/MJHdcO11SV38WBW6+Nv01BZ6qw9ISzis7bLoSRia6R4dQJpn6saA1pfXDYQ7cgacgY5kwENc1McXm9CXRW28uVZrMYAfnX50+HDo+7f/J/y3//Z/JuB/+vpryRnlNHwmtuzTn/50+PSwYUk2htP8f//jvyd5Gk7zh58eFrqGH60Xdf3sDNSbAe/L6824+3MGnIHIgIe4RCb87Aw4A7kYwJtQMaiecM7ZSdgMQme2PLMt+YvhMwiheaG7OwmjQSjNtG9MT0JpEE7z93//90k4DXaeee7Z7UlIDcJq8IddaDA4in8xzAa70sS/G6+7PnnT6oNr1iRn7FaDv92vvJqE4CAMJ/7t2/+zgL/+/v5cbfTKzkBkAEvddLmbp3me6tF0lnqoT+vR5XKUU5mW1mQRE/fFdWie44g2UIfW42mep3o0nbWeFUdeX6gvYQIGScbLeZ7iiGnNF/QlG5wLqZ5mg+vwfMTIy2k+Dw5qj9qQ0nm44TjK9CXhRTnFETHkPnfkukHJjabLonTJHWmej1BoOcponqd5Ps0G6tCle0mnKF+SfWCQZLyc56V2afUkGedCqkfLy+CG44htLMMXbQvSNC/h4PWoDk/zfGxLHhsSjkcf35jsMINdZuKONA+tXV/B37XX3ZicsRsNQmvwhzT+6L7wNAQnb/pLp5ya2KO2uS8uixhq1ZP0EELkR3YGli1ZUn0HwCknnFhZ/8i6msp5dWhfzo3T+78ImWaPfk7K9lU0Ds2eVSbxYbVn0ZMw4PpY7Gl6mr12xaG1WZNZ+NDsWWUaDv4ZlvIe4pL7kaa2grYsiierqVMmHmNEKkdFqwxPcPMunVsXXxJGCcNg2iX5ksrhq2gcmi9NZsGh2bPKmh2HtV2a3l9u/2E1bOZ3Kv8zVH7nf0k+G6+88pNwzjl/Vv2cQPazn7+b5H/9d38X/uRP/zRJx1Cc//Af/1OqLJaj3oeH/2GAXpTB3h8N+8MQ86gb0z0ffhhWr7qrisMTMgP3rFoV9u7ZG+6863thxMiR4dF16wPKNm3eHMaMHZOqaNHR+vJUJ17oDDgDzkBBDHTMAL23pyesuOmmpFMHd+jUFy1eHCZOniRSadGBMe/URUpd4Aw4A87AoBk4a/wZYeasWWHR5YurttLKqsIQQpo8rYzqeF9O2fC0M+AM1JOBjolBv2LpsoTXd979ZbK13PCu4cmAXSPboqPZc5kz4Aw4A87A4Bno7+sLXV1dAwyNGDki/HTvngFlNGPRofo8jdUa6bDINB2seEmHpifJpHL40GQWHJo9q0zCYbVn0ZMw1OLQ4kvTaVccWps1mYUPzZ5VpuGQPsvHlEuxL+1U3vPhh0ms4p4391SblVZWFVYqlTR5WhnViWlL3KI1zknTk2KgNJ2iZRIGcFW0L81e0Tg0X5rMgkOzZ5U1Ow5ruyx6Fi6s96+GT8MR+xY/f9I3d/94xwA6Vt99d+X8KVMHlMVM7Lvz6EBX68ujbT87A86AM1AGAx0R4oJYxUvmzAmYPR86dGj1IeXUE08KCxcvHrBMGoUWnajry6KRCT87A86AM1AsA+8dPBgumHpeeGjt2gEhijHG/EcvvXiMQ4sOjHhffgyVXuAMOAN1YuB36+SnoW4QS552DO/qCv39fWmiYNFJNeSFzoAz4Aw4A4UxQCdZshrNooPBeNohlafV9TJnwBlwBiID2GZ4MEdHDND7+tIH4RpxWXWkzlsq13y6zBlwBjqbgcF26J3AHiZWMODmfTTyQ4cOSaUgi04a9+jH08pTnZRY6DgGktsMfDQDBrDiOJrv3ojXZSCy/LmOGKBnmT3h1GXVSeu8/QPzCZvOxSdcIOV8NB8fzXRNBrLjOYmBISkDdKx6nj5mrKQSLDqiMRc4A86AM1AyAx2xiwtmT3DgV/z0wIzLkCGfxKRTmUWH6nvaGXAGnAFnoBwGsMXitq1bA2LLcWzbsjXZQhfb50qHRUey5eXOgDPgDJTNQEfMoHd1DU947OnpDXHgjQIM2KUO3aJT9sVy+86AM+AMOAMhzLxoVrKlIn4sGo8bli8f8JKiK5YuDT/dszfZHAB1suhEW352BpwBZ6DRDHTEAB2Dcrxd7rH16wL2ykX4Cl5ahEN665xFp9EX0/07A86AM9AJDKAPx1tDtQO7vNAjiw6t72lnwBlwBhrJQEeEuIBgzK709fUHbK2ImNOjr4ke+FptyDDrEo8sOrGun50BZ8AZcAbai4G03xg1ooWOYyDrzcBHM2AAK46j+e6Noq5LR+yDPvDyec4ZcAacAWfAGXAGnAFnwBloXgY6Zga9eS+BI3MGnAFnwBloBAPY+QUvscOqKv4Q075zR7cKxaKjGgwh8XnW+DOqOIBJehdHtIUfxnIdvvVkrJv1/Oi69VUM4COGgmbVB276u4CserweVrLjNcHKNnDVOnDd4Bt60AE/gzms1xmcRexZrmMejGhfVi74vVHrfsqKA3bAb/yBtqbH7ye8TKyoA9cXOPIc+HyAlyJx4HrTyAsND/gAZtwfuJa1OPQBusamy5wBZ8AZcAbaloErli5L2oa3TCNUYHjX8JqDUouORiAGDfiSnzR5UoIBWBCOqQ2OEaIJOXamAW7o4LhkzlzNlSrDAPex9evDnXfdldjEG1lRlmVACMOoB1yDPTB46u3pDfCPtuFt3/EtsZJtDHTAx513fS/RQRuQr/WwJdlDueU6H8Xek2AAdmz7Ge1ovrLIMNivNaCDHcv9lMU/6mBwfvGcuce8gyBNH/cD7qd4HXHu3tFdyOAY11X7fKThQdmVS5fWfPCVdNPKcb2zPgiCj53d3eHVN15P7g/8/hGfV+2h2gfoaawrZbgx8j6ZWnQUCIkIFzs+peOc5WblOri5BntYZjqiz6KeZq0zHeAjz9NsxC2dLdeZY89yHSX/vHwwMx1F4sg604H7gd9PWTs/3va0PNqUdaYj6mPAgc8Xrm1RR9ZZMPgD5vg5xxe01pkXha9T7ODzgQHPwsWXJxsHoN03Jr9V6hMHmhadWnzGewu/ecKBH7Ni4P3ewfdE1Z3dO5IdyBZdvriqg3agPdZB8t69e5JNFLDbDQ7scDZx8qRktxwRyG8F8InvE7pLWi0dSY5B3MRJk6o7rKGNsKsNTh9dvz7BHndlA24MgNAmy2G9zuiv6F78wDCYawLssIkxB7WrtclyP2n2ogzfl3jYwINklgPboOJeitcE52Sr00GsbMTviG1btyT3ZhYcsQ7wYyc/fL4Ge+Caoj/GkfWeBx+4r6P/+HmP1ysNkw/Q01gRynBz4Aszz0yHRUdwXy3GBc0704Gbs+in2aOzBflmOqqNKPBpNs5Q5JkFAx95n2Ypdp62XmdgR8eL2Rb84YuhiAcn2Mk602G5n3j7pTxsZx3sH53d6E1mA8EFOjDoah2Y5JeXg9O8g/14TbmtweSzzoLBBx4mgCHeGygbzAzpYHC3oy6+rHFgZ6944MsWX6DSYNCiE21LZ1xj/iUPTCiXBtuYIcaMZJEH+ow4mIp2hw/HwFh+UIj18PnC55VyGWV5z9j+uOu37y6JurD7U2Wwje00J06aHKsnZ+zyA54sRxnX2YIDOu+9dzA8tPbhZLCbxYblfspiF/xv2vxUGDFCftcAtfPaG68n9wQtG2wa9ygOXFt+j2i2oRfHTFq9rDJ8LvG9jXs+Drg1XfQnwMAfbjBmiQ/Eafo+QE9jRSiLA4X45IMLU3Om47czb3l0BPfVYstMRxlPs5aZjtiIop5mcdPj5s8zCwYMlqfZiD3tbLk3gBt/dKtPfOjzDiQ5HnCbZ6bDcj9xnzyPLwkMMLPOdOA6otNbtHhxtcNDxwVuYMN6gN+8Mx3RFx4YijryzoIBN+6pmbMuqkKIM6Tgyo/BMyDxiMFyf//Al9pFbxadqCude3uPvZ5xwM5frifZQDkGUPhOov2JVp/L4qCUlmMQhM8y/qQDD9FDhw4JcTZfqpelHPym+TqKoz/VRMSHMz7rccUJ/aD1sF5n9Fn0QQJ9Gh56rNcE+PGQwR+ctHYVdT9xHxgUZxmMcj2ax6TYYB7iwAPfPpXal9L4PkSo1GCuA7WNez3P/Y6QLRy4H2IEBs5x3EBt07QP0CkbNdLoAGLHGavWmumw6ETb0hmdB//A1prpKONp1jLTgTYBf1FPs/FLhX7ocY3QkWCQk3agHBjyPs2m2YplZVznaDvvOe9Mh+V+qoUJNnFknenANcNMMZamizzyznRE3xhQ496yzsBFO/GcdxYMuMEJ/UJBGhzxPij68HM+BvCZzXtYdGr5KMImPm+4Z+NEUC2fafI8DwNRHz4xyHiQ7Tkf5XnPFi5iX4NJF7QfnxF83yFvHaRbcKCtGASi34gPCVhZwKRDPQ8r9rIx4l7BtSqqT82KN67g5hlQZ7WdtV5PT08yJkFoWozJRzgdJrGkcQps+wA9K8MYWBpmOiw6tSDFQSmtl2Wmg9ZHejBPs/igpXUE2kxH9F/k02zsnKPteMYgRp4Fsz3NRttpZ8t1xkMW/jAYiwcG14MdpOad6SjqfoptwNk600Ft4P7C8nrW2EuqG9N5Zzqgh3sKX6z4IsHMYBFH3lkw3Lt4yMQAI37ZY3ZQut+LwNhpNiyzgRadWrwO1iY+JwhnQ7+hLZfXwjEkZ2xu/JxgUDzYNkRsFjtRBwPhOHGF/h8TMHQ2O/rIco42s9SldfD7khgCiwcFzPbWGoRR/SLSVuxF+JZs4DsOA2XcK/WcYIgPkAgRauSBa4LP6dHvlKMx8Pi88u9/jtEH6JwRJZ82IFWqJyKLTi2blpkObnOwT7PWdhX9NGvBYX2a5RzSvAUH9NFhYTAYB2EYkKKsnkcR91MZeMELOvN6z3zgATKG15TRriw2cY9iAIQHP3zR4w+dOQZifvz/7L0NlF3FeSVaTjJe8VuDOlmeN5MMUps8MsGSJWTAWDISvwOy1UJgDBgJiR+DDQIBlgcb2ZhgmxCCAD8wHoHAFhiQ1HIA2wHUCghjA91YwsH8SAg7ITZ0C2e9STJRi7zJs9ck/dY+oprvlu73nXPqnnP63Ht3rSWdqvr+du06Xbdunbp1imHATxTC+x9/y5MmNf8hWYxNGlo8/QzHD48pbdKMewS/S8ATxFZXJnt7p+yDA7gwuWg26cMWR8gxpvvxC6vpWBFEOWxTGg+Qg18/mZH6e3E0/7LsbXzfeDv0YZb9815fXr0v3w9eBhzavYG2oz+w7dUnPwnDYlhVqZX7qQyM4AXbBfG51soXyBhs2L6JPvPbSvx9iYUPfJmqKmn3KE6NwtNVLXGCrjHTpL7ZINVEraEqxqbBQZNC2qDdxKShqohvszHtKuPbbAwO2OCPNu+32QYSg0IMDnyQYVUUqyx+EoYBrMqBA81o9X4KqCikiAEUA3vVKx/+C2TVX5JC0nA/oV/kpAuPzzEBkE9cQjuWszOACSlS+AQJkzK/Eht6i7EJfYRl9HU4EQQm1MstTqEdxlOMFfiQj9mXG/rDJAL3l0wYJ+X2QSnDF2c/bvmrn5CiHDMmwj/ue8SVCbisJ2nAGG4VwJdbDbv03SzfSj9P9Hgaez8146HVOiyy4AkCxq6qF1qAXX62+nsU/ABL0T+ytrjyf8fhPYovkNaPbjlBt1gNZDHfTGNsgrD7FPOudEgHRX2b9d8Iw4EUZW1bQBnfZmNWOjx2b+v5Sfs26/WaXWP6GasqwIAPNZ/8JAz9VFVq5X4qAyMm5/iNAk4MCPuojHjSJ3j3K4BYbfFflvAhgw+bqhLuJz9J8DHxwYJ/4SDv5bzmYwD3Fj4471xz+/iE0H9B8x+ooccYm9BHWParij42xlBgsiaXmJxDH2NHEZNzYMIpKPjyB99IuM+wj9uaGIdtKaKcHMXX3z9+nwMPcGlfmhATP6YGVv955L/Iyh9Z58EW08/oC9hh7PIJuMEjjterKsXcT2Vgw/2JsRyLDBMxOS+jTa34RL/IzxB81uCLue+vZr45QW/GilIX8800xkYJP16NQSDPSoc3LPrbbN6VjjK+zfpJTJ5VMP/hG0500r7Neh6bXWP7GXYTnWLvp6Jx48MVTxT85Nz6QC46tvfnj+r0qy1+lQX3bpWr6mh7eE/jbx4cTQQvnp9Ou6JP8VIg/z4ETKjkUwu0FzJ8QfMpi43XzXqFT3xg40sh4iFJHBirIMOEBwnnfiNh8op6+c/rJAo5/sO4iIkUJlbwhy+n+JIgJ1fwDVk4duYIk6qKCQvGdcRHLOABP37chgP0h+cJZUyOsQfd2+CKslz8SA0cKGTp5/DeuHfdfQk3vj/wmYuxo8y/2fDeQDPS7qegqYUU5b2Bscp/0fP3k+ek7PsnvDcKaVyEk/DeQJ/gy67nAX/DWIQy5wBjTLkYOPTgmWNf/MIXEpvdu3ePnb1kSfLPchJjY/kbfHpw7MD3HDDWv35Dorb9pZfGjjnyqLE1t92umgGztFEVcwgQD3ERHwl4EAP4siZwc8P112dVb6rn+wD9gYS2wq+VEBN2Pg08simx8T58fZ5r3n4Gb7Dx/YhYntM8cTVdtAn94ftH04u5nzRfzerBdVp/wO7kExcmesOvv97MTct18H/JxRfn8gPuwCG4LCLh/oI/62/VxwFeqQceUcdEBsgAGSADnc8AV9BzfjNK+2Yqv0V612k2Xi/rNctKh/wWWda32SwrHeG3yKxtzKMHfmNWwXJ/m00BldbP4UoHVlWwSoZHs/5bNU4dwCpMmSm8R7PcT2XgkfcoVlvAD1aI5Q96wItcKSsDRxX3aBru8N6APlZX8AMif29AB3VMZIAMkAEy0PkMvAPfQTq/mWwhGSADZIAMkAEyQAbIABloDwa4gt4e/USUZIAMkAEyQAbIABkgA13CACfoXdLRbCYZIANkgAyQATJABshAezDACXp79BNRkgEyQAbIABkgA2SADHQJA5ygd0lHs5lkgAyQATJABshAPgbwo3rrvRQ4mhPHOjKRgaIZ4AS9aEbpr+sZwOkk/oUZzcjAgC9fWNBMh3VkgAyQATIwsQxgYo6x2npp1OaBTZW+iGhiGWH0KhngBL1Kthmr4xnAYI4XHlkvH5iIt/N1PPFsIBkgA2SgYAaGh4eTsRwvc9NS2ltONTvWk4E0BjhBT2OIcjKQgwGcVW2ttuBMerzeV74VL4d7qpIBMkAGyEAFDOANmFhwwdNQvIsAY3eY0sZzyPF2ZP8uA2yFsbbLhP5Z7m4GOEHv7v5n6wtkAC/YwWoKBmDkm6W9qy3Tm4mSOtj611VjUMfg3uyDQXVAARkgA2SADLTMAF4ihyeheAHdq6/9wjVbRR/YNODmL+hTY2GSjwR7/MPija9TjSggA28xwAk6bwUyUBADX1/93xNP96xb537w1JNNvQ4NDbr5fQuaylCJwRur635AxxtSOaCrdFFABsgAGSiFASyMYPUcb3zWEt78PH26Lh8eHmkwxaT/uRdfaKhjgQxoDHCCrjHDejKQkwG/99zavvLM4JC6vcV/IEya1DMe+XsPP+Qw4WciA2SADJCB6hjA004ka8sixnxrvL9i5crkqap/GsrDAarrv06IxAl6J/Qi21ALBnbs2N70MagHhwF/Uk+PqoNHqBdetCzZ94gBHSvnOPGFiQyQATJABqplYGRkOBmrtR/8YzzHmN1s64tHiu0veBqKbTJYicd4ftjM93PboieIV5MBTtBNeigkA9kZwGqKvdqy3fUZ+xURye93xEQdj1ex4sIzdrP3ATXJABkgA0UwgB/8W6vjeY5XxHjux3Zgw0leTGQgjQFO0NMYopwMZGQAW1Ss/Yh5jlfEYP711auT7S34oOAv/zN2AtXIABkgAwUw4Lcsaq72/uBf338OOxwWgPdi+IRxPNnXbuxb97q8kgFO0HkPkIECGMAkGgOv9jgUk/e04xXhA1tb5LYW/AgJPo+YO6cAlHRBBsgAGSADWRjAmIuxGCdphSnLeA4bHByAcR/jOv7dsGpVspJunfwSxmK5exl4x9jY2Fj3Np8tJwPFMIDJ+TlLz3KYZGP1G480Zdq4od/hkWjaDz6hd8eaNeN7FPGIddHiM82jvGQc5skAGSADZIAMkIH2Z4AT9PbvQ7aADJABMkAGyAAZIANkoIMY4BaXDupMNoUMkAEyQAbIABkgA2Sg/RngBL39+5AtIANkgAyQATJABsgAGeggBjhB76DOZFPIABkgA2SADJABMkAG2p8BTtDbvw/ZAjJABsgAGSADZIAMkIEOYoAT9A7qTDaFDJABMkAGyAAZIANkoP0Z4AS9/fuQLSADZIAMkAEyQAbIABnoIAY4Qe+gzmRTyAAZIANkgAyQATJABtqfAU7Q278P2QIyQAbIABkgA2SADJCBDmKAE/QO6kw2hQyQATJABsgAGSADZKD9GeAEvf37kC0gA2SADJABMkAGyAAZ6CAGOEHvoM5kU8gAGSADZIAMkAEyQAbanwFO0Nu/D9kCMkAGyAAZIANkgAyQgQ5igBP0DupMNoUMkAEyQAbIABkgA2Sg/RngBL39+5AtIANkgAyQATJABsgAGeggBjhB76DOZFPIABkgA2SADJABMkAG2p8BTtDbvw/ZAjJABsgAGSADZIAMkIEOYoAT9A7qTDaFDJABMkAGyAAZIANkoP0Z4AS9/fuQLSADZIAMkAEyQAbIABnoIAY4Qe+gzmRTyAAZIANkgAyQATJABtqfAU7Q278P2QIyQAbIABkgA2SADJCBDmKAE/QO6kw2hQyQATJABsgAGSADZKD9GeAEvf37kC0gA2SADJABMkAGyAAZ6CAGOEHvoM5kU8gAGSADZIAMkAEyQAbanwFO0Nu/D9kCMkAGyAAZIANkgAyQgQ5igBP0DupMNoUMkAEyQAbIABkgA2Sg/RngBL39+5AtIANkgAyQATJABsgAGeggBjhB76DOZFPIABkgA2SADJABMkAG2p8BTtDbvw/ZAjJABsgAGSADZIAMkIEOYoAT9A7qTDaFDJABMkAGyAAZIANkoP0Z4AS9/fuQLSADZIAMkAEyQAbIABnoIAY4Qe+gzmRTyAAZIANkgAyQATJABtqfAU7Q278P2QIyQAbIABkgA2SADJCBDmKAE/QO6kw2hQyQATJABsgAGSADZKD9GeAEvf37kC0gA2SADJABMkAGyAAZ6CAGOEHvoM5kU8gAGSADZIAMkAEyQAbanwFO0Nu/D9kCMkAGyAAZIANkgAyQgQ5igBP0DupMNoUMkAEyQAbIABkgA2Sg/RngBL39+5AtIANkgAyQATJABsgAGeggBjhB76DOZFPIABkgA2SADJABMkAG2p8BTtDbvw/ZAjJABsgAGSADZIAMkIEOYoAT9A7qTDaFDJABMkAGyAAZIANkoP0Z4AS9/fuQLSADZIAMkAEyQAbIABnoIAY4Qe+gzmRTyAAZIANkgAyQATJABtqfAU7Q278P2QIyQAbIABkgA2SADJCBDmKAE/QO6kw2hQyQATJABsgAGSADZKD9GeAEvf37kC0gA2SADJABMkAGyAAZ6CAGOEHvoM5kU8gAGSADZIAMkAEyQAbanwFO0Nu/D9kCMkAGyAAZIANkgAyQgQ5i4LeytGVkeNht7O93d9y+Zlx9+owZbn5fn7vwomXjdcyQATJABshAPRkYHR11h818f1NwU3p73aLFizmeN2WHlWSADJCB6hlIXUHfvGnAHXvU0W7H9u3uB0896V597RfJP0zOb1y1yl26fHn1qBmRDJABMkAGohjA4oofx/0Vk3OM5+csXRrlk0ZkgAyQATJQLAPmBB0r51ddeaWbM+mBsqQAACAASURBVHeOu2fdOodVFp+wco5/mMDjHxMZIANkgAy0JwMYyz+3cqUbGhxqeFLanq0hajJABshA+zNgTtDvWLPG4bHoBcsuatrSC5btnaQ3Fda4cuOGfvVRr4SNtuMJwR8e8AfJPzwehi0TGSADZKDTGMAkHYsw2M7YTgkLSRib8ZQ3LWGbph/PccVTAyYyQAbIQB0ZMPegYzWlp6cnWUFvBh4yrLq0U8JqP54KAHtaumz5cjc6usc99+ILiT4m5952/oK+NHPKyQAZIANtxUBv75RkFR2TXvnEtK6NAM6zl56VLCSlYcTk/M41a9z3Hn7IYZsPJvSXLr8kMWu3z7G0tlJOBshA+zNgrqDvGR11kzJMZNuBBr8avrF/g8syucbAjy8oFy5bNj6ZX3Tm4uTLCnwwkQEyQAY6jQE/3mO8rHvChBsT7L6MiyV4MoAxHJNzJFyx955PReve08RHBrqTAXMFvZMowYQbCXvp8VjzGTdkNg+rR/gBFRMZIANkgAzUj4FnhgbdPevuc88M2mO5R45DDpjIABkgA+3CgLmCjtUUrKJ3QsJqyddXr26pKVhV2rF9hztiztyW/NCYDJABMlBHBvx43w7bW7DYkmWrosXz5oEBN33GdEuFMjJABsjAhDBgTtDx6BCTUmz10BL2dMvz0TW9TqjHyjs+uPBjKpnkj45k3uvc9a37fNYhH5a9MKwPy1LPkhWtV2QsYLP8WbK87aoiVpF44cvyZ8nqyI3HxH7Q73mLG8lfVXksQGAxo9WJb1V4W4mDrS14snrtddc1uJFjuMx7pfDvMCzH6BXhw8fF1fJnybwP6GTRqyJWFhxZ8abpFRmrCm58f1URq0huurEfZF9lzo8Zaffu3WOHHjxz7OwlS5pqDTyyaezA9xwwtua225vK61p5w/XXJ+3Kgw9tBBfDr7+eyQy8MJEBMkAG6sIAxnOMSyefuLApJIxx7Tie+8+h7S+91LRdzSoHnx5M2tq/fkMz8T51HM/3oYQVZIAMlMyAuYKOVRSsLmAFHS+wkMdYYTUZRxDijPRwRTnzt4M2UfS//sd+x3Z49NsmtBImGSADNWEAYxzGdPyAvtPHczz1xQldOLkFPxplIgNkgAzUkQFzgg7AGLBxLBX2o3904UnjZ8hi0o4BDvsAfcJ2GDwShF4nJLQHX0xwNBcm5/7X/6207eFHNqvmZcjkYykZuIxYmk8NA/BoNrEyy1/ROKxYliwGh+UvVqbhiPUXY6dhiO3/WLsqcVg8WTjQtiISFlrk1g3ksRcb43n4Ox0/5mMs7ITkF5aKfIeH1p9aPXiMlWn3R6y/GDsNQyvt0nBo9YhVNA4rliWLwWH5i5VpOGL9xdrVAYeGoU73KLCkpXdghT5NqdPkGKSx/xDnm1sJH07Yo4gvKHlXzvGhx1NgLHYpIwNkgAy0zgBWxPE0159vrnnEOyww7uOpcN6Vc47nGqusJwNkoCwGUlfQywpcR78Y5PFGOiQM5FhpwsrRsUcd3bDi5HXq2AZiIgNkgAyQAZccXoCJNcZxLLRgTEfCRB318p/cvknuyAAZIAO1YKDkPe5d617+qOihhwfGeUA+LHthWB+WpZ4lk3pr777XF824lj9L5p1DR9OTGKCv6Vk+QpuwLHH4fBhL4igqVhYcYawQh8cb6oW+w7K0k/ksetCPxRETS8MEDJosrA/LeXHAXvMRcqHpWT5Cm7As8fo8rlJP4pA6zE8sA+00nof3lLy/kA/LntmwPix7vfAe1fRQb8m8vzQ9zYfEkeaj1VghBlkOcfhYuEq9MB+WvV1YH5ab6aFOwwH7LD7S9LL6sHBI7JY/S5bFh8QAfcufJcsSS9qHsUIc3l/Wq8uqSL18DMgBXVqGnVm2TLtBqsShYUDbi8Zh+SsahxXLksXgsPzFyjQcsf5i7DQMZdwbls8qcVg8WTjkWMF8tQxo43m1KBiNDJCBbmKgK/egV/HognsWq2CZMcgAGSAD5TPA8bx8jhmBDJCBRga4B72RD5bIABkgA2SADJABMkAGyMCEMsAJesX0xx5dFGunHTcU6y/GTsMA6mP8WXaWv6JxWLEsWQwOy1+sTMMR6y/GTsNg9XEZsipxWDxZONBupvoxoPWnVo8WxMq0+yPWX4ydhqGVdmk4tHrEKhqHFcuSxeCw/MXKNByx/mLt6oBDw1CnexRY0hK3uKQxFCnnI9FI4mhGBsgAGagZAxzPa9YhhEMGuoABrqB3QSeziWSADJABMkAGyAAZIAPtwwAn6BX0lXxUhHxY9hDC+rAs9SyZ1JOPeiybWJmMpfmQGKCv6aHekmWJJe3DWBJHUbFkPCsvZSGOrO2SPqy8JfOxcI3F4X0gTtZYmh4waLKwPiznxQF7zUfIhaZn+QhtwrLE6/O4Sj2JQ+owXx8GZH8hH5Y90rA+LEs9Syb15P2h2UBfk6HekslYmp7EUHYsC6/EYemF7QjLWdoc2shyiMP7q4IbGUvDAawSr5WPlXkcsLdwSL0iYmk+JIaq+0FiCnH49me9cotLVqZy6vGRaE7CqE4GyAAZqCkDHM9r2jGERQY6mAGuoHdw57JpZIAMkAEyQAbIABkgA+3HACfoFfeZfPwRhi5Dpj1iKSOW5lPDgPZrNrEyy1/ROKxYliwGh+UvVqbhiPUXY6dhiO3/WLsqcVg8WTjQNqb6MaD1p1aPFsTKtPsj1l+MnYahlXZpOLR6xCoahxXLksXgsPzFyjQcsf5i7eqAQ8NQp3sUWNISJ+hpDFFOBsgAGSADZIAMkAEyQAYqZIB70Esim3sWSyKWbskAGSADFTPA8bxiwhmODJABxxV03gRkgAyQATJABsgAGSADZKBGDHCCXkFnyL1cyIdlDyGsD8tSz5JJPbkXy7KJlclYmg+JAfqaHuotWZZY0j6MJXEUFUvGs/JSFuLI2i7pw8pbMh8L11gc3gfiZI2l6QGDJgvrw3JeHLDXfIRcaHqWj9AmLEu8Po+r1JM4pA7z9WFA9hfyYdkjDevDstSzZFJP3h+aDfQ1GeotmYyl6UkMZcey8Eocll7YjrCcpc2hjSyHOLy/KriRsTQcwCrxWvlYmccBewuH1CsiluZDYqi6HySmEIdvf9Yrt7hkZSqnHh+J5iSM6mSADJCBmjLA8bymHUNYZKCDGeAKegd3LptGBsgAGSADZIAMkAEy0H4McIJecZ/Jxx9h6DJk2iOWMmJpPjUMaL9mEyuz/BWNw4plyWJwWP5iZRqOWH8xdhqG2P6PtasSh8WThQNtY6ofA1p/avVoQaxMuz9i/cXYaRhaaZeGQ6tHrKJxWLEsWQwOy1+sTMMR6y/Wrg44NAx1ukeBJS1xi0saQ5FyPhKNJI5mZIAMkIGaMcDxvGYdQjhkoAsY4Ap6F3Qym0gGyAAZIANkgAyQATLQPgxwgt4+fUWkZIAMkAEyUDMGtK0AWj3gx8q0R/ex/mLsNAyttEvDodUjVtE4rFiWLAaH5S9WpuGI9RdrVwccGoY63aPAkpY4QU9jqAC5vNGRD8s+RFgflqWeJZN68ka1bGJlMpbmQ2KAvqaHekuWJZa0D2NJHEXFkvGsvJSFOLK2S/qw8pbMx8I1Fof3gThZY2l6wKDJwvqwnBcH7DUfIReanuUjtAnLEq/P4yr1JA6pw3x9GJD9JfNhX0rE0At1vTxNJvV8HlfNnyVrx1iynTIfcmHJvG6oY5VDmfRhybxeeA1tZFnmpR3qLZnUlfnQRpZlPrSJlXk/oX1YlnqxMunD53HV/Fky2Gh2sl7mLX9pMsjzJO5Bz8NWDl3uWcxBFlXJABkgAzVmgON5jTuH0MhAhzLQlSvoGzf0u8Nmvj9Tl166fLnD4Ix/sLnj9jWZ7KhEBsgAGSAD5TMwMjycjM07tm9PDYbx24/nuF515ZWpNlQgA2SADEwEA103Qd+8aSDzoHzjqlVuZHjEfe/hh9yrr/3CXbBsmUPd0OBQdF+Fj0qkozJk2iPzMmJpPjUMaLtmEyuz/BWNw4plyWJwWP5iZRqOWH8xdhqG2P6PtasSh8WThQNtY2pkAJPzs5ee5UZHRxsFTUoY++9cs8Zde911yXiOcR11rS66aP2p1QNarEy7P2L9xdhpGFppl4ZDq0esonFYsSxZDA7LX6xMwxHrL9auDjg0DHW6R4ElLXXNFhcM4Fgt2TM66ib19LhnBofccy++YPJz7FFHu0WLF7sLL1o2rtesblwoMlidwaSeiQyQATJABopnABPrzQMDbs7cOckkGxPu6TNmqIEw/mNCf8+6deM6zerGhSLD8VyQwSwZIAOVMNA1K+gYmJEwOPf29mYiF5P5UHf6jOnumaHBTPZUIgNkgAyQgXIYwDh8z7r73PTp+qRcRsZnQDiBnzKl1+3YvkOqMU8GyAAZqAUDXTNBx8D89dWrM5OOwbzZY1NM2EdH9zT4kXsafV4qyMctyIdlrxvWh2WpZ8mK1isyFrBZ/ixZ3nZVEatIvPBl+bNkdeTGY2I/6Pe8xY3kj/l9GcBiS09Pz74CpWZ4eGQfyd7xfLRhrPdjuLxKw/DvMCx73bA+LEs9S5ZXD/qWP0tWx1hF4oUvy58lqyM3HlMVfV4kN93YD7KvMufHujDdcP31Y4cePNNs+faXXho78D0HjA08sqlBD7Ynn7iwoS4sPHD//YltWI/yQw8PNKtO6sqQrb373qbxyoil+dQwlMGHhgGxisZhxbJkMTgsf7EyDUesvxg7DUMZ94bls0ocFk8WDuBn2pcBjNEYqzFmWwljPsZvmbzt7t27ZXVD/kdbn1XH8wZFFsgAGSADBTLQNXvQ5TcW/NATJ7lYe9Cxgo795lh1n7+gb9zc/0gU+x21tHXbj93SMz7OPegaQawnA2SADBTEAH7oidO20vagYzzvW9DnPrdy5Xhkb4vPAm01Hk9MD5s5063f2O9mzZ49bssMGSADZKBMBrpmi0teEqf09iYDdrjNBeWenkl53VGfDJABMkAGJpCB3t4pDVtZAGXveN6jTs6h48f7nTt3TiB6hiYDZKDbGOAE3ehxnPYSTtCxsn7EnLmGlXPvGPtXVR57dFGsndw3JkHF+oux0zAAT4w/y87yVzQOK5Yli8Fh+YuVaThi/cXYaRisPi5DViUOiycLB9rNFM8AFl0wfsuE8R0//M+SXnm5+QRd60+tHrFiZdr9Eesvxk7D0Eq7NBxaPWIVjcOKZclicFj+YmUajlh/sXZ1wKFhqNM9CiypqcDtMm3jKssedDRmzW23jx1z5FHjexv7129I9iIOPj1ottXvWRwdHTX1KCQDZIAMkIHWGPD7yNP2oGPcxl51jONI0Mf4jnE+LcHuxI/MT1OjnAyQATJQGANcQRdfYbCPUb5hdNGZix0ei3504UnJ2+dwZi72L+LcXSvNnnV4In6Fj0QtmigjA2SADJTGgH9rqH/DKMZtvNMC4zhOaMG4jtVz+Z4LC8wrr7xiiSkjA2SADBTLQGFTfTpqYAArLlhJR5KnNiAflr1hWB+WpZ4lk3ryVAjLJlYmY2k+JAboa3qot2RZYkn7MJbEUVQsGc/KS1mII2u7pA8rb8l8LFxjcXgfiJM1lqYHDJosrA/LeXHAXvMRcqHpWT5Cm7As8fo8rlJP4pA6zE8sAxjP/Zgu+wv5sOyRhvVhWepZMqkn7w/NBvqaDPWWTMbS9CSGsmNZeCUOSy9sR1jO0ubQRpZDHN5fFdzIWBoOYJV4rXyszOOAvYVD6hURS/MhMVTdDxJTiMO3P+u1K09xKfYrTnNvWKFZ9+0/d341vbkWa8kAGSADZKDuDGA8P/Cg97rFS5a6c89eUne4xEcGyEAHMMAtLiV2ovVj0RLD0jUZIANkgAwUzMAf9E5xW59+smCvdEcGyAAZaM4AJ+jNeSmkttmxXLG/jI61037NHOsvxk7DAJJj/Fl2lr+icVixLFkMDstfrEzDEesvxk7DYPVxGbIqcVg8WTjQbqaJY2DWh2a7Zr8r0vpTq0cLYmXa/RHrL8ZOw9BKuzQcWj1iFY3DimXJYnBY/mJlGo5Yf7F2dcChYajTPQosaYkT9DSGWpC/uWdPC9Y0JQNkgAyQgbowMG3aNPfGG2+4PRzX69IlxEEGOpoB7kEvqXuxZ/GyFZ92l61YUVIEuiUDZIAMkIEqGMB4/uprv0hOf7n9zjvcCfPmVRGWMcgAGehiBriCXmLn/8Y731Wid7omA2SADJCBKhk45IOzmm5zqRIDY5EBMtAdDHCCXmI///M//3PiXe7lQj4sewhhfViWepZM6sm9WJZNrEzG0nxIDNDX9FBvybLEkvZhLImjqFgynpWXshBH1nZJH1bekvlYuMbi8D4QJ2ssTQ8YNFlYH5bz4oC95iPkQtOzfIQ2YVni9XlcpZ7EIXWYrwcDh33gcPfED58aB1PU/SDvASsv7w9ND+A0GeotmW+YpScxlB0rKw5LL2xvWM7S5tBGliUfsr4Kbjx2XDUcwCRxWflYmccBewuH1CsiluZDYkBMTQ/1liwrXq8XxgpxSL0seW5xycJShA4eiR59/Alu7TfvjLCmCRkgA2SADNSFAb/F5cHvPuRWfubTyXaXumAjDjJABjqTAa6gl9iv//ImfyRaIr10TQbIABmolIFZhx+axGt2mkulQBiMDJCBjmeAE/SKu1g+TglDlyHTHrGUEUvzqWFA+zWbWJnlr2gcVixLFoPD8hcr03DE+oux0zDE9n+sXZU4LJ4sHGgb08QyMHnyZLf//vu7rVu3jgPR+lOrh2GsTLs/Yv3F2GkYWmmXhkOrR6yicVixLFkMDstfrEzDEesv1q4OODQMdbpHgSUtcYKexhDlZIAMkAEyQAbeYmDqtGlu24/enqAvPHF+U260eijHys4796zKYmkYNQyttEuLpdUjVtE4rFiWLAaH5S9WpuGI9RdrVwccGoY63aNN/5CDSu5BDwgpqog9i1hpeXJosCiX9EMGyAAZIAMTwIDfg47Qd991l7v15lvc89tfmgAkDEkGyEC3MMAV9BJ7Gi+1YCIDZIAMkIHOYWD27NnuzTffdMMju5JGaVsBtHoYxcq0R/ex/mLsNAyttEvDodUjVtE4rFiWLAaH5S9WpuGI9RdrVwccGoY63aPAkpY4QU9jqAC5vNGRD8s+RFgflqWeJZN68ka1bGJlMpbmQ2KAvqaHekuWJZa0D2NJHEXFkvGsvJSFOLK2S/qw8pbMx8I1Fof3gThZY2l6wKDJwvqwnBcH7DUfIReanuUjtAnLEq/P4yr1JA6pw3x9GHj156+73333u92P/+onDX0X9qVEHN43eWReV94nVixLloajjrFku2XeY/XttWReN9SxyqFM+rBkXi+8hjayLPPSDvWWTOrKfGgjyzIf2sTKvJ/QPixLvViZ9OHzuGr+LBlsNDtZL/OWvzQZ5HkSt7jkYSuHLh6JIuHtc0xkgAyQATLQvgzILS5oxbJPXeAmTZrkbvjqTe3bKCInA2Sg1gxwBb3W3UNwZIAMkAEyUDcGZn1ottsmTnKpGz7iIQNkoP0Z4AS95D4MB/HwUYkMX4ZMe2ReRizNp4YBbddsYmWWv6JxWLEsWQwOy1+sTMMR6y/GTsMQ2/+xdlXisHiycKBtTPVgAPvQ8RujXbt2qWOY1c+xMu3+iPUXY6dhQM/E+LPsLH9F47BiWbIYHJa/WJmGI9ZfrF0dcGgYrHstVmbxZOFAvLTELS5pDEXK/RaX9Rv73azZsyO90IwMkAEyQAYmmoFwiwvwHDLjYHfVNde6U085aaLhMT4ZIAMdyABX0DuwU9kkMkAGyAAZKJcBLLy88PxPyg1C72SADHQtA5ygl9z1Y+/4zYbHfngcIh+JWPlYmW8S7OUjllh/lp2MpelJDNDX9FBvybLEkvZhLImjqFgynpWXshBH1nZJH1bekvlYuMbi8D4QJ2ssTQ8YNFlYH5bz4oC95iPkQtOzfIQ2YVni9XlcpZ7EIXWYrw8Dvr9mH3m0e2LLlob+87KwX1EfK/Mth728PzR/zWJLH5pdWB+WvQ+JoexYwJAFh6UX2odl365YH5IP6bsKbjx2XDUcse2Sbcnjw8Lh8ab5C2NLO5nX9CQG6Gt6aTiyxJK+w1ghDu8v83WMqRQGDnzPAWPz5n1k7O571jX4f+jhgYayLJQhW3v3vTLEeL6MWJpPDQPAaDaxMstf0TisWJYsBoflL1am4Yj1F2OnYYjt/1i7KnFYPFk40DamiWEA43mYdry8cwz199y3IRQlZaufY2Xa/RHrL8ZOw4BGx/iz7Cx/ReOwYlmyGByWv1iZhiPWX6xdHXBoGKx7LVZm8WThQLy0xD3omb/K5FPEnsUPzprlZn9otrtsxYp8xtQmA2SADJCB2jDQbA86wB1+2Afc8k9/xp179pLaYCUQMkAGOoOBrtricuny5Q4DLf4dNvP97o7b16T2InSgC5uPLjzJbd40kGpDBTJABsgAGSiXAYzNfjzH9aorr0wNiPEb43iezwDL6ZyjjuY+dIsgysgAGYhmoGsm6DeuWuVGhkfc9x5+KHl50AXLljnUDQ0OqeRhMN/Y3++eeOrJxOZzK1cmHwKjo6OqTZog3K8k9cuQaXugyoil+dQwoO2aTazM8lc0DiuWJYvBYfmLlWk4Yv3F2GkYYvs/1q5KHBZPFg60jWkvAxib71yzxl173XXJ2IxxHXXWogvGbUziMY7jBXIY1zG+wy42HTnnQ+4Hj29pam71c6xMuz9i/cXYaRhAQow/y87yVzQOK5Yli8Fh+YuVaThi/cXa1QGHhsG612JlFk8WDsRLS12zxeXYo452ixYvdhdetGyck2Z140LnHFbckb6+evV4NVbTMbmXfsaFIoMVGmxxmTx5Mt82J3hhlgyQATLQKgOYaI8MD7t71q0bd9WsblzoXDJ5x6T+uRdfGK/GGL9ndLTBz7hQZDCeN3sr9PDILnfckUe6hwc2uanTpgkLZskAGSADrTHQNSvoGIR7e3sb2Jo+Y7p7Zmiwoa7IAvaf40UWTGSADJABMlAcA5icT58xo8HhlCm9bsf2HQ11ZRd6p0x2Bx70Xvf9Hz5ddij6JwNkoMsY6IoJOgbzZttSMGEfHd2jdnlf34JkwPe2fjtM34K+BhusroT/oPAb73yXe9d+kxqOP8IjD/nYw8rHyjy4OsYCtqraVUUsqy3sB89A+X3eif3wNnvMhQwMD4+EVckCDMZqP16HCovOXJxU+XEcepjQz+9b0KAajuUoyxTea/tPnuye/8lziUoo83aoj5Vl9eH1cO2kWFZbfJvT+M2qV2Qs9kP8fdiJ/eDvwTzXrtjismP79uSHQdiqMl9Mrv0edOxf1NI5S5c27FPH1hbsYUxLGNRXXPH5ZOBe+80709QpJwNkgAyQgYwMYKshJtxyLMZecmxZwRaWnp6epp6wRx3jvk9YhbfGf6+H8bzZFhfIH3v8CXfxJ893z734ouvpmeRNeCUDZIAMtMRAV6yga4N1GnN+DzoGZvz7wVNPuoGUHyJJn//2639x/+MNbnGRnDBPBsgAGWiVgUnKBNzyi8k5fhSKcdyP6ZhQ+3HesrVksw7/QCJ+dttWS40yMkAGyEAuBrpigj6ltzdZUQkffaKsrXhAhhUZ+fgTfrC9ZfNAtl/941XQr7zySkOHWL/4LUMmHxVJIGXE0nxqGIBHs4mVWf6KxmHFsmQxOCx/sTINR6y/GDsNQ2z/x9pVicPiycKBtjHtZaC3d8o+W1n2juc96uo5xu05c+c4jOM+LVp8ZjLOh58NXp7l+tTTQ8mBAFsefaxB3ernWJl2f8T6i7HTMKDxMf4sO8tf0TisWJYsBoflL1am4Yj1F2tXBxwaButei5VZPFk4EC8tdcUEHSRgxSUchLE3/Yg5c02OYlffTacUkgEyQAbIQDQDmGRj/JYJ4zt++G+lssbzEz48z23byhV0i3vKyAAZyMlA2qtGO0W+5rbbx4458qix7S+9lDSpf/2G5DXNg08Pqk285OKLx85esmRs9+7diQ6u8AFfaQmvgN76ox8lMdJ0KScDZIAMkIHsDGDcxhiLcRwJ43ra2Ixx++QTF45/BsAO4zvG+bSEWFba+fLLCR5cmcgAGSADRTDQNSvo+EERHov6t8j5F1bgkadP2IuIHx/5hB+VYqXGv0n0uCZnqXvdZtexd/xms2rWkQEyQAbIQAsMYNzGD/YxjuMHnBjXsXou30/h3zSKQwKQIJvf1+fOWXrW+KlbGN8xzreacAY6jlvc8ljjNpdW/dKeDJCBLmagiFk+fezLAFZcdu8eTVZVbrl19bjCQw8PjOGfT1Y+ViZ9r737Xl804xYRS/MhMQCMpod6S+YbklUvjCVxZPWRpheDN8SRtV0xsTQbxIzFkRWv18NVwwEMmiysD8veP+otWRa9kAvLnyXLEkvah9xIHN4XrxPPgFxBl/2HvC//2aqbxubN+8g4WF+PCqnny14xTSb15P0R+vd6zfx7WZ5Ymn+JoexYFl6Jw9IL2xGWW+UmxOH9VcGNjKXhqJobC4fHm4bJ6qMsPiSGqvtBYg9xeOxZr11xzOJEfP/yx3Lhun5jv8MPRpnIABkgA2Sg/Rjw47mFnMctWuxQRgbIQF4GumaLS15iqE8GyAAZIANkICsD844/zu23337u8S3c5pKVM+qRATKgM8AJus5NKRLrSJ4yZNoxP2XE0nxqGECwZhMrs/wVjcOKZclicFj+YmUajlh/MXYahtj+j7WrEofFk4UDbWOqHwOyP/Gk1B+3KOtD1LEy7f6I9Rdjp2FAG2P8WXaWv6JxWLEsWQwOy1+sTMMR6y/Wrg44NAzWvRYrs3iycCBeWuIEPY2hFuVTp07l8VstckhzMkAGyEBdGVh44vxxaDhu8fEtW5KyrB9XeCsTKzvv3LNCV6XF0jBqGABEs4mVWf6KxmHFsmQxOCx/sTINR6y/WLs64NAwxN6Hlp3Fk4UDyoEdxAAAIABJREFUPtMS96CnMRQp93sWzzxjkZv9odnushUrIj3RjAyQATJABiaSAT+ep2HYs2ePO/Tgme72O+9wJ8ybl6ZOORkgA2RAZYAr6Co1xQjetd+kYhzRCxkgA2SADNSOAfmIe9KkSe7o409wTw0+U/h2DzRce2QuMYQEFS3TMCBu0bEsf0XjsGJZshgclr9YmYYj1l+sXR1waBjqdI+Gf6fNypygN2Ol4Lqf/s3Pxz3ippc3vpWPlflgsJc3aqw/y07G0vQkBuhreqi3ZFliSfswlsRRVCwZz8pLWYgja7ukDytvyXwsXGNxeB+IkzWWpgcMmiysD8t5ccBe8xFyoelZPkKbsCzx+jyuUk/ikDrM14cB2V8y7/vyyKOOdn+56ZEGwNALdb1Cmkzq+Tyumj9L1o6xZDtlPuTCknndUMcqhzLpw5J5vfAa2siyzEs71FsyqSvzoY0sy3xoEyvzfkL7sCz1YmXSh8/jqvmzZLDR7GS9zFv+0mSQ50m13eKyedOAO2LuHFfWq5nzkBSj6x+J3nrLLW7rj7a6Dd/eGOOGNmSADJCBtmcALwvCWI4XA7Vj8uN5Fuy7du1yx8w90t32zbUOJ7swkQEyQAZiGKjtCvoNq1Y5vLkTb4obGhyKaRttyAAZIANkoAYMbOzvT972ec7SpQ6LL52cJk+e7HA4wNNPPdXJzWTbyAAZKJmB2k7QFy1enKy2bNzQ7zCo41XOeHXz6OhoyZSU6z58VCKjlSHTHpmXEUvzqWFA2zWbWJnlr2gcVixLFoPD8hcr03DE+oux0zDE9n+sXZU4LJ4sHGhbu6b5fQvc9BnT3Y7tO9yly5e7Y486OhnPR4aH27VJ47ib9efHTj/NPfHWaS7jiiLTzMaLLZl2f1g2Rcs0DMBfdCzLX9E4rFiWLAaH5S9WpuGI9RdrVwccGoY63aP+79261naLiweN1fNnhgYdJuqYnOMx6fwFfQ4D/py5c7xa7a7+kejdd93lvrX2Lvfk0GDtMBIQGSADZKBKBjAhH9g04DYPDDi/7QUT90WLz0zG9Sqx5Inlx/OsNn6by18MDLj3TZua1Yx6ZIAMkIFxBmo/QfdIMTl/ZnDIbezfkKzCoDx9xgw3v6/PLTpzce32qvsBfdvWrW7JosXu1dd+4ZvCKxkgA2Sg6xnA4svmgU3JlheM59ifjienfQv6ardX3Y/neTrt9I8vcod94HD3+Ssuz2NGXTJABshAwkBtt7iE/eNXzu9Zt8498dST7nMrVyYqN65a5fCvrmnsHb/ZAC32sVGsnfaoJ9ZfjJ2GAcTE+LPsLH9F47BiWbIYHJa/WJmGI9ZfjJ2GwerjMmRV4rB4snCg3Z2U8AT02uuuS8ZzXHt7p7g716xxZy9t/jKeurRd9h/yYdnj/KM/Osj94PuPJ0VLL03m/UFP3h9aXOhrsjyxNB8SQ9mxLLwSh6UXtiMsS34tmaYX4vB6VXAjY2k4qubGwuHxpmGK6QdpIzFU3Q8WDt/+rNe2maD7BvmVdGx78fsXp0xpr5MBZAfKvG8jrqiPlXk/oX1YlnqxMunD53HV/Fky2Gh2sl7mLX+WrKhYEovMI7ZPdYzlsflriF2WZd7r45q1XdLG28k66V/mQ51YmfcT2odlqRcrkz58HlfNX5pM+ujUPPal79ixffzJKCbqdU7yzYEyD8yyfNB73+v+9mc/dVu3/TiplzLZPtRbMq8b6oRlrxfiCOs1O1kv85Y/SwYfoR+PRdbLfDN/Ui7z3pe3sWReN9SxyqFM+rBkXi+8hjayLPPSDvWWTOrKfGgjyzIf2sTKvJ/QPixLvViZ9OHzuGr+LBlsNDtZL/OWvzQZ5HlS22xxabYXHVtbsMUFW13qlvwjUf9mufUb+92s2bPrBpN4yAAZIAOVM9BsLzqO1cVe9Dr+tsiP53mJwjaXP5gy2d3w1ZvymlKfDJCBLmfgt+rcfqyW48eh/gdFwIrBGz8QxQ9F2+GMdLxZjokMkAEy0O0MYDzHEYvYd45Vc5SxuILtinX8HVER/bXgxIXuazfWdwtmEW2kDzJABsphoLZbXHD+Oc5Bx/5yrLZceNEy972HH3LYg97Og3nso+5Yu3Avlr+NYv3F2GkYgCXGn2Vn+SsahxXLksXgsPzFyjQcsf5i7DQMVh+XIasSh8WThQPtbteEI3L9ey0wOcdqOcZyjOkY29thsUXjXutP1B9/3NHuzTffdFsee6zBXLOBkiXT7g/LpmiZhiENewwOy6ZoHFYsSxaDw/IXK9NwxPqLtasDDg1Dne7RhgFBKdR2iwvOycVexHZaLZccy0eih8w42F31pavdqaedJlWYJwNkgAx0BQNYcMHEvK6nbqV1ghzP03RD+cL5fW7qtGnc5hISwzIZIAMmA7Xd4oKVlXZeVZGsY3B+Y9cuWcU8GSADZKBrGMA2lk4Zz/N22rkXLHPXXn1VXjPqkwEy0OUM1HaLSycN5v/rV792v/HOdyW3Gh4byUdHVj5W5u9p2MtHPbH+LDsZS9OTGKCv6aHekmWJJe3DWBJHUbFkPCsvZSGOrO2SPqy8JfOxcI3F4X0gTtZYmh4waLKwPiznxQF7zUfIhaZn+QhtwrLE6/O4Sj2JQ+q0e76TxnPZX8iHZd9Xvv74445Jtrn8ybV/5kX72HhdKFh5eX9oemk+NLuwPix78BJD2bGAIQsOSy+0D8u+XbE+JB/SdxXceOy4ajhi2yXbkseHhcPjTfMXxpZ2Mq/pSQzQ1/TScGSJJX2HsUIc3l/Wa223uGRtQF315CPRM89Y5A4+jC+sqGtfERcZIANkwGJAjueWniZb9qkLEtGab9ypqbCeDJABMtDAQG1X0BtQFlS4dPlyh4EW/w6b+X6HHy6lJZw68NGFJ43b4FSZvGn2h2a7l577cV4z6pMBMkAGyIDCAMZvP57jin3uaQkHDpyzdOm4XVUvuTvhw/Pc41u2OBy7y0QGyAAZyMJAbSfoGHwxOcZRXEWkvafBjCSnBrz62i/cBcuWJSfE4Hx1Le3Yvj0Z9K+97k8dbPC2O3wIABcTGSADZIAMZGMACxv4V9R4jjEYbx3FmIyxGb9ZQl3aogveUnrEnLmJzQ+eetINbBpo+U3U4SNuz4isxwEB++23n3vwgQcSsZR5fX+1ZNojc8umaJmGAfiLjmX5KxqHFcuSxeCw/MXKNByx/mLt6oBDw1Cne9T/vVvX2k7Q8aZQrHjjaC6seGDgxYQ5NmEgli81wtFeU3p7TZ93rFnjps+YPv4iJJy9jnPYh4YGY2EUPoABiPWHpN2olk3RMg1DGvYYHJZN0TisWJYsBoflL1am4Yj1F2OnYSjj3rB8VonD4snCAfztmjAx90fn4okkxnNrcSStnRiDMTbjyF0knKeO8RmfG1pCzD2jo8mxjtDB+L9o8eJkkq7ZFFl/wrx57jv3752gF+mXvsgAGehMBmq9Bx0DOCbleFERHk36F1tgkoxVEAzQWX98hC0tWG3BIO4TvgBgwMZ5vM0SbPxLNJrJrTo8csXKDhLOwL3oggvHy5YdZWSADJCBTmQAY7l/I7R/UREmyRjP58yZm5yNnnU8x6KNf8mR5woTcKyqP/fiC76q4YrxHv7xOZA3yfE8r63Xf2XnTrewb4H7i4EB975pU301r2SADJCBpgzUdgUdaDFw+xcUPfHUk8lkeUrvlORRKQZorK5j0E1bifGT+5CB3t5eNzrafE8gvgz4f3LPIj4E8ia+TTQvY9QnA2Sg0xjAhBrjORZEMJ5/ffXqvU8kB4f2eVqa1vbh4ZF9VPaO53vH7X2EzrmR4ZFkgo7PDL93HfmqEo7bPfCg97qHH+EWyao4Zxwy0M4M1HqCLonFygcGdwzqGNz9G0Ux6OLV0VbCRDtvwqQeaWN/f/LFAKvh2LOIcjhJ94O9vMp4W77/w/EiHmHLx9hWPlbmg9UxFrBV1a4qYlltYT94Bsrv807sh7fZ67wcxnM8zcRqNsZV7CHH74KQ8MQ0LeHJZ96EMR374LFaj/Ec/+AnnKTLcdznZazwXgvLXjesR3nxkqXuwW/37zMGhrqWD03m63G1/Fky7wM6WfSqiJUFR1a8aXpFxqqCG99fVcQqkptu7AfZV5nzYx2Qdu/ebbZi+PXXxw58zwFjA49satC74frrx04+cWFDnS94m/71G3xVcoXN2UuWNNQ1KyCeT6Ojo0n8H2191lfxSgbIABkgA00YSBvPYXLMkUeNYSyWCeM7xl3NHjZf/MIXpEnymXDowTMb6poV5HjeTJ617vXhkQTjo1u+n9WEemSADHQpA22zgm5940jbt4h9jtAJV9JR7umZ1NS1t8FVpkmTepJXVsu6tLzf4vKOsX9NU6WcDJABMtDVDKSN5yCnt3eKMp73qL9Lgs2UKY3jObZM4nOglQMI8nRW75TJ7sRTPuYGNtlPffP4pC4ZIAOdyUBHTNCzdM2kJhN0PPLEj021hB+hhgP3yMhw8uNUzcaqxxm41gkOZcjkYymJrYxYmk8NA/BoNrEyy1/ROKxYliwGh+UvVqbhiPUXY6dhiO3/WLsqcVg8WTjQNqa9DGDhxG9D9Jxgoo0xW0sY63fsaDwJDD9WxRcC7I+PTVp/avUL5n/YPfLd77hdu3Y1DanZQVm7PyybomUaBuArOpblr2gcVixLFoPD8hcr03DE+ou1qwMODUOd7tGmf/xBZW0n6EWfNY7jtLB/3E+4sRcRPy61BuZFi89MbPzKOz4QYIP6vGnq1KkOv+JnIgNkgAx0GwMYN/04WkTb5/ctSMZijONIGNcxvlsLLjiS8ZnBoYZDBfD7JX9UYyyuhSfOb2qq1eO4xd9997vd9x5qvoqu2SHIeeeelSsWlC1/MTINQxmxLHxF47BiWbIYHJa/WJmGI9ZfrF0dcGgY6nSPNv1DDivrurUHe8OxZ3DNbbcXAhH7ErF3HHsJ/b/Q9yUXXzwW7kfEHnTggA1k4Z50DVy4Z3Hxx88Y+9rNN2vqrCcDZIAMdCwD2C+O8RNXbY943sbDlx/LccX4LRPGd9Rvf+ml8Wrk5edAuI99XDHIhON5IM5d/LNVN43Nm/eR3HY0IANkoHsYqO056FhtwZm2WCHB48wLly1rOMM8/KJRtzJ+/Y9TAnw6/5MXuP/yRwe5z19xua/ilQyQATLQNQzg9CuscuPkFJzYglO52iWF43mruIdHdrnjjjzS3fbNtW7e8ce16o72ZIAMdCADtd3ign2BeEkQjlTEeeg4CgvnkRe99aWKPsVerkMOPcz9zV//LNmjJ/d2WflYmW8T7OVerFh/lp2MpelJDNDX9FBvybLEkvZhLImjqFgynpWXshBH1nZJH1bekvlYuMbi8D4QJ2ssTQ8YNFlYH5bz4oC95iPkQtOzfIQ2YVni9XlcpZ7EIXU6IY8JOY5UxOQciy/HHnX0PkfWtkM7ZX8hH5Z9G8J6WX7xxe3u6ONPSH4smseHvD+kP5lHfFkO82E5C15pIzGUHQtxZWyZlzgsPWmTphfqZuEmxOFtquBGxtJwpLXZ+0jTy8qNhaPoWBomiaHqfpCYQhy+/VmvtV1BDxuAPYZ3rFmTTNAxYcc+cPlW0FB/osvhisutt9zitv5oq9vw7Y0TDY3xyQAZIAMTyoB8Qoof8OM3QnVeUQ/H8yLIe/C7D7mVn/m0++Hg027y5MlFuKQPMkAGOoiB2q6ghxzjx5xfX706eaEFBvR2W1Hfb9Ik/kg07FSWyQAZ6EoG5BPSvgV9bb2iHtuBp55yktt///3ddx54INYF7cgAGehgBtpmgu77oNlEPXyzp9et03XatGnuzTffbHhcF+KTj0aKkmmPWMqIpfnUMKCNmk2szPJXNA4rliWLwWH5i5VpOGL9xdhpGGL7P9auShwWTxYOtK3Tkp+o402ifqIevtmz7m3W+lOrR3u87NTTT3N3r72roYle1lD5VkG7PyybomUaBtmuZthjcFg2ReOwYlmyGByWv1iZhiPWX6xdHXBoGOp0jzb7Gwnr2mKLCx6H4ohDnFmLc8ix3WV4eGT8HFzsVa/b49Hwkei2rVvdkkWLG344GnYGy2SADJCBbmDAj+c4l3x4eNiNDI+MH4GLLYz3rFtXKxrC8bwocDgL/Zi5R7pVN93oTj3ttKLc0g8ZIAMdwMBv1bUNWBXfOxnfMT5wY7UFJ7rgZRQ477a3t9cdMXeO+ua4OrVt6rRpCZyt237sZs86vE7QiIUMkAEyUCoD+HE/JuM4Dx2Tc38mOp6I4m2e8/v6kpO6MLaHb28uFdgEO8fe84+deqp78P4HOEGf4L5geDJQNwZqu8UFk3MM5FhN8XvPn3vxhWQP+rXXXZesmONHopi0t0OaNGlSAnPbsz9W4cY+UrLstEc9lk3RMg0DiCg6luWvaBxWLEsWg8PyFyvTcMT6i7HTMJRxb1g+q8Rh8WThUAeONhBglRyTc4zneOKJFXI/nmN8xxNQjOftMDmX/Yd8WPbdEdaHZa+3/wH/l3t22zb38s5XkipND/Xy/tD04ESTod6SeUyWnsRQdqysOCy9sL1hOUubQxtZlnzI+iq48dhx1XAAk8Rl5WNlHgfsLRxSr4hYmg+JATE1PdRbsqx4vV4YK8Qh9bLkaztBxyQcgzgGcwzc1hs/szR0InX8DYC3x+EMYF8GJpmXGFEfK/N+QvuwLPViZdKHz+Oq+bNksNHsZL3MW/4sWVGxJBaZR2yf6hjLY/PXELssy7zXxzVru6SNt5N10r/MhzqxMu8ntA/LUi9WJn34PK6avzSZ9NHOeUzAsc8c4zne3ImJerssroS8yzcsyjz0wrK3Rb0m+/SlFyc/Ft248dteffwqbWTeimXJLBzSv8xb/ixZUbEkFplHbJ/qGMtj89cQuyzLvNfHNWu7pI23k3XSv8yHOrEy7ye0D8tSL1Ymffg8rpo/SwYbzU7Wy7zlL00GeZ7UFnvQ8zSoLrrN9iyeecYid8TRx7pLLr6wLjCJgwyQATJABlIYaDaep5jkEj/4wANu5Wc/55578UXX07P3aWsuB1QmA2Sg4xio7Qp6xzHNBpEBMkAGyAAZaMIAfiC63377ufvW9zeRsooMkIFuZIAT9Ap7fdr7prnHH3tUjRj7GNyy0/ZAWTZFyzQMIKLoWJa/onFYsSxZDA7LX6xMwxHrL8ZOw1DGvWH5rBKHxZOFQx04KJhQBrT+1Oq1+/AT55/n7l/f+GbdsGHa/ZE3lvcbY6dh0NrVSiwLX9E4rFiWLAaH5S9WpuGI9RdrVwccGoY63aP+78K6couLxU4LsmaPRPE20Rd37HRrv3lnC55pSgbIABkgA1Uy0Gw8Lzr++JGLN3/N4SVGTGSADHQ3A1xBr7D/95882b30/E8qjMhQZIAMkAEy0A4M4MjFxWef4zb2b2gHuMRIBshAyQxwgl4ywXDvHxXtP+U97p/+8R/Hy1LWLO/t8sqgjwR7+agn1p9l91aoJJamJzF4XNJO5jUfYX1Ylj58HlepJ3GgXsqsfKzM4whjhTg0vTBuWJZ2Mp9FD/qxOGJiaZiAQZOF9WE5Lw7Yaz5CLjQ9y0doE5YlXp/HVepJHFKH+fowIPsL+bDskYb1YVnqedmiRWe455/d5vC+DCRf7/Py/ghl3p/X9eVQLyzn1ZMYyo4FrBpeicPSC+3Dsmy/JdP0QhxerwpuZCwNR9XcWDg83jRMMf0gbSSGqvvBwuHbn/XKLS5Zmcqp1+yRKM65Pbmvzz3x9NOud8rknB6pTgbIABkgAxPBQLPxvCwc53/ygsQ1t0KWxTD9koH2YIAr6BX20/umTU2i/fKXf1dhVIYiA2SADJCBdmHgjEWL3JOPb3HYk85EBshA9zLACfoE9P2eN9+cgKgMSQbIABkgA0UzIB9pS99aPXQs2a/+v18lLy669eZbpLskHz669wqWv6JlGoa0dsXgsGyKxmHFsmQxOCx/sTINR6y/WLs64NAw1Oke9X+71pUTdIudEmTT33+I++mOl5p6jv2DsOy0G9WyKVqmYQAJRcey/BWNw4plyWJwWP5iZRqOWH8xdhqGMu4Ny2eVOCyeLBxNBw1WdiQDl31mhfvOgw9yFb0je5eNIgPZGOAe9Gw85dbS9ixif+F/+aOD3OevuDy3TxqQATJABshA9Qxo43mZSI6eM9edevpp7rIVK8oMQ99kgAzUlAGuoFfcMYccepj7m7/+WcVRGY4MkAEyQAbaiYHTl5zl7l57lxsd3dNOsImVDJCBghjgBL0gIi038pH2L37+c7drZGRcXcrCfFj2Rqi3ZFJPPjK3bGJlMpbmQ2KAvqaHekuWJZa0D2NJHEXFkvGsvJSFOLK2S/qw8pbMx8I1Fof3gThZY2l6wKDJwvqwnBcH7DUfIReanuUjtAnLEq/P4yr1JA6pw3x9GJD9hXxY9kjD+rAs9ZrJzlqy2P2bc+6+9f2JKnTk/dHMRvrU8ppdWB+WvT+JAXWaHuotmfeXpqf5kDjSfLQaK8QgyyEOH6sKbmQsDUfV3Fg4PN40TJJfK6/JJIaq+0FiCnH49me9cotLVqZy6mmPRHG+7dIzPu5efe0XOT1SnQyQATJABiaCAW08LxsL3j59333r3ONPPOF6eiaVHY7+yQAZqBEDXbWCfuny5Q4DLf4dNvP97o7b12TuitHRUXfsUUe7G1etymxjKe7Zw8eWFj+UkQEyQAYsBjB++/Ec16uuvNJS30d2ztKl7qMLT9qnvk4V5553nvvfv/61+86DD9QJFrGQATJQAQNdM0HHxHpkeMR97+GHktXrC5YtSybbQ4NDmWi+bPlyNzI8nEnXUvr7v/+HRPzKzp37qMlHI6EwVqY9Yon1F2OnYUAbY/xZdpa/onFYsSxZDA7LX6xMwxHrL8ZOw2D1cRmyKnFYPFk40G6mvQxs3jTg7lyzxl173XXJeI5xHXVZF12gl3XsT+Nc60+tHv6yyiZNmpT8UPRba+9KYGj3R1Z/YVti7DQMedqVFYeFr2gcVixLFoPD8hcr03DE+ou1qwMODUOd7tHwb6BZuWsm6AObBtz8vj43fcaMhIcLL1rmpvT2uh3btzfjpaEOg/nw8Ijr6elpqG+lwJdQtMIebckAGehmBoaGBt30GdPdojMXJzRgXJ+/oM89MzSYSgsm5liwwfhfRFp44vymbrR6KOeRYRX9jTfecA9+9yF33rlnlRpLOtcwahjytitLLA0DbIvGYcWyZDE4LH+xMg1HrL9Yuzrg0DDU6R6V97+W75o96NjSgtUWDOI+YcvLntFRd8+6db5qnytWzfEY9NbVqx1W0fGB8LmVK/fRCyvwyFXbZ46jFmdOn8bjs0LSWCYDZIAMZGAA21MwKZdjMRZSsKr+3IsvmB4wnmOxZseO7eNPVU0D55KtNNp4nmZbhPyKyz/rXtzxsnv00c1FuKMPMkAG2oCBrlhBxyQbe8jD1Nvbm3qE1aXLL3HYDjNn7pzQPLq83377ub//n7uj7WlIBsgAGehmBvBEM0x7x/PRpmO918U+dfzYEk9Q2yldsmKF+9uf/TRZRW8n3MRKBshAPANdMUFvNjnPQpn/0VHaYC5/qOTz0r/cD4X8r371K/fLX/4yUQll3g71sbKsPrLqWTiy+vB6uFr+LJn3AZ0selXEyoIjK940vSJjVcGN768qYhXJTV36QfLHfCMDePKZN23c0J/sU8fTUCv5MVxepX54r4VlrxvWh2WpZ8mg1ztlsvvgEXPcDdf9qTdTx0AoWP4smXcOnSx6VcTKgiMr3jS9ImNVwY3vrypiFclNN/aD7KvM+bEuSMOvvz524HsOGBt4ZFNDa2+4/vqxk09c2FDnC/3rN4wdevDMMdj6hDJssiTE09ID3/mLsfdPn6GJWU8GyAAZIAMGA8ccedQ+YzHGd4y7u3fv3scS4zjGb4zrPl1y8cXq+O91/NUaz71O2dfXh0eS9j1w//1lh6J/MkAGasBAV6yg48dA+IFnuJKOsna2LH6EBDmOVvQrKShjn2OrR3Pt/59/37355puZv0RRkQyQATJABt5moLd3ijKe9zT9MT8OCcD4jaeifjzHqS84JABlyOqesIq++Oxz3K0331J3qMRHBshAAQx0xQQdPE1qMkHH3vQj5sxtSuPXV69OfuSJHwb5f5jkY7sLjvSKTTi6aNrUgxLzbVu3NriJPdbIspOPpWQwy6ZomYYBeIqOZfkrGocVy5LF4LD8xco0HLH+Yuw0DGXcG5bPKnFYPFk45N9vt+ex6BIee4tJNk52aZYwbvtx3F9xYAB+aIpyKyd0af2p1QNfrOzd/+H/dHiHBl5gJFOsvxg76x6N8WfxYfkrGocVy5LF4LD8xco0HLH+Yu3qgEPDYN1rsTKLJwuH/PtV8zVYxa8Ewprbbh/DY9HtL72UxMOjTjy2HHx6MHP8ora4ICBi81FlZuqpSAbIABkYZwDjNsZQv2UF4zrGd4zzWVO7bXHx7frazTcnWyRHR0d9Fa9kgAx0IANds4KO4xHxWBTbU/BIE486cUSXPJ0Fxy7iOMYq0gdnzXJv7NpVRSjGIANkgAx0FAMYt7Eq7resYFzH6rn8QT+2I2Ksz/Kui3YiB+eiI4Wr6O3UBmIlA2QgAwMd+KWjFk3SflT00MMDCb6r/vhLY59e8d8asHpZQ+VbhVjZ2rvvbeZuLNZfjJ2GAcBi/Fl2lr+icVixLFkMDstfrEzDEesvxk7DYPVxGbIqcVg8WTjQbqaJYUCO57L/kA/LHmFYH5alniWTev7+wEEDwIQfjiJJ+7AsZciHZelf5jU9j0HqannNR1gflqU/TSZxQEfTC+vDcpZYoY0shzi8P1ylXpgPy94urA/LzfRQp+GAfRYfaXpZfVg4JHbLnyXL4kNigL7lz5JliSXtw1ghDu8v67VrVtAzfFcpTSXco4Tyf/q930/eDhfKPAjUx8qkD5/HNdafZef9hzph2eu1gsP7CH2HZa+Q7WxyAAAgAElEQVRXRSwZW+ZDDJbM64Y6VjmUSR+WzOuF19BGlmVe2qHekkldmQ9tZFnmQ5tYmfcT2odlqRcrkz58HlfNX5pM+mC+HgzINyzKPNCFZY8Y9bEy6cPnTz3lJDd16lT3la9c46sarkXGgmPNnyVLa7MHHPq2yqFM+rBkUs/ncQ1tZFnmQxtLJnVlPrSRZZkPbSyZ1JX50EaWZT60iZV5P6F9WJZ6sTLpw+dx1fxZMthodrJe5i1/aTLI86SueZNoHlKK0MWjVfz4SEv4geiSRYtNHc2W9WSADJABMlAdA2njeXVI3o7kP0NW3XSjO/W0094WMEcGyEBHMMAV9Anqxv0nT04iv7Jz5wQhYFgyQAbIABloVwZmzZ7tzj3vE+7ar1yT+kbsdm0jcZOBbmaAE/SKe98/6p781gR9l/ihqJc1gxQr0475ifUXY6dhQDtj/Fl2lr+icVixLFkMDstfrEzDEesvxk7DYPVxGbIqcVg8WTjQbqb6MaD1p1aPFsTKwvvjshUrEkKWLbtIJSY2lmYXYpCBNZvYNlv+isZhxbJkMTgsf7EyDUesv1i7OuDQMMTeh5adxZOFQ/7daHlucdGYabE+yyPRM89Y5GZ/aLbzg2yLIWlOBsgAGSADJTCQZTwvIWwml1see8xddMGF7rZvrnXzjj8ukw2VyAAZqD8DXEGfwD7CKvrOl7nFZQK7gKHJABkgA23NwAnz5rkTT/mY++LKK5KXGLV1YwieDJCBcQY4QR+noryMfASCvC9Pm3mI277j5fHAvh4VUs+XvWKaTOrJRyyhf6kXK8viQ2KAfpmxpO8wlsQBPalr5WNlGjchDk0vjBuWpZ3MZ9GDfiyOmFgaJmDQZGF9WM6LA/aaj5ALTc/yEdqEZYnX53GVehKH1GG+PgzI/kI+LHukYX1YlnqWTOrJ+0Pa+DdiX/2lryTqUhbmw7L0L/OansQAfU0P9ZYsSyzLh8Rh6YUYwnJWHJpeiMPr4Vp0LM0fYmk4YKPZhfVh2bcljw8LR1Z/Fo4sPiQG6Fv+LFmWWNI+jBXi8P4yX7Oex0i9fAzIc3OlpTwz80dbn03OsvVyKfN1/hor087hjPUXY6dhQNti/Fl2lr+icVixLFkMDstfrEzDEesvxk7DYPVxGbIqcVg8WTjQbqaJYUAbzycGTfOo/vPk7nvWNVdgLRkgA23FAPegZ/4qk08xy57FPXv2uEMPnunWb+x3+EU+ExkgA2SADNSPgSzjeR1QX3vNNe7B+x9wG7690U2dNq0OkIiBDJCBSAa4xSWSuCLMJk2a5Pbff3+3k0ctFkEnfZABMkAGKmcgfMTtAWj1kMfKtEfm3t9VV1/t8NumKy7/7Ph+dC/zuOQ1RqZhaKVdGg6tHrGKxmHFsmQxOCx/sTINR6y/WLs64NAw1OkelX+HWp4TdI2ZkurDmx6rHK+89UPRUCYhxMq0GzXWX4ydhgHti/Fn2Vn+isZhxbJkMTgsf7EyDUesvxg7DYPVx2XIqsRh8WThQLuZyEAaA7d/406H43sxSWciA2SgfRngFpeS+i7rI9Fbb7nFbXn0Mffw5oGSkNAtGSADZIAMtMJA1vG8lRhF2vq3jF51zbXu3LOXFOmavsgAGaiIAa6gV0S0FgZ7z1955RVNzHoyQAbIABkgA7kYwOcKJufXXn2Ve+zxJ3LZUpkMkIF6MMAJegX9IB9pIy/Lr+/6uwTB1m0/bqgP9aRNmsw3CXrykXnoQ+rFyrL4kBigX2Ys6TuMJXFAT+pa+ViZxk2IQ9ML44ZlaSfzWfSgH4sjJpaGCRg0WVgflvPigL3mI+RC07N8hDZhWeL1eVylnsQhdZivDwOyv5APyx5pWB+WpZ4lk3ry/tBsoA8ZVs4Xn32O+9xnVriXd+5dBEK9ZhfWh2WPQ2LwsbwstAnLMXqaD4kDOppeWB+WJSZLpumFOLwerpY/S+Z9QCeLHvQ1HFl9pOllwQEdC0fWdmWNpelJDFX3g8QU4vDtz3rlFpesTOXUy/NI9MMfnu8WL1nKR5E5OaY6GSADZKAKBvKM51XgyRPj9I8vcq/97avu8SeecD09k/KYUpcMkIEJZIAr6BNIvg89c/r73Nann/RFXskAGSADZIAMFMLAN79xpzvgwD90SxctGj/ZpRDHdEIGyECpDHCCXiq9+zqXjz+8dOr7prlXdu5seJTlZf7azC6LTHvEEusvxk7DAPwx/iw7y1/ROKxYliwGh+UvVqbhiPUXY6dhsPq4DFmVOCyeLBxoN1P9GND6U6tHC2Jl2v1h+Xvq6SF38/99U3Kyy5IzGifplp0m0zC00i4tllaPWEXjsGJZshgclr9YmYYj1l+sXR1waBjqdI8CS1riBD2NoQrks2fPdm+88Yb7p927K4jGEGSADJABMtBNDOBsdLy8CMcvXvuVa7qp6WwrGWhbBrgHvaSuy7tnEfqrbv6aO/WUk0pCRLdkgAyQATIQw0De8TwmRhU2eFJ75hmL3Anz5rkbvnpTFSEZgwyQgUgGuIIeSVzRZkcff4J74fmfFO2W/sgAGSADZIAMJAzgxXhYSf/BD3/o/vjqL5MVMkAGaswAJ+gVdI7cy4V8WAaEQw49zD2xZcs4Gk0PCmky7wR6ci9Ws7hZ/Fl2MpamJzH4eNJO5jUfYX1Ylj58HlepJ3GgXsqsfKzM4whjhTg0vTBuWJZ2Mp9FD/qxOGJiaZiAQZOF9WE5Lw7Yaz5CLjQ9y0doE5YlXp/HVepJHFKH+fowIPsL+bDskYb1YVnqWTKpJ+8PzQb6mgz1r/78dfet++5zf7npEXfe+Z/y7vex0XxIDGmxNB9hfVj2oFCvySQOSy+0D8tZYoU2shzi8P6q4EbG0nAAq8Rr5WNlHgfsLRxSr4hYmg+Joep+kJhCHL79Wa/c4pKVqZx6eR+J4hz0pWd83D3x9NOud8rknNGoTgbIABkgA2UxkHc8LwtHkX5xNvq5Z53l5hx1tLvmK19ykybxCMYi+aUvMtAqA121gn7p8uUOAy3+HTbz/e6O29eY/I2OjrrQZuOGftMmVjh71uGJ6Y//ittcYjmkHRkgA93DAMZvP57jetWVV6Y2PrS5cdWqVJtOVXjftKnJSvrQU0+68HSXTm0z20UG2omBrpmgYyAeGR5x33v4Iffqa79wFyxb5lA3NDik9tdly5cnNs+9+EJi87mVK5MPgc2bBlSbNIF8/BHqHv6hI9y2wafC6qRs2Vky7RGLZVO0TMOAhhUdy/JXNA4rliWLwWH5i5VpOGL9xdhpGMq4NyyfVeKweLJwJAMB/0sYwBh855o17trrrkvGZozrqLMWXSCDjf8MwHVg00DyOdAKrVp/avWIFSvT7o9Yfz//+Wvu3vvuzXUEo4ahlXZp+LV6xCoahxXLksXgsPzFyjQcsf5i7eqAQ8NQp3sUWNJS12xxOfaoo92ixYvdhRctG+ekWZ0XjgwPO8i/vnq1m7+gz1e7c5YuTfL3rFs3XtcsgxUdfBHIk75173rXv36de/TRzXnMqEsGyAAZ6CoGsFqOMVqOw83qJCkYz/sW9DkstPjkJ+1YhLFSzHhu+aubDMcvXvSpC5KJOn5Eih+TMpEBMjCxDHTNCvqe0VHX29vbwPb0GdPdM0ODDXW+MKW3N5lgy8m5l5V1PfwDh7q//dlPk5cWlRWDfskAGSAD7c4AJufTZ8xoaMaUKb1ux/YdDXWy8IOnnmyYnEtZt+dxTvr6b290uOIYxscef6LbKWH7ycCEM9AVE3QM5thPHiZM2EdH94TVahk+8AFwxJy5qk6awHpshMeNBx70Xrftr57fx41lZ8m0Rz2WTdEyDQMaWXQsy1/ROKxYliwGh+UvVqbhiPUXY6dhKOPesHxWicPiycKxz6DQxRXDwyP7tH7veD7adKzfR/mtis0DAw4LNa0krT+1esSKlWn3R6w/aYcfiT68ecCdeMrH3MWfPN998aovNaVFw9BKuyQOGVSrh07ROKxYliwGh+UvVqbhiPUXa1cHHBqGOt2j8j7X8l0xQW82OdcIseqxZx0r63KbDPTlD5V8XvqRN8vf/8M/NAwsoeyDs2a5TY88nOiEMu8T9ZZM6vk8rpZNrMz7hz3a5pP05+v8VcpCG0sm7UM7L5P1qJP+vI6vlzJpJ+uR12SoD3V9jNBG6nkdj8OXy4gV4vCxwqvEF9suK5Ylk7FlPrSJlfm2wj706WXyCr0yY0kMiCtjSRzM6wzgiWirCT/4x+IN9rHL5MdweZVy2V/Iy/6UsrA+VuZjS3vUybKMZclgo9n5+j+55svJJP3b6+5NzkrHIpaXeSzyKmUSB+otmfcBndDOy1Avfci818EV9VKm+YOOJrNihTYyVohDlkM7L4uNpfnzfv1V4isqVuizWSypA7ksh9hjZTJu6NPLwmuZsSSGsM0hjtzlsS5Iw6+/Pnbgew4YG3hkU0Nrb7j++rGTT1zYUKcV1tx2+9ihB88cg68sCfFi0qNbvp9gHR0djTGnDRkgA2Sg4xk45sijxjB+y4TxHePu7t27ZXXT/ODTg4lu//oNTeVhZex4Hvppp/KPtj479v7pM8ZO/Mj8sZ0vv9xO0ImVDHQEA12xgo5V756enn0efWJlvacn/exX/0Oie9bdl6yg5/4WlMNg3vHHJdpbHnsshxVVyQAZIAPdw0Bv7xRlPO9JxnqLCZz2ghO68GPRRWcutlS7Woajf7HlBQn70h984IGu5oONJwNVM9AVE3SQOqnJBB2PN6395JjA49QWHM2FyXn4o6SYzsqyr+v4E05wWx5tnKBnsWuGRz7akfJYfzF2GgbgifFn2Vn+isZhxbJkMTgsf7EyDUesvxg7DYPVx2XIqsRh8WThQLuZ9jKARReM3zJhvE7bT45tini3BY7ZDbcqSl958lp/avXwHSvT7o9Yf2l2+NEoJumnnn6aW/nZz7lln7rA3X7HN1V60vxphpqdVg8/Ghex/FqxLFkMDstfrEzDEesv1q4OODQMsfeGZWfxZOGAz9TUEc8BMjQCW1TwWHT7Sy8l2ni0iceWeNSpJWx/ybOtRfpp5ZHoA/ffz20ukkzmyQAZIAOCgXCLCsZ1jO8Y57X0xS98Ide2FumnlfFc+mnn/GOPPppseZk37yNj2P7CRAbIQLkMdM056FhdwWNN+WIiPOKUqyhYWXlmcMjhTFz8gEh7Mx22y5R5bu6ePXvcoQfPdKtuutGdetppqV+yqEAGyAAZ6DYGsBouX0yEI3Hx3gqfIIMOXkiEMRvnoGsJOtYTUvxgNO97LbRY7VyPz6arv/QV98h3v+POPe8T7rIVKxxOf2EiA2SgBAbKnf93r3e54vLQwwPjRCAflr1Q1i9adOYY/vkkZVl9QG/t3fd6F2bc0L83yhNL8yExwK+mV0Qs6TuMJXEUFUvGs/JSFuLIyrX0YeUtmY+FaywO7wNxssbS9IBBk4X1YTkvDthrPkIuND3LR2gTliVen8dV6kkcUof5iWWg1fE87b6R94CVl/eHphfeU6FeWPbMhvVh2esBw933rBv7wKGHjWE1/ZZbV3tRw70Me81HWB+WvUPLR8iF5SOLPytW6FuWQxw+Fq5SL8yHZW8X1oflZnqo03DAPouPNL2sPiwcErvlz5Jl8SExQN/yZ8myxJL2YawQh/eX9eqyKlIvHwNyQJeWYWdqMjxOhI/Xh0cSlax20h/y2g0S6y/GTsMAfDH+LDvLX9E4rFiWLAaH5S9WpuGI9Rdjp2Gw+rgMWZU4LJ4sHGg308QwoI3nE4OmHlHx2XTe+Z9KPqf+bNVNY7t38+SxevQMUXQKA12zxaWEhw+myyIeiR4y42B32WdWuE+cd54Zi0IyQAbIABkoj4EixvPy0E2sZ5w4dsXln3W/9c53us9fdbU79ZSTJhYQo5OBDmGga05xacf+wi/nv7X2rnaETsxkgAyQga5gQDvFQasHKbEy7VSIWH8xdiGGE+bNc08ODbqTTz7JrfzMp5MjGV/ZuXOfvo+JZdmEOGRAy06TafVp/RWDIzaWZafhsGzKkNUBh4YhrS9j+LBsLBzyftXynKBrzJRUb3VmKDv3vPPcG2+84bZt3dpRA7qkNmxzqzLLn/XHYtlpMq0ebbBkMTgsf7EyDUesvxg7DUMahzGxLJ9V4rCwWzjk3wbzZKBODOCHolddfbW74qqrE1gL+xYkq+q7du2qE0xiIQNtxQC3uJTUXUU9EsULIv7jf97f3XLzV0tCSrdkgAyQATJgMVDUeG7F6CQZXmp06823OJz68onzz3PnfOK8TC8F7CQO2BYy0CoDXEFvlcGS7U9ddGZypNXwCFciSqaa7skAGSADZKAABnA8MLa9YHJ+333r3PHHHef++213uNHRPQV4pwsy0B0McIJeQT/LR9rIh2UPIaxHGT+4OfCg97ovf/krXi2xD3W9MKyXj8xDmbSJlWXxITFAv8xY0ncYS+KAntS18rEyjZsQh6YXxg3L0k7ms+hBPxZHTCwNEzBosrA+LOfFAXvNR8iFpmf5CG3CssTr87hKPYlD6jBfHwZkfyEflj3SsD4sSz1LJvXk/aHZQF+Tod6SyViansSQFusP/vAg9/gTT7hzzv+U+8btq8cn6n/+wHd9qASPFsvCK3FYeqHvsOyBxPoIcXh/adxYOLyPrJigr+HI6iNNLyteC0fWdmWNpelJDFX3g8QU4vDtz3rlFpesTOXUK/KR6LfuXe9Wf+3mZKDr6eFLIXJ2BdXJABkgAy0xUOR43hKQNjbG6vl96/vdPWu/4f73r3/tzr9ouTtryWJufWnjPiX0chngCnq5/Bbi/ZSTFyZ+MLgxkQEyQAbIABloNwawuHTJxRe67//giWTry9rbV7tj5s5119/wVcctnO3Wm8RbBQOcoFfBsoghH3+I6iSryTCwHXXsf3UY0PCjmzBpdtDTHrFYNkXLNAzAV3Qsy1/ROKxYliwGh+UvVqbhiPUXY6dhKOPesHxWicPiycIB/Ez1Y0DrT60eLYiVafdHrL8YOw1D1nbhxJfLVqxI9qjjPR+b/+K77rgjj0xOfcGJZTJZ+FrFIeNkxR7aoByDw2pXrEzDEesv1q4OODQMrfSzxodWn3ZvNLuXwjpO0ENGalqeNXt2guzar1xTU4SERQbIABkgA2QgGwOYqOMlfPgx6TmfvMDhSMYlixa7o+fMdTgFptliVDbP1CIDncEA96CX1I9l7Fl88LsPJS+C+OHg027y5MklIadbMkAGyAAZkAyUMZ5L/8zvZQAvOLp77V0ObydFOvGUj7kFCxa42bMOJ0VkoOsY4AS9pC4va0A//eOL3L97h3Mbvr2xJOR0SwbIABkgA5KBssZzGYP5txnAD0off+KHbmP/Bvf8s9uSk8wWnvxR99GTFnBx6m2amOtwBrjFpYIOlnuUkA/LHkJYH5ahd/nll7tnt21zf3Ltn3kz05/ci9XMH5ygPlbmQVg+JAYfT9rJvIUjr14YS+Kw8IYYwnJeHGGsEEdWfxaOrD68Hq6xOLyPsF0aPuhrMmDQZGF9WM6LA/aaj5ALTc/yEdqEZYnX50NuJA6pw3x9GAj7NSx7pGF9WJZ6lkzqyftDs4G+JkO9JZOxND2JoaxY+N0Vjhg+++xzkreTHvtfj3cP/8X33DFzj3RYpMLJZrfcutrDTdqk4Q3rw7J3gnpLpulJPqR9WdxIHD6Pq4Yjtl2yLXl8WDg83jR/YWxpJ/OansQAfU0vDUeWWNJ3GCvE4f1lvXIFPStTOfXKXHG59ppr3IP3P+B+ODjII6py9gvVyQAZIAN5GShzPM+LpZv1sfVly6OPuR/88Ifun/7xH90hH5zl+j4yz50wbx5X1rv5xujQtnOCXlLHljmg48czC+f3uf0nT+ZWl5L6j27JABkgA56BMsdzH4PXfAw89vgT7umnnkretP3mm2+6qVOnulkfmu1OOe10975pU/M5ozYZqCED3OJScaeEj0Nk+Kwy/Pp9zTfuTLa63HrLLQ2Pb6Q/5LVHLFljhf5i7DQM8B3jz7Kz/BWNw4plyWJwWP5iZRqOWH8xdhoGq4/LkFWJw+LJwoF2M9WPAa0/tXq0IFam3R+x/mLsNAyttEvDodUj1q5db7g/uebL7vntL7n1G/uTyTlW10/u63MzZxzsln3qguQ0GJwOI5PmU6tPa1cMH7GxLDsNh2VThqwOODQMaX0Zw4dlY+GQ96SW5wq6xkyL9VWsuNx9113uT6/5E3fbN9e6eccf1yJimpMBMkAGyEAzBqoYz5vFZV1+BvDSoyd+8KR74fmfuCcf3+Kwur7//vs7HFU8a+5R7vAPHOp6p/AUtPzM0qJqBjhBL4nxqgb0P776y+4vNz3i7r3vXjd12rSSWkO3ZIAMkIHuZaCq8bx7GS6v5Ti6EXvXt/5oa/LUGZEwYcfnJbbETMP1rfeMlIeCnslAfga4xSU/Z7WywCO+gw851J191tnu5Z2v1AobwZABMkAGOp0B7RG3Vg8+YmXaI/NYfzF2GoZW2qXh0OoRKysOTMTx5lIcTfzqa79IToX5xIUXud/+9/u5b629K3k5Er6AffjD85O3meKEmK3bftzwoqQicMi/A8tfrEzjI9ZfrF0dcGgY6nSPyvtBy3OCrjFTYL280ZEPyz5UWB+WpZ6Uffgj890BB/6hO/ess9yd37zbqyVx5I0qbcJ8WPZOUG/JsuhJDNC3/FmyLLGkfRhL4oCe1LXysTINb4hD0wvjhmVpJ/NZ9KAfiyMmloYJGDRZWB+W8+KAveYj5ELTs3yENmFZ4vV5XKWexCF1mK8PA7K/ZD7sS4kYeqGul6fJpJ7P46r5s2TtGEu2U+ZDLiyZ14XO7//e77lzz17ibrn5q+6zX/iie+7FF926b/+5mz7jYDfyy79z/evXuaVnfNwdevBMd/hhH3Dnf/ICt3nz5uRoR0zc713Xr3KvYWjWJ1JX5j1Wb2PJpK7MhzayLPOhTazM+wntw7LUi5VJHz6Pq+bPksFGs5P1Mm/5S5NBnid11RaXS5cvd5s3DST89PT0uAuWLXMXXrTM5CvGBg6rfiSKk12u/co17jsPPuhW3XSjO/W008x2UUgGyAAZaGcG7rh9jbtx1arxJiw6c7G79rrrxsvNMjE28FP1eN4MO+uqYwCfp9gas3PnTvf//MM/ub/565+5XSMj7m9/9tNxEDg15j/uP9kdcuhhSd1Bf/gHDgc4YMUeVyYy0CoDv9Wqg3axx0A+MjzivvfwQ276jBnOD9TIz5k7p2kzYmyaOqqgEgPCDV+9yU2eMtmt/OznkrNiV910E89Jr4B7hiADZKBaBrDQcueaNcmEHBPzHdu3u3OWnuWmTOlVF11ibKptFaPVhQF8niY/Km2yN33b1q0JTFz/16//1T3/k+eS7TC33HB9A/wDD3qvmzxlSvLm72nv2/v7MD95//eTengUZANbLDRjoGu2uAxsGnDz+/qSyTmIwMr5lN7eZGBvRgzqYmw0X74+fFTi63EtQoa9djhyCt/+j5k71634zOUyxHi+iFjjzt7KaD6tx/aaDVzGyCybonFYsSxZDA7LX6xMwxHrL8ZOwxDb/7F2VeKweLJwvPVnxotzbmho0E2fMd1hco6EhZb5C/rcM0ODKj8xNqozIdD6U6uHaaxMuz9i/cXYaRhaaZeGQ6tHrKJxWLGkzE/c8Vn7+Ssud3PmHunu//O9+9uxxx2fv/i36IzT3e/8zu8mq+n4gSr+XXTBhcmedxwFiacy+Id3mpx5xqLkH45NvvyzKx2u+ALg/2FFP41fjQ+JPXEi/itDVgccGoY0DmP4sGwsHKIb1GzXbHE5bOb7k9UWDOI+YfvKntFRd8+6db6q4Rpj4x1M9CNR/EFjr9w9a7/h/o/f/m136umnuY+ddhrftuY7iFcyQAbaloFzli5NJuWfW7lyvA14KopV9edefGG8TmZibLz9RI/nHgevncEAjoL85S//zr1j7F+TSThahc/snS/vdO/ab1KSf/7ZbU0bi5X5d/9Oz7gMq/O/8x/+U1L+t1//yz4n0vz+/pN5rOQ4W+2V6YotLiPDw250dHSfnunt7XVDg0P71KMixqapowmqxCO6Sy6+0J21ZLG75+673IP3P+BuveVr429bm3zAge69B/1RMkD4x24TBJVhyQAZIAO5GBgeHhl/GuoNMZ5jnMc//MYoTDE2oQ+WyUARDOAcdn8We5YjHrGSPvaO30xC//Rnf+32/M+/H4eBlfl37bf3ZUz/441dyef8uFDJ4JhJvIkcXwaQ/uXNvSv0kydPTrbJ/sY73zVuiUm/T5gr7Nfzu0kRXy7C5DF6GWLAJ1McA10xQW82OU+jK48NVleaJa2+mW5Vda+88orDPyYyQAbqyQAekzPZDODJZ96U1UYbt7X6vDioTwYmmoE33njD4V+Ynt3WfNU+1GM5OwOtjOddMUFvtpqSRm8em2YdgMG8WX1a3KLldcBRBwzglTga76468FEHDHW7Nxp7iaVmDExqskLeTE/WZbVpNm7zPn2bSXLxNhfIkQ+dD/wWbvTN/zdRwKp6uMIuyzIPA1nW8poejsnE0Zk+hbGlP81HaJNFDzrSDjhaSV0xQcePQTHhDlfF9z4KbX4cUoxNKx1BWzJABsgAGcjGQG/vFGU872m6vQVeY2yyoaEWGSADzRjAlpiJSrNnHT5RoQuL2zWnuGD1JJygY5/5EXPmqmTG2KjOKCADZIAMkIFCGMACCsZvmTC+42QXLcXYaL5YTwbIABkom4GumaAvWrzYbezvHz9WceOG/uQHojieS0sxNpov1pMBMkAGyEAxDMzvW5CM3xjHkXAOOsZ3a8ElxqYYtPRCBsgAGcjPQPdM0M9cnDzi/OjCk5I9Y1ddeaXDEV3yJUU4dhFHK/qEM3bxWNSy8bq8kgEyQAbIQDUMYNzGuywwjmMPMMZorJ7LN0Pj2EXIMHlHymJTDXpGIQNkgN4cs+YAABCYSURBVAykM9A156CnU0ENMkAGyAAZIANkgAyQATIw8Qx0zQr6xFNNBGSADJABMkAGyAAZIANkIJ0BTtDTOaIGGSADZIAMkAEyQAbIABmojAFO0CujmoHIABkgA2SADJABMkAGyEA6A5ygp3PUoIGjvc5ZujT58ZH/cdLmTQMNOmEhxib0EZYR89ijjh7HAUzhsWOhDU48CG3CoydDm7Sy/yEWuMA//GgrTwJu/MCr1YQf+HoM+KEvcKUlcOh/AAwbfyJEmp0mj+1n/0M34M/Sj1r8ZvVoX1Yuwnsj7X5qFq9ZHfyAX/9jvWY6vi68n25ctcqLWr6if+WPwLM4xN8HeCkSB/ob92uWBD6AGfcG+jILh1n8UudtBvKOHbF/529H3DcX4xP3QvhZ1Or9EfO5Ilvj/34n4nMl5LCIv9m89wa4CP9m0+YHkr+0fNaxI+QCY0eROLJ+rpQx5/AcoY1ZP1e8Da5FzTm8zzyfK7nnHGNMuRg4+cSFY2cvWTK2e/fuxO6Siy8eO/TgmaaPGBvLIWIj5g3XX5+ooexjaHaDTw+OHfieA8bW3Hb7uA3aAbvYNPDIpgRH//oNiYvtL72UlH2MNL/QA6ZWMCAGeIAPxEfyftFmLXms3gZtARZcY5Pvgzz3BrCjH3wC9lb58L7gV/a5rw+vMfdT6EMrD7/++tgxRx6V4PBca7poO+5rr4crbP19rtllqff9m/a3GvryHBaBAb7hB32CcSMt+XvB30+wBX5fTrOnPJ0BcJp37Ij5O09Dktcn7gH8bcj76Itf+EJL90er44D/jMH93co9Gvu5Aj7wN4Pkx51W/m5j7g1gBw7ffnBS1N8s8GQdO/LeT2n3p5T7MdFzLWUy7+8HrwdOYAtsrSbfv+DDf15k8QkssCkCA+Ll+VwBTvn55m1x1RJX0P3XoAxXfGPDCsUFyy4af1vdFStXJi9AGhocauohxqapI1HpvwnjmEgkvCUVZ7bv2L5DaDVmNw9scjjz3R9DBhu0A+3RsDd62Lc0NDSYHG2G4yiR4H/+gj73zNDgvspBDWJihQMvD2k1DWwacPP7+pL48IU2wq+1mnTHmjUJdn8OPnDjGDa0KSbF9jO+fcuzm4GhlT4Bdr9qIf1abYq5nyx/XoaVpEuXX+L6FvT5KvOKc6xxL/k+wTV5F8FbZ12bxooQK3lYBdvYvyG5NxW1ptXAPzw8Mv633lQpYyX6FCs3SFnvefCB+xp/q0j+7933V1LJ/1piIO/YEft3boGM8Yl7AHbXXnfduGufx99/TPL3lb/Psnyu+Dj4O8PqbtZ729s1u/7/7Z3PbiXFFYfNC3ieYFCQsnReIIMSZZnhBZLIhF1wRJRdmBeIkGCZwcqI3ShWzBKBNFkiELBDAoUlEuj6BWK/wKCvPT+npqaruuv0H1/7/kqyu29VV9Xpr06fOl1d3RXpV7hWL87Pr/o35MB20L7R0Kob1POk62cPrq5Z7Dkh2ibkbbUdEX3qhBz419yvLOBzIGJrv6LTmtPniPQrEZ/DDrpab8SWzpqQrlaHIcCQlZzBSJ4hUVCO3BAiE/ElZxvj/dEnHw8V3ZSOIZAzpYx37+IYl28UdBzOOR1BylJprVsM88uZo0+5tRuFr774co+FS9Lw+OTkuQ4vTRvaX6Kdh+ospX/33X/3Hh6/3zm7pWPS+Ig+pflL+/B/fPKvvYOD8mJgad5PP//syglN46fso6ME2jbXkVq55Pvg0aOwPuRlc11yw4TOy+HOj0l/Y0+QIb+5+frbb0a3a1qe9/sJtNqOJa7zSJncyH7/4w+jdKn/zF+MnWIHsOesGYJTPDVE+hVsHoMsaWCgBpsSDa26Ea1nKF+r7Yjo05AMpLf2K0v4HMjR2q/o3Ob0OSL9SsTnsIOu1huxVaPkh+IsX1yc59Hd70ie3oKSyLOz55e4JkkOO0ZlbEDRcRZ0lz82n46TIdBvtjhBGHr+SoGRljt39q9GO0rHjYmHb19dl3Jc9BYh+dimczi5M4+GaDvT0aY3EhhjbnqibYL8GMb8xql2XnPpU14HTvEYZzTPl/7+z5Mnk27i4PDw+DgtctQ+I/9/Ojqa1A5pRTgLenqVxpf2z54NBqAPejeArUY5S/kcP55AxHZEr/OaVHOViW5g01qu/VSuqB1gZBU9/UfgOkvr136kX+F6wdakc8bZj4aIblDX/fuvdQNU6pPg0sVnNw8tcrXbjhf9A+qr+Slj5GntV/rKnOpzUGakX5nT50CG1n4l6nPYQe/TokKcLrpCcm90JE9vQUnkHGVigDCsepyZFD96t+VmQIVSJx3JXMY8wkIdIlMIOH9Gohhp4XfUSY/IAROcQDokveDKXf6bR0fCtco2KvvSwqErtBUdw5oBY05ocajnlm+z2XQOB1PTePKFjjKdDqej9LRubhlue3kRvY/kGeI4V5k8QueGP3pzH5GD6xObhW5OvRkXp0i/ov7s3r1Xu2uF64Vyok56hAXyM4rPkwS92M0AEG2iATSd45LbqOxLykTZaqMpPkdExrl9jogMnDuh1eewg95AO2KAInmGRJpaJhfwHw9f74wJxiMa9p/NjR2bX8Z87GP+MeVGWCgPjrBGmzCgTCdIR7PH1K9jVKZ+j93yNjz10qHwx2jv2k5YVPax5xg5jpEnHGV0Zc3OTcacKULXGWgTrlNuTtQ+dP7oq0blrlO+21C3uLacSyTPUPlzlKn3G6bczEbk4EkTeplPLxk651p6a79CWeRBhrQ/+93v/7DHtIJIiLCgHt0QyJ4z8MNc9ujAz5qyR+oam2cun2NsfTpuCZ9DZbdspU+tPocd9AbKchTyO3yUb3//8kWuvLhInryM/DfzvKkzDZJpyLihsG8cvt5NG5hizKmbkYJcDn6jjFLIVEYMFek4XhoxZjSdEUF+52WleUv78KWuPO+lHPu92ZRHbaODaMMx8+d1fLpVWWoHpSFHSTc4d9ojnbcpJ4ypHWuFKfq0hIxw+etbb3XOedrhLlFXXiYvqNFmmlYivaSD5WZqrVDS0bsv3+3mgq4lx22uR4xbbQdMWq7zIYYR25GWiXN+fn7Rve+Rxrfut9oB7DZ/3NTKnjOaTmAEmes4Elr7FeogD/KngWuFto08cYroBnVxzum7TZTDAMyq9vzZ+1hz6mjKtXV/Tp+jte4lfI5WGThe+qRrXWUM+Rx20EVqxBYjQMjnyHEhaCQ2LyaSJy8j/41Dml98yER87fEmhhQnA8MVmZeby4GycfGlASNVevGTKQMaWdBWDim/+5z6tOzSPjcleSeLXLWvmCBjbriZg1mSvVS34qe089BNlepYahvVpyXkoYNnFIqpP9cxxYTrQrqpLXyQZe6XrGv8dB3nOsoN5NiXbmvlO+2SQKvtmHKdl5hHy0Q3sOdyzqP2U3K12gH6PF0j2mr6Ai8zR0fVW/sV5MfW8xJjGrhWOKdS35we27ffqhsqY2o7qJzoNqpP0fpq+eb2OWp19aUt5XP01TUUF/E57KAPUU3SMRx0nB88+ueVQ6j5qupQk8O73UievIz8t0YVVTfOKTLVnEsuFI7HaM7hnCMTIwU8bqdsAh0Gc6xqjnF+LnP87j7Fd3p65XAjD3LVDDOPP5FVjj0OPXmIj4RIO9MW5ONrIQrIAEc+r7dWiOjTErKhn4xU82TnOpzzJc5pSpm0i0YkKYfROW7M1V5TynbeSwKttiNynQ+xjpSpUUnK5sZxDqdQetXSrwydWyQ90q8gO9NZsJ8KvL+hc1Jcy7ZVN2gDbDqfdFW/wlafa2ype8qxEX2aUl8p7xI+R6mumxAf8jlKH0h3fD8BPjbPR+752D1/LEqQfmiedOL1cX5KGcrTX1M9lsWB+Oi95GABAD7er6AP8lM3ATl1bL5NZVX+sVstnqAy/5ItwMJv5CwF0qcuGvC/ZwsgSAa2+TkhQy4bDMWFdC24VJJ1KH5MO+dy0GZa+AG5YZHq01CdtXS49LHo09EhfarVM5SmBRmkizo+1VE4pO2X7+d5VUbLFl3t08UhHSUPeecKtHGui5Sd6wZxYiTdmIPDXOdxG8qJ2A7aoNYHRLgMlUl6ei2zKFF+jeh3n26NlWnIDkgfS3qodLhOCZF+BZlSWzr1mo3oBuectg3XNEzmCn22I9cN6iJubh3VOZT6FbW9dEN9q/Qy3c7BpNSvDNlz0mEzVyj1K332vNXneAkhb8Ldh2U0ARMwARMwARMwARMwgV0g4Ckuu9DKPkcTMAETMAETMAETMIEbQ8AO+o1pKgtqAiZgAiZgAiZgAiawCwTsoO9CK/scTcAETMAETMAETMAEbgwBO+g3pqksqAmYgAmYgAmYgAmYwC4QsIO+C63sc1yVAN/x1me2+irmU2BrLnrTJ4PjTMAETMAEhgnw6dehRZdYmKlm84dr8REm8CIBO+gvMnGMCYQJ8N1qLZBRKoTv8675nfOSHI43ARMwARMoE8Axx6YPrTFC+p07/auJl0t3ignUCdhBr/Nxqgk0EWCRoZoxpzBG0GuLKDVV6INNwARMwAQWIbDZbDrHm8V/SoEVTNdenK8ki+NvFwE76LerPX0210jgN7/6ded8M+rCfl9gBUBWgyytPEtepr/8/GevdH9vHB7ukcfBBEzABExgPQKsqMroOVNXsMclO1wbcLlc8fXwyp5j24emy6x3hq5p2wnYQd/2FrJ8N4bAw+P3O1kfn5zsffr5Z71yd8s+v3a/N41IOgWc9+9//KH7Oz+/6OKKGZxgAiZgAiYwO4G/v/NON3r+twcPOlvcN4rOE1NCacAFe06QPefpquK6BP8zgQoBO+gVOE4ygRYCmnteMtaU9dWXX+wdHPyit1hGWxit2d///1zGjz75eA+H38EETMAETGA9ArLHtemIjJ7X7P1mc/acwDj9X3/7zXNx/mECJQJ20EtkHG8CjQSYi9g3ypIWgxNfMujkffPPR91jVR6pMtLCFwQcTMAETMAE1iWA802ovVNUG3Ah79sPHnTTHrHnTFdkyoyDCYwlYAd9LCkfZwIDBHC+a8Ycg48TXnPi9TgVR53RdAy6P8k4AN7JJmACJjAzgbOzTWera19nweb/tjJlkTSmt2DXGYlnwIVPMpbms898Ci7uhhOwg37DG9Dibw8BjG5p+gpStnxeEYP+8Pi4m97CPEe/WLQ97WxJTMAEbj8B7G7paSdn/+G/T7sBmZoDL0oMuGjwpct7eqokb02gSMAOehGNE0xgPAGMOSPeNWNde9ufmiiDR6HptBYeoVLmL1+9N14YH2kCJmACJjCJgN4pKhUy5vOKfM2LhesUGGihn6gN5OhYb03ADrp1wARmIMC0FR5hYoxTB1tFM7pe+7wix5Gfl4g+PD29+iwXTru+JqCyvDUBEzABE1iWAIMi2HLmjveFoQEX8vBlL+w+Ay/8vffuu91Iem1aTF9djttNAi89ffr06W6eus/aBEzABEzABEzABEzABLaPgEfQt69NLJEJmIAJmIAJmIAJmMAOE7CDvsON71M3ARMwARMwARMwARPYPgJ20LevTSyRCZiACZiACZiACZjADhOwg77Dje9TNwETMAETMAETMAET2D4CdtC3r00skQmYgAmYgAmYgAmYwA4TsIO+w43vUzcBEzABEzABEzABE9g+AnbQt69NLJEJmIAJmIAJmIAJmMAOE/gJbd8+Icb2rAcAAAAASUVORK5CYII="></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A magnet oscillates above a solenoid as shown.<br><img src="data:image/png;base64,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" alt></p>
<p>The magnet is displaced vertically and released from its highest position at time <em>t</em>=0. Which graph shows the variation with time <em>t</em> of the current <em>I</em> in the resistor?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>A</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>A coil rotates in a magnetic field. The emf <em>ε</em> produced in the coil varies sinusoidally with time<em> t</em> as shown.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">Which of the following correctly gives the rms value of the emf and the frequency of rotation of the coil?</p>
<p style="text-align: left;"><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>D</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time <em>t</em> of the output voltage <em>V</em> of a generator.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Assuming all graph scales are identical, which graph shows the output when the speed of rotation is doubled?</p>
<p><img 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T8+yyRhIgESIAESIAESIAESIAESIAESIAESIAESIAHHCPyNY/JQHBIgARIgARIgARIgARIgARIgARIgARIgARLwCFBxxYlAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiTgJAEqrpwcFgpFAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAxRXnAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQgJMEqLhyclgoFAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQABVXnAMkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAJOEqDiyslhoVAkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAJmFVc7X5TJtXUy+YVtJFthBHbs2FFhPWJ3SIAESIAESIAESIAEqo0A17TVNuLsLwmQQCUQ+Jy5ThyQnW/9Xhbt3y3y6mLZedqpcri5yllTggTq6+tlyn33y7RHH0lQCjZNAiRAAiRAAiRAAmEJ7JeNU8+WUbcuCVhBNxl5yTny5U7/KAO/M1bqOrQKWJ7ZXSLANa1Lo0FZSIAESMA/AXMWVweWyyP3viX7M23vX/iczFz/qX8pmNNpAk8+8YS8OX++4MueiQRIgARIgARIgATSR6C1HDn5WVm/cYOsX/68XD+qW04XMsqpG5+XpbiX/VsnS2feK9df9xX5eNodcvutV8jpx54ok++aKxsP5BTlaaoI4EEs1rS0ukrVsFFYEiABEhBjiqsDK96QOVugtsqk/Uvld89/KPxeb8KR5v/4Yp81c5bXhZdnvZTmrlB2EiABEiABEiABEhDpMFDO/8Epckh1VSNfPmmAdGjGppV0qBsvky6+U154fYpMHNA2c3eLzL//Ujn7kmepvGrGKh0v8AAWSiukhx54MB1CU0oSIAESIAGPgCHF1TZ56f7pma9zTftly+w3ZAU1VwoktcfcL/YnHn+cT6hSO5IUnARIgARIgARIQAm06tBJOuqLMsdWPcfIz+69TOpaI+N+2fH6L+TqR1fzAW0Zbq7dzn0AyzWta6NDeUiABEigNAEziqudi+W1hQek7vvfk2Hel3qm0S2vyYwFH5dunXedJrBv3z7BF/u5552XlTNXkZW9yBMSIAESIAESIAESqGACrXqdLTdO6n2wh41S//hLfECbovGGB0H+mvaV2bNT1AOKSgIkQALVTcCA4uqvUj/tIZkvg+Wsiy6QscPU0HqTzHpqkeysbr6p7v30Z57x5B83/tvecfyE8TJ79ssChRYTCZAACZAACZAACVQPgf8pRxzdQ/T5rGxZKkv/cjBERvVASG1P9cHrRZdc7PVhxMiR8uADD3BNm9oRpeAkQALVRiC64urAKpk7+y/SbdJF8u3Du8jwMYOyX+r7F/5eFuykv2AaJxWUU/hCxxd7XV2d14Vzzj1Xdn2yS1ShlcZ+UWYSIAESIAESIAESCE6glbTr2FG4p2BwckmXwJoWD16xpu3cubMnzqWX/cBb0855ZU7S4rF9EiABEiABHwQiKq4OyM5ZD8mjW46Qk79+TObLvJUcPv4iuaDbwedR+9+S30xbzhgAPgbCtSz4IoeS6rzvfS8rGhRYfEKVxcETEiABEiABEiCBqiGwX7au3yDZPbNbd5BO7SIuo6uGXbIdxQNXrGmhrNKENe1RvY6SaVMf1ks8kgAJkAAJOEwg4jfuv8uCV5eIjLpILqz7fFM3Wx0jo8f2PNhlBml3eOxLioYvcnyhDx02tFm+U087zfvyX7hgYbPrfEECJEACJEACJEACFUvgwHp547XV2e61HvZNGX447a+yQBw+yfcgUFGvuPIq+Wj9R/LqnFf1Eo8kQAIkQAKOEoikuDpQ/zv5zTyRoWMGy+HZDn5eBnx95KEthrfMl7kr/pq9yxP3CeALHF/k+ELPT2NOHuMptO695+78W3xNAiRAAiRAAiRAAhVI4FPZOGuKPLassalvrQfL1TeMyVn7VmCXK6RLWNPC2goPXvMT17T5RPiaBEiABNwlEEFx9VdZ8fp82dJtovyv8V2a9bBV3T/L5aM0SPtaefT+3zNIezNCbr947NFHpGOnjoIv9EKJT6gKUeE1EiABEiABEiCByiKQUVjNf1IeuuZM+eZVr8gOdK7zaLn+2ftlUq/DKqurFdobPGiFB0GxNe2ZEyd6D2vr6+srlAC7RQIkQAKVQSC84mrn7+Xfpm2QbmNPkgEtLKX/kUHaUzo/8MW9bOkyufiSS4r2AF/+UGy9+MILRfPwBgmQAAmQAAmQAAmkg8ASuX1Eb+l1ZM+8v2Nk1AU3yS+fXSHe/oHdLpbn33lYJtUd8jNIR/+qU8pFCxcV9SBQIhO/+11vTTvlvvv1Eo8kQAIkQAIOEgipuMoEZX/r97JITpTLJx1bYIeVTJD2Ud+R8Z01SPsSee2tf3ew+xQpnwC+uKGUwhd5qQTF1pvz5wufUJWixHskQAIkQAIkQALuExgk17+5VtZv3FDg7315/u6fyDVnDJDWWx6U03sNkPHXTJf63dw12/Vxffy3v/XWtMOGDysqaps2beSss8/x1rTrGtYVzccbJEACJEACyRIIp7g6sFweufctkVKBKTt8Vc6coEHad8v8e38n9fyOT3a0y7S+Y8cO74sbX+D4Ii+V9AnVk088USob75EACZAACZAACZBAigkcLnWnnS8X/XKGzLlxsLSWRvnzs9fL6d+8Sd6k8srZccWDVTxgxYPWcmvas84+y+vHU08+6Wx/KBgJkAAJVDuBUIqrAyvekDlb9sv+eVfJCS3MqtXMur+c/sDaQ3wZpP0QC0fPHnrgQU8y/QIvJSYWAWPHjpNZM2cJFF5MJEACJEACJEACJFC5BA6TXhdcLRd0O+hNsOMZueSqlxjD1dEB1wer5TwIIH7nzp3l3PPOkycef5xrWkfHk2KRAAmQQAjF1TZ56f7pmaDsGT//9YVMqnOurX9Nrj+u7UHKG+SlZ96R3WTuJAEon/CFjS9ufIH7SRddcrGXTRVefsowDwmQAAmQAAmQAAmkkkCrXjLoK4fiW+2f95A8Us+ds10bS6xp8WAVa9py1lYqu65pn37qab3EIwmQAAmQgEMEgiuudi6W1xaKjLzin6WuRVD2vJ61qpUJZ8OsGmm/7Jj5nMzfSX/BPEolXv5V6u/8Rl6gULVo02NvGX7nUmlOdZu8eGFdkXJnyLQNXojRZu3qF/XZ55zT7HqpF3xCVYoO75EACZAACZAACVQWgb+TnrXdc7r0H9LwER/J5gApchrfehYC6ANVVUYVEarZZaxpR4wcKU8/9aTs27ev2T2+IAESIAESSJ5AQMVV5otn2kMyXwbJt078Rx/SZ4K0n/hNGXrQqlr2M0i7D2g5WT4vddf+IRModJXMm/o9+ZJyRI7WA2Ti1PmyduNaWXDtwLwA+V3k1EfelXl3nyJZ26lM/u/c+KjMW/+sTOqZW1FTc+/+8R3vC/vo2qNz2i9/Om78t71MDWsbymdmDhIgARIgARIgARKoGAKfysefUMlRfjjjW89CltmzXw7kQaDyX3rZD2TXJ7ukoYFrWmXCIwmQAAm4QiCY4mr3OzJj5l+k26SL5NuHlzO3OtjFw4fKWRN6HHyxWxY9NUfWNzcPcoWFw3IcJkeOvlwun6BqqNaZMfiJ/Gx0zzyFVW4XMmXGnSpDD8tc63yK/Or1GXLH5BFyZJFhu/2OO+XX//qb3Ap8ndfV1ckf5s6VuuPqfOVnJhIgARIgARIgARJIJ4H9GcXGnhzRD5MvdCq9mU1OZp6K/fUsIE+f8azcfMtPA/POrmkza1smEiABEiABtwgEUFx9Kuufe1Rm7ThCTv76MSUUJvkd/IIM++63pNvBy/uXPSVTF3ycn4mvAxE4XIYM6lVmDA7I7kVzZdGBwXL9U7+SU3tCg1U8wdLKbxyA/FqilM2vi69JgARIgARIgARIwE0Cu2XD2v84JFprvx4Ih4rwLJeA+fUsag/qPZArUZSyufXwnARIgARIwCwB34qrA+t/J9f+crHs7zZSRg/4fCApWn3xBBmS1ZtskuduuLfgFsIHNrwqN44bkInN1Fu++v1nZSMts3I4/1V27fz04Ot20qnj3+bcK3B6YLk8/JM/ypfu+IWc3ysLv0BGXiIBEiABEiABEiABEihNIPNAcP79cvc8jWkF6/cAHgilK6+iu1zPVtFgs6skQAIkYIyAD8XVp7Jx/lS58Yr7pB4xvbe8Iv/26NIAuwPulPrfPiOLVOcC0bGF8Lk3yXP1O3M6sl82v/Fbmb6iMXMtE8j99efljb+0DCKeU6DKTvfJJx8rxPbSqUPLOFWHgGSs4x79tcz5yo1yx2nlLLMOleIZCZAACZAACZAACVQDgQO7P5FdvjuaUVrVPyo/uuF52XGwTOvjfiSPXp0fY1SED2HLQeV6thwh3icBEiABEmhJoIziaq1MG1cnoy64TZ7zFEqoYIvMv/V0GXhkT+l/zZsZFVPxtH/+tdL/yOPl9FvnZr/oNff+Fc/IdROOl17jpspG72Jr6X7S92TigLaZV62l89dPl5OOKKWc0Zqq5Lh/q6xbe1BxdVhmR8FuxdnAOu7G146Ve24YKR2qBA+7SQIkQAIkQAIkQAK+COxeKo/d/0pmRatpu/zp2WfkzQ36gFCvQ2E1S6bdeZGcPOE2mb8Dq9628qUzbpdnHr1AerWIG8qHsEqu6JHr2aJoeIMESIAESKA4gc8Vv4U7vWXSy6tkUulMRe+2HnmnfLjxzqL382+06jlGbn0585d/g69F9u6Sneo6+fedpEMxlePud+XuH/1JTvrV/TKwQ4sVFUmSAAmQAAmQAAmQQBUS2C8bp54to25dUqDvmYeyD9zs/RW4mbkEZdWVcn5tR+l10ukyomjc0IMPYWevzngQfMqHsIVgcj1biAqvkQAJkAAJlCFQRnFVpjRvx0dg7075WM3bOnWSjgV1Uh/Lm7fdKu996y6ZwbhW8Y0NWyIBEiABEiABEnCcQGs5cvKzsn6yXTH5ELYMX65nywDibRIgARIggUIEqLgqRMXBa/s3rJOGg3Id1vdo6dpCxkwsshduk9/I5fLbyX3L7DjYojAvkAAJkAAJkAAJkAAJkIBVAlzPWsXLykmABEigYglQcZWKoT2Q8RTcJU2egq3l7w9vJ/megohrdfW9/59c/grjWqViSCkkCZAACZAACZAACVQVAa5nq2q42VkSIAESMEiAiiuDMO1V9d/S+Mnug4HwW0nHTm2bW1QdWC2P/eglOfpnj8kIxrWyNwysmQRIgARIgARIgARIICQBrmdDgmMxEiABEqh6AlRcpWIK/JdsaNh8UNIO0rfXP+RInYlrdf3V8nvEtRr5hZzrPCUBEiABEiABEiABEiABVwhwPevKSFAOEiABEkgbgXyPs7TJX4XytpNOHf/2YL8z2zTPv1d+uu7bcucFjGtVhZOBXSYBEiABEiABEiCBFBLgejaFg0aRSYAESCAxArS4Sgx9kIb/Q9av3n2wQHvp1KG1d35g/aMy6SeNcvnv/ll6FdxlMEgbzEsCJEACJEACJEACJEACtghwPWuLLOslARIggUonQMVVGkb4QKN88klTaHY5rKf06pZRXOXEtTq152Fp6AVlJAESIAESIAESIAESqFYCXM9W68iz3yRAAiQQmQBdBSMjjKGC/94rn/zn/qaG/r6TdPgbxLX6gTx29OVyHeNaxTAAbIIESIAESIAESIAESCASgRStZ3fs2CH19fWyb9++SF22WXhdwzpPRpttRK0bDCGnqwnjCxkx3q6mNMzFNMiIccafy8n190vS7Ki4SnoE/LS/ZZ2s/vRgxk4dRBYgrtWZ8sTtoyXziokESIAESIAESIAESIAE3CaQkvUsFC2njBkjp084VU4cNsxJ5dWrc16Vb4we7ck46YILnRz3e+6+x5MPck6bOtVJGc8/7zxPxq8OHuKkUgMKIdfn4qKFiwT88H4BTxeTzkXIiHMX03dOOy37fgFTppYEqLhqycS5Kwd2fyK7DkrVWt6Vf/3JZvnnXzGulXMDRYFIgARIgARIgARIgAQKEkjLevaBf5siuz7ZJdffeIN3nP7MMwX7k+TFn9z0Yzmq11FybkZR8Ob8+eLaD10oXKbcd5+MnzBeRowcKbffeptzCkAo/5YtXeaNc8dOHeWaq69OckgLtv3QAw96c/C2O+7wjnf/6q6C+ZK8+LNbfurNxUsvu8zjCa4updy5iPmIeYlrLiWdi2CI9zWYMrUkQMVVSybOXfnvXZ/Ifx6Uav+KZdJ43o1yfi/GtXJuoCgQCZAACZAACZAACZBAQQJpWM/iB+2smbMEPyAnTZ7sKV0efOCBgv1J6iJ+5EKxdsWVV8lVP7paoHSZNfPFpMQp2O7TTz3tXf/RtdfKdddf753PeWVOwbxJXXzs0Uc8JQHG+UfXXCsfrf/IKasruDE+8fjjnnLyzIlnesfZs192SgEIhSm4YS5eedWVHs8XX3ghqSEt2G7uXMR8RHpl9uyCeZO6qHMRDMESTF1TRifFJrddKq5yaTh5vl+2rt8gTZ6CraXzGXfLtMl9hZsIOjlYFIoESIAESIAESIAESKAFgXSsZxe8tcCTfNy4cd7x1Iz7DpRELv2IXPLee56yaszJY6RNmzYyduw4T9nmUjyu116d41lbde7cWY6uPVqOG3icPP/csy1mRVIXoKCEtdW3xpzsiXDyKU3HN+e/mZRILdpduGChd23kqFHZI+Zi/TJ34jTNnzfPk23Y8GHeETxhAeiSRRPmIuYf5iL+cD5j+nRPXhf+4X2bOxeVpbJ1QUZXZKDiypWRKCrH/swX5p6mu51Pl1/cMJJxrYqy4g0SIAESIAESIAESIAH3CKRjPfvenxZ7ViNQtiDpj8glS5Y4gxRWN8OHD8/Ko4oNVxQaiBEGi5ETvjw4K+OQr3zV+3HuinINigIkVVBCAQiXRig5XEnz3pjrKSiHDhvqiaRHlxQab7+9yFNQgh/SiJEjvKPy9V4k+A8KNMzF079zRlYKnOOaK8o1VVAqO7CESyPYMjUnQMVVcx4Ovvo/snvnXpHWdXLRlKtkRAfaWjk4SBSJBEiABEiABEiABEigKIF0rGcXLFggX/tak6IAXcGPSFhovPvHd4r2LM4bUArB6mbUSaOzzapCwxXl2tKlSz3ZBg4cmJVRf5S7olxTpZAqKCHo4CGDPYWGK8q1FStWNFNQQkYo11xRaKhSKFdBWVdXBzEFVoEuJFWg5c5FPdd7ScuprJQd5AFTl5RrSTPS9qm4UhLOHv9D1q8+IHXX3CZXDTzcWSkpGAmQAAmQAAmQAAmQAAkUJuD+elaVQn2POaZZF9RaqNnFhF6oUqh3797NJIBCY+WHHza7ltSL1atWeZZCuUoh/VHuinKtkFJo4PHHe8hcUK4VUgpBOJeUa6r46d2n5Vz84IM/JzX9mrWrSqHcuajnq1evbpY3qRdghfdvblKmyjj3XjWfU3Hl/Oj3lkkvvyfPM66V8yNFAUmABEiABEiABEiABAoRcH89u3btWk9wtcjQXgwaNMg7ra9PPrYQlEJI+uPbe5H5169/fy+2kL5O8ogf4sce22R5kysHLNdcUK7BogrWLMf065crntTW1nqv16xJXqHRsLbBk0UVGCqoKtcaGpru6/Ukjqr4UaWkygDlmisKl82bN7dQCkFOlxS9YAVmuUmZKuPce9V8TsVVNY8++04CJEACJEACJEACJEACJCD6IzFfKVTbu0mhsXZNk2IrSVTFfoj37dvXEwtWY0mnQj/EIdMXv/glWb48eeWfKn1UCaS84BZ6VK+jZPG7i/VSYkdVnqkCQwVR5drS99/XS4kdoYSEMjI/9enTNBddUPQiUDyUuvnJFUWvMlJmuXK6oujNlSnpcyqukh4Btk8CJEACJEACJEACJEACJJAogWI/xLETGdLWrVsTlQ+NF/shXtOlxpNNrcaSErTUD/Gu3bp68bmSDoqtSp+amiZmuawGDBggmzZtzL2UyPmqlSs9JVp+41CudezUUbZuSX4uQgkJZWR+Uq5JK3pViatK3Vw59Zrmyb0X57kyUma5bbui6M2VKelzKq6SHgG2TwIkQAIkQAIkQAIkQAIkkCgB/BA/4ogjCsrggmuRKny6du3aQka1zNm2LVmFxvZt2z3ZCv0QVwun7dub8rToREwXVOmjCsncZuE+CDfCpNNf/vIX6dHjyIJiwA0TlndJJrhbYpMAKCPzk1osJq3o1XmmSt1cOfWa5sm9F+e5MlJmuW2roteVzQJyZUvqnIqrpMizXRIgARIgARIgARIgARIgAScI4Id4ftwjFax79+6Ju7npj+z8uEcqI9zcYKmTZFLFWaEf4qrMUounpOQs5m4JedRlSy3HkpKxmLsl5HHBza2Yu6XycsHNrZi7JWRURa/mUbnjPhaz8oQcquhV1nHL5mJ7VFy5OCqUiQRIgARIgARIgARIgARIIBYCqqhQxUV+o2r9kH89zteq8NE4R/ltw0IHljpJpmIubpBJLZz27m1MUkRPAQlFZKHUpm0b7/K+xn2FbsdyTd3XunRpac0EAdq1a+vJoRZ4sQiV14ha1rVt0yRL3m3PcjFpl0tY1sGtslhyweUSjIpZeSpbdScs1o9quk7FVTWNNvtKAiRAAiRAAiRAAiRAAiTQjIAqKlRx0exm5oUqtFTBlX8/jteq8EGco0IJljhJ7+a2Z8/eoi5ukNkFl8tiLm6QzwVLnMZ9TYo9dWeDXLlJLXHUAi/3XlznpSzrIIMLLpewrCu0u6UycsHlstDuliqfWi02Nu7VS1V/pOKq6qcAAZAACZAACZAACZAACZBA9RJQlyFVXOSTUIWWKrjy78fxGm5FUPwUS2qJk2RMnGLB43NlTtISRxWPqojMlUvPk7bEUcs6da1UufSoljhq9aTX4zyWsqyDHGotptZjccqmbSFmXTHLOuRJ2v1X2bRt205FbnF0wf23hVAJXqDiKkH4bJoESIAESIAESIAESIAESCBZAhqwu5gUqtBSBVexfDav79mzu2T1aomTVEwcVZipAq2QsIOHDHYi+LkqIgvJ6IIlDuRS18p8GdUSR62e8u/H8bqcZZ1ai6n1WBwy5bdRyrIOeZN2/1U2xWLWQUa4/4I1UxMBKq44E0iABEiABEiABEiABEiABKqWQKmA3blQ1F0v91pc56UCdufKkJRVmCrMSlkzqXVJUvGZ1JqpWJwwcGzfvp0kaRW2+N3FguDmpRKswpIMxA/LulLWTGotllR8JrVmUsuvQiz1nuYtlMfmNWWjrAq15UIg/kJyJXWNiqukyLNdEiABEiABEiABEiABEiCBxAmUs2aCgEnGZ1JrplKgXLAKg3ylrJnUuiTJ+EyejEXihOGeC/GZ2rfvAFGKJliFJW2JA4ulYkmtxZKKz6TWTGr5VUhOvad5C+WxeU3ZKKtCbZWyXiyUv9KvUXFV6SPM/pEACZAACZAACZAACZAACRQl4NeaqWgFlm+oNZO6A5ZqLimrMD/WTCp3UlZhfqyZkrYKK2fNBIZJWoWphZJaLOmY5h+TtArzY82klk6aN19+26/L7XqI9pWxMrctk+v1U3Hl+ghRPhIgARIgARIgARIgARIgASsE/FgzoeE0uO0kaRWmg1Ns10Pcd8EqrJw1kwtWYaWsmcAxSaswtVBSiyXIUyglaRXmx5pJLZ00b6E+2LxWbtdDtK2MlblNedJQNxVXaRglykgCJEACJEACJEACJEACJGCcgFozlYrNhEaTdNsJYs1kHJDPCmHNhF3QXE7ldprLlT0JqzC1rFFLm1x5Cp37VboWKhv2mu5mqLsbFqsnSaswP9ZMkDvJHST9uCcr46SswoqNbVLXqbhKijzbJQESIAESIAESIAESIAEScIJAqdhMEFCVCapcSELoUtZMkCdpqzDsglYuIfA4lFxJpHI7zUGmJK3C1LJGLW2KMVKXUVW6Fstn47ruZqi7GxZrI0mrMD/WTJA7yR0k/bgnK+OkrMKKjW1S16m4Soo82yUBEiABEiABEiABEiABEkiUgFozaMybYsKoMkGVC8Xy2biOHeRgHVIuJWkVhp34YGVTLpVz1StXPuz9pHYyDCJvElZeQeRD3qRiqAWVs5Lyk3nTaFJxVUmzmn0hARIgARIgARIgARIgARLwTUCtGTTmTbmC6ipVLp/J+9hBDtYh5VKSgcU/Wv+RF3upnIxQbsFlL+6kOxmqtVKp9uHyCGVh3GnNmtVek2r1Vax9VbKqC2mxfDaur/zwQ4HVXLmkrrf19fGPNQLcw/qwXErKQlGZKKNScroQt66UfHHeo+IqTtpsiwRIgARIgARIgARIgARIwBkCfq0ZVJmgrlJxdsBPPBzI40Jg8XJc4EIGlz2XE1weoSx0NflVstqS34/VXDnXW1uyab1+rA/95NH6bByTZmSjTzbrpOLKJl3WTQIkQAIkQAIkQAIkQAIk4CwBWJDAqsHlhHg4fixIkupDEAuSpGT06xKq8vlVFmp+E0dYeQUJcO9X6WpCNq3Dr0uoBhaP20JRXULV+lDlLnTUPFqmUB4b14Iw6d69eyIWijb6HbVOKq6iEmR5EiABEiABEiABEiABEiCBiieQlAsZwPqxDknShQwy+rEgUfcoVXahXBwpiEvo4CGDBcrCuBOsvPwEuIdcSbmQ+XUJ1cDicVsoqkuoWh+WGkPNo2VK5TV5T5moFWepurt26+q8hWIp+U3eo+LKJE3WRQIkQAIkQAIkQAIkQAIkkBoCfi1I0KEkXMiCWIMk5UIWJKi4H+WWjcmThHWSjX6wThKoVgJUXFXryLPfJEACJEACJEACJEACJFDlBPxakCSFSa1B/AQVVxnjVtL4DSqu8uEYRNmVWy7sud+g4qg/KRcyv0HFISOC3EPpGmdSK7kuXbr6ajYJC8UgLqFqoahlfHXKQCa/u4SiqaQsFA1003gVVFwZR8oKSYAESIAESIAESIAESIAEKo1AUruQBeGIHd+gpHE1qXuUKrvilNNPUHHIk5QLGdr24xKKfAhyD6VrEqmmS42vZpOwUAziEqoWilrGV6cMZPK7SyiaSspC0UA3jVdBxZVxpKyQBEiABEiABEiABEiABEjAdQLrGtZ5Ivq1IPGrVDDZbw3krMGuy9XtVzlTrp4g97du2RokeyJ5kwi2HqSj+/btC5KdeauMQNwWii7ipeLKxVGhTCRAAiRAAiRAAiRAAiRAAlYJNO5r9Or3a0FiVZgilWsgZw12XSRbs8txK2k2b94ceGfGuJVdCLaOoOt+kioJVWnop0zUPA0NDV4V6hpWrj51Z1Tla7n8Ju4vff99r5ra2lpf1WFHPLg/xpkWv7s40M6McGdEmTjT8uX1AjZ+krJOwkLRj3xx5qHiKk7abIsESIAESIAESIAESIAESCCVBFSpoLF+XOxEUjviBWGBHfGg7HI1qZJQlYZxyunXNUzdGVX5GquMbdr4ag474iWR/O7MCNmC5DXVl12f7BK/bNr4ZG1KNpfroeLK5dGhbCRAAiRAAiRAAiRAAiRAAlYIaFBmDdJcrhG/SoVy9QS5D8ukjp06BikSe964g4QH7WAa3PDoChZ0VJm/2ghQcVVtI87+kgAJkAAJkAAJkAAJkAAJiAZl1iDNLiKBZdKxx9YFFi1OZQ2ChPt1w9OOxOnOqG54QXZmhLIwTndGdQVT1zDlVOyYhDtjUDc8jR0XpztjEDc8sI3bnVFZqKtnsfHNvY4NF+J2Z8xt35VzKq5cGQnKQQIkQAIkQAIkQAIkQAIk4CwBVSporB8XBVV3RlXWuChjGtwZoSxMwp3Rr2tYUu6MQVzrNHZcnO6MQdzw8N7w67Jn6n2kLNTV00+9SWy44EeuuPNQcRU3cbZHAiRAAiRAAiRAAiRAAiSQOIGgbnh+lQomOxbUDS9ud8Y4LbtMcmVdJEAC6SJAxVW6xovSkgAJkAAJkAAJkAAJkAAJGCAQ1g3PQNO+qwjjhue7cgMZ1bIriBuegWYDVaEWcmox57dwnO6MQd3wtA979zbtjKmvbR6DuuHF7c64Y8cOr/tB3PA0r7rw2eSHusPsVAl3RrCv9kTFVbXPAPafBEiABEiABEiABEiABEjAFwHEPlq1cqWvvElk0kDzqqxJQoZybao7Y9y7MwaxmEvCnTGIGx4YY3fGlR9+WA63sftB3fDidmfcvn2719cgbniaV134jMEqUpHuVFlX5z9uHdwZwb7aExVX1T4D2H8SIAESIAESIAESIAESqEICYSxqEPtoz569ztJyOdC8QovbnVHb5ZEESCC9BKi4Su/YUXISIAESIAESIAESIAESIIGQBJYtXRZ4N7yQTYUqphZJaqEUqhLLhdauWeu1oJZelpsLVT0s5GAp53JCLLP27ds5K2KUWGZxuTPua9wXml+UsqEb9VlQ3RnVFdJnsYrLRsVVxQ0pO0QCJEACJEACJEACJEACJGCLQBhLrSiyBLVQgpIGgefjSI2NTdZnQSy94o59BAs5WMoFSV26dPWyxxX7CLHMjunXL4iIgthHb86fH6hM2MxhY5kdN/C42NwZ16xZ7XUvSCwzddnTsmH5+C2HWGZgEiSpO6O6QgYpW0l5qbiqpNFkX0iABEiABEiABEiABEiABKwRSCL2UdDOQEmDwPOuprhjH4XhUNOlxisWV+yjMDIi9pHrqX37DrGLGCSWWezCZRpMgkkS/TTdJhVXpomyPhIgARIgARIgARIgARIgAacJqCWNuuG4KKzuQKYWSi7KGJcbmIt9p0wkQALxEaDiKj7WbIkESIAESIAESIAESIAESMABAmpJo244DojUQgTdgUwtlFpkcOACdrXD7nYuJ7jT9evfP5SIccQ+ihrLLEr8Kb9QwsYyQ9wuxO+KI8E9Nkwsszh3Cg3DQuPHubxTaBzjS8VVHJTZBgmQAAmQAAmQAAmQAAmQQOoJqIWWy4GSEfto+fJ6p1kjzg/i/cSV2rVrG6ipuGMfQbigscwGHn+81yeNPxWogwEzh4llhiYQtwvxu+JIcI8NGssMcsW5UyhYwN04SAoSPy5IvWnLS8VV2kaM8pIACZAACZAACZAACZAACSRCQC20XA6UjNhHuz7ZlQgfv40yzo9fUsxHAiQAAlRccR6QAAmQAAmQAAmQAAmQAAlUFQF1uwmyA1ncgFatXClH9Toq7mYDtQfXJ7iDuZricKOL2vc43BGjysjyyROo9nhyVFwlPwcpAQmQAAmQAAmQAAmQAAmQQAIEXN6BbM+evdKjx5EJUPHfJFyf4A4WJu3ZsztMsUBl1I1O3eqCFEbsI8RNsp3WrFntNaHuiX7b06D9GsTfb7kw+eDWCffOoKlLl6adD3UzhKDlg+SHeyzcZIMmlEEcNNtJGai7cZD2wB7x5Ko5UXFVzaPPvpMACZAACZAACZAACZAACfgmoIGSNVi174IxZuzTp6/Xmgb9jrFp300hzs+ypct8508iI2IfIW6Sq0mD9msQf9tyhnHvrOlS44mlmyHYlBHusXCTDZrClAnaBvIrA3U3DlJHGPZB6k9DXiqu0jBKlJEESIAESIAESIAESIAESCBxAhooWYNVJy5QAQGCBvkuUAUvkQAJkIBTBKi4cmo4KAwJkAAJkAAJkAAJkAAJkIBtAmFdn2zLlVs/3JfCuD7l1mHzPIrrk025cutWNzp1q8u958p5tccucmUcXJcjDtdalxl8zmXhKFtlEsg1W4a5tT65qsze2ukVtmDO3c0mqE+8HanSVyvnYvQx41yMzpA1kAAJkAAJJEMgDe43cbkxhRmBKK5P2h6Cp9uMM6ZudOpWp+36OSLo/IoVK/xkjZQHsYtGjBwZqg7E4UIQf9sJStRLL7sscDPqWovNEGz+XtE1vbrJBhFUy6AOmzKqe7EyCSIjXGtvv/W2IEUqLi8VVxU3pG52CF9KDz/0sDz91JMttufFB/Wll/3A6geFm1SCS4UP1Cn33d8igCC+tC6+5BKZ+N3vWv3yDy6xeyUwF6c/84w8+MADnIsRhqfUXDzr7HPk+xd9n3MxAl8WJQESIAEScJcAdvqLQ1kQloDulGhbWRBWPpTTYOkInm5TWRBFRgSdnzVzVpQqrJdFHC4E8Y8jtWvXNnAzcRsohHGTDVMmMIhMAXUvjptJGFldLEPFlYujUmEywYx44plneEqCc887T0aOGiX6AQHN869+eaecPuFUuf7GG2TS5MkV1ntz3bnn7nsySqv7BEqq2+64QzSwH7bQnT9vnqeFnzF9ujzw4EMS5qmSOUndrQlz8ZKLLxLsgAOF6Xnf+16zuTht6sPeXMQTpSuvutLdjiQs2bSpU735hrmI960uPnUuYp6+9uoczsWEx4nNkwAJkAAJ2CGAnf7iUhaE6YFNC6Yw8rAMCZAACUQlQMVVVIIsX5KAKq2Q6fmZL7Z4ooInLCefcrLcfNNN3g9hbDl78y0/LVlnNd685eafyhOPPy7jJ4yXW37+8xaWLEOHDfUUglf88HJPSTh9xrNUXuVNlNy5+NsnnhAwy006F+/+1V2egrBx717OxVxAB8/9zMVx478tky+8kHOxAD9eIgESIAEScINAWNenuKTHugWpS5fgu6TFJWMa4kfht4XrCbGL0uC26jrHapDPtmutywwZnN3l0Um5bHhjwdIKCYqUYmbAeCp09733CqyxoJx5dc6rKe+5WfFh3QIu4ANOxZ6iQREDzkiwKgJ/piYCYAEmSGCUr7RqyiUeWyhOdS6CPdMhAnhv+pmLeK/rXMRnAOfiIYY8IwESIAEScIdAGNenuKTX+FE1XWriajJwO1HiR2ljsNa2mTZv3hw6fpTKhXieNtOypcsEMYzCJMTh2rRpY5iivstEiR+FRuJwrY0SP0pjTsG11maCezG8FcIk9W6Aa221JiquqnXkY+j3D//lcs89cOojj/iy/rnqR1fLcQOPk8suvVT0KVMMYjrdBL4oEIgPXPxYosFF8N5f/8ZzhYMVG1MTAbCAeyDY+HGjBGswB3vOxSaG4ID3JrjgvVougTPe+7s+2SX4LGAiARIgARIggUohgJ3+li+vd7o7+L7GzomuJo3DtWbNaldFzIZCyN0QyTVhEYcLa9w4koZ6CdpWHK61UeJHxRVzCu7FiEnGFI4AFVfhuLFUGQKwzIAJNuLfFLO0yq8ClkT3TZniaaKvv+7a/NtV+fqaq6/2eICL3wRrIsRoQjDJRQsX+S1WsfnAACzApJilVaHOcy42p4L3JJ4SgUsxq7/mJcR77+MzAJ8FtKTMp8PXJEACJEACaSWAnf7wYMbl5Lrrmd+1hMuMKRsJkEB8BKi4io911bQEt6Cf3PRjzyw0aLB1aLyxOx5MZqv9hy7c1PAE5UfXXCtBnwRgRzcoGX5W5fHCMBfBACbKYBIkgTnYYy7OmD4jSNGKy4v3IjjgvRl0LmKnS/DHZwJdBituarBDJEACJJBKAmpNzfhR0YYvLfGjovWSpUmABFwgQMWVC6NQYTJMf+YZ7ynUL++6K1TPoOzCD91777k7VPlKKIQf+A8+8IDH4cyJZwbuEp5i/eznv/AUX9UcpwlzEcq/K668yreVUC5ssMdcxM6X1ap0Qb/DKqLBEnMR/PFkGuPBRAIkQAIkQAJJE6iW+FG2OZuIH2VbRjx469e/f6RmbMbhiho/Sjtmc50aJX4U5IsjDheUqGHjR0FGlEUMKpspSiwyda21HYfLZv+j1k3FVVSCLN+MgCpcRowc6dtFsFkFB1/ghy4UDtVqdRVV+QeMY04e4yldoACr1qTKP7AIm6pd6TLnlTme0gkcwibwx2cCxsPmwiqsfCxHAiRAAiRAAmEI2A7aHUYmLQNlgetxuPBw0LayADzCBuFXZUEccbjCxo+KI2h3lPhR4B9HHC4oUaPEj0JZxKCymfDbNmwQfrrWilBxZXN2VmHd+iP30st+EKn3qnSpVqsr/MBHUE2/8cGKwValSzUqANFnWPlEUbiAq87FGdOnF8Nc0denTX3YU4BGUf4B0Hnf+543HviMYCIBEiABEiCBNBNQZYHrQbtdj8MVR9DuKPOMyoIo9FiWBMwSoOLKLM+qr01/5EZVuADkpMnf96yuqi3AuCpczr/gwsjzSZUu1agARJ/xJC+qwgWDAOVXNVoAYi6qq2XUyYjA+BgPfEYwkQAJkAAJkECSBLZv2+4137ZN2yTFKNn23r2NJe/zJgmQAAlUEwEqrqpptC33FQomUz9yIerJp5zs+RvPmvmiZcndqv6xRx8xpnBBz86cONEbF/Whd6u3dqRBXzEXofw0kaD8gu/7iy+8YKK61NSB/qLfw4YPMyKzKgCrTRltBB4rIQESIAESMEZg27atXl1H1x5trE7TFa388EPPzd50vSbrw67BUeNHmZQnv640BOHX+FHVoES1GS5iz57d+cMf+LWJOgI3GqAA1uRp2BAhQJcCZaXiKhAuZi5FAAomkz9yYZ47duw4mTVzlrgcQ6AUk6D38AWLIJJQNplK2NUN6eVZL5mq0vl6tK9QfppKZ519jmCBVi1zEf1Ef9FvU6byUIDhM6LalNGm5iDrIQESIAESIIGgBGwqCyBL2PhRKGs7aLeJIPy243Bp/KiwStSamhqgFFWAeS8M/4uqRO3Tp68nUUNDg2HJDlWH309h40ehFpRFHbaSGhAoizDtIA4XYnlVa6LiqlpH3nC/8aUIBRMUTaZ+5ELEs885x5N0wVsLDEvsZnUvv/yyJ9gpY8caExDjMX7CeJk9++WqCIyNuYi+nnveeUbn4llnn+WNydNPPW1sbFyu6JXZsz3xxo0bZ0zMXGW07YW0MaFZEQmQAAmQAAnkEdCg3S7v8KVxuGwqC/KwBH4ZR9DuwELlFXA9Dlfnzp09iVUBlie+Ey/DBp53QnjDQpBFeKBUXIVnx5I5BDTgsiqacm5FOsXTh2qKi/Paq3O8oOz6JRQJXk7h8RNO9QJjL1ywMOdqZZ6ijwhGOnLUKKMdxJggYD7GqBoSgtGjv2GfABZjNG78t71b1TAXizHgdRIgARIggXQTMPmQNt0kKD0JkAAJxEOAiqt4OFd8K88/96ynYDL9IxfgNEi7+qlXKkz0D3GZTARlz2eEwNhw0Zr3xtz8WxX3Gn1EX9Fn0+n075zhjVG1zEX013TCxg1QRiOWGxMJkAAJkAAJJEFg8buLvYczSbTtt83ly+ule/fufrPHnk9DJ7Rt2y72tv02uK9xn9+szEcCJOA4ASquHB+gNIiHLy74BH9rjLl4Qrn9Hn7icO+lutHl3qukc+2fqUDY+Ww0Xlglu2jluqzm99/E62qbi9pfE+xy68BnBT4zdNGbe4/nJEACJEACJBAHgfbtO8TRTOg2YD3etVvX0OVtF9y+vWlnxt59ettuKnT9a9as9spG3e3cZtBuU0pUm7tQRlWiauB53c0z9IAWKagPlLt0Cf9+0bJaV5GmQl/WviuLMBVhIwTEn63WRMVVtY68wX5r/CmTsXByxVMXrXf/+E7u5Yo7hwvaiJEjjcZlyoWkrnOV7KKlfdO+5vbfxLnOxUp3F8R7DW6Cpl1WdQz0s8JmEExti0cSIAESIAESsEXAprIgqsz6A9lm0O6oMtpWFkSVD+WhLLC9XomqRMXvBwRQt5WiKlHVI0d38zQtp4kg/DVdmoLca12mZdS+K4sw9UfZCCFMe66VoeLKtRFJoTzv/WmxNTdBxfGNb36zoi001E1w9Ne/rl02fqwGd0GbboI6IJXuLqgWlDbcBJUhvrSrxXVV+8wjCZAACZBAZRGwrSyISkt/ILsctNu2siAqQ5SvdmWBCYasgwRMEKDiygTFKq5DXbO+9jXz8YRysZ544gjvpVp35d6rhPOlS5d63bDlmqWM4C64YEHl7tCIvqGPNpOOkY6ZzbaSqFvfYwMHDrTavLquWm2ElZMACZAACZBAAQI2Xb8KNMdLJEACJEACEQlQcRURYLUXr19W7yGw5ZqlfPHUCAGdYd1ViWnu6697/bPlmqXMBp1wgrfjXn1907jp9Uo4ok8wZUYfbSaMEeYiNiSoxBSHBSW46WfGooWLKhEj+0QCJEACJOAwAbh+DR4y2FkJdZ3Wp09fZ2VUF8SamiYXKxcF3bplq2fh7aJsKtOmTRulfXuHA9zvY4B7HStXjpUcr7gUYyquStHhvbIE5s+b5+WpO66ubN6oGWDVNWvmrKjVOFceHz4ItGcruH1uhzXw+5vz38y9XBHn2ifto81OaXDxSvziwHvMtgUlxkY/M5YsWWJzqFg3CZAACZAACaSWQJu2bZyVXV0QbT90jQJg8+bNcuyx0X6j6K6JtjaUwY7ix/TrF6WbnuILCjAbqaGhwat24PHHR6oesVMRiN5GWvr++161tbW1oavXslpX6IqKFFy1cqX34LvIbV+XdQx0THwVqqBMVFxV0GAm0ZW3315kNaB4bp8q1UJDrdYGDRqU210r523atPGCbldioHsNKI4+2k4jRja5rurY2W4vrvr1Ca++12y2i3FCfJBKD3RvkyHrJgESIAESSI4ArGRsKQtM9cqmssCEjLaVBSZk1F0TdRdFE3WargOKLyjAXE5RA9D76VuU3wBRyvqRbc+evdKjx5F+sjJPEQJUXBUBw8vlCeDJAz4k4zK1rlQLDbU4QfD0OJIGuq8kayH0BWb/Q77y1TgQim6rrBaHsTQaQyNqtabvNdtNYjMCfIbYeoppW37WTwIkQAIkUL0EqCyIPva2lQXRJWQNJEACrhCg4sqVkUihHLo1rAZOt90FfLnhyVGlWQvB4gSWJ3ElNTOtJGuhhQsWevjUEioOlhgzWBxWUorTag3cNAC8fpZUEkv2hQRIgARIwG0C6gLmopT7GhlXyMVxoUwkQALJEaDiKjn2qW95yXvveQEPdbvdODpUadZCcVutYYzUWkgtveIYN9ttYC4iad9st4f6YWlYSdZCcVutgSE+Ozp26ig6frjGRAIkQAIkQAJxEFAXsDjaCtrGmjWrvSJxrmuCyoh4RXig7HJavrxeunfv7qyIanHepUtXZ2VMgxJ1795GY/xM1mVMqIMVtW3T1jvbvm276apTUR8VV6kYJjeFhLXJ8OHDYxWu0qyF1NJE+xUXTFgLVZLlmsZai4sf2lFLQx3DONu20ZZa4MVptYZ+4DOk0izXbIwP6yQBEiABEiAB1wiYiltkS1mA3aa7doumFLKpLNC4WTVdou3MqIqvdQ3rjE8RU0rUfv37e5tRGRcwU+HKDz804r2C30eoy0bCRlxgECWpsci2bVujVJPaslRcpXbokhVcLYVO+HK8Wwnrk6dKsRZavTqZJ2qwFoLCpRLiXKEPccZa03eefnlUirWQvqf0Pab9tH3EZ0glWa7Z5sX6SYAESIAE3CBgU1lgqoc2lQWmZLSpLDAho673XFYWqOKrcZ85yyMT7HLraNeuyVoo91q1nZNBtBGn4ioav6otrVYmGqMmThCVZC0Eqyf0J+6kFl5qZRN3+ybb0z5on0zWXa4ujF2lWAtpfKtyfTZ9Xz9D9DPFdP2sjwRIgARIgARsEKCywAZV1kkCJEAChQlQcVWYC6+WIaBWJvoUokx2o7fx9KgSfuRqTKG4dmXMHQS1qlErm9x7aTvXPmif4pRf41xVguUa3lNx7cqYO0b4DGGcq1wiPCcBEiABEoiDQE1NNPcsmzJu3bLV+2602UbUuvfs2R21CpYnARIgAd8EqLjyjYoZcwkkEVNI2x80aJB3Wl9fr5dSeUzSUgjAKsVyLSlLITBUKy8dS1xLY9L3kr634u7DscfWyQcf/DnuZtkeCZAACZBAFRPo3Lmzs73fvHmz4LvR5YQHXkk8fPXLRNc2ffr09Vsk9nxr16z12qwmJaqNh70mlagm67IxofCwF4rtakxUXFXjqEfsc1IxhVTsuuOavsiXvv++XkrlMUlLIQCrFMu1pCyFwFCtvHQscS2NSd9L+t6Kuw+VFHMtbnZsjwRIgARIgATKEbChLCjXZpD7NpUFbdq2CSJKwbxH9TpKVq1cWfBelIuNjXu94lGVqKr4UkVYFJnyy5pSourD3oaGhvwmIr82pUTV9WhkgfIqMKlEhUIbY1KNiYqrahz1iH1W6xL9AIpYXeDibdq0EXyBYBveNCfsWpHkNsJqXaMfpmlkqbJrX5LoA8bQ1g4kcfUH7yW8p/DeSiLpZ4l+tiQhA9skARIgARIggSAEbCoLgshRKq9+v9pQFpRqN8g9W8qCIDKUy9ujx5GyZ0+Tkqlc3iTuq+JLFWFJyMA2yxMwoUQt30rl5qDiqmLHdqfUvzBFrhs3QHod2TPzN0DGXzNFXqzfGbnHui1qbW1t5LrCVvC1rw2V5cvT7SqIbVGTiCmkzGt7N42fWtvo9TQdVXbtSxKyYwwxlmlOeC/hPZVU0s8S/WxJSg62SwIkQAIk4CIBe2vaKL2lsiAKPZYlARIggWAEqLgKxisduXcvlWkXjpfTr3tdWl32kqzduEHWr39JfvC51+WGCeNl8tSlEiWcIqwzYGWSlHUGBqHvMcfIrk92ybqGdekYkzwp1VKob9/k/O6x4LJl+pzXXWsvYbaNPuji0VpDJSrWMdQxLZHVyVt4D+G9hPdUUgmfJfhMSbsVZVL82C4JkAAJVCwBS2tarB1cTps2bZT27ds5K6LrrofOgqNgJEACoQlQcRUanaMFD6yWaRecL7fP2yN119wpPxvdU1pB1FY95aSf3ylXH7dH5t/6Q7nuhfVyIGQXYF3yxS9+KWRpM8V69+ntVbR2bVNQQzO1xleL+qAn6SqI3g4YMEAWLFgQX8cNtwTZ0YckU+/eB+fiwQCbScoSpm19Dw0cODBMcWNl8JmSditKYzBYEQmQAAmQgIjFNS1cv1xOH63/SI7p189ZEdX1UF0RXRQ0a5WfoIdIOS76ALZcviTvm1ai7mvcZ7Q7NpSoNuo01WkotDEm1ZiouKqoUf9Y3rz+Yrl9WaNIt7Plxgv6NimttI+t+sr5N50t3WSLzL3ux/LY+k/1ju+jWjglaZ0BYTUo9urVq33L7lLG1atWedscJ2kpBB5YFMHaZseOHS7h8SULZIbsSS/sjq492htLjGkak76H0I8kU9qtKJNkx7ZJgARIoPII2F/TVh6z4j0yrSwo3lL4O7aUBSY8RLp3727l4RriZplSotryojClRNXfbqbDQphUoqoiVusMP5ublzSpRMXvHoxJNSYqripo1A+snyVTZm7K9Ki1dBt7kgzwTK2ad7DVgJPk5G6tRfYvlrtue1WCRrxyxToDvRoxcqS8+8d3mncwJa/efnuRE9scZz+g15rf4cP2UDQclFn7YLu9UvVjh48PPvhzqSzO3sN7CO+lpJNafOlnTNLysH0SIAESIIHkCMSxpjXRO1vKAhOyoQ5bygJT8qEeXceZVhaYlLFrt67ew1KTdZquy/UA8qb7m8b6TChR09hvUzJTcWWKZOL1/FVWPP+81O+HID3l5K8f09zaSuVr1UsGfeVw79X+eQ/JI/V/1Tu+jq5YZ0DYfv37C7Y/TVvCEyVoyrGLStIpDQuaYoz0iY32oVi+OK7rjji2nhba7APeQ3gvJZ3U4ks/Y5KWh+2TAAmQAAkkRSCeNa2J3lFZYIIi6yABEiCB8gSouCrPKB05DqySubM3NMnauoccfcT/LCL330nP2u4H722QOa+vChTryhXrDHQgrUGx9YlSnz7JBWbPnRxpDYqtmwTk9iWpcx1LHduk5AjargaU1/dS0PKm85NZp9QAAEAASURBVMPya+WHH5qulvWRAAmQAAmkiUAMa1q4frmaNHxD27YOB2c3HKfI1bGgXCRAAu4QoOLKnbGIJMmBFW/InC2euVUmEHtH6diugJ+g10Jr6dqrpxzmne+XLe8sk80BWnbFOgMipzUodtbPuXdtAPL2sqY1KLYLmwToqNQeHEsdW73u+tGVTQKUEyy/MK5MJEACJEAC1UsgjjUtXL9cTdu3b/dE042IXJTTJav3YnwQ+DzpTZCKyabXsSmNy0pU9SSoNiWqyzHhdCxUwa1zqRqOVFxVxCjvl83vL82EXD+Yeh8tPTNhrIqlv+nYSf5eb65dJxsO6rv0UrGja9YZWdeilAXF1h1Ekg7MruOcxqDYrmwSoAwxlh07dRSMbZqSK5sEKDO1/NLPGr3OIwmQAAmQQLUQiGdNWy0009RP08oCBD5v376DEQS2lAXYZMiUEtVGAHn1JDClRLXh5WFSiarhR7ROI5MnU4lJLxEdC1Vwm5IxDfVQcZWGUSor4/5MwMA92Vytv3C4tM2+annSqkMn6aiXP90g69VSS68VOap1hlo6FckW62W4FqUtKPaKFStkwIABsXIq1Zh+AKYpKLbKqrKX6l9c9xCgHWObpoT3DuR2Jelni37WuCIX5SABEiABEoiLQDxrWlO9saEsMCWb1mNDWaB1mzjaUhaYkE3r0PWmy8qCNASQN6VI1HFJ07Ga+25qnKi4MkUy0Xr+j+zeuTcrQavDO4oNr3hYZyCppVO2wQRP0hagXQOzYytTV5IuGNIUFFtlVdldYIkA7Qi6r2bVLshUTga4/rqwSYDKqZ8t+lmj13kkARIgARKoFgLxrGlN0aSywBRJ1kMCJEACpQlQcVWaT0ru/lV27fw0pKybZd2G//JVFtYZsHByKaXNtUhNbnXrX1dY4mlcmoJiQ1bX4hakLUC7uuOp3K7MxTRaUbrCjnKQAAmQQPoJ2F3TalwYdf1ykZdplzkX+0iZSIAESCAoASqughJzMv8++eTjsIqrdtKp49/66pVLgdlV4LS5Fmnw7tpaNwKzK0cEaE9TUGyXArMrw7QFaFd3PJVb+5H0MW1WlPm88KPoqiuukBnTZ6TK+i6/H3xNAiRAAskQsLumVVcvdf1Kpo+lW9X4Oi5ZledLbDJmT37dpl67HvicSlRTI11d9bRt0xQQaPu2pk0cbPYec3TSBRfKq3NedWJNS8WVzdGOre5/kF59wwYfbC+dOpSI5J7XB7Vwyruc2Mu0uRYheDeCeLdp0yYxZoUaRoB2JP0SLZTHlWuuBWZXLmkL0O5aYHblqJ8xOs56PS1HvLcR6+yG666TE4cNk2lTp6bifZUWvpSTBEig0gnEt6atdJK2++d6zB6Tgc9tKAtMK1G7dGnaKdPkWt60EtXG7tGmlag2YsKZVKLqb99t27bafot79W/atFEuu/TS7Jo2yZAoVFzFMuRuNXJg9yeyK6RIauEUsriVYmlyLcIPWpeCYeuA6JPHhrUNesnZo+kvepMdTVOAdtcCs+s46GeMBuDX62k5QnE1d948eX7mi957/fZbb5OvDh4it9z8Uyqw0jKIlJMESCA1BKKsaU100oaywIRcuXXYUBbk1m/iHGt5KCBcTXErC8JwqOlS4xXTdXKYOmyXadeu1PZh4Vs3qUQ1WZf2yKQSVeuM44iH8ljT/vaJJ7Jr2n/KeOkktaal4iqOUbfext9Jz9ru2VYO7Nwlh0K1Zy9nT/571yfyn/rqsJ7Sq5t/iyv94NbiLhzT4lqkgdldCoat46fm6PpkRa+7eFQZVWaXZExTgHYXXX8xlvoZowH4XRrfILJgfk579BFPgXXueefJE48/7imwYHKt8cWC1Me8JEACJFAdBOJb05rgWc3KAhP8WAcJkID7BIYOG5pd046fMD67poUCK841LRVX7s8VHxK2lu7HD5RuB3Pu/3inNBYtdUD27tolBw7eb/3VL8sAn3or1wKzaxfVtSjON462HeSogdldC4atfbBhGqt1mzyaNgk2KZuOrY61ybpN1qXvFX3vmKzbRF34rEnTZgGl+gwF1s23/FTeWfyuQIEFc/HTJ5yajRlQqizvkQAJkED1EbC7ptW4MOr65SLfvXuLr+JdlJcykQAJVAcBrGnvvvfe7JoWD2V1Tbto4SLrEKi4so44ngZaHVErvVUBtXadbNhfrN3/lsZPdkvT7dbyj717iN/oWLBscjGpa5EuRlyUETJlA7P3rnVSRARox49q1xNkhKwuJg10roHPXZQRMql8+t5xTc40uDUEZQZzayiw3lq4UK6/8QbvvYaYAaNHjXIm6GXQPjE/CZAACdggYHNNq3Fh1LrXhvxR68SDG1cfFmvfTMbs0TpNHjXOE3ePNEmVdblEIEkFt65p//cHf86uab937rnZNa0tTlRc2SIbd72HD5WzJvRoavXT5bLkg78WkeBjWba4oele64Hyz6f3l1ZFcuplDZLsqnWGLj5cdy3aumWrF5gdb3YXU9duXQU+2Ppl76KMkA0yajB512TE2CL4PgKfu5y2bt3qiafvHddk7dq1qyeSfva4Jl8UeRADa9LkyfL+smVy35QpXlWuBL2M0i+WJQESIAFjBCyuaY3JWOUVuR6zR+M8aQxXU8NlUllgOvSFWhGafJBv2stBY8KZXN9hp3GTxhWmH55qX7XvJuaiK54JuqbFQ9ncNe3xxx3nbU5kOpD750zAYx0uEPiCDPvut6Tbsw/KFvmL/PH9LSJ1vVsKdmC7rFvzX9711sO+IxN6HdYyT94VDZK85L33RJ9U5WVJ/OVRvY6S116dI7aC/pno4NtvL5KOHTt6b2QT9ZmuA4o1pIceeFCgxHIxqYxQDGG3NhcTxhhj7ap8YIb3Ct4zrsqo4/zUk086OxdNzb0zJ06UVStXeTsRIpA7/gYPGZIxxb5HXFVym+o76yEBEiCBwgTsrWm1PVPff/p99fKsl7KW9dpG2CN28UIyJaMGPb/n7nuMrpO1Xk/YiP/27NktiL1pqs82xsX0bw3lZ6rPOgQvvvCCsd9rpueijovp9R2sFE1x1FAVpurTPpv8HW16XHTuRD3qmva99/7krWd/fc+98uXBg+XW228zsqb9H59lUlQhWd4VAh/Lm9d8RyY9u0laH3eDzHlusvTKM6c6UH+njJyQUW61HizX//4xmeRDcQWfVZj/MZEACZAACcRDoEvXLvLaH/4geJrFRAIkQALVR8DOmnbG9Blyw3XXVR9O9pgESIAEEiJgbE0LxRVTBRHY9fpn13659rOjegz/7Np5/9G8Y/931WdTJ3wpc+9rn130/LrP/m/zuyVfHdXjyJL3k745/ZnpmX4d+VnD2oakRSnY/rJlyzz5Fi5YWPC+KxdPGjnyswvPv8AVcVrIAdkgo8tpzitzvLHGmLuY8B7BewVyupxOP/VUp+filT/84WcD6+oiI8y4M3z205/c7NWFccEcd31sIneaFZAACZCAHwIpWdPis3vqww/76ZGvPPgeMLkW0zWoyXWJ6T6DH+o0lWz02fS4mO4z2JkeF9N9tjEupvtselxs9Nn0uJjqs65pMSb4g5wmf/syxlVCmkdrzXYYLbc+8wsZ3XmbPHfD9XLP/A3eDoIHNsyVe74/WW5f1l5G3/1bmXJar7KxrYLICB9W7FSmfrxByprIqz7s6tZook6TdWgw7JqaGpPVGq9rwIABouanxis3UCFkg4wuJw14rmPumqz6HlE5XZNP5XF9s4C//OUvcuyxdSpu4CM+L7GN8FcHD/G2FUZdz8980dtueMzJYwLXxwIkQAIkUHEEqnRNazpmj+l5oWt9lwOfa5wnjftkmgHrIwESOEQAa9qrrrgiu6bFLtq6ph06bOihjBHPqLiKCNDF4q16niEPvvMHmXbh4bLwopHS+8ie0nvEz2RV78ky7c258qBBpRWCZWOi/lNmlzdsh/mN0aNFA7LFyQbbcyK5GqBdg3W7Ggxbx+qYfv3ko/Ufielgelp/lCNkgmyQ0eWkY6xj7pqs+h5ROV2TT+VBAH6XNwtALI7BQwaruL6P+HKfdMGF3uclthHGl/s7i9/1FFb6Oea7MmYkARIggQonEOeaFgoZfD4nvabFkLocs7VxX6M36/ShsYtTUGPyml7rIBaXqWQ68LnKZTKAvGklqj7AN/Vw14YSVYOoa93KNezRhhIV60+MjakUds4gnJCuaWfNnJVd02IXbRtrWgZnNzXirtXTqqeMmHyn92dLNLyhJ555hvfjEgELr7jyKmlsbMwEx3vYC8iGD+Rf/+tvYovRctzA40QD6tnqc9h6P8hsF+r61sbo28Djj/e62NDQYOUDJyw/lINMSCqj98LRfxhrjLmLCe8RvFdcT7ogzrg2GgnoaLK/UD4h9enT13e1r855Ve69525P+YqdJ6+/8QY5ZexY5/rmu0PMSAIkQAJxEYhhTYvP6J/c9OOia1oEWMaPsWIp7A+/YvWZvK7KAvyAtvFj0oSsucoC08omE/KhDigLsIGKydS+fQeT1Xm/NUz/FjKpRNVNZxob9xrptw0lak2XJu8YrTuqoLaUqFHlyi0f9LdBoTXtxO9+1/pvflpc5Y4az30TyFVawWJg7rx5AveWMyeeKTNfeknwwwya4Lt/dZfvOqNmhGuRSe1zVHlyy8M6w+RWrbl1mzyvra31qlv6/vsmqzVSl8qkMhqp1FIlGGuMuYsJ7xG8V1xPurjW7aJdklefFNb2bnq/FJMNVoLYlWb0qFFy2aWXetluu+MOwbbBkyZPptKqGDheJwESIIEYCWBNi89oWPnmr2l/99RT3poWFrJw7y6UXNmavpBsuKbKAv0BXSxfktdNKwuS7AvbJoE0EiinRNU1LTyrdE1735Qp2TVtHJsJUXGVxpnlgMzXX3et9wUPBdVVP7q6mUSYuBdfcol3DV/0MCOMI8G1CAnuiy4ltc7o29e/dUZS8mPsYD23auXKpEQo2i5kwnyL44OxqBA+b+hYmzIz9tls2Wwqj75XyhZIOAMsw3S76IRFada8uoHqj4FmNzMv8BmEbcdPHDbMezrboUMHwZc7FPxQ7qdhDuf3ia9JgARIoFIJXHLxRV7XCq1p8Tl/1tnnePexptU1XaWyYL9IgARIIJcA1rRQ2uuaFjFZdU0Lo5U417RUXOWODM99EYB5oFqTjB07ruCEhQuMpp+VMK3WPCaOua5FJuozVYf6NrseDFv726PHkbJixQp96cwRMkUJhh1nR3SsNRB6nG2Xaiuz24d3W98rpfK6cO+II46Q5cub3PJckEdlKOX6iy94BFyfct993nxFcMrnXnjBs0jV8jySAAmQAAm4QQBrWsTPRCq2ph03blxW2Guubv6wNnvD0Ik+YFLXOUPVGq1G17UuBz532XXT6GCwMhKwSACfRy5tIkTFlcXBrtSqH3v0kWzXBp1wQvY89wRPqDSODhYEcVhduepalJZg2Dp+8OF3LUC7BmYPEwxb+xXnUeMz6NjH2XapttTtTt8rpfK6cA+B+F0M0F7K9RdPnm674xb59ZlDpfdl9zkbT8SF8aUMJEACJJA0AcQe1DQy49ZdKOE7HdboSFgfqXKpUN6o1zSujrrORa3PRnl1OdS1jo02otaJmD2ux5ZF6AYbYURMBZDXeW5aiQrLRsSMM5FsKFFzY8KZkNGGElVjrNq2AO1c09mLyXpoE6E+Un/n/5Jf1v/VBJrAdVBxFRhZdReANYFaW4FEqS/W3Dg68zMuMnEkF12L0vDlmTs2+mGowdBz7yV1rrKobEnJEaRdF2Ne2NrBJgiXIHk1ED8CtLuSdJGg7qD5ckFxdfqg/18e/1N/GT3g8/m3+ZoESIAESMARAvhhrtZWEEl/sBYSD9boml5++WU9zR5NKQuyFRo+MaksMCyaV52y1xiSNtqIWqeuQXUdELU+lDcZ+Bz14QFv7u80XAubbClR4T2xefPmsGI1K2dDiaphILTuZg2GeGHjd2Cbtm1CSFK8SDElKta0uTFZD6x/Sm59rUdi61sqroqPIe8UIJD/YVgqUHbXbl2zNbz9djxxrqAsc821qNiHQRaOYycacFqDobsgnsqisrkgUzkZ8BQNY+9SwnsjV6HskmyFZNHPF7UUK5Qn7mu6qFZ30BbtH1gtj/3oPvmgV60c0arFXV4gARIgARJwhMDSpUubSVLKgijX4vvdP77TrJxJZUGzig2+MKksMChWtipVFpjabS5bscET08oCg6KxKhKITKCsEtWB9S0VV5GHuboqyNc++w3IlvtEyyYxBJ12ybVIzWyLWWfYZBG2biwe8GTOpQDtGphdFzZh+xZnOR1znQNxtl2oLVhL4r2RlsDs6AM+X+Ce4VKAdg3MXvgHzk5ZetcNcteyVjJ0zGA5vNBA8BoJkAAJkIATBLZuPeSuhHWP35T/ENdvOeYjARIggXQScGN9S8VVOmdPYlLn/oBUf/9iwqibj96P4we8Bp12xbVIg3MXtc5QOI4d8WTOpQDtaQrMrkOpY65zQK8nddT3hL5HkpIjaLsDBgxwyoqycGD2A7K7/kX55YXj5YwH6mW/1MqXj/tC0K4yPwmQAAmQQIwE4MKjKejmL4i9aSOpVa+6ztloI2qdNmL2RJUpv7zrrpv58vI1CbhJwK31LRVXbs6SVEiV6+/vR2D1lfaTN2weDTrtimuRBucubJ0Rtpf2y8Hs3ZUA7WkLzK6jo2Ouc0CvJ3VcsmSJ17S+R5KSI2i7rgVox5P2Q8FU8YU+VSYPPkYGTrhKHpq35WD3lsjtI3pLryOPkfFT1wbtMvOTAAmQAAk4RiA/QLXG3jQtprrKuWxhbiNmj2mOzb+rTdcevT59mJ8/r6LXbK4GVaKa3j2yfft2smnTRiOC2lKimowJZ0OJqqE0dIyMwGxWiZvrWyqumg0SX1QCAZcCtCMOguu7mhQacw1AaWthVqjNYtdUBpWpWD4Xr7sUoB0LTd3p00VWxWRSy021GCuWL47rGpBV3UBFWkmHuskydfFaWb/0bhnZGlK0lm6XPC9rN26Q9RtXyazJveMQjW2QAAmQAAmQQFECUBbY+AFdtMEQN0wqC9B82Zg9AWVUZYHGXQ1YvFl2fZhfapOrZgV8vtC1sq5XfBYrmE2VqPogtmCmEBfxQNJUCBlbSlSTMeGgRM2NkRcCWYsiGqpHx6hFhgAXCitR3VzfUnEVYGCZNR0EEHzalaDYrj/xKTaidcfVebdMfDkXa8PvdZVBZfJbzoV8LgVox3siTYHZdfzUQswFK0p9stVSAXhAdr71e1m0H1IfLkMG9cqotJhIgARIgAQqhUB+jNfcfplUFuTWa/IcygKsSV1OJpUFNvqpygIbdZuqkwHkTZGsnnpKK1HdWt9ScVU98zL2nm7ftj32NtGgBp9WDXIiQmQa1acdh6wzkpIkeLsaFNuFAO2QAfHU0rBgyCetY69zIf9+XK/1vaDvjbjaNdWOK1aUCMyOJ8ItXTgaZcWf/pyJbZVJrb8kJ/xTW1NdZz0kQAIkQAIOEsiNQUVlgYMDRJFIgAQMEHBrfUvFlYEhraYqYGrsN+U/nVLLCb/lw+YbOHCgVzTpoNjFrTPC9izecgiKvWDBgngbLdAaZIAsaUzZAO1rko1zpO8FfW+kjaUrVpRvv71ICgbwPbBelvxxp4e19bBvyvDDaW+VtjlGeUmABEggCIGWDzCClC6ed+uWrd4DkuI5kr/justh8oQoAQlUCAHH1rdUXFXIvIqrGzA11hTEHS/INsNaf9ij+mInHRS7uHVG2J7FW86FoNg7duyQXZ/sktx5Fy+FaK1hLmLuYy4kmZa8957XvL43kpQlTNtqKaaWY2HqiFqm1CYBB1a8IXO2wN6qgwwdMzjjLMhEAiRAAiTgOoHcuDNBgkWX21U7Sr83b95c+AFJlEoNl7URs8ekiGrlri6cJus2VZc+3M613DNVt6l6bClR27ZtMoIwsTOnLSUqDDWCfCYUY26ij8XqxueQbc8Y19a3VFwVmw28XpCABkoueDPvIj7wNBW0UtCbFo4Iio3A6EmmotYZSQoVoG0d6ySDYmvbKksA8Z3JirmPuZBk+uCDP6dykwBlppZiajmm1+M8Ft8kYL9sfn+pNO0n+A9Se1SHOMViWyRAAiRAAiEJ5Co2ygWLXvzu4mwrabUCRwds/pDOAgp5YkpZoM3bcOFE6AITygINqm3acs9kAHlbStTefZo2rdF1lY5XmKMtJSoemJf7TPAjr/Yx97PGTzk/eXr0ODKz4cJeP1lL5imuRHVvfUvFVcmh5M18AnD3y7We0qca+fnwGh94mkZ//et6GssRQbGTDEJZyjojFgAGGlHXziVLlhioLVwV2rbKEq6WZEvhiS6+/JJcLOK9gPdEWpNaiqnlWBL9KL5JwMeybHFDk0jdRsroAZ9PQjy2SQIkQAIkEJBA/qYvpax6cy07Rp00ullLJpUFzSo2+EIfAOoPaYNVG6vKlLLAmEAFKmrfvoMRZUGBqo1cSmM8WCMdd7wSG0pUU10urkR1b31LxZWpUa+iesaOHZftrWppsxdyTnJdCYefODznjv3TQYMGeY2UUqzZlKJ+Wb1XvS4UbLZls248WcJWs0kltN1yB7ekpAnXrs6BpBaL+h7Q90S4XiRfClaUsBxLKuFpe8FNAnYultcW7s6I1Vq6jT1JBjC8VVJDxHZJgARIIBAB/MgfP2F8tkwxq148eNKHoXh4O2z4sGwZnFBZ0AwHX5AACVQCAQfXt1RcVcLEirkPF11ycbbF5597Nnuee7Jo4SHXqHPPO6/ALly5uc2f1/au9SpVKwnzLZSucc2a1V4GfQpXOre7d4d85auSq4CMW1K0DRnSnHQOJDUXtd38J8tpYwrLNfxwSMpybfnyevna14a2wLb/f/9J/uhtJ/h30vvoGqHeqgUiXiABEiABZwmcc+65WdnmvTE3e557og8jce2ss8+xqqhCXB24zLmakvoOdpUH5SKBSiXg4vqWiqtKnW0W+wV/7Esvu8xrAT8kEUA7Pz3+2996l/BkKlfRlZ/P1mvIGEfQumLywzoDlkJpfwrXt29fr4tqtVOsvzaua5sqg4024qgTcwBzITc+RhztahtFLYU0Q0qOGh8gCcs1uI9gkwANEn8I2V/lgyXL5VNcaD1IvnXiPx66xTMSIAESIAHnCSAUgVpdzZo5q+ya9vsXfd9qnxBawOUNafQ7WK3JrcIIWbk+sNMHhyGrsVoMcbJsBvk3IbxtJeq+xn2RxLSpRNUA8oV+4wYROmofS7XVvXt3wUNVO8nN9S0VV3ZGu+JrxRe3unBddumlWSsIfIjMmD4ja6Vz769/E7u1lcKHdcSCBQv0ZazHSrAUAjAd41IuobbA6sJDZbDVThz1fvGLX8q+J+JoL7eNYpZCuXnScK4WYzov4pR56dKlXnMaJD7b9oFVMnf2Bu9l62HflOGH094qy4YnJEACJJASArf8/OfZ9c6Pb7ix2Zp22tSp2e/v6TOeTf0DSZs/pKMOtyllgcph4+GxKWUBgmojuLaNZOphqS0lqsatVe+UsAxsKlE1gPz27dvDiueV0z7aUKJ27dbVe6gaScBM4YJKVEfXt1RcRR3tKi2PL4PHHn/c+6KH1dWEb39bbrn5p3LisGFyw3XXeU8Rnp/5ogwd1tK1Ji5ksI6AlUSpYJs2ZFFLobTHFAIbtVx770+HdtOxwaxQnfpBanrHlUJt2b426IQTvCbinotqKaTt2+6nzfqTtFzD/If1qAaJz/Zz9yZp+Hf4CR4mfQd/UQ6XA7K7/g/y5gbPBiubjSckQAIkQALuEshd0+LBI9a099x9j7emvf3W27w17R/mzm35HZDTJVPKgpwqjZ6aUhYYFSqvMlPKgrxqjb40pSwwKlReZQggz+QWARtKVFM9LKhEdXR9S8WVqVGvwnrwJnzuhRfkvilTBFsDYxfB4cOHe69nvvSS6JdkUmjUOqJYsE1bcqlFiMbZstVOXPUmZbkGazm0XQlJrcbUcieuPml72n5c7dpqJynLtRUrVnifbfn9OuT/f4R85fhuIrvny68e2CZHHHFYfla+JgESIAEScJhA/poWm8PomnbuvHkllVboFpUFDg8uRSMBEghEwNX17ecC9YKZSaAAgTEnjxH8uZZgHQEriSXvvRerfBpTqBIshTCmsNZ5ImNdB+udFhYnlgZdLYVaxhSy1KDlanMt186ceKbl1g5VD0shxFCotLkIq8a4FOOIbwBz+UmT8+Oa7Jet6zccjG/VSdr/5zy555l1ctIv/0V60WPw0CTkGQmQAAmkiECSa1q1yu7SpauzxFx2NVRoe/c26imPJEACgQm4u76lxVXgwWSBNBHA07K33z60w2EcssPMvFIshcBLrXXUeicOhtqWWs3F0abtNpKwXKskqzWMT3Yuvv++7eHK1q9boLeci62l+8jRUtc6k3X/h/La3P+SETf8i4zoQK1VFh5PSIAESIAEfBNo3NekcKnpUuO7TNwZNWZPXA+PwvQP1nK6XghTPo4yiD/aPRNc29VkW4kKw4KtW7ZG6r5NJWrbNm092bZvixbjyqYSVRXcOlaRYDYr7O76loqrZgPFF5VG4IQvD/asJcy/qQuTysa3OhjTqHCudF3NtRaKS3K1FIrLwiuOfsFyLc6Ya5jzaK8S4lvp+OhcjHOHRlhsFoxvlRGqVa/J8nzDBlm/cYXM+uVEqaPSSoeKRxIgARKoOgJ79ux2us8mlAU2O1hT06SwM7EhkC3XTd3hWNf7YXlgfYZ4WTZSv/79sxsKhK3fthL12GPrvBAzYeVDOZtKVP39sW1bNOUalKgjRo6M0s2iZVXBrWNVNGOZGzC4wJzJTa6ub6m4yh0lnlccAbWSUAse2x3U+FauP+kJyiFua6FKsxQCb50Tb731ZlD8ofLrnNd2Q1XiYKFvjTk58oIsSLdmz365YHyrIHUwLwmQAAmQQGUTGDxksKiFrqs9NaEssNk3DWvQ2LjXZjOR6m7Ttk2k8nEUbteuyVoojrbYRmUQSMucoeKqMuYbe1GEADTmiPET1654sASBokC/fIuIlbrLai0U9QmTn46jjUqzFEK/47YWUqu1ipuLgwZ502jRQvsuwGq1BstNJhIgARIgARIgARIgARIggWQIUHGVDHe2GiOBuKyF9u3b51mCDPnKV2PsXTxNqdWOWpTZbFXb0DZtthV33WothLliO82aOauiYq0pr7rj6rzTJUuW6CVrR7VaG37icGttsGISIAESIAESAAF1kVOXORepIC4RXA5dTq67bLrMjrKRgMsEqLhyeXQomxECai1k20Kjflm9J++ggxYhRoR3pBJY7UCR9Iff/966RGijEq3WAE7nhs4VWzB1ro8cNcpWE4nViy3LES/gtVfnWJdh7uuvV9SujNaBsQESIAESIIHQBNRFzmVL6c2bNwtcDl1OcNmE66bNFCUwuHovaLwsW3JGeUhqW4mKwPQIUB8l2VaiwmNn1cqVUUSUTZs2Svv27SLVUaxwbW2td0sf+BfLV+p6lDlSql5b96i4skWW9TpDYNjwYZ4sti005s+b57UzdNhQZ/puUhBYkmExsGPHDpPVNqsLdaONSrRaQ0d1buhcadZ5gy90rqt1ksGqnahq9Ne/7m26YHMuqgUlrOSYSIAESIAESKAUgbZtm36c2vxeKtW+n3smlAV+2omSB8qCODdgCSqr7qaogcGDls/Nbyte1sDjj/eaaWhoyG0u0LltJSoC0yMsSJRkW4nao8eRsmdPtHhrH63/SI7p1y9KN4uWxYPcqEnniG0lalQ5tTwVV0qCx4olEJeFBoI4j58wvmI5jhs3zuubzeCjWre2VYkwMUcwV2wmWCPBKsnEl5pNOcPWrZsuLHhrQdgqypZbuGChl0et5MoWYAYSIAESIIGqJdC7T2+v79u3b3eWgQllge3OQVnARAIkEC8BW0pU072g4so0UdbnJAG10ECwZRtJA4qPOmm0jeqdqBOB7hHXYN4bc63Jg7rRhm5Da62hBCvGHMFTJltzEfXiCQ/mfKUm3XTh+eeetdZFnYtqJWetIVZMAiRAAiRAAiRAAiRAAiRQkgAVVyXx8GalENDgyi+/bMfS5c35b3qo1C2xUrjl92Ps2HGCoN82fKJRJ+pGG5WcdI7Ymotar875SmUJFz6brqsLFiyo+LlYqXOD/SIBEiCBNBLQnaldlh1xieBy6GrSh4LquuminFHiY8XVn717G+Nqiu1EJFBNY0XFVcTJwuLpIKDBxW0FdEa9CCheqa5ZOsoa7FvdqPS6iaPWqW2YqNPFOjBH4C5oey66HNzVxLioO6kNd0EEt4dVXKXPRRPjwDpIgARIgATMEWjfvoO5yizUhO9GuBzaTFF2BWzc16RwUddNG3LCMwCBwcMmjY+l8bLC1lOsnO5KqQHWi+UrdX3lhx96ISdK5YlyT2MqaaD6MHW9OX++VSVqv/79vd3iw8iGMqpE7dLF3vsFYUEwVmHT9m1Nrs1t27QNW0Ws5ai4ihU3G0uSwOnfOcNzodIPElOy4EMXrlnnX3ChqSqdrQduU/jCfvGFF4zLWE2uWXAXxJzR3f9MwVQ3Qcz1Sk823QVnzXzRm+d0E6z0WcT+kQAJkIAZAiaUBWYkKV6LCWVB8drN3MFugBrv1EyN5mvBrooIDO5q0geXGmDdRTlNxVSyqURt1y6aMkeVqDVdalwcAk+mbduaFLBpCdFCxZWzU4mCmSagrlNPPfmk0apfnvWSV5+6gBmt3MHKzjr7HO8JhMmdc1AX3ARRdzUknSumdxesFjdBnSM23AWrxWVVGfJIAiRAAiQQnUA1KQui02INJEACJBCcABVXwZmxREoJYFGhO7qZitGEenQ3wUp3E9RhVxetV2bP1kuRj1qX1h25QscrwFw597zz5InHHzcaL+zpp570TLt1Ae04hsjinXX2WV4dTz/1dOS6tII5r8zxTseN/7Ze4pEESIAESIAErBPYtGmjtG/fzno7YRswtXYO2z7LkQAJVDcBKq6qe/yrrvfjJ5zqxa7ReEpRAaAe+Puj3mpJMCdFPK8Z06cb6zLqQp1pMVU10XFVjKiiJGqdr8551ZuLp552WtSqUlMeCjr490NhZ2pBPW3qw3JUr6PEVuyJ1MCloCRAAiRAArESQAiBY/r1i7XNII01NDR42Qcef3yQYrHmXfr++157tbW1sbYbpLFVK1d664wgZcLkjRK0G0H4bSpRNaaSxlgK2j9Ta75S7WqA/7AeJnEE4cdGCRiraklUXFXLSLOfHgHErMGP0nvvudsIEdSD+qotFg7ieWGBBWVJ1IQ6qiVGWC4rKEYwd6AoMZEee/QRLy7TmJPHmKguNXVAUQflsQlltMarmzT5+6npPwUlARIgARJwh0AUZYHtXkRVFtiWD/VrIOuo8WhtekFEDdq9Z89e6dHjSKs48TA4StBurKtsKlH1QbXGWAoKIw4lqgb43769KYB5UBltB+GHPIjxhbEKm9Kwk2lu36i4yqXB86ogcObEiZ6iJMpOFgClCpdq/JEL5QiCtENZEjUh0DvqqjaFC7hdceVVRhSAmMsIZnrxJZdEHY7Ulce8MaWMnnLf/d5cPPmUk1PHgQKTAAmQAAkkSyDqDl+2pY+qLLAtH+rXQNYa2DqONoO2ETVod9D2wuR3fXfKMH1iGTsE0jRXqLiyMwdYq8MEJn73u96PU/xIjZLUwqVaf+RCSQJlSRQFIMpiO9tqVLhg7iFIO5R2US0AVeGCuV2NCcrjqBaAuXPR5pPaahwf9pkESIAESIAESIAESIAEohCg4ioKPZZNJQH8KIWiBAqTRQsXheoDrK3UwqVaf+SqAvCaq68OxRCFbvvFLzzFTbUqXHQuRlG6UOEiAuVxVAVgtSv/Qr+JWZAESIAESCAyAX0I2KdP38h12apg7Zq1XtU1NTW2mohcL+JHYT3gctqzZ7fL4hmLGep0JwMIF0esqgDiFMwaNg5XwcocvkjFlcODQ9HsEVCly89u+WngD2gEBNTYVtWqcMHI5CpdZkyfEXiwUKbalX+Ahjmkrm5Bg00iPxSHWKRV+1z82c9/4VldTZs6NfBchCJaLf+qVREdGBoLkAAJkAAJGCfQpm0b43XmVxg2Dldj416vqjh2Lg6rLED8qGOPrcvvstHXUYN2Y+07eMhgozLlVxYlaHcc8aMgL+JwIcZSmBRHEH4N8K+xqoLKGUcQft0oIWwcLtd3Ms1nTsVVPhG+rgoC+HGqP3QffihYcGzkh4XMT27+qae8qQpgRTo5afJk74vnV7+8U4Jo+5EXZaCwQR3VnDAXMZcwp8LORczlale4INYVFkEPPvCABAnqCuXfT276sTcXq1n5V83vQfadBEiABEwQgLIAD0FcTlGDdtvum+7oG1ZZYFs+1B81aHccMkYN2h2HjCZiK9lc+0atO44g/FHHCb89bAbhjypffnkqrvKJ8HXVEMAPXQTSnHLffb5dBmGZgfzjJ4yvup0Ei02M2++409vR4rJLLy2WpcV15MUuGA88+FCLe9V4AbtSYk5hbmGO+Ulwc0V+zOFqDGxfiJHOxeuvu9a3JeUP/+Vyby7+8q67ql75V4gpr5EACZAACfgjAGWB68mEssD1PlI+EiCByiRAxVVljit75ZPAr//1N56lxRU/vLyslQbiD0DhgqdVt/z85z5bqPxs2KXmtjvu8Nz+bslYDpVLyAMzaZTRHW7KlamG+5hTmFuw/ilnMYT7mLOwWMMcZmoigPl035Qp3vy6+aabyiqvMBfxdPz6G28QfcpLliRAAiRAAiQQN4E0xI/aumWr8/Gj4PrERALVRiCsa23aOFFxlbYRo7xGCcAMVK1+Jp55hhSL1YTrp0841fvChlVHVPNRo51woLIzJ54p5553njzx+OMy6YILC7oNwj3wO6ed5uVBXpRhOkQAcwpzC+kbo0eXnIuYq0iYu5yLHorsP1ifXXrZZTJr5iw5PzPPCrmw4hrmKeYr5mK1u6tm4fGEBEiABEggEQJxxo8K28HNmzdbjx+lsoWNwwXXJ9vxo1TG7du266nvY1xB+KPE4YojfhSARYnDFUf8KMiIB8Rh43AtX14v7du3QzXWUpQ4XEHj6lrrRICKPxcgL7OSQEUSgJXG9BnPCtyLbrjuOnn+uWflG9/8ZravM6ZP9+IPwSUL1i1UFGTRNDu5ORPovu8xx3gMTxkzRsaOHSdqNo+ndFASIMHSikqrZuiyLzAX31q40FO4YC5Om/pwhtXE7H2di7DMgmVRHAFSs42n6OTKq66Uvn37etZrXx08xFNO5c7F2bNf9twDYWlFpVWKBpaikgAJkIDDBLp0aXIVhFW0qxbl/fr398IMOIzRsz5f+eGHzoqoFtrbtm0NLaPtIPy5cbjCrhVt/96JEocrrvhRPXocGXqMERLFdvyoKGMUVxD+0AALFKTiqgAUXqo+AlhgPPfCC158occefURuv/W2LARVEjCOUBZJ0RMopIafOFweeuBBUeUAMmPXO1i2XHTJxVS2FKXXdANfQpyLZSD5uI33K967heYilKpnn3OOsz8sfHSPWUiABEiABBwjUNOlxpOocV+jY5IdEqddu7aHXjh6xjhcjg4MxSKBhAlQcZXwALB5twjgxy4VVNHGBE92YH2FP6bwBDgXw7PTkpyLSoJHEiABEiABlwnE5foUhQHiRw0YMCBKFVbLptH1ySoQVk4CFUaAMa4qbEDZHRIgARIgARIgARIgARIggfQQiMv1KQoRxI+y7foURb64XZ/CxOGKK35U2zZNlnVh4nAhphNiO9lOua61QduKI34UZAobh0vjq2qssaD9C5If3gVh4nClMaA7FVdBZgbzkgAJkAAJkAAJkAAJkAAJkEAeAVUW6A6BebedeKnKAg0S7oRQeUIgDhd2/HU5Ie5tlDhcUWIT+eGiMdbCxuGKEtvJj3zIE8W1No74UZAxbByu7dubAvdrrDHUZSuFda1ds2a1J5LGbLMln8l6qbgySZN1kQAJkAAJkAAJkAAJkAAJVB0BVRboDoEuAlBlgYuyqUxpiMOlsvJIAiQQHwEqruJjzZZIgARIgARIgARIgARIgARIoBkBuD7BLcnVFKfrU1gGaXR9CttXliOBXAJ79uzOfVmx51RcVezQsmMkQAIkQAIkQAIkQAIkQAKuE4DrE9ySXE1xuj4pg6DB1uN2fUKw+qAJsYgQkyiOhB29t27ZGrgpuGnCXdN2qqlp2oUzqGvtuoZ1nmjq9mpTTm0jqGut9kndh23KiLFatnRZ4CbCzI3AjRguQMWVYaCsjgRIgARIgARIgARIgARIoPoIIKg1dgh0NdXW1nqiaZBwF+UcePzxnlgabN1FGQcPGSwIVh8mhY1JFLStY4+tk82bNwct5uWPw10TOz8jBXWtbdzX6JWLw+01bBvaJ3Uf9gS29C/sWGFuIFZbmhIVV2kaLcpKAiRAAiRAAiRAAiRAAiTgJAEEtcYOga4m20HBXe035SIBEkg/ASqu0j+G7AEJkAAJkAAJkAAJkAAJkEAKCagbUp8+fZ2VXl2f1L3LRUHh+gT3OJeT67GIgrpnuszapGxpiJ+mcehM9tu1uqi4cm1EKA8JkAAJkAAJkAAJkAAJkEAqCYRVTrRp2ya2/u7d2+Ru5bdBdX1S9y6/5cLk07hA27dtD1Qcrk9wj4sjaewjjbfkt03EIoKbYRwJwf4R9D9IUvdMddcMUjZMXsT7QtyvIEndXNXtNUjZoHm1DY2f5rd8nLHMdKw0Dp1fGV3fEKJQP6i4KkSF10iABEiABEiABEiABEiABEggAIGwgZIDNBE5K+LarPzww8j12KpA4wJt2xY8sLgtmfLr1dhHGm8p/74LrxHsH0H/XU5R4n3F4fYapY0ofYtjzFzfEKIQAyquClHhNRIgARIgARIgARIgARIgARIIQCBMoOSglkUBxDGWNaiFlrGGWREJkAAJHCRAxRWnAgmQAAmQAAmQAAmQAAmQAAkkQEAti+rq4nFzC9NFWGjBrcvl9Ob8+QKLtzhTkNhH6laoboZxyRkkblXcsczat28nmzZtDIQi7lhmiJuGNoOksO7CQdrQvBp3TsdOr5c6BpkTpeqJ+x4VV3ETZ3skQAIkQAIkQAIkQAIkQAIVR6Bt23Zen1wOlBwm9hE6FafrU5jYR5AxjMUbygVNYWIfqVuhuhkGbTNofo19pHGr/JSPM5YZ5DmmXz/5aP1HfkTL5okzlhkaRdw0tBkkxRnLTOPO6dj5kVPnhMsbQhTqBxVXhajwGgmQAAmQAAmQAAmQAAmQAAkEINC7T28vd9BAyQGaiJy10mMfRQbko4IosY98VM8sJBALgTg3hDDRISquTFBkHSRAAiRAAiRAAiRAAiRAAiQQkECcO5AFFC2b3fUdyNTCTS3esoI7dBLErTApsRnLrDD5OF3/CktQ/mpQd8byNbqXg4or98aEEpEACZAACZAACZAACZAACaSUQFAlRZxueKrcUWWPH8Rx70AWNPaRWripxZufPkXNc1Svo2TVypW+q1mzZrWXN65YZhr7aOn77/uWEbHMsOtkXEld1err6303GXcss8FDBgtc//wm7Yv2zW+5KPkwZkHcGTUels6RKG3HWZaKqzhpsy0SIAESIAESIAESIAESIIGKJKBKCVVSuNhJVe6ossdFGcPEPoq7Hz16HCl79uyNu1nf7WnsI98FEsgY1lUtrlhmUZCE7VuUNv2W1XhYaZgjuX2i4iqXBs9JgARIgARIgARIgARIgARIICYC2FUNAdNdTWqZpZZaLsoZ1MLNxT5QJhKIQiAN7oxR+oeyVFxFJcjyJEACJEACJEACJEACJEACJBCCAHZVQ8D0uJNfZY9aZqmlVpxyqtKsXJtq4aYWb+Xym7gf1J0xiVhmQd0Z43bDU1c1v+6M6xrWeUPXpUt87xd1+VMXwHJzJwk3vH79+wdyZ0Q8rI6dOpbrinP3qbhybkgoEAmQAAmQAAmQAAmQAAmQQBoJHDfwOIGSwtWkyh1V9rgo58Djj/fEUqWZizKGcWeMM5YZmIVxZ4zTDS+oq1rjvkZvKtR0qYltSgR1+UvCDS/omCEe1rHH1sXG0FRDVFyZIsl6SIAESIAESIAESIAESIAEqppAEOWEWhTRDS/alOFueNH4sTQJpIEAFVdpGCXKSAIkQAIkQAIkQAIkQAIkUFEE1KIoCTc8v8oetcxSS604B2D7tu2+mot7NzwIpcpGVT6WEzRuNzzIA3fG5cv97dinrnDqGleuP6buB3FnTMINL6g7I3aaRJ/iTDpmOobl2kZcPcyNtCUqrtI2YpSXBEiABEiABEiABEiABEjASQKINwMlhctpxMiRAmWPq0mVZNu2bXVVRFFloyof/Qga1KXLT52l8sCdcdcnu0plaXEvqGtciwoCXgjizpiEG15Qd0bsNIk+xZmCjhni6mFupC1RcZW2EaO8JEACJEACJEACJEACJEACThIIopxQiyK16nCxQ2kI5FwNO6q5ODcok1sE/G644JbU/qWh4so/K+YkARIgARIgARIgARIgARIggbIE9u3bVzaPWhQFteooW7GPDHAX8pOSCuSMXc+gNPOTli1dJoOHDPaT1VgeVTaq+1qpitWFS4POl8pr8p7uvqe78ZWqW3f2q639f+zdCZxV1ZXo/9VN6OfrZrbTj1FFRjWhLVGDSYOCmk5ACM44tAOCyiO8JOKscUgiTlHTj9CA4AANgsaBgJhEBBRiS6KATRwYRf+A8NqWqWg/fppPdf9rnWIVt6rucO6tM+xzzm9/PnCnM+z93efee2rdvdfpVWyxwF8rZ4SiTsPTix9EXcq54IJOzezWrVukVbQRijatt9jObWqrHRvFlnXtNQJXrvUI9UEAAQQQQAABBBBAAIFEClhwYtOmTc7WX4M8Ol3I5aJXPdOgmavFgo02fc3FetrV9+xqfH7q2KpVKz+LBbZMOSMUdRpeORc/CKqS5exTp2Z26dolqF0Hvh2b2mrHRuA7CHGDBK5CxGXTCCCAAAIIIIAAAggggEA+gVVvrYplBEm+uhR6Lo4RJIXqku95G0FiydLzLRP3czYltHWr1rFUxc8UMr/J+sNqgJ8RinFOCfWzbz9tCMuvnBGKYdUh7O0SuApbmO0jgAACCCCAAAIIIIBAJgQsOGHBilKNLmc0R6lt+X3dpgn5mUIW1wgSnW7lJ8m9jSCxZOl+DYJYzu8UMpsS2rNXzyB263sbNu3PzxSyOK7MqA0pZ4RiHFNCtY46QlH3XarYKEtrU6nlg3zd7wjFuKaEBtFWAldBKLINBBBAAAEEEEAAAQQQyLyABScsWFEMxM8ojmLrV/qaTRMqNYUszhEkLk+3Mvc4go62bz+3UU/781MnlnFDIInHBoErN44daoEAAggggAACCCCAAAIpEfAz9SquESRGXGoKWZwjSKyONhXQHje+jXMESdu2bcRPknudEnpsj2MbVz2Sx36nkMU1JdRvknsbHWijBSPBO7QT26fVodC+LVG/jbostFwYz/tNcp+Eq4QW8iFwVUiG5xFAAAEEEEAAAQQQQACBMgV0CplOvXK1lHMVsrjaYNOtbCpgqXrEMYLkuOOP953k/uijjynVhFBe9zuFLK4poX6T3NvoQBstGApWgY3aPq0OBRYTS9Rvoy4LLRfG836T3Md1ldAg2kzgKghFtoEAAggggAACCCCAAAII1Ar4mUK2du1az6pPn77OmtkIEhsV42JFP/zgg9hGM5lHqSmVOipLR2fFVUpNSbVRbXEmuNeRQMVKqdGBxdZt7ms2gqpU3jo/oyybW5dC61vfWV8WWq7UsVBoPReeJ3DlQi9QBwQQQAABBBBAAAEEEEiFgCYW16lXfkqr1q38LBb4Mjp1TaewFSs2gsRGxRRbNujXLLG4TQUstP19+/ZLXKOZLOhoUyoL1fGjLR+Jjs6Ko/hJLG6j2uJIcK8mg4cMER0JVKxYgnkbLVhs2aBfsxFUpfLWxZXgXttrfWd9WchApyfrtMIkFgJXSew16owAAggggAACCCCAAAJOCmhicZ16VazEPZrJT7Anznw4fqf+xTmayU/QsdRorGLHSFSvxTmaydpYaiRQnKOZrI4u1MHqUujWT1/6nVZYaB9xPU/gKi559osAAggggAACCCCAAAKpE7BpO8WSOcc5mknB/YwKizsfjo4K06mAxUqco5n8jAqz0ViWs6tYW8J4zUaF2dTUfPuIczST1kdHAOlIoGJFRzNp7ri4io4KK5W3bvmyZbGNZrKRaNaX+ZzsGLBk8/mWcfk5Alcu9w51QwABBBBAAAEEEEAAgUQJ2LSdYsmcNSCjV3yLq/gZFRbnaCZ10VFhOhWwUCmVz6fQekE972dUmJ8RMEHVJ992/IwKi3skkd8RQH5yx+UzCOq5UqPCdD9+2xJUnRpvx09fWrL5xuu6/pjAles9RP0QQAABBBBAAAEEEEAgMQJ+kjlrQEav+BZXsVEXxUaFxTmaSV1KjQqzfD5xjWbSOpbKFWYjYGxEjK4TZfEzKizO3Exq4WdUWJyjmbSOpUaF2Wgma4uuE3UpNSrM8sW5fLGFYmYErorp8BoCCCCAAAIIIIAAAgggUIaAn2TOmrw9zivN2aiLQqPCbDSTTXsso/mBLVpqVJhd5c0ChYHtuIwNlcoVVupqeWXsqqJF/YwK8zOSqKKd+1zJRoUVGp1mecLiHM1k+7a6NG6a1d3a0vj1qB776cs4LrYQRPsJXAWhyDYQQAABBBBAAAEEEEAAgUMCpfIzafL2uK40p1W0UReWJL5xx9loJpv22Pj1KB7bqDAbzdJ4n3aVNwsUNn49isc6EkdHAxUqmidMR8LEWTQ3VLErSGp+Kb36YFzFRqPZ6LTG9bA8YXGOZrJRfVaXxnW0utsIt8avR/G41BUk9RiIM09Ycw0IXDVXkPURQAABBBBAAAEEEEAAgRyBYvmZLBBjgZmc1SK7a6MuduzYkXefFtCyAFfehUJ+0kaF2WiWxruLO0+Y1qfUSJy484RpHTU3VKGROC6MrNM6ar63QqPTbGRdnKOZbFSf1UXrnFus7n5GuOWuF+R9Gx1pfdp423oMxJ0nrHGdynlM4KocLZZFAAEEEEAAAQQQQAABBEoIFBuJY4EYC8yU2FRoL+voi0JXSrOAlgW4QqtEkQ2XGokTd54wrXqpkThx5wnTOhYbiePCyDqto+Z709Fp+YqNrLPjId8yYT9no/qsLo3358LIOhsdaX3auI5xj6xrXJ9yHxO4KleM5RFAAAEEEEAAAQQQQACBIgI2Eiff6AebVhTnH+Ja9aOOOkp0RFC+ogEtF6YVFRuJE3fCbnWzkTg2Qi3X0oWRdVofG9mXLxG/Kwm7iyXi15F1OvU27lIsEb/mrNM2xFlsmqL1aW5drO9tVFbua0m5T+AqKT1FPRFAAAEEEEAAAQQQQCARAjYSJ9/oBxemuCmi5tjSEUH5iv4hroGtuIuOxHnvvT81qYYFBLt06dLktSifsJE4NkItd982rSzukXW2/3zHok1xi3NknZpZIv58yc/XrVsnpZLg57qHdV/rkC/Qq3XWnHXahjiLTlMsFOi1vrdRWXHWs9J9E7iqVI71EEAAAQQQQAABBBBAAIE8AsVGP+gf4hqQibtYsmsbGWT1sT/E40web3XRKZc6xalx2bRxk/eUC3+Ia/L1fFMu169f79Ux7pF1tn8b6Zdr6cIUN62PBXrzJT/X4GqcyePNS+uQL9BrdbY22PJx3BYK9Frf2+dSHHVr7j4JXDVXkPURQAABBBBAAAEEEEAAgRwBG/2go6saF1f+EO/Vu5dXtcbT3Fz6Q7xv375eHW2qk1m69Ie4ThHLd2VBV6ZbqlmhaW4uTLfU+llApfE0NwuqWpBVl42rWB33bBKDAABAAElEQVSsTlYPq3OcFzKwuhQK9OoVBfUYiDN5vNWx0lsCV5XKsR4CCCCAAAIIIIAAAgggUEDg9NNPFx1dlVvsj177Izj3tajv6/QwnVq0/sMPG+za/hC3YEKDFyN+0Lt3b2+Pq1evbrBnl/4Q73vccV7dGgfXNCj0ta99vUG943rwd383UHT6Z26x+lpwMPe1qO9rQEUDK40DvRZUtSBr1PXK3Z/Vwepkr1kOrrinW2p9rC/tc8bqqH3fr18/e5jIWwJXiew2Ko0AAggggAACCCCAAAIuC1gOKcvHpHWtDwodGu0Ud/01uPb7369sUA2XgkKaQypfcE3/ENdgjAulf//+XjVyg2sWFDrl1FNdqKJocE3zMFm9tFJWXxeS8Gt9NLDyxhtv6N368sc/rPL634WgkNZBg2tap9yidXYlKGR9mRtc088f7ftTvzEgt9qJu0/gKnFdRoURQAABBBBAAAEEEEDAdYEzzhjsVTE3R5MFhVz4Q1wrp3/M6tTF3OCajhRyJSikddTg2qJFC/WuV3Q0if4h7kpQyIJruQEN14JC+YJrWl8NxLh0LDYOrmlQSPvflaLvi9zgmgYCXQoK5QuuvfF6XTDQjgFXLMutB4GrcsVYHgEEEEAAAQQQQAABBBAoIWABjaWvLfGW1KTnGhT67tBhJdaM7mX7Y9b+uF25om70lStBIZXQ4FpuQGP5suUekI0uiU6r8J6GDx/hBTTsqnjP/+o5p4JCeixqkErrpUXrueClBW4FKM+oC1AtXFgXpNRjUfv9zLPOLgwf8Sv6vtA62fvk9dfrjsXTD9U94urk3Z0G17Rv7Vi0AKUeA0kuBK6S3HvUHQEEEEAAAQQQQAABBJwV0ICG/hGpI5rmz5vn1XPEiBHO1NcCGjNnPO7VadbTT3tTswadPsiZOg47py7QN3fOHO+P8WfmzhG9kp8rI4UUasiZZ3oBjRVvrPD6WkfZXTxqlDOGWhENmGq99FjUemrRertStD81GPmbVxZ7VVq2dKl369KxqHXRqatWt2fnz/fq7NKxOGLk9zy3xS8v9vpaP39cCpZXerx9pdIVWQ8BBBBAAAEEEEAAAQQQQKCwwHXjrpfZs2bJhPHjZevWrV7AxbWRDz+6YaJXvzGjr/FGhI2fMMGpq49p4u4rrrzSc9y2bZsXILryqqsKo8fwysBBA70RTXf9+E7p3r27V4Nzhg+PoSaFd3npZZfKlMmT649FHYGl9XapXF17DOp7xY5F7XeXroSnddFgtL6n9VjUabaTp0xxiVCqqqq8Y/Hhhx6sH2GnfZ/0woirpPcg9UcAAQQQQAABBBBAAAEnBXQkxm133O6NdNEK3nrbbc7Vc+iwoTLy3JFe0EpHvFx73bXO1XHiTTd6I1t0qqUGM1wLuCjY1GnTPTcd1aTBDJdG4WjFtD5aL8u5ZvX1Ku3If3osav9qP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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
[N/A]
</div>
<br><hr><br><div class="question">
<p>The magnetic flux <em>Φ</em> through a coil with 1000 turns varies with time <em>t</em> as shown in the graph.</p>
<p><img 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" alt></p>
<p>What is the magnitude of the emf produced in the coil?</p>
<p>A. 0.04 V<br>B. 0.06 V<br>C. 40 V<br>D. 60 V</p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>C</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<p>Too many candidates, here and elsewhere, are omitting to read the axes when interpreting a graph. In this case they missed the power of ten.</p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time <em>t</em> of the power <em>P</em> produced in a coil that is rotating in a region of uniform magnetic field.</p>
<p><img 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" alt></p>
<p>Which of the following describes the average power produced and the period of rotation of the coil?</p>
<p><img 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" alt></p>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question">
<p>B</p>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question">
<div class="page" title="Page 13">
<div class="layoutArea">
<div class="column">
<p><span style="font-size: 10.000000pt; font-family: 'Arial';">This was the most difficult question in the paper for the candidates. Perhaps a simple sketch of a coil in a magnetic field would have helped them realise that there will be two occasions in the cycle when the power output is zero. Hence A and B (the most common options) must be incorrect. This is a sin</span><span style="font-size: 6.000000pt; font-family: 'Arial'; vertical-align: 5.000000pt;">2 </span><span style="font-size: 10.000000pt; font-family: 'Arial';">curve and the average power will be just half the maximum. </span></p>
</div>
</div>
</div>
</div>
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